[getfem] 02/02: Fix corruption of upstream sources

Sébastien Villemot sebastien at debian.org
Thu Mar 6 21:43:44 UTC 2014


This is an automated email from the git hooks/post-receive script.

sebastien pushed a commit to branch master
in repository getfem.

commit 542b19f163c25cc23e111e723e2420f60a74d183
Author: Sébastien Villemot <sebastien at debian.org>
Date:   Thu Mar 6 21:51:35 2014 +0100

    Fix corruption of upstream sources
---
 .gitignore                                         |    35 +-
 Makefile.in                                        |   897 -
 aclocal.m4                                         |  1201 -
 bin/Makefile.in                                    |   495 -
 bin/extract_doc                                    |    92 -
 config.guess                                       |  1530 -
 config.h.in                                        |   162 -
 config.sub                                         |  1773 -
 configure                                          | 25754 -----
 configure.ac                                       |   109 -
 contrib/Makefile.in                                |   635 -
 contrib/aposteriori/Makefile.in                    |   669 -
 contrib/bimat_contact_crack_test/Makefile.in       |   657 -
 contrib/bimaterial_crack_test/Makefile.in          |   678 -
 contrib/contact_grd_trans/Makefile.in              |   683 -
 contrib/crack_plate/Makefile.in                    |   716 -
 contrib/delaminated_crack/Makefile.in              |   655 -
 contrib/icare/Makefile.am                          |     4 -
 contrib/icare/Makefile.in                          |   667 -
 contrib/inter_element_test/Makefile.in             |   652 -
 contrib/mixed_dynamic_friction/Makefile.in         |   672 -
 contrib/mixed_elastostatic/Makefile.in             |   655 -
 contrib/static_contact_gears/Makefile.in           |   667 -
 .../static_contact_gears/static_contact_gears.cc   |    16 -
 .../static_contact_gears_u1_u2.cc                  |    21 -
 contrib/static_friction/Makefile.in                |   653 -
 contrib/xfem_contact/Makefile.in                   |   682 -
 contrib/xfem_contact/xfem_stokes.cc                |     4 -
 contrib/xfem_large_strain/Makefile.in              |   706 -
 .../compressible_getfem_nonlinear_elastoptim.h     |    20 -
 contrib/xfem_stab_unilat_contact/Makefile.in       |   657 -
 .../xfem_stab_unilat_contact.cc                    |    36 -
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 cubature/Gauss1D3.IM                               |     0
 cubature/Gauss1D31.IM                              |     0
 cubature/Gauss1D33.IM                              |     0
 cubature/Gauss1D35.IM                              |     0
 cubature/Gauss1D37.IM                              |     0
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 cubature/Gauss1D45.IM                              |     0
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 cubature/Gauss1D79.IM                              |     0
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 cubature/Gauss1D83.IM                              |     0
 cubature/Gauss1D85.IM                              |     0
 cubature/Gauss1D87.IM                              |     0
 cubature/Gauss1D89.IM                              |     0
 cubature/Gauss1D9.IM                               |     0
 cubature/Gauss1D91.IM                              |     0
 cubature/Gauss1D93.IM                              |     0
 cubature/Gauss1D95.IM                              |     0
 cubature/Gauss1D97.IM                              |     0
 cubature/Gauss1D99.IM                              |     0
 cubature/HEXAHEDRON_11.IM                          |     0
 cubature/HEXAHEDRON_5.IM                           |     0
 cubature/HEXAHEDRON_9.IM                           |     0
 cubature/Makefile.in                               |   437 -
 cubature/NC_0_0.IM                                 |     0
 cubature/QUAD_17.IM                                |     0
 cubature/QUAD_2.IM                                 |     0
 cubature/QUAD_3.IM                                 |     0
 cubature/QUAD_5.IM                                 |     0
 cubature/QUAD_7.IM                                 |     0
 cubature/QUAD_9.IM                                 |     0
 cubature/SIMPLEX4D_3.IM                            |     0
 cubature/TETRA_1.IM                                |     0
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 cubature/TRIANGLE_1.IM                             |     0
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 cubature/TRIANGLE_8.IM                             |     0
 cubature/TRIANGLE_9.IM                             |     0
 cubature/getfem_im_list.h                          |  4647 -
 depcomp                                            |   688 -
 doc/Makefile.in                                    |   630 -
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 interface/src/getfemint_misc.cc                    |     4 -
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 interface/src/getfemint_workspace.h                |     8 -
 interface/src/gf_asm.cc                            |    19 -
 interface/src/gf_cont_struct.cc                    |   134 -
 interface/src/gf_cont_struct_get.cc                |    97 -
 interface/src/gf_mesh_im.cc                        |     3 -
 interface/src/gf_model_get.cc                      |   102 -
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 interface/src/gfi_array.h                          |     4 -
 interface/src/matlab/Makefile.in                   |   705 -
 interface/src/matlab/private/Makefile.in           |   496 -
 interface/src/python/Makefile.in                   |   571 -
 interface/src/python/getfem.py                     |  5504 --
 interface/src/python/getfem_python.c               |     4 -
 interface/src/scilab/Makefile.in                   |   875 -
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 interface/src/scilab/help/en_US/gf_asm.xml         |    15 -
 interface/src/scilab/help/en_US/gf_mdbrick.xml     |     4 -
 interface/src/scilab/help/en_US/gf_model_get.xml   |    16 -
 interface/src/scilab/help/en_US/gf_model_set.xml   |    97 -
 interface/src/scilab/jar/scilab_en_US_help.jar     |   Bin 505642 -> 0 bytes
 interface/src/scilab/loader.sce                    |    10 -
 interface/src/scilab/macros/gf_plot_mesh.sci       |    12 -
 interface/src/scilab/macros/overload/%objid_e.sci  |    12 -
 .../src/scilab/macros/overload/%objid_get.sci      |    12 -
 .../src/scilab/macros/overload/%objid_set.sci      |    12 -
 interface/src/scilab/macros/overload/gf_typeof.sci |     9 -
 .../src/scilab/sci_gateway/c/builder_gateway_c.sce |   139 -
 .../scilab/sci_gateway/c/builder_gateway_c.sce.in  |    78 -
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 .../src/scilab/sci_gateway/c/libscigetfem_c.c      |   150 -
 interface/src/scilab/sci_gateway/c/loader.sce      |    85 -
 .../src/scilab/sci_gateway/cleaner_gateway.sce     |    15 -
 .../src/scilab/sci_gateway/loader_gateway.sce      |    24 -
 interface/src/scilab/src/c/cleaner.sce             |    18 -
 interface/src/scilab/src/c/loader.sce              |   103 -
 interface/tests/Makefile.in                        |   632 -
 interface/tests/matlab/Makefile.am                 |     3 -
 interface/tests/matlab/Makefile.in                 |   856 -
 interface/tests/matlab/demo_continuation.m         |    85 -
 .../matlab/demo_fictitious_domains_laplacian.m     |     4 -
 interface/tests/matlab/demo_laplacian.m            |     3 -
 .../tests/matlab/demo_large_sliding_contact.m      |   124 -
 interface/tests/matlab/demo_static_contact.m       |    50 -
 interface/tests/matlab/private/Makefile.in         |   496 -
 interface/tests/meshes/Makefile.in                 |   501 -
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 ltmain.sh                                          |  9661 --
 m4/Makefile.in                                     |   428 -
 m4/libtool.m4                                      |  8001 --
 m4/ltoptions.m4                                    |   384 -
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 missing                                            |   331 -
 src/Makefile.in                                    |   928 -
 src/bgeot_ftool.cc                                 |     4 -
 src/bgeot_geometric_trans.cc                       |    31 -
 src/bgeot_poly.cc                                  |     4 -
 src/dal_singleton.cc                               |    21 -
 src/dal_static_stored_objects.cc                   |    21 -
 src/getfem/bgeot_geometric_trans.h                 |    18 -
 src/getfem/bgeot_tensor.h                          |     4 -
 src/getfem/dal_naming_system.h                     |     6 +-
 src/getfem/dal_singleton.h                         |    30 -
 src/getfem/dal_static_stored_objects.h             |    30 -
 src/getfem/getfem_Coulomb_friction.h               |     7 -
 src/getfem/getfem_arch_config.h                    |   240 -
 src/getfem/getfem_assembling.h                     |     5 -
 src/getfem/getfem_assembling_tensors.h             |     4 -
 src/getfem/getfem_contact_and_friction_common.h    |    73 -
 src/getfem/getfem_contact_and_friction_integral.h  |   324 -
 src/getfem/getfem_contact_and_friction_nodal.h     |    36 -
 src/getfem/getfem_continuation.h                   |   434 -
 src/getfem/getfem_fem.h                            |    24 -
 src/getfem/getfem_interpolation.h                  |    69 -
 src/getfem/getfem_nonlinear_elasticity.h           |    27 -
 src/getfem/getfem_plasticity.h                     |    16 -
 src/getfem/getfem_projected_fem.h                  |     7 -
 src/getfem_contact_and_friction_integral.cc        |  2370 +-
 src/getfem_contact_and_friction_nodal.cc           |    62 -
 src/getfem_import.cc                               |     9 -
 src/getfem_interpolation.cc                        |    13 -
 src/getfem_mat_elem.cc                             |    36 -
 src/getfem_mat_elem_type.cc                        |    12 -
 src/getfem_model_solvers.cc                        |   309 -
 src/getfem_nonlinear_elasticity.cc                 |   130 -
 src/getfem_plasticity.cc                           |    12 -
 src/getfem_projected_fem.cc                        |   117 -
 src/gmm/gmm_MUMPS_interface.h                      |    29 -
 src/gmm/gmm_std.h                                  |    44 -
 src/gmm/gmm_sub_index.h                            |     4 -
 superlu/Makefile.in                                |  1781 -
 tests-2.0/Makefile.in                              |  1021 -
 tests/Makefile.am                                  |    43 -
 tests/Makefile.in                                  |  1211 -
 .../{disc_P2_h0_3.mesh~HEAD => disc_P2_h0_3.mesh}  |     0
 tests/meshes/disc_P2_h0_3.mesh~upstream            | 94973 -------------------
 .../{disc_P2_h0_5.mesh~HEAD => disc_P2_h0_5.mesh}  |     0
 tests/meshes/disc_P2_h0_5.mesh~upstream            | 34173 -------
 .../{disc_P2_h10.mesh~HEAD => disc_P2_h10.mesh}    |     0
 tests/meshes/disc_P2_h10.mesh~upstream             |    73 -
 .../{disc_P2_h6.mesh~HEAD => disc_P2_h6.mesh}      |     0
 tests/meshes/disc_P2_h6.mesh~upstream              |   191 -
 tests/test_continuation.cc                         |    71 -
 tests/test_continuation.param                      |    32 -
 tests/test_large_sliding_contact.cc                |     7 -
 287 files changed, 75 insertions(+), 222955 deletions(-)

diff --git a/.gitignore b/.gitignore
index 845ca06..4357184 100644
--- a/.gitignore
+++ b/.gitignore
@@ -1 +1,34 @@
-.pc
+# build artefacts strewn throughout the tree
+.libs/
+.deps/
+*.o
+*.lo
+*.a
+*.la
+Makefile
+Makefile.in
+
+# specific files created by the build system in the module root
+/aclocal.m4
+/am
+/autom4te.cache
+/build-cmake
+/compile
+/config.guess
+/config.h
+/config.h.in
+/config.log
+/config.lt
+/config.status
+/config.sub
+/configure
+/configure.lineno
+/depcomp
+/dependencies.m4
+/dune-pdelab.pc
+/install-sh
+/libtool
+/ltmain.sh
+/missing
+/stamp-h1
+/test-driver
diff --git a/Makefile.in b/Makefile.in
deleted file mode 100644
index 7fcb5b1..0000000
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+++ /dev/null
@@ -1,897 +0,0 @@
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-	$(AWK) 'BEGIN { files["."] = ""; dirs["."] = 1; } \
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-	; done
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diff --git a/bin/extract_doc b/bin/extract_doc
index c3e564b..eeff58e 100755
--- a/bin/extract_doc
+++ b/bin/extract_doc
@@ -1,11 +1,7 @@
 #!/usr/bin/env python
 # -*- python -*-
 #
-<<<<<<< HEAD
-# Copyright (C) 2004-2012 Yves Renard, Julien Pommier.
-=======
 # Copyright (C) 2004-2013 Yves Renard, Julien Pommier.
->>>>>>> upstream
 #                                                       
 # This file is a part of GETFEM++                                         
 #                                                                         
@@ -305,10 +301,7 @@ def FilterDoc(d, langage, objects, commands, set_replace = set()):
 
     # Authorized abbreviations
     d = string.replace(d, '@tcs',    'cont_struct')
-<<<<<<< HEAD
-=======
     d = string.replace(d, '@tmcf',   'multi_contact_frame')
->>>>>>> upstream
     d = string.replace(d, '@tmf',    'mesh_fem')
     d = string.replace(d, '@tbrick', 'mdbrick')
     d = string.replace(d, '@tstate', 'mdstate')
@@ -880,35 +873,6 @@ elif (option == 'matlab-doc'):
   print 'The expected type of each function argument is indicated in this '
   print 'reference. Here is a list of these types:'
   print ''
-<<<<<<< HEAD
-  print '=================  =================================================='
-  print '`int`              integer value'
-  print '`hobj`             a handle for any getfem++ object'
-  print '`scalar`           scalar value'
-  print '`string`           string'
-  print '`ivec`             vector of integer values'
-  print '`vec`              vector'
-  print '`imat`             matrix of integer values'
-  print '`mat`              matrix'
-  print '`spmat`            sparse matrix (both matlab native sparse'
-  print '                   matrices, and getfem sparse matrices)'
-  print '`precond`          getfem preconditioner object'
-  print '`mesh mesh`        object descriptor (or gfMesh object)'
-  print '`mesh_fem`         mesh fem object descriptor (or gfMeshFem object)'
-  print '`mesh_im`          mesh im object descriptor( or gfMeshIm object)'
-  print '`mesh_slice`       mesh slice object descriptor (or gfSlice object)'
-  print '`cvstruct`         convex structure descriptor (or gfCvStruct object)'
-  print '`geotrans`         geometric transformation descriptor (or '
-  print '                   gfGeoTrans object)'
-  print '`fem`              fem descriptor (or gfFem object)'
-  print '`eltm`             elementary matrix descriptor (or gfEltm object)'
-  print '`integ`            integration method descriptor (or gfInteg object)'
-  print '`model`            model descriptor (or gfModel object)'
-  print '`global_function`  global function descriptor'
-  print '`mesher_object`    mesher object descriptor'
-  print '`cont_struct`      continuation-structure descriptor'
-  print '=================  =================================================='
-=======
   print '=====================  =================================================='
   print '`int`                  integer value'
   print '`hobj`                 a handle for any getfem++ object'
@@ -937,7 +901,6 @@ elif (option == 'matlab-doc'):
   print '`cont_struct`          continuation-structure descriptor'
   print '`multi_contact_frame`  multi-contact descriptor'
   print '=====================  =================================================='
->>>>>>> upstream
   print ''  
   print 'Arguments listed between square brackets are optional. Lists between braces indicate that the argument must match one of the elements of the list. For example::'
   print ''
@@ -1233,8 +1196,6 @@ elif (option == 'scilab-com'):
   mfile.write('      </varlistentry>\n\n')
   mfile.write('    </variablelist>\n\n')
 
-<<<<<<< HEAD
-=======
   mfile.write('      <varlistentry>\n')
   mfile.write('        <term>multi_contact_frame</term>\n')
   mfile.write('        <listitem>\n')
@@ -1243,7 +1204,6 @@ elif (option == 'scilab-com'):
   mfile.write('      </varlistentry>\n\n')
   mfile.write('    </variablelist>\n\n')
 
->>>>>>> upstream
   mfile.write('    <para>Arguments listed between square brackets are optional. Lists between braces indicate</para>\n')
   mfile.write('    <para>that the argument must match one of the elements of the list. For example:</para>\n\n')
 
@@ -1267,7 +1227,6 @@ elif (option == 'scilab-com'):
       if (os.path.exists(src_dir) and os.path.isfile(src_dir)):
 
         mfile = open('gf_'+o+ext+'.xml', 'w')
-<<<<<<< HEAD
         
         mfile.write('<?xml version="1.0" encoding="UTF-8"?>\n')
         mfile.write('<refentry version="5.0-subset Scilab" xml:id="gf_' + o + ext + '" xml:lang="en"\n')
@@ -1287,27 +1246,6 @@ elif (option == 'scilab-com'):
         mfile.write('    <refpurpose>' + gdoc + '</refpurpose>\n')
         mfile.write('  </refnamediv>\n\n')
         
-=======
-        
-        mfile.write('<?xml version="1.0" encoding="UTF-8"?>\n')
-        mfile.write('<refentry version="5.0-subset Scilab" xml:id="gf_' + o + ext + '" xml:lang="en"\n')
-        mfile.write('          xmlns="http://docbook.org/ns/docbook"\n')
-        mfile.write('          xmlns:xlink="http://www.w3.org/1999/xlink"\n')
-        mfile.write('          xmlns:xi="http://www.w3.org/2001/XInclude"\n')
-        mfile.write('          xmlns:svg="http://www.w3.org/2000/svg"\n')
-        mfile.write('          xmlns:mml="http://www.w3.org/1998/Math/MathML"\n')
-        mfile.write('          xmlns:html="http://www.w3.org/1999/xhtml"\n')
-        mfile.write('          xmlns:db="http://docbook.org/ns/docbook">\n')
-
-        [gdoc, args] = ExtractGlobalDoc(src_dir);
-        gdoc = FilterDoc(gdoc, langage, objects, commands)
-
-        mfile.write('  <refnamediv>\n')
-        mfile.write('    <refname>gf_' + o + ext + '</refname>\n')
-        mfile.write('    <refpurpose>' + gdoc + '</refpurpose>\n')
-        mfile.write('  </refnamediv>\n\n')
-        
->>>>>>> upstream
         mfile.write('  <refsynopsisdiv>\n')
         mfile.write('    <title>Calling Sequence</title>\n\n')
 
@@ -1433,35 +1371,6 @@ elif (option == 'scilab-doc-rst'):
   print 'The expected type of each function argument is indicated in this '
   print 'reference. Here is a list of these types:'
   print ''
-<<<<<<< HEAD
-  print '=================  =================================================='
-  print '`int`              integer value'
-  print '`hobj`             a handle for any getfem++ object'
-  print '`scalar`           scalar value'
-  print '`string`           string'
-  print '`ivec`             vector of integer values'
-  print '`vec`              vector'
-  print '`imat`             matrix of integer values'
-  print '`mat`              matrix'
-  print '`spmat`            sparse matrix (both matlab native sparse'
-  print '                   matrices, and getfem sparse matrices)'
-  print '`precond`          getfem preconditioner object'
-  print '`mesh mesh`        object descriptor (or gfMesh object)'
-  print '`mesh_fem`         mesh fem object descriptor (or gfMeshFem object)'
-  print '`mesh_im`          mesh im object descriptor( or gfMeshIm object)'
-  print '`mesh_slice`       mesh slice object descriptor (or gfSlice object)'
-  print '`cvstruct`         convex structure descriptor (or gfCvStruct object)'
-  print '`geotrans`         geometric transformation descriptor (or '
-  print '                   gfGeoTrans object)'
-  print '`fem`              fem descriptor (or gfFem object)'
-  print '`eltm`             elementary matrix descriptor (or gfEltm object)'
-  print '`integ`            integration method descriptor (or gfInteg object)'
-  print '`model`            model descriptor (or gfModel object)'
-  print '`global_function`  global function descriptor'
-  print '`mesher_object`    mesher object descriptor'
-  print '`cont_struct`      continuation-structure descriptor'
-  print '=================  =================================================='
-=======
   print '=====================  =================================================='
   print '`int`                  integer value'
   print '`hobj`                 a handle for any getfem++ object'
@@ -1490,7 +1399,6 @@ elif (option == 'scilab-doc-rst'):
   print '`cont_struct`          continuation-structure descriptor'
   print '`multi_contact_frame`  multi-contact descriptor'
   print '=====================  =================================================='
->>>>>>> upstream
   print ''  
   print 'Arguments listed between square brackets are optional. Lists between braces indicate that the argument must match one of the elements of the list. For example::'
   print ''
diff --git a/config.guess b/config.guess
deleted file mode 100755
index d622a44..0000000
--- a/config.guess
+++ /dev/null
@@ -1,1530 +0,0 @@
-#! /bin/sh
-# Attempt to guess a canonical system name.
-#   Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999,
-#   2000, 2001, 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010,
-#   2011, 2012 Free Software Foundation, Inc.
-
-timestamp='2012-02-10'
-
-# This file is free software; you can redistribute it and/or modify it
-# under the terms of the GNU General Public License as published by
-# the Free Software Foundation; either version 2 of the License, or
-# (at your option) any later version.
-#
-# This program is distributed in the hope that it will be useful, but
-# WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU
-# General Public License for more details.
-#
-# You should have received a copy of the GNU General Public License
-# along with this program; if not, see <http://www.gnu.org/licenses/>.
-#
-# As a special exception to the GNU General Public License, if you
-# distribute this file as part of a program that contains a
-# configuration script generated by Autoconf, you may include it under
-# the same distribution terms that you use for the rest of that program.
-
-
-# Originally written by Per Bothner.  Please send patches (context
-# diff format) to <config-patches at gnu.org> and include a ChangeLog
-# entry.
-#
-# This script attempts to guess a canonical system name similar to
-# config.sub.  If it succeeds, it prints the system name on stdout, and
-# exits with 0.  Otherwise, it exits with 1.
-#
-# You can get the latest version of this script from:
-# http://git.savannah.gnu.org/gitweb/?p=config.git;a=blob_plain;f=config.guess;hb=HEAD
-
-me=`echo "$0" | sed -e 's,.*/,,'`
-
-usage="\
-Usage: $0 [OPTION]
-
-Output the configuration name of the system \`$me' is run on.
-
-Operation modes:
-  -h, --help         print this help, then exit
-  -t, --time-stamp   print date of last modification, then exit
-  -v, --version      print version number, then exit
-
-Report bugs and patches to <config-patches at gnu.org>."
-
-version="\
-GNU config.guess ($timestamp)
-
-Originally written by Per Bothner.
-Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000,
-2001, 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011, 2012
-Free Software Foundation, Inc.
-
-This is free software; see the source for copying conditions.  There is NO
-warranty; not even for MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE."
-
-help="
-Try \`$me --help' for more information."
-
-# Parse command line
-while test $# -gt 0 ; do
-  case $1 in
-    --time-stamp | --time* | -t )
-       echo "$timestamp" ; exit ;;
-    --version | -v )
-       echo "$version" ; exit ;;
-    --help | --h* | -h )
-       echo "$usage"; exit ;;
-    -- )     # Stop option processing
-       shift; break ;;
-    - )	# Use stdin as input.
-       break ;;
-    -* )
-       echo "$me: invalid option $1$help" >&2
-       exit 1 ;;
-    * )
-       break ;;
-  esac
-done
-
-if test $# != 0; then
-  echo "$me: too many arguments$help" >&2
-  exit 1
-fi
-
-trap 'exit 1' 1 2 15
-
-# CC_FOR_BUILD -- compiler used by this script. Note that the use of a
-# compiler to aid in system detection is discouraged as it requires
-# temporary files to be created and, as you can see below, it is a
-# headache to deal with in a portable fashion.
-
-# Historically, `CC_FOR_BUILD' used to be named `HOST_CC'. We still
-# use `HOST_CC' if defined, but it is deprecated.
-
-# Portable tmp directory creation inspired by the Autoconf team.
-
-set_cc_for_build='
-trap "exitcode=\$?; (rm -f \$tmpfiles 2>/dev/null; rmdir \$tmp 2>/dev/null) && exit \$exitcode" 0 ;
-trap "rm -f \$tmpfiles 2>/dev/null; rmdir \$tmp 2>/dev/null; exit 1" 1 2 13 15 ;
-: ${TMPDIR=/tmp} ;
- { tmp=`(umask 077 && mktemp -d "$TMPDIR/cgXXXXXX") 2>/dev/null` && test -n "$tmp" && test -d "$tmp" ; } ||
- { test -n "$RANDOM" && tmp=$TMPDIR/cg$$-$RANDOM && (umask 077 && mkdir $tmp) ; } ||
- { tmp=$TMPDIR/cg-$$ && (umask 077 && mkdir $tmp) && echo "Warning: creating insecure temp directory" >&2 ; } ||
- { echo "$me: cannot create a temporary directory in $TMPDIR" >&2 ; exit 1 ; } ;
-dummy=$tmp/dummy ;
-tmpfiles="$dummy.c $dummy.o $dummy.rel $dummy" ;
-case $CC_FOR_BUILD,$HOST_CC,$CC in
- ,,)    echo "int x;" > $dummy.c ;
-	for c in cc gcc c89 c99 ; do
-	  if ($c -c -o $dummy.o $dummy.c) >/dev/null 2>&1 ; then
-	     CC_FOR_BUILD="$c"; break ;
-	  fi ;
-	done ;
-	if test x"$CC_FOR_BUILD" = x ; then
-	  CC_FOR_BUILD=no_compiler_found ;
-	fi
-	;;
- ,,*)   CC_FOR_BUILD=$CC ;;
- ,*,*)  CC_FOR_BUILD=$HOST_CC ;;
-esac ; set_cc_for_build= ;'
-
-# This is needed to find uname on a Pyramid OSx when run in the BSD universe.
-# (ghazi at noc.rutgers.edu 1994-08-24)
-if (test -f /.attbin/uname) >/dev/null 2>&1 ; then
-	PATH=$PATH:/.attbin ; export PATH
-fi
-
-UNAME_MACHINE=`(uname -m) 2>/dev/null` || UNAME_MACHINE=unknown
-UNAME_RELEASE=`(uname -r) 2>/dev/null` || UNAME_RELEASE=unknown
-UNAME_SYSTEM=`(uname -s) 2>/dev/null`  || UNAME_SYSTEM=unknown
-UNAME_VERSION=`(uname -v) 2>/dev/null` || UNAME_VERSION=unknown
-
-# Note: order is significant - the case branches are not exclusive.
-
-case "${UNAME_MACHINE}:${UNAME_SYSTEM}:${UNAME_RELEASE}:${UNAME_VERSION}" in
-    *:NetBSD:*:*)
-	# NetBSD (nbsd) targets should (where applicable) match one or
-	# more of the tuples: *-*-netbsdelf*, *-*-netbsdaout*,
-	# *-*-netbsdecoff* and *-*-netbsd*.  For targets that recently
-	# switched to ELF, *-*-netbsd* would select the old
-	# object file format.  This provides both forward
-	# compatibility and a consistent mechanism for selecting the
-	# object file format.
-	#
-	# Note: NetBSD doesn't particularly care about the vendor
-	# portion of the name.  We always set it to "unknown".
-	sysctl="sysctl -n hw.machine_arch"
-	UNAME_MACHINE_ARCH=`(/sbin/$sysctl 2>/dev/null || \
-	    /usr/sbin/$sysctl 2>/dev/null || echo unknown)`
-	case "${UNAME_MACHINE_ARCH}" in
-	    armeb) machine=armeb-unknown ;;
-	    arm*) machine=arm-unknown ;;
-	    sh3el) machine=shl-unknown ;;
-	    sh3eb) machine=sh-unknown ;;
-	    sh5el) machine=sh5le-unknown ;;
-	    *) machine=${UNAME_MACHINE_ARCH}-unknown ;;
-	esac
-	# The Operating System including object format, if it has switched
-	# to ELF recently, or will in the future.
-	case "${UNAME_MACHINE_ARCH}" in
-	    arm*|i386|m68k|ns32k|sh3*|sparc|vax)
-		eval $set_cc_for_build
-		if echo __ELF__ | $CC_FOR_BUILD -E - 2>/dev/null \
-			| grep -q __ELF__
-		then
-		    # Once all utilities can be ECOFF (netbsdecoff) or a.out (netbsdaout).
-		    # Return netbsd for either.  FIX?
-		    os=netbsd
-		else
-		    os=netbsdelf
-		fi
-		;;
-	    *)
-		os=netbsd
-		;;
-	esac
-	# The OS release
-	# Debian GNU/NetBSD machines have a different userland, and
-	# thus, need a distinct triplet. However, they do not need
-	# kernel version information, so it can be replaced with a
-	# suitable tag, in the style of linux-gnu.
-	case "${UNAME_VERSION}" in
-	    Debian*)
-		release='-gnu'
-		;;
-	    *)
-		release=`echo ${UNAME_RELEASE}|sed -e 's/[-_].*/\./'`
-		;;
-	esac
-	# Since CPU_TYPE-MANUFACTURER-KERNEL-OPERATING_SYSTEM:
-	# contains redundant information, the shorter form:
-	# CPU_TYPE-MANUFACTURER-OPERATING_SYSTEM is used.
-	echo "${machine}-${os}${release}"
-	exit ;;
-    *:OpenBSD:*:*)
-	UNAME_MACHINE_ARCH=`arch | sed 's/OpenBSD.//'`
-	echo ${UNAME_MACHINE_ARCH}-unknown-openbsd${UNAME_RELEASE}
-	exit ;;
-    *:ekkoBSD:*:*)
-	echo ${UNAME_MACHINE}-unknown-ekkobsd${UNAME_RELEASE}
-	exit ;;
-    *:SolidBSD:*:*)
-	echo ${UNAME_MACHINE}-unknown-solidbsd${UNAME_RELEASE}
-	exit ;;
-    macppc:MirBSD:*:*)
-	echo powerpc-unknown-mirbsd${UNAME_RELEASE}
-	exit ;;
-    *:MirBSD:*:*)
-	echo ${UNAME_MACHINE}-unknown-mirbsd${UNAME_RELEASE}
-	exit ;;
-    alpha:OSF1:*:*)
-	case $UNAME_RELEASE in
-	*4.0)
-		UNAME_RELEASE=`/usr/sbin/sizer -v | awk '{print $3}'`
-		;;
-	*5.*)
-		UNAME_RELEASE=`/usr/sbin/sizer -v | awk '{print $4}'`
-		;;
-	esac
-	# According to Compaq, /usr/sbin/psrinfo has been available on
-	# OSF/1 and Tru64 systems produced since 1995.  I hope that
-	# covers most systems running today.  This code pipes the CPU
-	# types through head -n 1, so we only detect the type of CPU 0.
-	ALPHA_CPU_TYPE=`/usr/sbin/psrinfo -v | sed -n -e 's/^  The alpha \(.*\) processor.*$/\1/p' | head -n 1`
-	case "$ALPHA_CPU_TYPE" in
-	    "EV4 (21064)")
-		UNAME_MACHINE="alpha" ;;
-	    "EV4.5 (21064)")
-		UNAME_MACHINE="alpha" ;;
-	    "LCA4 (21066/21068)")
-		UNAME_MACHINE="alpha" ;;
-	    "EV5 (21164)")
-		UNAME_MACHINE="alphaev5" ;;
-	    "EV5.6 (21164A)")
-		UNAME_MACHINE="alphaev56" ;;
-	    "EV5.6 (21164PC)")
-		UNAME_MACHINE="alphapca56" ;;
-	    "EV5.7 (21164PC)")
-		UNAME_MACHINE="alphapca57" ;;
-	    "EV6 (21264)")
-		UNAME_MACHINE="alphaev6" ;;
-	    "EV6.7 (21264A)")
-		UNAME_MACHINE="alphaev67" ;;
-	    "EV6.8CB (21264C)")
-		UNAME_MACHINE="alphaev68" ;;
-	    "EV6.8AL (21264B)")
-		UNAME_MACHINE="alphaev68" ;;
-	    "EV6.8CX (21264D)")
-		UNAME_MACHINE="alphaev68" ;;
-	    "EV6.9A (21264/EV69A)")
-		UNAME_MACHINE="alphaev69" ;;
-	    "EV7 (21364)")
-		UNAME_MACHINE="alphaev7" ;;
-	    "EV7.9 (21364A)")
-		UNAME_MACHINE="alphaev79" ;;
-	esac
-	# A Pn.n version is a patched version.
-	# A Vn.n version is a released version.
-	# A Tn.n version is a released field test version.
-	# A Xn.n version is an unreleased experimental baselevel.
-	# 1.2 uses "1.2" for uname -r.
-	echo ${UNAME_MACHINE}-dec-osf`echo ${UNAME_RELEASE} | sed -e 's/^[PVTX]//' | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz'`
-	# Reset EXIT trap before exiting to avoid spurious non-zero exit code.
-	exitcode=$?
-	trap '' 0
-	exit $exitcode ;;
-    Alpha\ *:Windows_NT*:*)
-	# How do we know it's Interix rather than the generic POSIX subsystem?
-	# Should we change UNAME_MACHINE based on the output of uname instead
-	# of the specific Alpha model?
-	echo alpha-pc-interix
-	exit ;;
-    21064:Windows_NT:50:3)
-	echo alpha-dec-winnt3.5
-	exit ;;
-    Amiga*:UNIX_System_V:4.0:*)
-	echo m68k-unknown-sysv4
-	exit ;;
-    *:[Aa]miga[Oo][Ss]:*:*)
-	echo ${UNAME_MACHINE}-unknown-amigaos
-	exit ;;
-    *:[Mm]orph[Oo][Ss]:*:*)
-	echo ${UNAME_MACHINE}-unknown-morphos
-	exit ;;
-    *:OS/390:*:*)
-	echo i370-ibm-openedition
-	exit ;;
-    *:z/VM:*:*)
-	echo s390-ibm-zvmoe
-	exit ;;
-    *:OS400:*:*)
-	echo powerpc-ibm-os400
-	exit ;;
-    arm:RISC*:1.[012]*:*|arm:riscix:1.[012]*:*)
-	echo arm-acorn-riscix${UNAME_RELEASE}
-	exit ;;
-    arm:riscos:*:*|arm:RISCOS:*:*)
-	echo arm-unknown-riscos
-	exit ;;
-    SR2?01:HI-UX/MPP:*:* | SR8000:HI-UX/MPP:*:*)
-	echo hppa1.1-hitachi-hiuxmpp
-	exit ;;
-    Pyramid*:OSx*:*:* | MIS*:OSx*:*:* | MIS*:SMP_DC-OSx*:*:*)
-	# akee at wpdis03.wpafb.af.mil (Earle F. Ake) contributed MIS and NILE.
-	if test "`(/bin/universe) 2>/dev/null`" = att ; then
-		echo pyramid-pyramid-sysv3
-	else
-		echo pyramid-pyramid-bsd
-	fi
-	exit ;;
-    NILE*:*:*:dcosx)
-	echo pyramid-pyramid-svr4
-	exit ;;
-    DRS?6000:unix:4.0:6*)
-	echo sparc-icl-nx6
-	exit ;;
-    DRS?6000:UNIX_SV:4.2*:7* | DRS?6000:isis:4.2*:7*)
-	case `/usr/bin/uname -p` in
-	    sparc) echo sparc-icl-nx7; exit ;;
-	esac ;;
-    s390x:SunOS:*:*)
-	echo ${UNAME_MACHINE}-ibm-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
-	exit ;;
-    sun4H:SunOS:5.*:*)
-	echo sparc-hal-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
-	exit ;;
-    sun4*:SunOS:5.*:* | tadpole*:SunOS:5.*:*)
-	echo sparc-sun-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
-	exit ;;
-    i86pc:AuroraUX:5.*:* | i86xen:AuroraUX:5.*:*)
-	echo i386-pc-auroraux${UNAME_RELEASE}
-	exit ;;
-    i86pc:SunOS:5.*:* | i86xen:SunOS:5.*:*)
-	eval $set_cc_for_build
-	SUN_ARCH="i386"
-	# If there is a compiler, see if it is configured for 64-bit objects.
-	# Note that the Sun cc does not turn __LP64__ into 1 like gcc does.
-	# This test works for both compilers.
-	if [ "$CC_FOR_BUILD" != 'no_compiler_found' ]; then
-	    if (echo '#ifdef __amd64'; echo IS_64BIT_ARCH; echo '#endif') | \
-		(CCOPTS= $CC_FOR_BUILD -E - 2>/dev/null) | \
-		grep IS_64BIT_ARCH >/dev/null
-	    then
-		SUN_ARCH="x86_64"
-	    fi
-	fi
-	echo ${SUN_ARCH}-pc-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
-	exit ;;
-    sun4*:SunOS:6*:*)
-	# According to config.sub, this is the proper way to canonicalize
-	# SunOS6.  Hard to guess exactly what SunOS6 will be like, but
-	# it's likely to be more like Solaris than SunOS4.
-	echo sparc-sun-solaris3`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
-	exit ;;
-    sun4*:SunOS:*:*)
-	case "`/usr/bin/arch -k`" in
-	    Series*|S4*)
-		UNAME_RELEASE=`uname -v`
-		;;
-	esac
-	# Japanese Language versions have a version number like `4.1.3-JL'.
-	echo sparc-sun-sunos`echo ${UNAME_RELEASE}|sed -e 's/-/_/'`
-	exit ;;
-    sun3*:SunOS:*:*)
-	echo m68k-sun-sunos${UNAME_RELEASE}
-	exit ;;
-    sun*:*:4.2BSD:*)
-	UNAME_RELEASE=`(sed 1q /etc/motd | awk '{print substr($5,1,3)}') 2>/dev/null`
-	test "x${UNAME_RELEASE}" = "x" && UNAME_RELEASE=3
-	case "`/bin/arch`" in
-	    sun3)
-		echo m68k-sun-sunos${UNAME_RELEASE}
-		;;
-	    sun4)
-		echo sparc-sun-sunos${UNAME_RELEASE}
-		;;
-	esac
-	exit ;;
-    aushp:SunOS:*:*)
-	echo sparc-auspex-sunos${UNAME_RELEASE}
-	exit ;;
-    # The situation for MiNT is a little confusing.  The machine name
-    # can be virtually everything (everything which is not
-    # "atarist" or "atariste" at least should have a processor
-    # > m68000).  The system name ranges from "MiNT" over "FreeMiNT"
-    # to the lowercase version "mint" (or "freemint").  Finally
-    # the system name "TOS" denotes a system which is actually not
-    # MiNT.  But MiNT is downward compatible to TOS, so this should
-    # be no problem.
-    atarist[e]:*MiNT:*:* | atarist[e]:*mint:*:* | atarist[e]:*TOS:*:*)
-	echo m68k-atari-mint${UNAME_RELEASE}
-	exit ;;
-    atari*:*MiNT:*:* | atari*:*mint:*:* | atarist[e]:*TOS:*:*)
-	echo m68k-atari-mint${UNAME_RELEASE}
-	exit ;;
-    *falcon*:*MiNT:*:* | *falcon*:*mint:*:* | *falcon*:*TOS:*:*)
-	echo m68k-atari-mint${UNAME_RELEASE}
-	exit ;;
-    milan*:*MiNT:*:* | milan*:*mint:*:* | *milan*:*TOS:*:*)
-	echo m68k-milan-mint${UNAME_RELEASE}
-	exit ;;
-    hades*:*MiNT:*:* | hades*:*mint:*:* | *hades*:*TOS:*:*)
-	echo m68k-hades-mint${UNAME_RELEASE}
-	exit ;;
-    *:*MiNT:*:* | *:*mint:*:* | *:*TOS:*:*)
-	echo m68k-unknown-mint${UNAME_RELEASE}
-	exit ;;
-    m68k:machten:*:*)
-	echo m68k-apple-machten${UNAME_RELEASE}
-	exit ;;
-    powerpc:machten:*:*)
-	echo powerpc-apple-machten${UNAME_RELEASE}
-	exit ;;
-    RISC*:Mach:*:*)
-	echo mips-dec-mach_bsd4.3
-	exit ;;
-    RISC*:ULTRIX:*:*)
-	echo mips-dec-ultrix${UNAME_RELEASE}
-	exit ;;
-    VAX*:ULTRIX*:*:*)
-	echo vax-dec-ultrix${UNAME_RELEASE}
-	exit ;;
-    2020:CLIX:*:* | 2430:CLIX:*:*)
-	echo clipper-intergraph-clix${UNAME_RELEASE}
-	exit ;;
-    mips:*:*:UMIPS | mips:*:*:RISCos)
-	eval $set_cc_for_build
-	sed 's/^	//' << EOF >$dummy.c
-#ifdef __cplusplus
-#include <stdio.h>  /* for printf() prototype */
-	int main (int argc, char *argv[]) {
-#else
-	int main (argc, argv) int argc; char *argv[]; {
-#endif
-	#if defined (host_mips) && defined (MIPSEB)
-	#if defined (SYSTYPE_SYSV)
-	  printf ("mips-mips-riscos%ssysv\n", argv[1]); exit (0);
-	#endif
-	#if defined (SYSTYPE_SVR4)
-	  printf ("mips-mips-riscos%ssvr4\n", argv[1]); exit (0);
-	#endif
-	#if defined (SYSTYPE_BSD43) || defined(SYSTYPE_BSD)
-	  printf ("mips-mips-riscos%sbsd\n", argv[1]); exit (0);
-	#endif
-	#endif
-	  exit (-1);
-	}
-EOF
-	$CC_FOR_BUILD -o $dummy $dummy.c &&
-	  dummyarg=`echo "${UNAME_RELEASE}" | sed -n 's/\([0-9]*\).*/\1/p'` &&
-	  SYSTEM_NAME=`$dummy $dummyarg` &&
-	    { echo "$SYSTEM_NAME"; exit; }
-	echo mips-mips-riscos${UNAME_RELEASE}
-	exit ;;
-    Motorola:PowerMAX_OS:*:*)
-	echo powerpc-motorola-powermax
-	exit ;;
-    Motorola:*:4.3:PL8-*)
-	echo powerpc-harris-powermax
-	exit ;;
-    Night_Hawk:*:*:PowerMAX_OS | Synergy:PowerMAX_OS:*:*)
-	echo powerpc-harris-powermax
-	exit ;;
-    Night_Hawk:Power_UNIX:*:*)
-	echo powerpc-harris-powerunix
-	exit ;;
-    m88k:CX/UX:7*:*)
-	echo m88k-harris-cxux7
-	exit ;;
-    m88k:*:4*:R4*)
-	echo m88k-motorola-sysv4
-	exit ;;
-    m88k:*:3*:R3*)
-	echo m88k-motorola-sysv3
-	exit ;;
-    AViiON:dgux:*:*)
-	# DG/UX returns AViiON for all architectures
-	UNAME_PROCESSOR=`/usr/bin/uname -p`
-	if [ $UNAME_PROCESSOR = mc88100 ] || [ $UNAME_PROCESSOR = mc88110 ]
-	then
-	    if [ ${TARGET_BINARY_INTERFACE}x = m88kdguxelfx ] || \
-	       [ ${TARGET_BINARY_INTERFACE}x = x ]
-	    then
-		echo m88k-dg-dgux${UNAME_RELEASE}
-	    else
-		echo m88k-dg-dguxbcs${UNAME_RELEASE}
-	    fi
-	else
-	    echo i586-dg-dgux${UNAME_RELEASE}
-	fi
-	exit ;;
-    M88*:DolphinOS:*:*)	# DolphinOS (SVR3)
-	echo m88k-dolphin-sysv3
-	exit ;;
-    M88*:*:R3*:*)
-	# Delta 88k system running SVR3
-	echo m88k-motorola-sysv3
-	exit ;;
-    XD88*:*:*:*) # Tektronix XD88 system running UTekV (SVR3)
-	echo m88k-tektronix-sysv3
-	exit ;;
-    Tek43[0-9][0-9]:UTek:*:*) # Tektronix 4300 system running UTek (BSD)
-	echo m68k-tektronix-bsd
-	exit ;;
-    *:IRIX*:*:*)
-	echo mips-sgi-irix`echo ${UNAME_RELEASE}|sed -e 's/-/_/g'`
-	exit ;;
-    ????????:AIX?:[12].1:2)   # AIX 2.2.1 or AIX 2.1.1 is RT/PC AIX.
-	echo romp-ibm-aix     # uname -m gives an 8 hex-code CPU id
-	exit ;;               # Note that: echo "'`uname -s`'" gives 'AIX '
-    i*86:AIX:*:*)
-	echo i386-ibm-aix
-	exit ;;
-    ia64:AIX:*:*)
-	if [ -x /usr/bin/oslevel ] ; then
-		IBM_REV=`/usr/bin/oslevel`
-	else
-		IBM_REV=${UNAME_VERSION}.${UNAME_RELEASE}
-	fi
-	echo ${UNAME_MACHINE}-ibm-aix${IBM_REV}
-	exit ;;
-    *:AIX:2:3)
-	if grep bos325 /usr/include/stdio.h >/dev/null 2>&1; then
-		eval $set_cc_for_build
-		sed 's/^		//' << EOF >$dummy.c
-		#include <sys/systemcfg.h>
-
-		main()
-			{
-			if (!__power_pc())
-				exit(1);
-			puts("powerpc-ibm-aix3.2.5");
-			exit(0);
-			}
-EOF
-		if $CC_FOR_BUILD -o $dummy $dummy.c && SYSTEM_NAME=`$dummy`
-		then
-			echo "$SYSTEM_NAME"
-		else
-			echo rs6000-ibm-aix3.2.5
-		fi
-	elif grep bos324 /usr/include/stdio.h >/dev/null 2>&1; then
-		echo rs6000-ibm-aix3.2.4
-	else
-		echo rs6000-ibm-aix3.2
-	fi
-	exit ;;
-    *:AIX:*:[4567])
-	IBM_CPU_ID=`/usr/sbin/lsdev -C -c processor -S available | sed 1q | awk '{ print $1 }'`
-	if /usr/sbin/lsattr -El ${IBM_CPU_ID} | grep ' POWER' >/dev/null 2>&1; then
-		IBM_ARCH=rs6000
-	else
-		IBM_ARCH=powerpc
-	fi
-	if [ -x /usr/bin/oslevel ] ; then
-		IBM_REV=`/usr/bin/oslevel`
-	else
-		IBM_REV=${UNAME_VERSION}.${UNAME_RELEASE}
-	fi
-	echo ${IBM_ARCH}-ibm-aix${IBM_REV}
-	exit ;;
-    *:AIX:*:*)
-	echo rs6000-ibm-aix
-	exit ;;
-    ibmrt:4.4BSD:*|romp-ibm:BSD:*)
-	echo romp-ibm-bsd4.4
-	exit ;;
-    ibmrt:*BSD:*|romp-ibm:BSD:*)            # covers RT/PC BSD and
-	echo romp-ibm-bsd${UNAME_RELEASE}   # 4.3 with uname added to
-	exit ;;                             # report: romp-ibm BSD 4.3
-    *:BOSX:*:*)
-	echo rs6000-bull-bosx
-	exit ;;
-    DPX/2?00:B.O.S.:*:*)
-	echo m68k-bull-sysv3
-	exit ;;
-    9000/[34]??:4.3bsd:1.*:*)
-	echo m68k-hp-bsd
-	exit ;;
-    hp300:4.4BSD:*:* | 9000/[34]??:4.3bsd:2.*:*)
-	echo m68k-hp-bsd4.4
-	exit ;;
-    9000/[34678]??:HP-UX:*:*)
-	HPUX_REV=`echo ${UNAME_RELEASE}|sed -e 's/[^.]*.[0B]*//'`
-	case "${UNAME_MACHINE}" in
-	    9000/31? )            HP_ARCH=m68000 ;;
-	    9000/[34]?? )         HP_ARCH=m68k ;;
-	    9000/[678][0-9][0-9])
-		if [ -x /usr/bin/getconf ]; then
-		    sc_cpu_version=`/usr/bin/getconf SC_CPU_VERSION 2>/dev/null`
-		    sc_kernel_bits=`/usr/bin/getconf SC_KERNEL_BITS 2>/dev/null`
-		    case "${sc_cpu_version}" in
-		      523) HP_ARCH="hppa1.0" ;; # CPU_PA_RISC1_0
-		      528) HP_ARCH="hppa1.1" ;; # CPU_PA_RISC1_1
-		      532)                      # CPU_PA_RISC2_0
-			case "${sc_kernel_bits}" in
-			  32) HP_ARCH="hppa2.0n" ;;
-			  64) HP_ARCH="hppa2.0w" ;;
-			  '') HP_ARCH="hppa2.0" ;;   # HP-UX 10.20
-			esac ;;
-		    esac
-		fi
-		if [ "${HP_ARCH}" = "" ]; then
-		    eval $set_cc_for_build
-		    sed 's/^		//' << EOF >$dummy.c
-
-		#define _HPUX_SOURCE
-		#include <stdlib.h>
-		#include <unistd.h>
-
-		int main ()
-		{
-		#if defined(_SC_KERNEL_BITS)
-		    long bits = sysconf(_SC_KERNEL_BITS);
-		#endif
-		    long cpu  = sysconf (_SC_CPU_VERSION);
-
-		    switch (cpu)
-			{
-			case CPU_PA_RISC1_0: puts ("hppa1.0"); break;
-			case CPU_PA_RISC1_1: puts ("hppa1.1"); break;
-			case CPU_PA_RISC2_0:
-		#if defined(_SC_KERNEL_BITS)
-			    switch (bits)
-				{
-				case 64: puts ("hppa2.0w"); break;
-				case 32: puts ("hppa2.0n"); break;
-				default: puts ("hppa2.0"); break;
-				} break;
-		#else  /* !defined(_SC_KERNEL_BITS) */
-			    puts ("hppa2.0"); break;
-		#endif
-			default: puts ("hppa1.0"); break;
-			}
-		    exit (0);
-		}
-EOF
-		    (CCOPTS= $CC_FOR_BUILD -o $dummy $dummy.c 2>/dev/null) && HP_ARCH=`$dummy`
-		    test -z "$HP_ARCH" && HP_ARCH=hppa
-		fi ;;
-	esac
-	if [ ${HP_ARCH} = "hppa2.0w" ]
-	then
-	    eval $set_cc_for_build
-
-	    # hppa2.0w-hp-hpux* has a 64-bit kernel and a compiler generating
-	    # 32-bit code.  hppa64-hp-hpux* has the same kernel and a compiler
-	    # generating 64-bit code.  GNU and HP use different nomenclature:
-	    #
-	    # $ CC_FOR_BUILD=cc ./config.guess
-	    # => hppa2.0w-hp-hpux11.23
-	    # $ CC_FOR_BUILD="cc +DA2.0w" ./config.guess
-	    # => hppa64-hp-hpux11.23
-
-	    if echo __LP64__ | (CCOPTS= $CC_FOR_BUILD -E - 2>/dev/null) |
-		grep -q __LP64__
-	    then
-		HP_ARCH="hppa2.0w"
-	    else
-		HP_ARCH="hppa64"
-	    fi
-	fi
-	echo ${HP_ARCH}-hp-hpux${HPUX_REV}
-	exit ;;
-    ia64:HP-UX:*:*)
-	HPUX_REV=`echo ${UNAME_RELEASE}|sed -e 's/[^.]*.[0B]*//'`
-	echo ia64-hp-hpux${HPUX_REV}
-	exit ;;
-    3050*:HI-UX:*:*)
-	eval $set_cc_for_build
-	sed 's/^	//' << EOF >$dummy.c
-	#include <unistd.h>
-	int
-	main ()
-	{
-	  long cpu = sysconf (_SC_CPU_VERSION);
-	  /* The order matters, because CPU_IS_HP_MC68K erroneously returns
-	     true for CPU_PA_RISC1_0.  CPU_IS_PA_RISC returns correct
-	     results, however.  */
-	  if (CPU_IS_PA_RISC (cpu))
-	    {
-	      switch (cpu)
-		{
-		  case CPU_PA_RISC1_0: puts ("hppa1.0-hitachi-hiuxwe2"); break;
-		  case CPU_PA_RISC1_1: puts ("hppa1.1-hitachi-hiuxwe2"); break;
-		  case CPU_PA_RISC2_0: puts ("hppa2.0-hitachi-hiuxwe2"); break;
-		  default: puts ("hppa-hitachi-hiuxwe2"); break;
-		}
-	    }
-	  else if (CPU_IS_HP_MC68K (cpu))
-	    puts ("m68k-hitachi-hiuxwe2");
-	  else puts ("unknown-hitachi-hiuxwe2");
-	  exit (0);
-	}
-EOF
-	$CC_FOR_BUILD -o $dummy $dummy.c && SYSTEM_NAME=`$dummy` &&
-		{ echo "$SYSTEM_NAME"; exit; }
-	echo unknown-hitachi-hiuxwe2
-	exit ;;
-    9000/7??:4.3bsd:*:* | 9000/8?[79]:4.3bsd:*:* )
-	echo hppa1.1-hp-bsd
-	exit ;;
-    9000/8??:4.3bsd:*:*)
-	echo hppa1.0-hp-bsd
-	exit ;;
-    *9??*:MPE/iX:*:* | *3000*:MPE/iX:*:*)
-	echo hppa1.0-hp-mpeix
-	exit ;;
-    hp7??:OSF1:*:* | hp8?[79]:OSF1:*:* )
-	echo hppa1.1-hp-osf
-	exit ;;
-    hp8??:OSF1:*:*)
-	echo hppa1.0-hp-osf
-	exit ;;
-    i*86:OSF1:*:*)
-	if [ -x /usr/sbin/sysversion ] ; then
-	    echo ${UNAME_MACHINE}-unknown-osf1mk
-	else
-	    echo ${UNAME_MACHINE}-unknown-osf1
-	fi
-	exit ;;
-    parisc*:Lites*:*:*)
-	echo hppa1.1-hp-lites
-	exit ;;
-    C1*:ConvexOS:*:* | convex:ConvexOS:C1*:*)
-	echo c1-convex-bsd
-	exit ;;
-    C2*:ConvexOS:*:* | convex:ConvexOS:C2*:*)
-	if getsysinfo -f scalar_acc
-	then echo c32-convex-bsd
-	else echo c2-convex-bsd
-	fi
-	exit ;;
-    C34*:ConvexOS:*:* | convex:ConvexOS:C34*:*)
-	echo c34-convex-bsd
-	exit ;;
-    C38*:ConvexOS:*:* | convex:ConvexOS:C38*:*)
-	echo c38-convex-bsd
-	exit ;;
-    C4*:ConvexOS:*:* | convex:ConvexOS:C4*:*)
-	echo c4-convex-bsd
-	exit ;;
-    CRAY*Y-MP:*:*:*)
-	echo ymp-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
-	exit ;;
-    CRAY*[A-Z]90:*:*:*)
-	echo ${UNAME_MACHINE}-cray-unicos${UNAME_RELEASE} \
-	| sed -e 's/CRAY.*\([A-Z]90\)/\1/' \
-	      -e y/ABCDEFGHIJKLMNOPQRSTUVWXYZ/abcdefghijklmnopqrstuvwxyz/ \
-	      -e 's/\.[^.]*$/.X/'
-	exit ;;
-    CRAY*TS:*:*:*)
-	echo t90-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
-	exit ;;
-    CRAY*T3E:*:*:*)
-	echo alphaev5-cray-unicosmk${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
-	exit ;;
-    CRAY*SV1:*:*:*)
-	echo sv1-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
-	exit ;;
-    *:UNICOS/mp:*:*)
-	echo craynv-cray-unicosmp${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
-	exit ;;
-    F30[01]:UNIX_System_V:*:* | F700:UNIX_System_V:*:*)
-	FUJITSU_PROC=`uname -m | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz'`
-	FUJITSU_SYS=`uname -p | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz' | sed -e 's/\///'`
-	FUJITSU_REL=`echo ${UNAME_RELEASE} | sed -e 's/ /_/'`
-	echo "${FUJITSU_PROC}-fujitsu-${FUJITSU_SYS}${FUJITSU_REL}"
-	exit ;;
-    5000:UNIX_System_V:4.*:*)
-	FUJITSU_SYS=`uname -p | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz' | sed -e 's/\///'`
-	FUJITSU_REL=`echo ${UNAME_RELEASE} | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz' | sed -e 's/ /_/'`
-	echo "sparc-fujitsu-${FUJITSU_SYS}${FUJITSU_REL}"
-	exit ;;
-    i*86:BSD/386:*:* | i*86:BSD/OS:*:* | *:Ascend\ Embedded/OS:*:*)
-	echo ${UNAME_MACHINE}-pc-bsdi${UNAME_RELEASE}
-	exit ;;
-    sparc*:BSD/OS:*:*)
-	echo sparc-unknown-bsdi${UNAME_RELEASE}
-	exit ;;
-    *:BSD/OS:*:*)
-	echo ${UNAME_MACHINE}-unknown-bsdi${UNAME_RELEASE}
-	exit ;;
-    *:FreeBSD:*:*)
-	UNAME_PROCESSOR=`/usr/bin/uname -p`
-	case ${UNAME_PROCESSOR} in
-	    amd64)
-		echo x86_64-unknown-freebsd`echo ${UNAME_RELEASE}|sed -e 's/[-(].*//'` ;;
-	    *)
-		echo ${UNAME_PROCESSOR}-unknown-freebsd`echo ${UNAME_RELEASE}|sed -e 's/[-(].*//'` ;;
-	esac
-	exit ;;
-    i*:CYGWIN*:*)
-	echo ${UNAME_MACHINE}-pc-cygwin
-	exit ;;
-    *:MINGW*:*)
-	echo ${UNAME_MACHINE}-pc-mingw32
-	exit ;;
-    i*:MSYS*:*)
-	echo ${UNAME_MACHINE}-pc-msys
-	exit ;;
-    i*:windows32*:*)
-	# uname -m includes "-pc" on this system.
-	echo ${UNAME_MACHINE}-mingw32
-	exit ;;
-    i*:PW*:*)
-	echo ${UNAME_MACHINE}-pc-pw32
-	exit ;;
-    *:Interix*:*)
-	case ${UNAME_MACHINE} in
-	    x86)
-		echo i586-pc-interix${UNAME_RELEASE}
-		exit ;;
-	    authenticamd | genuineintel | EM64T)
-		echo x86_64-unknown-interix${UNAME_RELEASE}
-		exit ;;
-	    IA64)
-		echo ia64-unknown-interix${UNAME_RELEASE}
-		exit ;;
-	esac ;;
-    [345]86:Windows_95:* | [345]86:Windows_98:* | [345]86:Windows_NT:*)
-	echo i${UNAME_MACHINE}-pc-mks
-	exit ;;
-    8664:Windows_NT:*)
-	echo x86_64-pc-mks
-	exit ;;
-    i*:Windows_NT*:* | Pentium*:Windows_NT*:*)
-	# How do we know it's Interix rather than the generic POSIX subsystem?
-	# It also conflicts with pre-2.0 versions of AT&T UWIN. Should we
-	# UNAME_MACHINE based on the output of uname instead of i386?
-	echo i586-pc-interix
-	exit ;;
-    i*:UWIN*:*)
-	echo ${UNAME_MACHINE}-pc-uwin
-	exit ;;
-    amd64:CYGWIN*:*:* | x86_64:CYGWIN*:*:*)
-	echo x86_64-unknown-cygwin
-	exit ;;
-    p*:CYGWIN*:*)
-	echo powerpcle-unknown-cygwin
-	exit ;;
-    prep*:SunOS:5.*:*)
-	echo powerpcle-unknown-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
-	exit ;;
-    *:GNU:*:*)
-	# the GNU system
-	echo `echo ${UNAME_MACHINE}|sed -e 's,[-/].*$,,'`-unknown-gnu`echo ${UNAME_RELEASE}|sed -e 's,/.*$,,'`
-	exit ;;
-    *:GNU/*:*:*)
-	# other systems with GNU libc and userland
-	echo ${UNAME_MACHINE}-unknown-`echo ${UNAME_SYSTEM} | sed 's,^[^/]*/,,' | tr '[A-Z]' '[a-z]'``echo ${UNAME_RELEASE}|sed -e 's/[-(].*//'`-gnu
-	exit ;;
-    i*86:Minix:*:*)
-	echo ${UNAME_MACHINE}-pc-minix
-	exit ;;
-    aarch64:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    aarch64_be:Linux:*:*)
-	UNAME_MACHINE=aarch64_be
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    alpha:Linux:*:*)
-	case `sed -n '/^cpu model/s/^.*: \(.*\)/\1/p' < /proc/cpuinfo` in
-	  EV5)   UNAME_MACHINE=alphaev5 ;;
-	  EV56)  UNAME_MACHINE=alphaev56 ;;
-	  PCA56) UNAME_MACHINE=alphapca56 ;;
-	  PCA57) UNAME_MACHINE=alphapca56 ;;
-	  EV6)   UNAME_MACHINE=alphaev6 ;;
-	  EV67)  UNAME_MACHINE=alphaev67 ;;
-	  EV68*) UNAME_MACHINE=alphaev68 ;;
-	esac
-	objdump --private-headers /bin/sh | grep -q ld.so.1
-	if test "$?" = 0 ; then LIBC="libc1" ; else LIBC="" ; fi
-	echo ${UNAME_MACHINE}-unknown-linux-gnu${LIBC}
-	exit ;;
-    arm*:Linux:*:*)
-	eval $set_cc_for_build
-	if echo __ARM_EABI__ | $CC_FOR_BUILD -E - 2>/dev/null \
-	    | grep -q __ARM_EABI__
-	then
-	    echo ${UNAME_MACHINE}-unknown-linux-gnu
-	else
-	    if echo __ARM_PCS_VFP | $CC_FOR_BUILD -E - 2>/dev/null \
-		| grep -q __ARM_PCS_VFP
-	    then
-		echo ${UNAME_MACHINE}-unknown-linux-gnueabi
-	    else
-		echo ${UNAME_MACHINE}-unknown-linux-gnueabihf
-	    fi
-	fi
-	exit ;;
-    avr32*:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    cris:Linux:*:*)
-	echo ${UNAME_MACHINE}-axis-linux-gnu
-	exit ;;
-    crisv32:Linux:*:*)
-	echo ${UNAME_MACHINE}-axis-linux-gnu
-	exit ;;
-    frv:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    hexagon:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    i*86:Linux:*:*)
-	LIBC=gnu
-	eval $set_cc_for_build
-	sed 's/^	//' << EOF >$dummy.c
-	#ifdef __dietlibc__
-	LIBC=dietlibc
-	#endif
-EOF
-	eval `$CC_FOR_BUILD -E $dummy.c 2>/dev/null | grep '^LIBC'`
-	echo "${UNAME_MACHINE}-pc-linux-${LIBC}"
-	exit ;;
-    ia64:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    m32r*:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    m68*:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    mips:Linux:*:* | mips64:Linux:*:*)
-	eval $set_cc_for_build
-	sed 's/^	//' << EOF >$dummy.c
-	#undef CPU
-	#undef ${UNAME_MACHINE}
-	#undef ${UNAME_MACHINE}el
-	#if defined(__MIPSEL__) || defined(__MIPSEL) || defined(_MIPSEL) || defined(MIPSEL)
-	CPU=${UNAME_MACHINE}el
-	#else
-	#if defined(__MIPSEB__) || defined(__MIPSEB) || defined(_MIPSEB) || defined(MIPSEB)
-	CPU=${UNAME_MACHINE}
-	#else
-	CPU=
-	#endif
-	#endif
-EOF
-	eval `$CC_FOR_BUILD -E $dummy.c 2>/dev/null | grep '^CPU'`
-	test x"${CPU}" != x && { echo "${CPU}-unknown-linux-gnu"; exit; }
-	;;
-    or32:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    padre:Linux:*:*)
-	echo sparc-unknown-linux-gnu
-	exit ;;
-    parisc64:Linux:*:* | hppa64:Linux:*:*)
-	echo hppa64-unknown-linux-gnu
-	exit ;;
-    parisc:Linux:*:* | hppa:Linux:*:*)
-	# Look for CPU level
-	case `grep '^cpu[^a-z]*:' /proc/cpuinfo 2>/dev/null | cut -d' ' -f2` in
-	  PA7*) echo hppa1.1-unknown-linux-gnu ;;
-	  PA8*) echo hppa2.0-unknown-linux-gnu ;;
-	  *)    echo hppa-unknown-linux-gnu ;;
-	esac
-	exit ;;
-    ppc64:Linux:*:*)
-	echo powerpc64-unknown-linux-gnu
-	exit ;;
-    ppc:Linux:*:*)
-	echo powerpc-unknown-linux-gnu
-	exit ;;
-    s390:Linux:*:* | s390x:Linux:*:*)
-	echo ${UNAME_MACHINE}-ibm-linux
-	exit ;;
-    sh64*:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    sh*:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    sparc:Linux:*:* | sparc64:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    tile*:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    vax:Linux:*:*)
-	echo ${UNAME_MACHINE}-dec-linux-gnu
-	exit ;;
-    x86_64:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    xtensa*:Linux:*:*)
-	echo ${UNAME_MACHINE}-unknown-linux-gnu
-	exit ;;
-    i*86:DYNIX/ptx:4*:*)
-	# ptx 4.0 does uname -s correctly, with DYNIX/ptx in there.
-	# earlier versions are messed up and put the nodename in both
-	# sysname and nodename.
-	echo i386-sequent-sysv4
-	exit ;;
-    i*86:UNIX_SV:4.2MP:2.*)
-	# Unixware is an offshoot of SVR4, but it has its own version
-	# number series starting with 2...
-	# I am not positive that other SVR4 systems won't match this,
-	# I just have to hope.  -- rms.
-	# Use sysv4.2uw... so that sysv4* matches it.
-	echo ${UNAME_MACHINE}-pc-sysv4.2uw${UNAME_VERSION}
-	exit ;;
-    i*86:OS/2:*:*)
-	# If we were able to find `uname', then EMX Unix compatibility
-	# is probably installed.
-	echo ${UNAME_MACHINE}-pc-os2-emx
-	exit ;;
-    i*86:XTS-300:*:STOP)
-	echo ${UNAME_MACHINE}-unknown-stop
-	exit ;;
-    i*86:atheos:*:*)
-	echo ${UNAME_MACHINE}-unknown-atheos
-	exit ;;
-    i*86:syllable:*:*)
-	echo ${UNAME_MACHINE}-pc-syllable
-	exit ;;
-    i*86:LynxOS:2.*:* | i*86:LynxOS:3.[01]*:* | i*86:LynxOS:4.[02]*:*)
-	echo i386-unknown-lynxos${UNAME_RELEASE}
-	exit ;;
-    i*86:*DOS:*:*)
-	echo ${UNAME_MACHINE}-pc-msdosdjgpp
-	exit ;;
-    i*86:*:4.*:* | i*86:SYSTEM_V:4.*:*)
-	UNAME_REL=`echo ${UNAME_RELEASE} | sed 's/\/MP$//'`
-	if grep Novell /usr/include/link.h >/dev/null 2>/dev/null; then
-		echo ${UNAME_MACHINE}-univel-sysv${UNAME_REL}
-	else
-		echo ${UNAME_MACHINE}-pc-sysv${UNAME_REL}
-	fi
-	exit ;;
-    i*86:*:5:[678]*)
-	# UnixWare 7.x, OpenUNIX and OpenServer 6.
-	case `/bin/uname -X | grep "^Machine"` in
-	    *486*)	     UNAME_MACHINE=i486 ;;
-	    *Pentium)	     UNAME_MACHINE=i586 ;;
-	    *Pent*|*Celeron) UNAME_MACHINE=i686 ;;
-	esac
-	echo ${UNAME_MACHINE}-unknown-sysv${UNAME_RELEASE}${UNAME_SYSTEM}${UNAME_VERSION}
-	exit ;;
-    i*86:*:3.2:*)
-	if test -f /usr/options/cb.name; then
-		UNAME_REL=`sed -n 's/.*Version //p' </usr/options/cb.name`
-		echo ${UNAME_MACHINE}-pc-isc$UNAME_REL
-	elif /bin/uname -X 2>/dev/null >/dev/null ; then
-		UNAME_REL=`(/bin/uname -X|grep Release|sed -e 's/.*= //')`
-		(/bin/uname -X|grep i80486 >/dev/null) && UNAME_MACHINE=i486
-		(/bin/uname -X|grep '^Machine.*Pentium' >/dev/null) \
-			&& UNAME_MACHINE=i586
-		(/bin/uname -X|grep '^Machine.*Pent *II' >/dev/null) \
-			&& UNAME_MACHINE=i686
-		(/bin/uname -X|grep '^Machine.*Pentium Pro' >/dev/null) \
-			&& UNAME_MACHINE=i686
-		echo ${UNAME_MACHINE}-pc-sco$UNAME_REL
-	else
-		echo ${UNAME_MACHINE}-pc-sysv32
-	fi
-	exit ;;
-    pc:*:*:*)
-	# Left here for compatibility:
-	# uname -m prints for DJGPP always 'pc', but it prints nothing about
-	# the processor, so we play safe by assuming i586.
-	# Note: whatever this is, it MUST be the same as what config.sub
-	# prints for the "djgpp" host, or else GDB configury will decide that
-	# this is a cross-build.
-	echo i586-pc-msdosdjgpp
-	exit ;;
-    Intel:Mach:3*:*)
-	echo i386-pc-mach3
-	exit ;;
-    paragon:*:*:*)
-	echo i860-intel-osf1
-	exit ;;
-    i860:*:4.*:*) # i860-SVR4
-	if grep Stardent /usr/include/sys/uadmin.h >/dev/null 2>&1 ; then
-	  echo i860-stardent-sysv${UNAME_RELEASE} # Stardent Vistra i860-SVR4
-	else # Add other i860-SVR4 vendors below as they are discovered.
-	  echo i860-unknown-sysv${UNAME_RELEASE}  # Unknown i860-SVR4
-	fi
-	exit ;;
-    mini*:CTIX:SYS*5:*)
-	# "miniframe"
-	echo m68010-convergent-sysv
-	exit ;;
-    mc68k:UNIX:SYSTEM5:3.51m)
-	echo m68k-convergent-sysv
-	exit ;;
-    M680?0:D-NIX:5.3:*)
-	echo m68k-diab-dnix
-	exit ;;
-    M68*:*:R3V[5678]*:*)
-	test -r /sysV68 && { echo 'm68k-motorola-sysv'; exit; } ;;
-    3[345]??:*:4.0:3.0 | 3[34]??A:*:4.0:3.0 | 3[34]??,*:*:4.0:3.0 | 3[34]??/*:*:4.0:3.0 | 4400:*:4.0:3.0 | 4850:*:4.0:3.0 | SKA40:*:4.0:3.0 | SDS2:*:4.0:3.0 | SHG2:*:4.0:3.0 | S7501*:*:4.0:3.0)
-	OS_REL=''
-	test -r /etc/.relid \
-	&& OS_REL=.`sed -n 's/[^ ]* [^ ]* \([0-9][0-9]\).*/\1/p' < /etc/.relid`
-	/bin/uname -p 2>/dev/null | grep 86 >/dev/null \
-	  && { echo i486-ncr-sysv4.3${OS_REL}; exit; }
-	/bin/uname -p 2>/dev/null | /bin/grep entium >/dev/null \
-	  && { echo i586-ncr-sysv4.3${OS_REL}; exit; } ;;
-    3[34]??:*:4.0:* | 3[34]??,*:*:4.0:*)
-	/bin/uname -p 2>/dev/null | grep 86 >/dev/null \
-	  && { echo i486-ncr-sysv4; exit; } ;;
-    NCR*:*:4.2:* | MPRAS*:*:4.2:*)
-	OS_REL='.3'
-	test -r /etc/.relid \
-	    && OS_REL=.`sed -n 's/[^ ]* [^ ]* \([0-9][0-9]\).*/\1/p' < /etc/.relid`
-	/bin/uname -p 2>/dev/null | grep 86 >/dev/null \
-	    && { echo i486-ncr-sysv4.3${OS_REL}; exit; }
-	/bin/uname -p 2>/dev/null | /bin/grep entium >/dev/null \
-	    && { echo i586-ncr-sysv4.3${OS_REL}; exit; }
-	/bin/uname -p 2>/dev/null | /bin/grep pteron >/dev/null \
-	    && { echo i586-ncr-sysv4.3${OS_REL}; exit; } ;;
-    m68*:LynxOS:2.*:* | m68*:LynxOS:3.0*:*)
-	echo m68k-unknown-lynxos${UNAME_RELEASE}
-	exit ;;
-    mc68030:UNIX_System_V:4.*:*)
-	echo m68k-atari-sysv4
-	exit ;;
-    TSUNAMI:LynxOS:2.*:*)
-	echo sparc-unknown-lynxos${UNAME_RELEASE}
-	exit ;;
-    rs6000:LynxOS:2.*:*)
-	echo rs6000-unknown-lynxos${UNAME_RELEASE}
-	exit ;;
-    PowerPC:LynxOS:2.*:* | PowerPC:LynxOS:3.[01]*:* | PowerPC:LynxOS:4.[02]*:*)
-	echo powerpc-unknown-lynxos${UNAME_RELEASE}
-	exit ;;
-    SM[BE]S:UNIX_SV:*:*)
-	echo mips-dde-sysv${UNAME_RELEASE}
-	exit ;;
-    RM*:ReliantUNIX-*:*:*)
-	echo mips-sni-sysv4
-	exit ;;
-    RM*:SINIX-*:*:*)
-	echo mips-sni-sysv4
-	exit ;;
-    *:SINIX-*:*:*)
-	if uname -p 2>/dev/null >/dev/null ; then
-		UNAME_MACHINE=`(uname -p) 2>/dev/null`
-		echo ${UNAME_MACHINE}-sni-sysv4
-	else
-		echo ns32k-sni-sysv
-	fi
-	exit ;;
-    PENTIUM:*:4.0*:*)	# Unisys `ClearPath HMP IX 4000' SVR4/MP effort
-			# says <Richard.M.Bartel at ccMail.Census.GOV>
-	echo i586-unisys-sysv4
-	exit ;;
-    *:UNIX_System_V:4*:FTX*)
-	# From Gerald Hewes <hewes at openmarket.com>.
-	# How about differentiating between stratus architectures? -djm
-	echo hppa1.1-stratus-sysv4
-	exit ;;
-    *:*:*:FTX*)
-	# From seanf at swdc.stratus.com.
-	echo i860-stratus-sysv4
-	exit ;;
-    i*86:VOS:*:*)
-	# From Paul.Green at stratus.com.
-	echo ${UNAME_MACHINE}-stratus-vos
-	exit ;;
-    *:VOS:*:*)
-	# From Paul.Green at stratus.com.
-	echo hppa1.1-stratus-vos
-	exit ;;
-    mc68*:A/UX:*:*)
-	echo m68k-apple-aux${UNAME_RELEASE}
-	exit ;;
-    news*:NEWS-OS:6*:*)
-	echo mips-sony-newsos6
-	exit ;;
-    R[34]000:*System_V*:*:* | R4000:UNIX_SYSV:*:* | R*000:UNIX_SV:*:*)
-	if [ -d /usr/nec ]; then
-		echo mips-nec-sysv${UNAME_RELEASE}
-	else
-		echo mips-unknown-sysv${UNAME_RELEASE}
-	fi
-	exit ;;
-    BeBox:BeOS:*:*)	# BeOS running on hardware made by Be, PPC only.
-	echo powerpc-be-beos
-	exit ;;
-    BeMac:BeOS:*:*)	# BeOS running on Mac or Mac clone, PPC only.
-	echo powerpc-apple-beos
-	exit ;;
-    BePC:BeOS:*:*)	# BeOS running on Intel PC compatible.
-	echo i586-pc-beos
-	exit ;;
-    BePC:Haiku:*:*)	# Haiku running on Intel PC compatible.
-	echo i586-pc-haiku
-	exit ;;
-    SX-4:SUPER-UX:*:*)
-	echo sx4-nec-superux${UNAME_RELEASE}
-	exit ;;
-    SX-5:SUPER-UX:*:*)
-	echo sx5-nec-superux${UNAME_RELEASE}
-	exit ;;
-    SX-6:SUPER-UX:*:*)
-	echo sx6-nec-superux${UNAME_RELEASE}
-	exit ;;
-    SX-7:SUPER-UX:*:*)
-	echo sx7-nec-superux${UNAME_RELEASE}
-	exit ;;
-    SX-8:SUPER-UX:*:*)
-	echo sx8-nec-superux${UNAME_RELEASE}
-	exit ;;
-    SX-8R:SUPER-UX:*:*)
-	echo sx8r-nec-superux${UNAME_RELEASE}
-	exit ;;
-    Power*:Rhapsody:*:*)
-	echo powerpc-apple-rhapsody${UNAME_RELEASE}
-	exit ;;
-    *:Rhapsody:*:*)
-	echo ${UNAME_MACHINE}-apple-rhapsody${UNAME_RELEASE}
-	exit ;;
-    *:Darwin:*:*)
-	UNAME_PROCESSOR=`uname -p` || UNAME_PROCESSOR=unknown
-	case $UNAME_PROCESSOR in
-	    i386)
-		eval $set_cc_for_build
-		if [ "$CC_FOR_BUILD" != 'no_compiler_found' ]; then
-		  if (echo '#ifdef __LP64__'; echo IS_64BIT_ARCH; echo '#endif') | \
-		      (CCOPTS= $CC_FOR_BUILD -E - 2>/dev/null) | \
-		      grep IS_64BIT_ARCH >/dev/null
-		  then
-		      UNAME_PROCESSOR="x86_64"
-		  fi
-		fi ;;
-	    unknown) UNAME_PROCESSOR=powerpc ;;
-	esac
-	echo ${UNAME_PROCESSOR}-apple-darwin${UNAME_RELEASE}
-	exit ;;
-    *:procnto*:*:* | *:QNX:[0123456789]*:*)
-	UNAME_PROCESSOR=`uname -p`
-	if test "$UNAME_PROCESSOR" = "x86"; then
-		UNAME_PROCESSOR=i386
-		UNAME_MACHINE=pc
-	fi
-	echo ${UNAME_PROCESSOR}-${UNAME_MACHINE}-nto-qnx${UNAME_RELEASE}
-	exit ;;
-    *:QNX:*:4*)
-	echo i386-pc-qnx
-	exit ;;
-    NEO-?:NONSTOP_KERNEL:*:*)
-	echo neo-tandem-nsk${UNAME_RELEASE}
-	exit ;;
-    NSE-?:NONSTOP_KERNEL:*:*)
-	echo nse-tandem-nsk${UNAME_RELEASE}
-	exit ;;
-    NSR-?:NONSTOP_KERNEL:*:*)
-	echo nsr-tandem-nsk${UNAME_RELEASE}
-	exit ;;
-    *:NonStop-UX:*:*)
-	echo mips-compaq-nonstopux
-	exit ;;
-    BS2000:POSIX*:*:*)
-	echo bs2000-siemens-sysv
-	exit ;;
-    DS/*:UNIX_System_V:*:*)
-	echo ${UNAME_MACHINE}-${UNAME_SYSTEM}-${UNAME_RELEASE}
-	exit ;;
-    *:Plan9:*:*)
-	# "uname -m" is not consistent, so use $cputype instead. 386
-	# is converted to i386 for consistency with other x86
-	# operating systems.
-	if test "$cputype" = "386"; then
-	    UNAME_MACHINE=i386
-	else
-	    UNAME_MACHINE="$cputype"
-	fi
-	echo ${UNAME_MACHINE}-unknown-plan9
-	exit ;;
-    *:TOPS-10:*:*)
-	echo pdp10-unknown-tops10
-	exit ;;
-    *:TENEX:*:*)
-	echo pdp10-unknown-tenex
-	exit ;;
-    KS10:TOPS-20:*:* | KL10:TOPS-20:*:* | TYPE4:TOPS-20:*:*)
-	echo pdp10-dec-tops20
-	exit ;;
-    XKL-1:TOPS-20:*:* | TYPE5:TOPS-20:*:*)
-	echo pdp10-xkl-tops20
-	exit ;;
-    *:TOPS-20:*:*)
-	echo pdp10-unknown-tops20
-	exit ;;
-    *:ITS:*:*)
-	echo pdp10-unknown-its
-	exit ;;
-    SEI:*:*:SEIUX)
-	echo mips-sei-seiux${UNAME_RELEASE}
-	exit ;;
-    *:DragonFly:*:*)
-	echo ${UNAME_MACHINE}-unknown-dragonfly`echo ${UNAME_RELEASE}|sed -e 's/[-(].*//'`
-	exit ;;
-    *:*VMS:*:*)
-	UNAME_MACHINE=`(uname -p) 2>/dev/null`
-	case "${UNAME_MACHINE}" in
-	    A*) echo alpha-dec-vms ; exit ;;
-	    I*) echo ia64-dec-vms ; exit ;;
-	    V*) echo vax-dec-vms ; exit ;;
-	esac ;;
-    *:XENIX:*:SysV)
-	echo i386-pc-xenix
-	exit ;;
-    i*86:skyos:*:*)
-	echo ${UNAME_MACHINE}-pc-skyos`echo ${UNAME_RELEASE}` | sed -e 's/ .*$//'
-	exit ;;
-    i*86:rdos:*:*)
-	echo ${UNAME_MACHINE}-pc-rdos
-	exit ;;
-    i*86:AROS:*:*)
-	echo ${UNAME_MACHINE}-pc-aros
-	exit ;;
-    x86_64:VMkernel:*:*)
-	echo ${UNAME_MACHINE}-unknown-esx
-	exit ;;
-esac
-
-#echo '(No uname command or uname output not recognized.)' 1>&2
-#echo "${UNAME_MACHINE}:${UNAME_SYSTEM}:${UNAME_RELEASE}:${UNAME_VERSION}" 1>&2
-
-eval $set_cc_for_build
-cat >$dummy.c <<EOF
-#ifdef _SEQUENT_
-# include <sys/types.h>
-# include <sys/utsname.h>
-#endif
-main ()
-{
-#if defined (sony)
-#if defined (MIPSEB)
-  /* BFD wants "bsd" instead of "newsos".  Perhaps BFD should be changed,
-     I don't know....  */
-  printf ("mips-sony-bsd\n"); exit (0);
-#else
-#include <sys/param.h>
-  printf ("m68k-sony-newsos%s\n",
-#ifdef NEWSOS4
-	"4"
-#else
-	""
-#endif
-	); exit (0);
-#endif
-#endif
-
-#if defined (__arm) && defined (__acorn) && defined (__unix)
-  printf ("arm-acorn-riscix\n"); exit (0);
-#endif
-
-#if defined (hp300) && !defined (hpux)
-  printf ("m68k-hp-bsd\n"); exit (0);
-#endif
-
-#if defined (NeXT)
-#if !defined (__ARCHITECTURE__)
-#define __ARCHITECTURE__ "m68k"
-#endif
-  int version;
-  version=`(hostinfo | sed -n 's/.*NeXT Mach \([0-9]*\).*/\1/p') 2>/dev/null`;
-  if (version < 4)
-    printf ("%s-next-nextstep%d\n", __ARCHITECTURE__, version);
-  else
-    printf ("%s-next-openstep%d\n", __ARCHITECTURE__, version);
-  exit (0);
-#endif
-
-#if defined (MULTIMAX) || defined (n16)
-#if defined (UMAXV)
-  printf ("ns32k-encore-sysv\n"); exit (0);
-#else
-#if defined (CMU)
-  printf ("ns32k-encore-mach\n"); exit (0);
-#else
-  printf ("ns32k-encore-bsd\n"); exit (0);
-#endif
-#endif
-#endif
-
-#if defined (__386BSD__)
-  printf ("i386-pc-bsd\n"); exit (0);
-#endif
-
-#if defined (sequent)
-#if defined (i386)
-  printf ("i386-sequent-dynix\n"); exit (0);
-#endif
-#if defined (ns32000)
-  printf ("ns32k-sequent-dynix\n"); exit (0);
-#endif
-#endif
-
-#if defined (_SEQUENT_)
-    struct utsname un;
-
-    uname(&un);
-
-    if (strncmp(un.version, "V2", 2) == 0) {
-	printf ("i386-sequent-ptx2\n"); exit (0);
-    }
-    if (strncmp(un.version, "V1", 2) == 0) { /* XXX is V1 correct? */
-	printf ("i386-sequent-ptx1\n"); exit (0);
-    }
-    printf ("i386-sequent-ptx\n"); exit (0);
-
-#endif
-
-#if defined (vax)
-# if !defined (ultrix)
-#  include <sys/param.h>
-#  if defined (BSD)
-#   if BSD == 43
-      printf ("vax-dec-bsd4.3\n"); exit (0);
-#   else
-#    if BSD == 199006
-      printf ("vax-dec-bsd4.3reno\n"); exit (0);
-#    else
-      printf ("vax-dec-bsd\n"); exit (0);
-#    endif
-#   endif
-#  else
-    printf ("vax-dec-bsd\n"); exit (0);
-#  endif
-# else
-    printf ("vax-dec-ultrix\n"); exit (0);
-# endif
-#endif
-
-#if defined (alliant) && defined (i860)
-  printf ("i860-alliant-bsd\n"); exit (0);
-#endif
-
-  exit (1);
-}
-EOF
-
-$CC_FOR_BUILD -o $dummy $dummy.c 2>/dev/null && SYSTEM_NAME=`$dummy` &&
-	{ echo "$SYSTEM_NAME"; exit; }
-
-# Apollos put the system type in the environment.
-
-test -d /usr/apollo && { echo ${ISP}-apollo-${SYSTYPE}; exit; }
-
-# Convex versions that predate uname can use getsysinfo(1)
-
-if [ -x /usr/convex/getsysinfo ]
-then
-    case `getsysinfo -f cpu_type` in
-    c1*)
-	echo c1-convex-bsd
-	exit ;;
-    c2*)
-	if getsysinfo -f scalar_acc
-	then echo c32-convex-bsd
-	else echo c2-convex-bsd
-	fi
-	exit ;;
-    c34*)
-	echo c34-convex-bsd
-	exit ;;
-    c38*)
-	echo c38-convex-bsd
-	exit ;;
-    c4*)
-	echo c4-convex-bsd
-	exit ;;
-    esac
-fi
-
-cat >&2 <<EOF
-$0: unable to guess system type
-
-This script, last modified $timestamp, has failed to recognize
-the operating system you are using. It is advised that you
-download the most up to date version of the config scripts from
-
-  http://git.savannah.gnu.org/gitweb/?p=config.git;a=blob_plain;f=config.guess;hb=HEAD
-and
-  http://git.savannah.gnu.org/gitweb/?p=config.git;a=blob_plain;f=config.sub;hb=HEAD
-
-If the version you run ($0) is already up to date, please
-send the following data and any information you think might be
-pertinent to <config-patches at gnu.org> in order to provide the needed
-information to handle your system.
-
-config.guess timestamp = $timestamp
-
-uname -m = `(uname -m) 2>/dev/null || echo unknown`
-uname -r = `(uname -r) 2>/dev/null || echo unknown`
-uname -s = `(uname -s) 2>/dev/null || echo unknown`
-uname -v = `(uname -v) 2>/dev/null || echo unknown`
-
-/usr/bin/uname -p = `(/usr/bin/uname -p) 2>/dev/null`
-/bin/uname -X     = `(/bin/uname -X) 2>/dev/null`
-
-hostinfo               = `(hostinfo) 2>/dev/null`
-/bin/universe          = `(/bin/universe) 2>/dev/null`
-/usr/bin/arch -k       = `(/usr/bin/arch -k) 2>/dev/null`
-/bin/arch              = `(/bin/arch) 2>/dev/null`
-/usr/bin/oslevel       = `(/usr/bin/oslevel) 2>/dev/null`
-/usr/convex/getsysinfo = `(/usr/convex/getsysinfo) 2>/dev/null`
-
-UNAME_MACHINE = ${UNAME_MACHINE}
-UNAME_RELEASE = ${UNAME_RELEASE}
-UNAME_SYSTEM  = ${UNAME_SYSTEM}
-UNAME_VERSION = ${UNAME_VERSION}
-EOF
-
-exit 1
-
-# Local variables:
-# eval: (add-hook 'write-file-hooks 'time-stamp)
-# time-stamp-start: "timestamp='"
-# time-stamp-format: "%:y-%02m-%02d"
-# time-stamp-end: "'"
-# End:
diff --git a/config.h.in b/config.h.in
deleted file mode 100644
index e0f2726..0000000
--- a/config.h.in
+++ /dev/null
@@ -1,162 +0,0 @@
-/* config.h.in.  Generated from configure.in by autoheader.  */
-
-/* Define to dummy `main' function (if any) required to link to the Fortran
-   libraries. */
-#undef FC_DUMMY_MAIN
-
-/* Define if F77 and FC dummy `main' functions are identical. */
-#undef FC_DUMMY_MAIN_EQ_F77
-
-/* glibc backtrace function */
-#undef HAVE_BACKTRACE
-
-/* Tell getfem to use the real boost library */
-#undef HAVE_BOOST
-
-/* Define to 1 if you have the <cmumps_c.h> header file. */
-#undef HAVE_CMUMPS_C_H
-
-/* Define to 1 if you have the <cxxabi.h> header file. */
-#undef HAVE_CXXABI_H
-
-/* Define to 1 if you have the <dlfcn.h> header file. */
-#undef HAVE_DLFCN_H
-
-/* Define to 1 if you have the <dmumps_c.h> header file. */
-#undef HAVE_DMUMPS_C_H
-
-/* glibc floating point exceptions control */
-#undef HAVE_FEENABLEEXCEPT
-
-/* Define to 1 if you have the <inttypes.h> header file. */
-#undef HAVE_INTTYPES_H
-
-/* Define to 1 if you have the `mpich' library (-lmpich). */
-#undef HAVE_LIBMPICH
-
-/* Define to 1 if you have the `mpichcxx' library (-lmpichcxx). */
-#undef HAVE_LIBMPICHCXX
-
-/* Define to 1 if you have the `muparser' library (-lmuparser). */
-#undef HAVE_LIBMUPARSER
-
-/* Define to 1 if you have the `qhull' library (-lqhull). */
-#undef HAVE_LIBQHULL
-
-/* Define to 1 if you have the `superlu' library (-lsuperlu). */
-#undef HAVE_LIBSUPERLU
-
-/* Define to 1 if you have the <memory.h> header file. */
-#undef HAVE_MEMORY_H
-
-/* defined if the Metis library was found and is working */
-#undef HAVE_METIS
-
-/* Define to 1 if you have the <muParser.h> header file. */
-#undef HAVE_MUPARSER_H
-
-/* Define to 1 if you have the <muParser/muParser.h> header file. */
-#undef HAVE_MUPARSER_MUPARSER_H
-
-/* gcc style __PRETTY_FUNCTION__ macro */
-#undef HAVE_PRETTY_FUNCTION
-
-/* defined if the qd library was found and is working */
-#undef HAVE_QDLIB
-
-/* Define to 1 if you have the <qhull/qhull.h> header file. */
-#undef HAVE_QHULL_QHULL_H
-
-/* Defined to 1 if Scilab is present on the system */
-#undef HAVE_SCILAB
-
-/* Define to 1 if you have the <smumps_c.h> header file. */
-#undef HAVE_SMUMPS_C_H
-
-/* Define to 1 if you have the <stdint.h> header file. */
-#undef HAVE_STDINT_H
-
-/* Define to 1 if you have the <stdlib.h> header file. */
-#undef HAVE_STDLIB_H
-
-/* Define to 1 if you have the <strings.h> header file. */
-#undef HAVE_STRINGS_H
-
-/* Define to 1 if you have the <string.h> header file. */
-#undef HAVE_STRING_H
-
-/* Define to 1 if you have the <superlu/colamd.h> header file. */
-#undef HAVE_SUPERLU_COLAMD_H
-
-/* Define to 1 if you have the <superlu/slu_cdefs.h> header file. */
-#undef HAVE_SUPERLU_SLU_CDEFS_H
-
-/* Define to 1 if you have the <superlu/slu_Cnames.h> header file. */
-#undef HAVE_SUPERLU_SLU_CNAMES_H
-
-/* Define to 1 if you have the <superlu/slu_dcomplex.h> header file. */
-#undef HAVE_SUPERLU_SLU_DCOMPLEX_H
-
-/* Define to 1 if you have the <superlu/slu_ddefs.h> header file. */
-#undef HAVE_SUPERLU_SLU_DDEFS_H
-
-/* Define to 1 if you have the <superlu/slu_scomplex.h> header file. */
-#undef HAVE_SUPERLU_SLU_SCOMPLEX_H
-
-/* Define to 1 if you have the <superlu/slu_sdefs.h> header file. */
-#undef HAVE_SUPERLU_SLU_SDEFS_H
-
-/* Define to 1 if you have the <superlu/slu_zdefs.h> header file. */
-#undef HAVE_SUPERLU_SLU_ZDEFS_H
-
-/* Define to 1 if you have the <sys/stat.h> header file. */
-#undef HAVE_SYS_STAT_H
-
-/* Define to 1 if you have the <sys/times.h> header file. */
-#undef HAVE_SYS_TIMES_H
-
-/* Define to 1 if you have the <sys/types.h> header file. */
-#undef HAVE_SYS_TYPES_H
-
-/* Define to 1 if you have the <unistd.h> header file. */
-#undef HAVE_UNISTD_H
-
-/* Define to 1 if you have the <zmumps_c.h> header file. */
-#undef HAVE_ZMUMPS_C_H
-
-/* Define to the sub-directory in which libtool stores uninstalled libraries.
-   */
-#undef LT_OBJDIR
-
-/* Name of package */
-#undef PACKAGE
-
-/* Define to the address where bug reports for this package should be sent. */
-#undef PACKAGE_BUGREPORT
-
-/* Define to the full name of this package. */
-#undef PACKAGE_NAME
-
-/* Define to the full name and version of this package. */
-#undef PACKAGE_STRING
-
-/* Define to the one symbol short name of this package. */
-#undef PACKAGE_TARNAME
-
-/* Define to the home page for this package. */
-#undef PACKAGE_URL
-
-/* Define to the version of this package. */
-#undef PACKAGE_VERSION
-
-/* defined if quad-doubles are to be used instead of double-double */
-#undef QDLIB_USE_QUAD
-
-/* Define to 1 if you have the ANSI C header files. */
-#undef STDC_HEADERS
-
-/* Use rpc for getfem communication with matlab */
-#undef USE_RPC
-
-/* Version number of package */
-#undef VERSION
diff --git a/config.sub b/config.sub
deleted file mode 100755
index c894da4..0000000
--- a/config.sub
+++ /dev/null
@@ -1,1773 +0,0 @@
-#! /bin/sh
-# Configuration validation subroutine script.
-#   Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999,
-#   2000, 2001, 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010,
-#   2011, 2012 Free Software Foundation, Inc.
-
-timestamp='2012-02-10'
-
-# This file is (in principle) common to ALL GNU software.
-# The presence of a machine in this file suggests that SOME GNU software
-# can handle that machine.  It does not imply ALL GNU software can.
-#
-# This file is free software; you can redistribute it and/or modify
-# it under the terms of the GNU General Public License as published by
-# the Free Software Foundation; either version 2 of the License, or
-# (at your option) any later version.
-#
-# This program is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
-# GNU General Public License for more details.
-#
-# You should have received a copy of the GNU General Public License
-# along with this program; if not, see <http://www.gnu.org/licenses/>.
-#
-# As a special exception to the GNU General Public License, if you
-# distribute this file as part of a program that contains a
-# configuration script generated by Autoconf, you may include it under
-# the same distribution terms that you use for the rest of that program.
-
-
-# Please send patches to <config-patches at gnu.org>.  Submit a context
-# diff and a properly formatted GNU ChangeLog entry.
-#
-# Configuration subroutine to validate and canonicalize a configuration type.
-# Supply the specified configuration type as an argument.
-# If it is invalid, we print an error message on stderr and exit with code 1.
-# Otherwise, we print the canonical config type on stdout and succeed.
-
-# You can get the latest version of this script from:
-# http://git.savannah.gnu.org/gitweb/?p=config.git;a=blob_plain;f=config.sub;hb=HEAD
-
-# This file is supposed to be the same for all GNU packages
-# and recognize all the CPU types, system types and aliases
-# that are meaningful with *any* GNU software.
-# Each package is responsible for reporting which valid configurations
-# it does not support.  The user should be able to distinguish
-# a failure to support a valid configuration from a meaningless
-# configuration.
-
-# The goal of this file is to map all the various variations of a given
-# machine specification into a single specification in the form:
-#	CPU_TYPE-MANUFACTURER-OPERATING_SYSTEM
-# or in some cases, the newer four-part form:
-#	CPU_TYPE-MANUFACTURER-KERNEL-OPERATING_SYSTEM
-# It is wrong to echo any other type of specification.
-
-me=`echo "$0" | sed -e 's,.*/,,'`
-
-usage="\
-Usage: $0 [OPTION] CPU-MFR-OPSYS
-       $0 [OPTION] ALIAS
-
-Canonicalize a configuration name.
-
-Operation modes:
-  -h, --help         print this help, then exit
-  -t, --time-stamp   print date of last modification, then exit
-  -v, --version      print version number, then exit
-
-Report bugs and patches to <config-patches at gnu.org>."
-
-version="\
-GNU config.sub ($timestamp)
-
-Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000,
-2001, 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011, 2012
-Free Software Foundation, Inc.
-
-This is free software; see the source for copying conditions.  There is NO
-warranty; not even for MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE."
-
-help="
-Try \`$me --help' for more information."
-
-# Parse command line
-while test $# -gt 0 ; do
-  case $1 in
-    --time-stamp | --time* | -t )
-       echo "$timestamp" ; exit ;;
-    --version | -v )
-       echo "$version" ; exit ;;
-    --help | --h* | -h )
-       echo "$usage"; exit ;;
-    -- )     # Stop option processing
-       shift; break ;;
-    - )	# Use stdin as input.
-       break ;;
-    -* )
-       echo "$me: invalid option $1$help"
-       exit 1 ;;
-
-    *local*)
-       # First pass through any local machine types.
-       echo $1
-       exit ;;
-
-    * )
-       break ;;
-  esac
-done
-
-case $# in
- 0) echo "$me: missing argument$help" >&2
-    exit 1;;
- 1) ;;
- *) echo "$me: too many arguments$help" >&2
-    exit 1;;
-esac
-
-# Separate what the user gave into CPU-COMPANY and OS or KERNEL-OS (if any).
-# Here we must recognize all the valid KERNEL-OS combinations.
-maybe_os=`echo $1 | sed 's/^\(.*\)-\([^-]*-[^-]*\)$/\2/'`
-case $maybe_os in
-  nto-qnx* | linux-gnu* | linux-android* | linux-dietlibc | linux-newlib* | \
-  linux-uclibc* | uclinux-uclibc* | uclinux-gnu* | kfreebsd*-gnu* | \
-  knetbsd*-gnu* | netbsd*-gnu* | \
-  kopensolaris*-gnu* | \
-  storm-chaos* | os2-emx* | rtmk-nova*)
-    os=-$maybe_os
-    basic_machine=`echo $1 | sed 's/^\(.*\)-\([^-]*-[^-]*\)$/\1/'`
-    ;;
-  android-linux)
-    os=-linux-android
-    basic_machine=`echo $1 | sed 's/^\(.*\)-\([^-]*-[^-]*\)$/\1/'`-unknown
-    ;;
-  *)
-    basic_machine=`echo $1 | sed 's/-[^-]*$//'`
-    if [ $basic_machine != $1 ]
-    then os=`echo $1 | sed 's/.*-/-/'`
-    else os=; fi
-    ;;
-esac
-
-### Let's recognize common machines as not being operating systems so
-### that things like config.sub decstation-3100 work.  We also
-### recognize some manufacturers as not being operating systems, so we
-### can provide default operating systems below.
-case $os in
-	-sun*os*)
-		# Prevent following clause from handling this invalid input.
-		;;
-	-dec* | -mips* | -sequent* | -encore* | -pc532* | -sgi* | -sony* | \
-	-att* | -7300* | -3300* | -delta* | -motorola* | -sun[234]* | \
-	-unicom* | -ibm* | -next | -hp | -isi* | -apollo | -altos* | \
-	-convergent* | -ncr* | -news | -32* | -3600* | -3100* | -hitachi* |\
-	-c[123]* | -convex* | -sun | -crds | -omron* | -dg | -ultra | -tti* | \
-	-harris | -dolphin | -highlevel | -gould | -cbm | -ns | -masscomp | \
-	-apple | -axis | -knuth | -cray | -microblaze)
-		os=
-		basic_machine=$1
-		;;
-	-bluegene*)
-		os=-cnk
-		;;
-	-sim | -cisco | -oki | -wec | -winbond)
-		os=
-		basic_machine=$1
-		;;
-	-scout)
-		;;
-	-wrs)
-		os=-vxworks
-		basic_machine=$1
-		;;
-	-chorusos*)
-		os=-chorusos
-		basic_machine=$1
-		;;
-	-chorusrdb)
-		os=-chorusrdb
-		basic_machine=$1
-		;;
-	-hiux*)
-		os=-hiuxwe2
-		;;
-	-sco6)
-		os=-sco5v6
-		basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
-		;;
-	-sco5)
-		os=-sco3.2v5
-		basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
-		;;
-	-sco4)
-		os=-sco3.2v4
-		basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
-		;;
-	-sco3.2.[4-9]*)
-		os=`echo $os | sed -e 's/sco3.2./sco3.2v/'`
-		basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
-		;;
-	-sco3.2v[4-9]*)
-		# Don't forget version if it is 3.2v4 or newer.
-		basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
-		;;
-	-sco5v6*)
-		# Don't forget version if it is 3.2v4 or newer.
-		basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
-		;;
-	-sco*)
-		os=-sco3.2v2
-		basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
-		;;
-	-udk*)
-		basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
-		;;
-	-isc)
-		os=-isc2.2
-		basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
-		;;
-	-clix*)
-		basic_machine=clipper-intergraph
-		;;
-	-isc*)
-		basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
-		;;
-	-lynx*)
-		os=-lynxos
-		;;
-	-ptx*)
-		basic_machine=`echo $1 | sed -e 's/86-.*/86-sequent/'`
-		;;
-	-windowsnt*)
-		os=`echo $os | sed -e 's/windowsnt/winnt/'`
-		;;
-	-psos*)
-		os=-psos
-		;;
-	-mint | -mint[0-9]*)
-		basic_machine=m68k-atari
-		os=-mint
-		;;
-esac
-
-# Decode aliases for certain CPU-COMPANY combinations.
-case $basic_machine in
-	# Recognize the basic CPU types without company name.
-	# Some are omitted here because they have special meanings below.
-	1750a | 580 \
-	| a29k \
-	| aarch64 | aarch64_be \
-	| alpha | alphaev[4-8] | alphaev56 | alphaev6[78] | alphapca5[67] \
-	| alpha64 | alpha64ev[4-8] | alpha64ev56 | alpha64ev6[78] | alpha64pca5[67] \
-	| am33_2.0 \
-	| arc | arm | arm[bl]e | arme[lb] | armv[2345] | armv[345][lb] | avr | avr32 \
-        | be32 | be64 \
-	| bfin \
-	| c4x | clipper \
-	| d10v | d30v | dlx | dsp16xx \
-	| epiphany \
-	| fido | fr30 | frv \
-	| h8300 | h8500 | hppa | hppa1.[01] | hppa2.0 | hppa2.0[nw] | hppa64 \
-	| hexagon \
-	| i370 | i860 | i960 | ia64 \
-	| ip2k | iq2000 \
-	| le32 | le64 \
-	| lm32 \
-	| m32c | m32r | m32rle | m68000 | m68k | m88k \
-	| maxq | mb | microblaze | mcore | mep | metag \
-	| mips | mipsbe | mipseb | mipsel | mipsle \
-	| mips16 \
-	| mips64 | mips64el \
-	| mips64octeon | mips64octeonel \
-	| mips64orion | mips64orionel \
-	| mips64r5900 | mips64r5900el \
-	| mips64vr | mips64vrel \
-	| mips64vr4100 | mips64vr4100el \
-	| mips64vr4300 | mips64vr4300el \
-	| mips64vr5000 | mips64vr5000el \
-	| mips64vr5900 | mips64vr5900el \
-	| mipsisa32 | mipsisa32el \
-	| mipsisa32r2 | mipsisa32r2el \
-	| mipsisa64 | mipsisa64el \
-	| mipsisa64r2 | mipsisa64r2el \
-	| mipsisa64sb1 | mipsisa64sb1el \
-	| mipsisa64sr71k | mipsisa64sr71kel \
-	| mipstx39 | mipstx39el \
-	| mn10200 | mn10300 \
-	| moxie \
-	| mt \
-	| msp430 \
-	| nds32 | nds32le | nds32be \
-	| nios | nios2 \
-	| ns16k | ns32k \
-	| open8 \
-	| or32 \
-	| pdp10 | pdp11 | pj | pjl \
-	| powerpc | powerpc64 | powerpc64le | powerpcle \
-	| pyramid \
-	| rl78 | rx \
-	| score \
-	| sh | sh[1234] | sh[24]a | sh[24]aeb | sh[23]e | sh[34]eb | sheb | shbe | shle | sh[1234]le | sh3ele \
-	| sh64 | sh64le \
-	| sparc | sparc64 | sparc64b | sparc64v | sparc86x | sparclet | sparclite \
-	| sparcv8 | sparcv9 | sparcv9b | sparcv9v \
-	| spu \
-	| tahoe | tic4x | tic54x | tic55x | tic6x | tic80 | tron \
-	| ubicom32 \
-	| v850 | v850e | v850e1 | v850e2 | v850es | v850e2v3 \
-	| we32k \
-	| x86 | xc16x | xstormy16 | xtensa \
-	| z8k | z80)
-		basic_machine=$basic_machine-unknown
-		;;
-	c54x)
-		basic_machine=tic54x-unknown
-		;;
-	c55x)
-		basic_machine=tic55x-unknown
-		;;
-	c6x)
-		basic_machine=tic6x-unknown
-		;;
-	m6811 | m68hc11 | m6812 | m68hc12 | m68hcs12x | picochip)
-		basic_machine=$basic_machine-unknown
-		os=-none
-		;;
-	m88110 | m680[12346]0 | m683?2 | m68360 | m5200 | v70 | w65 | z8k)
-		;;
-	ms1)
-		basic_machine=mt-unknown
-		;;
-
-	strongarm | thumb | xscale)
-		basic_machine=arm-unknown
-		;;
-	xgate)
-		basic_machine=$basic_machine-unknown
-		os=-none
-		;;
-	xscaleeb)
-		basic_machine=armeb-unknown
-		;;
-
-	xscaleel)
-		basic_machine=armel-unknown
-		;;
-
-	# We use `pc' rather than `unknown'
-	# because (1) that's what they normally are, and
-	# (2) the word "unknown" tends to confuse beginning users.
-	i*86 | x86_64)
-	  basic_machine=$basic_machine-pc
-	  ;;
-	# Object if more than one company name word.
-	*-*-*)
-		echo Invalid configuration \`$1\': machine \`$basic_machine\' not recognized 1>&2
-		exit 1
-		;;
-	# Recognize the basic CPU types with company name.
-	580-* \
-	| a29k-* \
-	| aarch64-* | aarch64_be-* \
-	| alpha-* | alphaev[4-8]-* | alphaev56-* | alphaev6[78]-* \
-	| alpha64-* | alpha64ev[4-8]-* | alpha64ev56-* | alpha64ev6[78]-* \
-	| alphapca5[67]-* | alpha64pca5[67]-* | arc-* \
-	| arm-*  | armbe-* | armle-* | armeb-* | armv*-* \
-	| avr-* | avr32-* \
-	| be32-* | be64-* \
-	| bfin-* | bs2000-* \
-	| c[123]* | c30-* | [cjt]90-* | c4x-* \
-	| clipper-* | craynv-* | cydra-* \
-	| d10v-* | d30v-* | dlx-* \
-	| elxsi-* \
-	| f30[01]-* | f700-* | fido-* | fr30-* | frv-* | fx80-* \
-	| h8300-* | h8500-* \
-	| hppa-* | hppa1.[01]-* | hppa2.0-* | hppa2.0[nw]-* | hppa64-* \
-	| hexagon-* \
-	| i*86-* | i860-* | i960-* | ia64-* \
-	| ip2k-* | iq2000-* \
-	| le32-* | le64-* \
-	| lm32-* \
-	| m32c-* | m32r-* | m32rle-* \
-	| m68000-* | m680[012346]0-* | m68360-* | m683?2-* | m68k-* \
-	| m88110-* | m88k-* | maxq-* | mcore-* | metag-* | microblaze-* \
-	| mips-* | mipsbe-* | mipseb-* | mipsel-* | mipsle-* \
-	| mips16-* \
-	| mips64-* | mips64el-* \
-	| mips64octeon-* | mips64octeonel-* \
-	| mips64orion-* | mips64orionel-* \
-	| mips64r5900-* | mips64r5900el-* \
-	| mips64vr-* | mips64vrel-* \
-	| mips64vr4100-* | mips64vr4100el-* \
-	| mips64vr4300-* | mips64vr4300el-* \
-	| mips64vr5000-* | mips64vr5000el-* \
-	| mips64vr5900-* | mips64vr5900el-* \
-	| mipsisa32-* | mipsisa32el-* \
-	| mipsisa32r2-* | mipsisa32r2el-* \
-	| mipsisa64-* | mipsisa64el-* \
-	| mipsisa64r2-* | mipsisa64r2el-* \
-	| mipsisa64sb1-* | mipsisa64sb1el-* \
-	| mipsisa64sr71k-* | mipsisa64sr71kel-* \
-	| mipstx39-* | mipstx39el-* \
-	| mmix-* \
-	| mt-* \
-	| msp430-* \
-	| nds32-* | nds32le-* | nds32be-* \
-	| nios-* | nios2-* \
-	| none-* | np1-* | ns16k-* | ns32k-* \
-	| open8-* \
-	| orion-* \
-	| pdp10-* | pdp11-* | pj-* | pjl-* | pn-* | power-* \
-	| powerpc-* | powerpc64-* | powerpc64le-* | powerpcle-* \
-	| pyramid-* \
-	| rl78-* | romp-* | rs6000-* | rx-* \
-	| sh-* | sh[1234]-* | sh[24]a-* | sh[24]aeb-* | sh[23]e-* | sh[34]eb-* | sheb-* | shbe-* \
-	| shle-* | sh[1234]le-* | sh3ele-* | sh64-* | sh64le-* \
-	| sparc-* | sparc64-* | sparc64b-* | sparc64v-* | sparc86x-* | sparclet-* \
-	| sparclite-* \
-	| sparcv8-* | sparcv9-* | sparcv9b-* | sparcv9v-* | sv1-* | sx?-* \
-	| tahoe-* \
-	| tic30-* | tic4x-* | tic54x-* | tic55x-* | tic6x-* | tic80-* \
-	| tile*-* \
-	| tron-* \
-	| ubicom32-* \
-	| v850-* | v850e-* | v850e1-* | v850es-* | v850e2-* | v850e2v3-* \
-	| vax-* \
-	| we32k-* \
-	| x86-* | x86_64-* | xc16x-* | xps100-* \
-	| xstormy16-* | xtensa*-* \
-	| ymp-* \
-	| z8k-* | z80-*)
-		;;
-	# Recognize the basic CPU types without company name, with glob match.
-	xtensa*)
-		basic_machine=$basic_machine-unknown
-		;;
-	# Recognize the various machine names and aliases which stand
-	# for a CPU type and a company and sometimes even an OS.
-	386bsd)
-		basic_machine=i386-unknown
-		os=-bsd
-		;;
-	3b1 | 7300 | 7300-att | att-7300 | pc7300 | safari | unixpc)
-		basic_machine=m68000-att
-		;;
-	3b*)
-		basic_machine=we32k-att
-		;;
-	a29khif)
-		basic_machine=a29k-amd
-		os=-udi
-		;;
-	abacus)
-		basic_machine=abacus-unknown
-		;;
-	adobe68k)
-		basic_machine=m68010-adobe
-		os=-scout
-		;;
-	alliant | fx80)
-		basic_machine=fx80-alliant
-		;;
-	altos | altos3068)
-		basic_machine=m68k-altos
-		;;
-	am29k)
-		basic_machine=a29k-none
-		os=-bsd
-		;;
-	amd64)
-		basic_machine=x86_64-pc
-		;;
-	amd64-*)
-		basic_machine=x86_64-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	amdahl)
-		basic_machine=580-amdahl
-		os=-sysv
-		;;
-	amiga | amiga-*)
-		basic_machine=m68k-unknown
-		;;
-	amigaos | amigados)
-		basic_machine=m68k-unknown
-		os=-amigaos
-		;;
-	amigaunix | amix)
-		basic_machine=m68k-unknown
-		os=-sysv4
-		;;
-	apollo68)
-		basic_machine=m68k-apollo
-		os=-sysv
-		;;
-	apollo68bsd)
-		basic_machine=m68k-apollo
-		os=-bsd
-		;;
-	aros)
-		basic_machine=i386-pc
-		os=-aros
-		;;
-	aux)
-		basic_machine=m68k-apple
-		os=-aux
-		;;
-	balance)
-		basic_machine=ns32k-sequent
-		os=-dynix
-		;;
-	blackfin)
-		basic_machine=bfin-unknown
-		os=-linux
-		;;
-	blackfin-*)
-		basic_machine=bfin-`echo $basic_machine | sed 's/^[^-]*-//'`
-		os=-linux
-		;;
-	bluegene*)
-		basic_machine=powerpc-ibm
-		os=-cnk
-		;;
-	c54x-*)
-		basic_machine=tic54x-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	c55x-*)
-		basic_machine=tic55x-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	c6x-*)
-		basic_machine=tic6x-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	c90)
-		basic_machine=c90-cray
-		os=-unicos
-		;;
-	cegcc)
-		basic_machine=arm-unknown
-		os=-cegcc
-		;;
-	convex-c1)
-		basic_machine=c1-convex
-		os=-bsd
-		;;
-	convex-c2)
-		basic_machine=c2-convex
-		os=-bsd
-		;;
-	convex-c32)
-		basic_machine=c32-convex
-		os=-bsd
-		;;
-	convex-c34)
-		basic_machine=c34-convex
-		os=-bsd
-		;;
-	convex-c38)
-		basic_machine=c38-convex
-		os=-bsd
-		;;
-	cray | j90)
-		basic_machine=j90-cray
-		os=-unicos
-		;;
-	craynv)
-		basic_machine=craynv-cray
-		os=-unicosmp
-		;;
-	cr16 | cr16-*)
-		basic_machine=cr16-unknown
-		os=-elf
-		;;
-	crds | unos)
-		basic_machine=m68k-crds
-		;;
-	crisv32 | crisv32-* | etraxfs*)
-		basic_machine=crisv32-axis
-		;;
-	cris | cris-* | etrax*)
-		basic_machine=cris-axis
-		;;
-	crx)
-		basic_machine=crx-unknown
-		os=-elf
-		;;
-	da30 | da30-*)
-		basic_machine=m68k-da30
-		;;
-	decstation | decstation-3100 | pmax | pmax-* | pmin | dec3100 | decstatn)
-		basic_machine=mips-dec
-		;;
-	decsystem10* | dec10*)
-		basic_machine=pdp10-dec
-		os=-tops10
-		;;
-	decsystem20* | dec20*)
-		basic_machine=pdp10-dec
-		os=-tops20
-		;;
-	delta | 3300 | motorola-3300 | motorola-delta \
-	      | 3300-motorola | delta-motorola)
-		basic_machine=m68k-motorola
-		;;
-	delta88)
-		basic_machine=m88k-motorola
-		os=-sysv3
-		;;
-	dicos)
-		basic_machine=i686-pc
-		os=-dicos
-		;;
-	djgpp)
-		basic_machine=i586-pc
-		os=-msdosdjgpp
-		;;
-	dpx20 | dpx20-*)
-		basic_machine=rs6000-bull
-		os=-bosx
-		;;
-	dpx2* | dpx2*-bull)
-		basic_machine=m68k-bull
-		os=-sysv3
-		;;
-	ebmon29k)
-		basic_machine=a29k-amd
-		os=-ebmon
-		;;
-	elxsi)
-		basic_machine=elxsi-elxsi
-		os=-bsd
-		;;
-	encore | umax | mmax)
-		basic_machine=ns32k-encore
-		;;
-	es1800 | OSE68k | ose68k | ose | OSE)
-		basic_machine=m68k-ericsson
-		os=-ose
-		;;
-	fx2800)
-		basic_machine=i860-alliant
-		;;
-	genix)
-		basic_machine=ns32k-ns
-		;;
-	gmicro)
-		basic_machine=tron-gmicro
-		os=-sysv
-		;;
-	go32)
-		basic_machine=i386-pc
-		os=-go32
-		;;
-	h3050r* | hiux*)
-		basic_machine=hppa1.1-hitachi
-		os=-hiuxwe2
-		;;
-	h8300hms)
-		basic_machine=h8300-hitachi
-		os=-hms
-		;;
-	h8300xray)
-		basic_machine=h8300-hitachi
-		os=-xray
-		;;
-	h8500hms)
-		basic_machine=h8500-hitachi
-		os=-hms
-		;;
-	harris)
-		basic_machine=m88k-harris
-		os=-sysv3
-		;;
-	hp300-*)
-		basic_machine=m68k-hp
-		;;
-	hp300bsd)
-		basic_machine=m68k-hp
-		os=-bsd
-		;;
-	hp300hpux)
-		basic_machine=m68k-hp
-		os=-hpux
-		;;
-	hp3k9[0-9][0-9] | hp9[0-9][0-9])
-		basic_machine=hppa1.0-hp
-		;;
-	hp9k2[0-9][0-9] | hp9k31[0-9])
-		basic_machine=m68000-hp
-		;;
-	hp9k3[2-9][0-9])
-		basic_machine=m68k-hp
-		;;
-	hp9k6[0-9][0-9] | hp6[0-9][0-9])
-		basic_machine=hppa1.0-hp
-		;;
-	hp9k7[0-79][0-9] | hp7[0-79][0-9])
-		basic_machine=hppa1.1-hp
-		;;
-	hp9k78[0-9] | hp78[0-9])
-		# FIXME: really hppa2.0-hp
-		basic_machine=hppa1.1-hp
-		;;
-	hp9k8[67]1 | hp8[67]1 | hp9k80[24] | hp80[24] | hp9k8[78]9 | hp8[78]9 | hp9k893 | hp893)
-		# FIXME: really hppa2.0-hp
-		basic_machine=hppa1.1-hp
-		;;
-	hp9k8[0-9][13679] | hp8[0-9][13679])
-		basic_machine=hppa1.1-hp
-		;;
-	hp9k8[0-9][0-9] | hp8[0-9][0-9])
-		basic_machine=hppa1.0-hp
-		;;
-	hppa-next)
-		os=-nextstep3
-		;;
-	hppaosf)
-		basic_machine=hppa1.1-hp
-		os=-osf
-		;;
-	hppro)
-		basic_machine=hppa1.1-hp
-		os=-proelf
-		;;
-	i370-ibm* | ibm*)
-		basic_machine=i370-ibm
-		;;
-	i*86v32)
-		basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
-		os=-sysv32
-		;;
-	i*86v4*)
-		basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
-		os=-sysv4
-		;;
-	i*86v)
-		basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
-		os=-sysv
-		;;
-	i*86sol2)
-		basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
-		os=-solaris2
-		;;
-	i386mach)
-		basic_machine=i386-mach
-		os=-mach
-		;;
-	i386-vsta | vsta)
-		basic_machine=i386-unknown
-		os=-vsta
-		;;
-	iris | iris4d)
-		basic_machine=mips-sgi
-		case $os in
-		    -irix*)
-			;;
-		    *)
-			os=-irix4
-			;;
-		esac
-		;;
-	isi68 | isi)
-		basic_machine=m68k-isi
-		os=-sysv
-		;;
-	m68knommu)
-		basic_machine=m68k-unknown
-		os=-linux
-		;;
-	m68knommu-*)
-		basic_machine=m68k-`echo $basic_machine | sed 's/^[^-]*-//'`
-		os=-linux
-		;;
-	m88k-omron*)
-		basic_machine=m88k-omron
-		;;
-	magnum | m3230)
-		basic_machine=mips-mips
-		os=-sysv
-		;;
-	merlin)
-		basic_machine=ns32k-utek
-		os=-sysv
-		;;
-	microblaze)
-		basic_machine=microblaze-xilinx
-		;;
-	mingw32)
-		basic_machine=i386-pc
-		os=-mingw32
-		;;
-	mingw32ce)
-		basic_machine=arm-unknown
-		os=-mingw32ce
-		;;
-	miniframe)
-		basic_machine=m68000-convergent
-		;;
-	*mint | -mint[0-9]* | *MiNT | *MiNT[0-9]*)
-		basic_machine=m68k-atari
-		os=-mint
-		;;
-	mips3*-*)
-		basic_machine=`echo $basic_machine | sed -e 's/mips3/mips64/'`
-		;;
-	mips3*)
-		basic_machine=`echo $basic_machine | sed -e 's/mips3/mips64/'`-unknown
-		;;
-	monitor)
-		basic_machine=m68k-rom68k
-		os=-coff
-		;;
-	morphos)
-		basic_machine=powerpc-unknown
-		os=-morphos
-		;;
-	msdos)
-		basic_machine=i386-pc
-		os=-msdos
-		;;
-	ms1-*)
-		basic_machine=`echo $basic_machine | sed -e 's/ms1-/mt-/'`
-		;;
-	msys)
-		basic_machine=i386-pc
-		os=-msys
-		;;
-	mvs)
-		basic_machine=i370-ibm
-		os=-mvs
-		;;
-	nacl)
-		basic_machine=le32-unknown
-		os=-nacl
-		;;
-	ncr3000)
-		basic_machine=i486-ncr
-		os=-sysv4
-		;;
-	netbsd386)
-		basic_machine=i386-unknown
-		os=-netbsd
-		;;
-	netwinder)
-		basic_machine=armv4l-rebel
-		os=-linux
-		;;
-	news | news700 | news800 | news900)
-		basic_machine=m68k-sony
-		os=-newsos
-		;;
-	news1000)
-		basic_machine=m68030-sony
-		os=-newsos
-		;;
-	news-3600 | risc-news)
-		basic_machine=mips-sony
-		os=-newsos
-		;;
-	necv70)
-		basic_machine=v70-nec
-		os=-sysv
-		;;
-	next | m*-next )
-		basic_machine=m68k-next
-		case $os in
-		    -nextstep* )
-			;;
-		    -ns2*)
-		      os=-nextstep2
-			;;
-		    *)
-		      os=-nextstep3
-			;;
-		esac
-		;;
-	nh3000)
-		basic_machine=m68k-harris
-		os=-cxux
-		;;
-	nh[45]000)
-		basic_machine=m88k-harris
-		os=-cxux
-		;;
-	nindy960)
-		basic_machine=i960-intel
-		os=-nindy
-		;;
-	mon960)
-		basic_machine=i960-intel
-		os=-mon960
-		;;
-	nonstopux)
-		basic_machine=mips-compaq
-		os=-nonstopux
-		;;
-	np1)
-		basic_machine=np1-gould
-		;;
-	neo-tandem)
-		basic_machine=neo-tandem
-		;;
-	nse-tandem)
-		basic_machine=nse-tandem
-		;;
-	nsr-tandem)
-		basic_machine=nsr-tandem
-		;;
-	op50n-* | op60c-*)
-		basic_machine=hppa1.1-oki
-		os=-proelf
-		;;
-	openrisc | openrisc-*)
-		basic_machine=or32-unknown
-		;;
-	os400)
-		basic_machine=powerpc-ibm
-		os=-os400
-		;;
-	OSE68000 | ose68000)
-		basic_machine=m68000-ericsson
-		os=-ose
-		;;
-	os68k)
-		basic_machine=m68k-none
-		os=-os68k
-		;;
-	pa-hitachi)
-		basic_machine=hppa1.1-hitachi
-		os=-hiuxwe2
-		;;
-	paragon)
-		basic_machine=i860-intel
-		os=-osf
-		;;
-	parisc)
-		basic_machine=hppa-unknown
-		os=-linux
-		;;
-	parisc-*)
-		basic_machine=hppa-`echo $basic_machine | sed 's/^[^-]*-//'`
-		os=-linux
-		;;
-	pbd)
-		basic_machine=sparc-tti
-		;;
-	pbb)
-		basic_machine=m68k-tti
-		;;
-	pc532 | pc532-*)
-		basic_machine=ns32k-pc532
-		;;
-	pc98)
-		basic_machine=i386-pc
-		;;
-	pc98-*)
-		basic_machine=i386-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	pentium | p5 | k5 | k6 | nexgen | viac3)
-		basic_machine=i586-pc
-		;;
-	pentiumpro | p6 | 6x86 | athlon | athlon_*)
-		basic_machine=i686-pc
-		;;
-	pentiumii | pentium2 | pentiumiii | pentium3)
-		basic_machine=i686-pc
-		;;
-	pentium4)
-		basic_machine=i786-pc
-		;;
-	pentium-* | p5-* | k5-* | k6-* | nexgen-* | viac3-*)
-		basic_machine=i586-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	pentiumpro-* | p6-* | 6x86-* | athlon-*)
-		basic_machine=i686-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	pentiumii-* | pentium2-* | pentiumiii-* | pentium3-*)
-		basic_machine=i686-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	pentium4-*)
-		basic_machine=i786-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	pn)
-		basic_machine=pn-gould
-		;;
-	power)	basic_machine=power-ibm
-		;;
-	ppc | ppcbe)	basic_machine=powerpc-unknown
-		;;
-	ppc-* | ppcbe-*)
-		basic_machine=powerpc-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	ppcle | powerpclittle | ppc-le | powerpc-little)
-		basic_machine=powerpcle-unknown
-		;;
-	ppcle-* | powerpclittle-*)
-		basic_machine=powerpcle-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	ppc64)	basic_machine=powerpc64-unknown
-		;;
-	ppc64-*) basic_machine=powerpc64-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	ppc64le | powerpc64little | ppc64-le | powerpc64-little)
-		basic_machine=powerpc64le-unknown
-		;;
-	ppc64le-* | powerpc64little-*)
-		basic_machine=powerpc64le-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	ps2)
-		basic_machine=i386-ibm
-		;;
-	pw32)
-		basic_machine=i586-unknown
-		os=-pw32
-		;;
-	rdos)
-		basic_machine=i386-pc
-		os=-rdos
-		;;
-	rom68k)
-		basic_machine=m68k-rom68k
-		os=-coff
-		;;
-	rm[46]00)
-		basic_machine=mips-siemens
-		;;
-	rtpc | rtpc-*)
-		basic_machine=romp-ibm
-		;;
-	s390 | s390-*)
-		basic_machine=s390-ibm
-		;;
-	s390x | s390x-*)
-		basic_machine=s390x-ibm
-		;;
-	sa29200)
-		basic_machine=a29k-amd
-		os=-udi
-		;;
-	sb1)
-		basic_machine=mipsisa64sb1-unknown
-		;;
-	sb1el)
-		basic_machine=mipsisa64sb1el-unknown
-		;;
-	sde)
-		basic_machine=mipsisa32-sde
-		os=-elf
-		;;
-	sei)
-		basic_machine=mips-sei
-		os=-seiux
-		;;
-	sequent)
-		basic_machine=i386-sequent
-		;;
-	sh)
-		basic_machine=sh-hitachi
-		os=-hms
-		;;
-	sh5el)
-		basic_machine=sh5le-unknown
-		;;
-	sh64)
-		basic_machine=sh64-unknown
-		;;
-	sparclite-wrs | simso-wrs)
-		basic_machine=sparclite-wrs
-		os=-vxworks
-		;;
-	sps7)
-		basic_machine=m68k-bull
-		os=-sysv2
-		;;
-	spur)
-		basic_machine=spur-unknown
-		;;
-	st2000)
-		basic_machine=m68k-tandem
-		;;
-	stratus)
-		basic_machine=i860-stratus
-		os=-sysv4
-		;;
-	strongarm-* | thumb-*)
-		basic_machine=arm-`echo $basic_machine | sed 's/^[^-]*-//'`
-		;;
-	sun2)
-		basic_machine=m68000-sun
-		;;
-	sun2os3)
-		basic_machine=m68000-sun
-		os=-sunos3
-		;;
-	sun2os4)
-		basic_machine=m68000-sun
-		os=-sunos4
-		;;
-	sun3os3)
-		basic_machine=m68k-sun
-		os=-sunos3
-		;;
-	sun3os4)
-		basic_machine=m68k-sun
-		os=-sunos4
-		;;
-	sun4os3)
-		basic_machine=sparc-sun
-		os=-sunos3
-		;;
-	sun4os4)
-		basic_machine=sparc-sun
-		os=-sunos4
-		;;
-	sun4sol2)
-		basic_machine=sparc-sun
-		os=-solaris2
-		;;
-	sun3 | sun3-*)
-		basic_machine=m68k-sun
-		;;
-	sun4)
-		basic_machine=sparc-sun
-		;;
-	sun386 | sun386i | roadrunner)
-		basic_machine=i386-sun
-		;;
-	sv1)
-		basic_machine=sv1-cray
-		os=-unicos
-		;;
-	symmetry)
-		basic_machine=i386-sequent
-		os=-dynix
-		;;
-	t3e)
-		basic_machine=alphaev5-cray
-		os=-unicos
-		;;
-	t90)
-		basic_machine=t90-cray
-		os=-unicos
-		;;
-	tile*)
-		basic_machine=$basic_machine-unknown
-		os=-linux-gnu
-		;;
-	tx39)
-		basic_machine=mipstx39-unknown
-		;;
-	tx39el)
-		basic_machine=mipstx39el-unknown
-		;;
-	toad1)
-		basic_machine=pdp10-xkl
-		os=-tops20
-		;;
-	tower | tower-32)
-		basic_machine=m68k-ncr
-		;;
-	tpf)
-		basic_machine=s390x-ibm
-		os=-tpf
-		;;
-	udi29k)
-		basic_machine=a29k-amd
-		os=-udi
-		;;
-	ultra3)
-		basic_machine=a29k-nyu
-		os=-sym1
-		;;
-	v810 | necv810)
-		basic_machine=v810-nec
-		os=-none
-		;;
-	vaxv)
-		basic_machine=vax-dec
-		os=-sysv
-		;;
-	vms)
-		basic_machine=vax-dec
-		os=-vms
-		;;
-	vpp*|vx|vx-*)
-		basic_machine=f301-fujitsu
-		;;
-	vxworks960)
-		basic_machine=i960-wrs
-		os=-vxworks
-		;;
-	vxworks68)
-		basic_machine=m68k-wrs
-		os=-vxworks
-		;;
-	vxworks29k)
-		basic_machine=a29k-wrs
-		os=-vxworks
-		;;
-	w65*)
-		basic_machine=w65-wdc
-		os=-none
-		;;
-	w89k-*)
-		basic_machine=hppa1.1-winbond
-		os=-proelf
-		;;
-	xbox)
-		basic_machine=i686-pc
-		os=-mingw32
-		;;
-	xps | xps100)
-		basic_machine=xps100-honeywell
-		;;
-	xscale-* | xscalee[bl]-*)
-		basic_machine=`echo $basic_machine | sed 's/^xscale/arm/'`
-		;;
-	ymp)
-		basic_machine=ymp-cray
-		os=-unicos
-		;;
-	z8k-*-coff)
-		basic_machine=z8k-unknown
-		os=-sim
-		;;
-	z80-*-coff)
-		basic_machine=z80-unknown
-		os=-sim
-		;;
-	none)
-		basic_machine=none-none
-		os=-none
-		;;
-
-# Here we handle the default manufacturer of certain CPU types.  It is in
-# some cases the only manufacturer, in others, it is the most popular.
-	w89k)
-		basic_machine=hppa1.1-winbond
-		;;
-	op50n)
-		basic_machine=hppa1.1-oki
-		;;
-	op60c)
-		basic_machine=hppa1.1-oki
-		;;
-	romp)
-		basic_machine=romp-ibm
-		;;
-	mmix)
-		basic_machine=mmix-knuth
-		;;
-	rs6000)
-		basic_machine=rs6000-ibm
-		;;
-	vax)
-		basic_machine=vax-dec
-		;;
-	pdp10)
-		# there are many clones, so DEC is not a safe bet
-		basic_machine=pdp10-unknown
-		;;
-	pdp11)
-		basic_machine=pdp11-dec
-		;;
-	we32k)
-		basic_machine=we32k-att
-		;;
-	sh[1234] | sh[24]a | sh[24]aeb | sh[34]eb | sh[1234]le | sh[23]ele)
-		basic_machine=sh-unknown
-		;;
-	sparc | sparcv8 | sparcv9 | sparcv9b | sparcv9v)
-		basic_machine=sparc-sun
-		;;
-	cydra)
-		basic_machine=cydra-cydrome
-		;;
-	orion)
-		basic_machine=orion-highlevel
-		;;
-	orion105)
-		basic_machine=clipper-highlevel
-		;;
-	mac | mpw | mac-mpw)
-		basic_machine=m68k-apple
-		;;
-	pmac | pmac-mpw)
-		basic_machine=powerpc-apple
-		;;
-	*-unknown)
-		# Make sure to match an already-canonicalized machine name.
-		;;
-	*)
-		echo Invalid configuration \`$1\': machine \`$basic_machine\' not recognized 1>&2
-		exit 1
-		;;
-esac
-
-# Here we canonicalize certain aliases for manufacturers.
-case $basic_machine in
-	*-digital*)
-		basic_machine=`echo $basic_machine | sed 's/digital.*/dec/'`
-		;;
-	*-commodore*)
-		basic_machine=`echo $basic_machine | sed 's/commodore.*/cbm/'`
-		;;
-	*)
-		;;
-esac
-
-# Decode manufacturer-specific aliases for certain operating systems.
-
-if [ x"$os" != x"" ]
-then
-case $os in
-	# First match some system type aliases
-	# that might get confused with valid system types.
-	# -solaris* is a basic system type, with this one exception.
-	-auroraux)
-		os=-auroraux
-		;;
-	-solaris1 | -solaris1.*)
-		os=`echo $os | sed -e 's|solaris1|sunos4|'`
-		;;
-	-solaris)
-		os=-solaris2
-		;;
-	-svr4*)
-		os=-sysv4
-		;;
-	-unixware*)
-		os=-sysv4.2uw
-		;;
-	-gnu/linux*)
-		os=`echo $os | sed -e 's|gnu/linux|linux-gnu|'`
-		;;
-	# First accept the basic system types.
-	# The portable systems comes first.
-	# Each alternative MUST END IN A *, to match a version number.
-	# -sysv* is not here because it comes later, after sysvr4.
-	-gnu* | -bsd* | -mach* | -minix* | -genix* | -ultrix* | -irix* \
-	      | -*vms* | -sco* | -esix* | -isc* | -aix* | -cnk* | -sunos | -sunos[34]*\
-	      | -hpux* | -unos* | -osf* | -luna* | -dgux* | -auroraux* | -solaris* \
-	      | -sym* | -kopensolaris* \
-	      | -amigaos* | -amigados* | -msdos* | -newsos* | -unicos* | -aof* \
-	      | -aos* | -aros* \
-	      | -nindy* | -vxsim* | -vxworks* | -ebmon* | -hms* | -mvs* \
-	      | -clix* | -riscos* | -uniplus* | -iris* | -rtu* | -xenix* \
-	      | -hiux* | -386bsd* | -knetbsd* | -mirbsd* | -netbsd* \
-	      | -openbsd* | -solidbsd* \
-	      | -ekkobsd* | -kfreebsd* | -freebsd* | -riscix* | -lynxos* \
-	      | -bosx* | -nextstep* | -cxux* | -aout* | -elf* | -oabi* \
-	      | -ptx* | -coff* | -ecoff* | -winnt* | -domain* | -vsta* \
-	      | -udi* | -eabi* | -lites* | -ieee* | -go32* | -aux* \
-	      | -chorusos* | -chorusrdb* | -cegcc* \
-	      | -cygwin* | -msys* | -pe* | -psos* | -moss* | -proelf* | -rtems* \
-	      | -mingw32* | -linux-gnu* | -linux-android* \
-	      | -linux-newlib* | -linux-uclibc* \
-	      | -uxpv* | -beos* | -mpeix* | -udk* \
-	      | -interix* | -uwin* | -mks* | -rhapsody* | -darwin* | -opened* \
-	      | -openstep* | -oskit* | -conix* | -pw32* | -nonstopux* \
-	      | -storm-chaos* | -tops10* | -tenex* | -tops20* | -its* \
-	      | -os2* | -vos* | -palmos* | -uclinux* | -nucleus* \
-	      | -morphos* | -superux* | -rtmk* | -rtmk-nova* | -windiss* \
-	      | -powermax* | -dnix* | -nx6 | -nx7 | -sei* | -dragonfly* \
-	      | -skyos* | -haiku* | -rdos* | -toppers* | -drops* | -es*)
-	# Remember, each alternative MUST END IN *, to match a version number.
-		;;
-	-qnx*)
-		case $basic_machine in
-		    x86-* | i*86-*)
-			;;
-		    *)
-			os=-nto$os
-			;;
-		esac
-		;;
-	-nto-qnx*)
-		;;
-	-nto*)
-		os=`echo $os | sed -e 's|nto|nto-qnx|'`
-		;;
-	-sim | -es1800* | -hms* | -xray | -os68k* | -none* | -v88r* \
-	      | -windows* | -osx | -abug | -netware* | -os9* | -beos* | -haiku* \
-	      | -macos* | -mpw* | -magic* | -mmixware* | -mon960* | -lnews*)
-		;;
-	-mac*)
-		os=`echo $os | sed -e 's|mac|macos|'`
-		;;
-	-linux-dietlibc)
-		os=-linux-dietlibc
-		;;
-	-linux*)
-		os=`echo $os | sed -e 's|linux|linux-gnu|'`
-		;;
-	-sunos5*)
-		os=`echo $os | sed -e 's|sunos5|solaris2|'`
-		;;
-	-sunos6*)
-		os=`echo $os | sed -e 's|sunos6|solaris3|'`
-		;;
-	-opened*)
-		os=-openedition
-		;;
-	-os400*)
-		os=-os400
-		;;
-	-wince*)
-		os=-wince
-		;;
-	-osfrose*)
-		os=-osfrose
-		;;
-	-osf*)
-		os=-osf
-		;;
-	-utek*)
-		os=-bsd
-		;;
-	-dynix*)
-		os=-bsd
-		;;
-	-acis*)
-		os=-aos
-		;;
-	-atheos*)
-		os=-atheos
-		;;
-	-syllable*)
-		os=-syllable
-		;;
-	-386bsd)
-		os=-bsd
-		;;
-	-ctix* | -uts*)
-		os=-sysv
-		;;
-	-nova*)
-		os=-rtmk-nova
-		;;
-	-ns2 )
-		os=-nextstep2
-		;;
-	-nsk*)
-		os=-nsk
-		;;
-	# Preserve the version number of sinix5.
-	-sinix5.*)
-		os=`echo $os | sed -e 's|sinix|sysv|'`
-		;;
-	-sinix*)
-		os=-sysv4
-		;;
-	-tpf*)
-		os=-tpf
-		;;
-	-triton*)
-		os=-sysv3
-		;;
-	-oss*)
-		os=-sysv3
-		;;
-	-svr4)
-		os=-sysv4
-		;;
-	-svr3)
-		os=-sysv3
-		;;
-	-sysvr4)
-		os=-sysv4
-		;;
-	# This must come after -sysvr4.
-	-sysv*)
-		;;
-	-ose*)
-		os=-ose
-		;;
-	-es1800*)
-		os=-ose
-		;;
-	-xenix)
-		os=-xenix
-		;;
-	-*mint | -mint[0-9]* | -*MiNT | -MiNT[0-9]*)
-		os=-mint
-		;;
-	-aros*)
-		os=-aros
-		;;
-	-kaos*)
-		os=-kaos
-		;;
-	-zvmoe)
-		os=-zvmoe
-		;;
-	-dicos*)
-		os=-dicos
-		;;
-	-nacl*)
-		;;
-	-none)
-		;;
-	*)
-		# Get rid of the `-' at the beginning of $os.
-		os=`echo $os | sed 's/[^-]*-//'`
-		echo Invalid configuration \`$1\': system \`$os\' not recognized 1>&2
-		exit 1
-		;;
-esac
-else
-
-# Here we handle the default operating systems that come with various machines.
-# The value should be what the vendor currently ships out the door with their
-# machine or put another way, the most popular os provided with the machine.
-
-# Note that if you're going to try to match "-MANUFACTURER" here (say,
-# "-sun"), then you have to tell the case statement up towards the top
-# that MANUFACTURER isn't an operating system.  Otherwise, code above
-# will signal an error saying that MANUFACTURER isn't an operating
-# system, and we'll never get to this point.
-
-case $basic_machine in
-	score-*)
-		os=-elf
-		;;
-	spu-*)
-		os=-elf
-		;;
-	*-acorn)
-		os=-riscix1.2
-		;;
-	arm*-rebel)
-		os=-linux
-		;;
-	arm*-semi)
-		os=-aout
-		;;
-	c4x-* | tic4x-*)
-		os=-coff
-		;;
-	tic54x-*)
-		os=-coff
-		;;
-	tic55x-*)
-		os=-coff
-		;;
-	tic6x-*)
-		os=-coff
-		;;
-	# This must come before the *-dec entry.
-	pdp10-*)
-		os=-tops20
-		;;
-	pdp11-*)
-		os=-none
-		;;
-	*-dec | vax-*)
-		os=-ultrix4.2
-		;;
-	m68*-apollo)
-		os=-domain
-		;;
-	i386-sun)
-		os=-sunos4.0.2
-		;;
-	m68000-sun)
-		os=-sunos3
-		;;
-	m68*-cisco)
-		os=-aout
-		;;
-	mep-*)
-		os=-elf
-		;;
-	mips*-cisco)
-		os=-elf
-		;;
-	mips*-*)
-		os=-elf
-		;;
-	or32-*)
-		os=-coff
-		;;
-	*-tti)	# must be before sparc entry or we get the wrong os.
-		os=-sysv3
-		;;
-	sparc-* | *-sun)
-		os=-sunos4.1.1
-		;;
-	*-be)
-		os=-beos
-		;;
-	*-haiku)
-		os=-haiku
-		;;
-	*-ibm)
-		os=-aix
-		;;
-	*-knuth)
-		os=-mmixware
-		;;
-	*-wec)
-		os=-proelf
-		;;
-	*-winbond)
-		os=-proelf
-		;;
-	*-oki)
-		os=-proelf
-		;;
-	*-hp)
-		os=-hpux
-		;;
-	*-hitachi)
-		os=-hiux
-		;;
-	i860-* | *-att | *-ncr | *-altos | *-motorola | *-convergent)
-		os=-sysv
-		;;
-	*-cbm)
-		os=-amigaos
-		;;
-	*-dg)
-		os=-dgux
-		;;
-	*-dolphin)
-		os=-sysv3
-		;;
-	m68k-ccur)
-		os=-rtu
-		;;
-	m88k-omron*)
-		os=-luna
-		;;
-	*-next )
-		os=-nextstep
-		;;
-	*-sequent)
-		os=-ptx
-		;;
-	*-crds)
-		os=-unos
-		;;
-	*-ns)
-		os=-genix
-		;;
-	i370-*)
-		os=-mvs
-		;;
-	*-next)
-		os=-nextstep3
-		;;
-	*-gould)
-		os=-sysv
-		;;
-	*-highlevel)
-		os=-bsd
-		;;
-	*-encore)
-		os=-bsd
-		;;
-	*-sgi)
-		os=-irix
-		;;
-	*-siemens)
-		os=-sysv4
-		;;
-	*-masscomp)
-		os=-rtu
-		;;
-	f30[01]-fujitsu | f700-fujitsu)
-		os=-uxpv
-		;;
-	*-rom68k)
-		os=-coff
-		;;
-	*-*bug)
-		os=-coff
-		;;
-	*-apple)
-		os=-macos
-		;;
-	*-atari*)
-		os=-mint
-		;;
-	*)
-		os=-none
-		;;
-esac
-fi
-
-# Here we handle the case where we know the os, and the CPU type, but not the
-# manufacturer.  We pick the logical manufacturer.
-vendor=unknown
-case $basic_machine in
-	*-unknown)
-		case $os in
-			-riscix*)
-				vendor=acorn
-				;;
-			-sunos*)
-				vendor=sun
-				;;
-			-cnk*|-aix*)
-				vendor=ibm
-				;;
-			-beos*)
-				vendor=be
-				;;
-			-hpux*)
-				vendor=hp
-				;;
-			-mpeix*)
-				vendor=hp
-				;;
-			-hiux*)
-				vendor=hitachi
-				;;
-			-unos*)
-				vendor=crds
-				;;
-			-dgux*)
-				vendor=dg
-				;;
-			-luna*)
-				vendor=omron
-				;;
-			-genix*)
-				vendor=ns
-				;;
-			-mvs* | -opened*)
-				vendor=ibm
-				;;
-			-os400*)
-				vendor=ibm
-				;;
-			-ptx*)
-				vendor=sequent
-				;;
-			-tpf*)
-				vendor=ibm
-				;;
-			-vxsim* | -vxworks* | -windiss*)
-				vendor=wrs
-				;;
-			-aux*)
-				vendor=apple
-				;;
-			-hms*)
-				vendor=hitachi
-				;;
-			-mpw* | -macos*)
-				vendor=apple
-				;;
-			-*mint | -mint[0-9]* | -*MiNT | -MiNT[0-9]*)
-				vendor=atari
-				;;
-			-vos*)
-				vendor=stratus
-				;;
-		esac
-		basic_machine=`echo $basic_machine | sed "s/unknown/$vendor/"`
-		;;
-esac
-
-echo $basic_machine$os
-exit
-
-# Local variables:
-# eval: (add-hook 'write-file-hooks 'time-stamp)
-# time-stamp-start: "timestamp='"
-# time-stamp-format: "%:y-%02m-%02d"
-# time-stamp-end: "'"
-# End:
diff --git a/configure b/configure
deleted file mode 100755
index 2f956f7..0000000
--- a/configure
+++ /dev/null
@@ -1,25754 +0,0 @@
-#! /bin/sh
-# Guess values for system-dependent variables and create Makefiles.
-# Generated by GNU Autoconf 2.68 for getfem 4.2.
-#
-#
-# Copyright (C) 1992, 1993, 1994, 1995, 1996, 1998, 1999, 2000, 2001,
-# 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010 Free Software
-# Foundation, Inc.
-#
-#
-# This configure script is free software; the Free Software Foundation
-# gives unlimited permission to copy, distribute and modify it.
-## -------------------- ##
-## M4sh Initialization. ##
-## -------------------- ##
-
-# Be more Bourne compatible
-DUALCASE=1; export DUALCASE # for MKS sh
-if test -n "${ZSH_VERSION+set}" && (emulate sh) >/dev/null 2>&1; then :
-  emulate sh
-  NULLCMD=:
-  # Pre-4.2 versions of Zsh do word splitting on ${1+"$@"}, which
-  # is contrary to our usage.  Disable this feature.
-  alias -g '${1+"$@"}'='"$@"'
-  setopt NO_GLOB_SUBST
-else
-  case `(set -o) 2>/dev/null` in #(
-  *posix*) :
-    set -o posix ;; #(
-  *) :
-     ;;
-esac
-fi
-
-
-as_nl='
-'
-export as_nl
-# Printing a long string crashes Solaris 7 /usr/bin/printf.
-as_echo='\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\'
-as_echo=$as_echo$as_echo$as_echo$as_echo$as_echo
-as_echo=$as_echo$as_echo$as_echo$as_echo$as_echo$as_echo
-# Prefer a ksh shell builtin over an external printf program on Solaris,
-# but without wasting forks for bash or zsh.
-if test -z "$BASH_VERSION$ZSH_VERSION" \
-    && (test "X`print -r -- $as_echo`" = "X$as_echo") 2>/dev/null; then
-  as_echo='print -r --'
-  as_echo_n='print -rn --'
-elif (test "X`printf %s $as_echo`" = "X$as_echo") 2>/dev/null; then
-  as_echo='printf %s\n'
-  as_echo_n='printf %s'
-else
-  if test "X`(/usr/ucb/echo -n -n $as_echo) 2>/dev/null`" = "X-n $as_echo"; then
-    as_echo_body='eval /usr/ucb/echo -n "$1$as_nl"'
-    as_echo_n='/usr/ucb/echo -n'
-  else
-    as_echo_body='eval expr "X$1" : "X\\(.*\\)"'
-    as_echo_n_body='eval
-      arg=$1;
-      case $arg in #(
-      *"$as_nl"*)
-	expr "X$arg" : "X\\(.*\\)$as_nl";
-	arg=`expr "X$arg" : ".*$as_nl\\(.*\\)"`;;
-      esac;
-      expr "X$arg" : "X\\(.*\\)" | tr -d "$as_nl"
-    '
-    export as_echo_n_body
-    as_echo_n='sh -c $as_echo_n_body as_echo'
-  fi
-  export as_echo_body
-  as_echo='sh -c $as_echo_body as_echo'
-fi
-
-# The user is always right.
-if test "${PATH_SEPARATOR+set}" != set; then
-  PATH_SEPARATOR=:
-  (PATH='/bin;/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 && {
-    (PATH='/bin:/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 ||
-      PATH_SEPARATOR=';'
-  }
-fi
-
-
-# IFS
-# We need space, tab and new line, in precisely that order.  Quoting is
-# there to prevent editors from complaining about space-tab.
-# (If _AS_PATH_WALK were called with IFS unset, it would disable word
-# splitting by setting IFS to empty value.)
-IFS=" ""	$as_nl"
-
-# Find who we are.  Look in the path if we contain no directory separator.
-as_myself=
-case $0 in #((
-  *[\\/]* ) as_myself=$0 ;;
-  *) as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    test -r "$as_dir/$0" && as_myself=$as_dir/$0 && break
-  done
-IFS=$as_save_IFS
-
-     ;;
-esac
-# We did not find ourselves, most probably we were run as `sh COMMAND'
-# in which case we are not to be found in the path.
-if test "x$as_myself" = x; then
-  as_myself=$0
-fi
-if test ! -f "$as_myself"; then
-  $as_echo "$as_myself: error: cannot find myself; rerun with an absolute file name" >&2
-  exit 1
-fi
-
-# Unset variables that we do not need and which cause bugs (e.g. in
-# pre-3.0 UWIN ksh).  But do not cause bugs in bash 2.01; the "|| exit 1"
-# suppresses any "Segmentation fault" message there.  '((' could
-# trigger a bug in pdksh 5.2.14.
-for as_var in BASH_ENV ENV MAIL MAILPATH
-do eval test x\${$as_var+set} = xset \
-  && ( (unset $as_var) || exit 1) >/dev/null 2>&1 && unset $as_var || :
-done
-PS1='$ '
-PS2='> '
-PS4='+ '
-
-# NLS nuisances.
-LC_ALL=C
-export LC_ALL
-LANGUAGE=C
-export LANGUAGE
-
-# CDPATH.
-(unset CDPATH) >/dev/null 2>&1 && unset CDPATH
-
-if test "x$CONFIG_SHELL" = x; then
-  as_bourne_compatible="if test -n \"\${ZSH_VERSION+set}\" && (emulate sh) >/dev/null 2>&1; then :
-  emulate sh
-  NULLCMD=:
-  # Pre-4.2 versions of Zsh do word splitting on \${1+\"\$@\"}, which
-  # is contrary to our usage.  Disable this feature.
-  alias -g '\${1+\"\$@\"}'='\"\$@\"'
-  setopt NO_GLOB_SUBST
-else
-  case \`(set -o) 2>/dev/null\` in #(
-  *posix*) :
-    set -o posix ;; #(
-  *) :
-     ;;
-esac
-fi
-"
-  as_required="as_fn_return () { (exit \$1); }
-as_fn_success () { as_fn_return 0; }
-as_fn_failure () { as_fn_return 1; }
-as_fn_ret_success () { return 0; }
-as_fn_ret_failure () { return 1; }
-
-exitcode=0
-as_fn_success || { exitcode=1; echo as_fn_success failed.; }
-as_fn_failure && { exitcode=1; echo as_fn_failure succeeded.; }
-as_fn_ret_success || { exitcode=1; echo as_fn_ret_success failed.; }
-as_fn_ret_failure && { exitcode=1; echo as_fn_ret_failure succeeded.; }
-if ( set x; as_fn_ret_success y && test x = \"\$1\" ); then :
-
-else
-  exitcode=1; echo positional parameters were not saved.
-fi
-test x\$exitcode = x0 || exit 1"
-  as_suggested="  as_lineno_1=";as_suggested=$as_suggested$LINENO;as_suggested=$as_suggested" as_lineno_1a=\$LINENO
-  as_lineno_2=";as_suggested=$as_suggested$LINENO;as_suggested=$as_suggested" as_lineno_2a=\$LINENO
-  eval 'test \"x\$as_lineno_1'\$as_run'\" != \"x\$as_lineno_2'\$as_run'\" &&
-  test \"x\`expr \$as_lineno_1'\$as_run' + 1\`\" = \"x\$as_lineno_2'\$as_run'\"' || exit 1
-
-  test -n \"\${ZSH_VERSION+set}\${BASH_VERSION+set}\" || (
-    ECHO='\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\'
-    ECHO=\$ECHO\$ECHO\$ECHO\$ECHO\$ECHO
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-    test \"X\`printf %s \$ECHO\`\" = \"X\$ECHO\" \\
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-test \$(( 1 + 1 )) = 2 || exit 1"
-  if (eval "$as_required") 2>/dev/null; then :
-  as_have_required=yes
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-  as_have_required=no
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-
-else
-  as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-as_found=false
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-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-  as_found=:
-  case $as_dir in #(
-	 /*)
-	   for as_base in sh bash ksh sh5; do
-	     # Try only shells that exist, to save several forks.
-	     as_shell=$as_dir/$as_base
-	     if { test -f "$as_shell" || test -f "$as_shell.exe"; } &&
-		    { $as_echo "$as_bourne_compatible""$as_required" | as_run=a "$as_shell"; } 2>/dev/null; then :
-  CONFIG_SHELL=$as_shell as_have_required=yes
-		   if { $as_echo "$as_bourne_compatible""$as_suggested" | as_run=a "$as_shell"; } 2>/dev/null; then :
-  break 2
-fi
-fi
-	   done;;
-       esac
-  as_found=false
-done
-$as_found || { if { test -f "$SHELL" || test -f "$SHELL.exe"; } &&
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-  CONFIG_SHELL=$SHELL as_have_required=yes
-fi; }
-IFS=$as_save_IFS
-
-
-      if test "x$CONFIG_SHELL" != x; then :
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-	ENV=/dev/null
-	(unset BASH_ENV) >/dev/null 2>&1 && unset BASH_ENV ENV
-	export CONFIG_SHELL
-	case $- in # ((((
-	  *v*x* | *x*v* ) as_opts=-vx ;;
-	  *v* ) as_opts=-v ;;
-	  *x* ) as_opts=-x ;;
-	  * ) as_opts= ;;
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-	exec "$CONFIG_SHELL" $as_opts "$as_myself" ${1+"$@"}
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-
-    if test x$as_have_required = xno; then :
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-{
-  { eval $1=; unset $1;}
-}
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-{
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-{
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-{
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-  case $as_dir in #(
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-      as_dir=`$as_dirname -- "$as_dir" ||
-$as_expr X"$as_dir" : 'X\(.*[^/]\)//*[^/][^/]*/*$' \| \
-	 X"$as_dir" : 'X\(//\)[^/]' \| \
-	 X"$as_dir" : 'X\(//\)$' \| \
-	 X"$as_dir" : 'X\(/\)' \| . 2>/dev/null ||
-$as_echo X"$as_dir" |
-    sed '/^X\(.*[^/]\)\/\/*[^/][^/]*\/*$/{
-	    s//\1/
-	    q
-	  }
-	  /^X\(\/\/\)[^/].*/{
-	    s//\1/
-	    q
-	  }
-	  /^X\(\/\/\)$/{
-	    s//\1/
-	    q
-	  }
-	  /^X\(\/\).*/{
-	    s//\1/
-	    q
-	  }
-	  s/.*/./; q'`
-      test -d "$as_dir" && break
-    done
-    test -z "$as_dirs" || eval "mkdir $as_dirs"
-  } || test -d "$as_dir" || as_fn_error $? "cannot create directory $as_dir"
-
-
-} # as_fn_mkdir_p
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-\`configure' configures getfem 4.2 to adapt to many kinds of systems.
-
-Usage: $0 [OPTION]... [VAR=VALUE]...
-
-To assign environment variables (e.g., CC, CFLAGS...), specify them as
-VAR=VALUE.  See below for descriptions of some of the useful variables.
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-Defaults for the options are specified in brackets.
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-Configuration:
-  -h, --help              display this help and exit
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-Installation directories:
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-                          [PREFIX]
-
-By default, \`make install' will install all the files in
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-
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-  --sbindir=DIR           system admin executables [EPREFIX/sbin]
-  --libexecdir=DIR        program executables [EPREFIX/libexec]
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-  --datarootdir=DIR       read-only arch.-independent data root [PREFIX/share]
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-_ACEOF
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-_ACEOF
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-if test -n "$ac_init_help"; then
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-   esac
-  cat <<\_ACEOF
-
-Optional Features:
-  --disable-option-checking  ignore unrecognized --enable/--with options
-  --disable-FEATURE       do not include FEATURE (same as --enable-FEATURE=no)
-  --enable-FEATURE[=ARG]  include FEATURE [ARG=yes]
-  --disable-dependency-tracking  speeds up one-time build
-  --enable-dependency-tracking   do not reject slow dependency extractors
-  --enable-shared[=PKGS]  build shared libraries [default=no]
-  --enable-static[=PKGS]  build static libraries [default=yes]
-  --enable-fast-install[=PKGS]
-                          optimize for fast installation [default=yes]
-  --disable-libtool-lock  avoid locking (might break parallel builds)
-  --enable-superlu        turn on/off SuperLU support
-  --enable-experimental   compile experimental parts of the library
-  --enable-dd             enable the use of the qd library (some computation
-                          will be done with double-double precision, useful
-                          for high order FEMs)
-  --enable-qd             enable the use of the qd library (some computation
-                          will be done with quad-double precision, useful for
-                          high order FEMs)
-  --enable-qhull          enable the use of the qhull library (required for
-                          generation of non regular meshes)
-  --enable-muparser       enable the use of the muParser library (required for
-                          parsing mathematical expressions)
-  --enable-mumps          enable the use of the (sequential) MUMPS library. A
-                          direct solver for large sparse linear systems.
-  --enable-par-mumps      enable the use of the parrallel MUMPS library. A
-                          direct solver for large sparse linear systems.
-  --enable-paralevel=level
-                          enable the parallel version fo Getfem (use MPI and
-                          METIS)
-  --enable-metis          enable the use of the METIS library.
-  --enable-boost          assume that boost is installed and use it
-  --enable-matlab         turn on/off matlab support
-  --enable-python         turn on/off python support
-  --enable-matlab-rpc     enable use of RPCs for matlab interface
-  --enable-scilab         turn on/off scilab support
-
-Optional Packages:
-  --with-PACKAGE[=ARG]    use PACKAGE [ARG=yes]
-  --without-PACKAGE       do not use PACKAGE (same as --with-PACKAGE=no)
-  --with-optimization=FLAG
-                          Set the optimization level (-O3 by default)
-  --with-pic[=PKGS]       try to use only PIC/non-PIC objects [default=use
-                          both]
-  --with-gnu-ld           assume the C compiler uses GNU ld [default=no]
-  --with-sysroot=DIR Search for dependent libraries within DIR
-                        (or the compiler's sysroot if not specified).
-  --with-blas=<lib>       use BLAS library <lib>
-  --with-qd-lib-dir       directory in which the libqd.a can be found
-  --with-qd-include-dir   directory in which the qd.h header can be found
-  --with-muparser-include-dir
-                          directory in which the muParser.h header can be
-                          found
-  --with-mumps-include-dir
-                          directory in which the dmumps.h header can be found
-  --with-mumps=<lib>      use MUMPS library <lib>
-  --with-matlab-toolbox-dir
-                          directory in which the matlab interface will be
-                          installed
-  --with-rpc-include      directory in which the rpc/rpc.h header can be found
-  --with-rpc-lib          linker flags for the RPC library
-  --with-scilab-prefix=DIR
-                          Set the path to Scilab
-  --with-scilab-version="major.minor.micro"
-                          Set the required Scilab version
-  --with-scilab-toolbox-dir=DIR
-                          Set the path to the toolbox installation directory
-  --with-scilab-toolbox-dir
-                          directory in which the scilab interface will be
-                          installed
-
-Some influential environment variables:
-  CXX         C++ compiler command
-  CXXFLAGS    C++ compiler flags
-  LDFLAGS     linker flags, e.g. -L<lib dir> if you have libraries in a
-              nonstandard directory <lib dir>
-  LIBS        libraries to pass to the linker, e.g. -l<library>
-  CPPFLAGS    (Objective) C/C++ preprocessor flags, e.g. -I<include dir> if
-              you have headers in a nonstandard directory <include dir>
-  CC          C compiler command
-  CFLAGS      C compiler flags
-  FC          Fortran compiler command
-  FCFLAGS     Fortran compiler flags
-  CXXCPP      C++ preprocessor
-  CPP         C preprocessor
-  PYTHON      the Python interpreter
-  PYTHON_VERSION
-              The installed Python version to use, for example '2.3'. This
-              string will be appended to the Python interpreter canonical
-              name.
-
-Use these variables to override the choices made by `configure' or to help
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-ac_fn_cxx_check_func ()
-{
-  as_lineno=${as_lineno-"$1"} as_lineno_stack=as_lineno_stack=$as_lineno_stack
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for $2" >&5
-$as_echo_n "checking for $2... " >&6; }
-if eval \${$3+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-/* Define $2 to an innocuous variant, in case <limits.h> declares $2.
-   For example, HP-UX 11i <limits.h> declares gettimeofday.  */
-#define $2 innocuous_$2
-
-/* System header to define __stub macros and hopefully few prototypes,
-    which can conflict with char $2 (); below.
-    Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
-    <limits.h> exists even on freestanding compilers.  */
-
-#ifdef __STDC__
-# include <limits.h>
-#else
-# include <assert.h>
-#endif
-
-#undef $2
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $2 ();
-/* The GNU C library defines this for functions which it implements
-    to always fail with ENOSYS.  Some functions are actually named
-    something starting with __ and the normal name is an alias.  */
-#if defined __stub_$2 || defined __stub___$2
-choke me
-#endif
-
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $2 ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$3=yes"
-else
-  eval "$3=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-fi
-eval ac_res=\$$3
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-  eval $as_lineno_stack; ${as_lineno_stack:+:} unset as_lineno
-
-} # ac_fn_cxx_check_func
-
-# ac_fn_cxx_check_header_mongrel LINENO HEADER VAR INCLUDES
-# ---------------------------------------------------------
-# Tests whether HEADER exists, giving a warning if it cannot be compiled using
-# the include files in INCLUDES and setting the cache variable VAR
-# accordingly.
-ac_fn_cxx_check_header_mongrel ()
-{
-  as_lineno=${as_lineno-"$1"} as_lineno_stack=as_lineno_stack=$as_lineno_stack
-  if eval \${$3+:} false; then :
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for $2" >&5
-$as_echo_n "checking for $2... " >&6; }
-if eval \${$3+:} false; then :
-  $as_echo_n "(cached) " >&6
-fi
-eval ac_res=\$$3
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-else
-  # Is the header compilable?
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking $2 usability" >&5
-$as_echo_n "checking $2 usability... " >&6; }
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-$4
-#include <$2>
-_ACEOF
-if ac_fn_cxx_try_compile "$LINENO"; then :
-  ac_header_compiler=yes
-else
-  ac_header_compiler=no
-fi
-rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_header_compiler" >&5
-$as_echo "$ac_header_compiler" >&6; }
-
-# Is the header present?
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking $2 presence" >&5
-$as_echo_n "checking $2 presence... " >&6; }
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#include <$2>
-_ACEOF
-if ac_fn_cxx_try_cpp "$LINENO"; then :
-  ac_header_preproc=yes
-else
-  ac_header_preproc=no
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_header_preproc" >&5
-$as_echo "$ac_header_preproc" >&6; }
-
-# So?  What about this header?
-case $ac_header_compiler:$ac_header_preproc:$ac_cxx_preproc_warn_flag in #((
-  yes:no: )
-    { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: $2: accepted by the compiler, rejected by the preprocessor!" >&5
-$as_echo "$as_me: WARNING: $2: accepted by the compiler, rejected by the preprocessor!" >&2;}
-    { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: $2: proceeding with the compiler's result" >&5
-$as_echo "$as_me: WARNING: $2: proceeding with the compiler's result" >&2;}
-    ;;
-  no:yes:* )
-    { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: $2: present but cannot be compiled" >&5
-$as_echo "$as_me: WARNING: $2: present but cannot be compiled" >&2;}
-    { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: $2:     check for missing prerequisite headers?" >&5
-$as_echo "$as_me: WARNING: $2:     check for missing prerequisite headers?" >&2;}
-    { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: $2: see the Autoconf documentation" >&5
-$as_echo "$as_me: WARNING: $2: see the Autoconf documentation" >&2;}
-    { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: $2:     section \"Present But Cannot Be Compiled\"" >&5
-$as_echo "$as_me: WARNING: $2:     section \"Present But Cannot Be Compiled\"" >&2;}
-    { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: $2: proceeding with the compiler's result" >&5
-$as_echo "$as_me: WARNING: $2: proceeding with the compiler's result" >&2;}
-    ;;
-esac
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for $2" >&5
-$as_echo_n "checking for $2... " >&6; }
-if eval \${$3+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  eval "$3=\$ac_header_compiler"
-fi
-eval ac_res=\$$3
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-fi
-  eval $as_lineno_stack; ${as_lineno_stack:+:} unset as_lineno
-
-} # ac_fn_cxx_check_header_mongrel
-
-# ac_fn_cxx_try_run LINENO
-# ------------------------
-# Try to link conftest.$ac_ext, and return whether this succeeded. Assumes
-# that executables *can* be run.
-ac_fn_cxx_try_run ()
-{
-  as_lineno=${as_lineno-"$1"} as_lineno_stack=as_lineno_stack=$as_lineno_stack
-  if { { ac_try="$ac_link"
-case "(($ac_try" in
-  *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
-  *) ac_try_echo=$ac_try;;
-esac
-eval ac_try_echo="\"\$as_me:${as_lineno-$LINENO}: $ac_try_echo\""
-$as_echo "$ac_try_echo"; } >&5
-  (eval "$ac_link") 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; } && { ac_try='./conftest$ac_exeext'
-  { { case "(($ac_try" in
-  *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
-  *) ac_try_echo=$ac_try;;
-esac
-eval ac_try_echo="\"\$as_me:${as_lineno-$LINENO}: $ac_try_echo\""
-$as_echo "$ac_try_echo"; } >&5
-  (eval "$ac_try") 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }; }; then :
-  ac_retval=0
-else
-  $as_echo "$as_me: program exited with status $ac_status" >&5
-       $as_echo "$as_me: failed program was:" >&5
-sed 's/^/| /' conftest.$ac_ext >&5
-
-       ac_retval=$ac_status
-fi
-  rm -rf conftest.dSYM conftest_ipa8_conftest.oo
-  eval $as_lineno_stack; ${as_lineno_stack:+:} unset as_lineno
-  as_fn_set_status $ac_retval
-
-} # ac_fn_cxx_try_run
-cat >config.log <<_ACEOF
-This file contains any messages produced by compilers while
-running configure, to aid debugging if configure makes a mistake.
-
-It was created by getfem $as_me 4.2, which was
-generated by GNU Autoconf 2.68.  Invocation command line was
-
-  $ $0 $@
-
-_ACEOF
-exec 5>>config.log
-{
-cat <<_ASUNAME
-## --------- ##
-## Platform. ##
-## --------- ##
-
-hostname = `(hostname || uname -n) 2>/dev/null | sed 1q`
-uname -m = `(uname -m) 2>/dev/null || echo unknown`
-uname -r = `(uname -r) 2>/dev/null || echo unknown`
-uname -s = `(uname -s) 2>/dev/null || echo unknown`
-uname -v = `(uname -v) 2>/dev/null || echo unknown`
-
-/usr/bin/uname -p = `(/usr/bin/uname -p) 2>/dev/null || echo unknown`
-/bin/uname -X     = `(/bin/uname -X) 2>/dev/null     || echo unknown`
-
-/bin/arch              = `(/bin/arch) 2>/dev/null              || echo unknown`
-/usr/bin/arch -k       = `(/usr/bin/arch -k) 2>/dev/null       || echo unknown`
-/usr/convex/getsysinfo = `(/usr/convex/getsysinfo) 2>/dev/null || echo unknown`
-/usr/bin/hostinfo      = `(/usr/bin/hostinfo) 2>/dev/null      || echo unknown`
-/bin/machine           = `(/bin/machine) 2>/dev/null           || echo unknown`
-/usr/bin/oslevel       = `(/usr/bin/oslevel) 2>/dev/null       || echo unknown`
-/bin/universe          = `(/bin/universe) 2>/dev/null          || echo unknown`
-
-_ASUNAME
-
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    $as_echo "PATH: $as_dir"
-  done
-IFS=$as_save_IFS
-
-} >&5
-
-cat >&5 <<_ACEOF
-
-
-## ----------- ##
-## Core tests. ##
-## ----------- ##
-
-_ACEOF
-
-
-# Keep a trace of the command line.
-# Strip out --no-create and --no-recursion so they do not pile up.
-# Strip out --silent because we don't want to record it for future runs.
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-# Make two passes to allow for proper duplicate-argument suppression.
-ac_configure_args=
-ac_configure_args0=
-ac_configure_args1=
-ac_must_keep_next=false
-for ac_pass in 1 2
-do
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-  do
-    case $ac_arg in
-    -no-create | --no-c* | -n | -no-recursion | --no-r*) continue ;;
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-      continue ;;
-    *\'*)
-      ac_arg=`$as_echo "$ac_arg" | sed "s/'/'\\\\\\\\''/g"` ;;
-    esac
-    case $ac_pass in
-    1) as_fn_append ac_configure_args0 " '$ac_arg'" ;;
-    2)
-      as_fn_append ac_configure_args1 " '$ac_arg'"
-      if test $ac_must_keep_next = true; then
-	ac_must_keep_next=false # Got value, back to normal.
-      else
-	case $ac_arg in
-	  *=* | --config-cache | -C | -disable-* | --disable-* \
-	  | -enable-* | --enable-* | -gas | --g* | -nfp | --nf* \
-	  | -q | -quiet | --q* | -silent | --sil* | -v | -verb* \
-	  | -with-* | --with-* | -without-* | --without-* | --x)
-	    case "$ac_configure_args0 " in
-	      "$ac_configure_args1"*" '$ac_arg' "* ) continue ;;
-	    esac
-	    ;;
-	  -* ) ac_must_keep_next=true ;;
-	esac
-      fi
-      as_fn_append ac_configure_args " '$ac_arg'"
-      ;;
-    esac
-  done
-done
-{ ac_configure_args0=; unset ac_configure_args0;}
-{ ac_configure_args1=; unset ac_configure_args1;}
-
-# When interrupted or exit'd, cleanup temporary files, and complete
-# config.log.  We remove comments because anyway the quotes in there
-# would cause problems or look ugly.
-# WARNING: Use '\'' to represent an apostrophe within the trap.
-# WARNING: Do not start the trap code with a newline, due to a FreeBSD 4.0 bug.
-trap 'exit_status=$?
-  # Save into config.log some information that might help in debugging.
-  {
-    echo
-
-    $as_echo "## ---------------- ##
-## Cache variables. ##
-## ---------------- ##"
-    echo
-    # The following way of writing the cache mishandles newlines in values,
-(
-  for ac_var in `(set) 2>&1 | sed -n '\''s/^\([a-zA-Z_][a-zA-Z0-9_]*\)=.*/\1/p'\''`; do
-    eval ac_val=\$$ac_var
-    case $ac_val in #(
-    *${as_nl}*)
-      case $ac_var in #(
-      *_cv_*) { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: cache variable $ac_var contains a newline" >&5
-$as_echo "$as_me: WARNING: cache variable $ac_var contains a newline" >&2;} ;;
-      esac
-      case $ac_var in #(
-      _ | IFS | as_nl) ;; #(
-      BASH_ARGV | BASH_SOURCE) eval $ac_var= ;; #(
-      *) { eval $ac_var=; unset $ac_var;} ;;
-      esac ;;
-    esac
-  done
-  (set) 2>&1 |
-    case $as_nl`(ac_space='\'' '\''; set) 2>&1` in #(
-    *${as_nl}ac_space=\ *)
-      sed -n \
-	"s/'\''/'\''\\\\'\'''\''/g;
-	  s/^\\([_$as_cr_alnum]*_cv_[_$as_cr_alnum]*\\)=\\(.*\\)/\\1='\''\\2'\''/p"
-      ;; #(
-    *)
-      sed -n "/^[_$as_cr_alnum]*_cv_[_$as_cr_alnum]*=/p"
-      ;;
-    esac |
-    sort
-)
-    echo
-
-    $as_echo "## ----------------- ##
-## Output variables. ##
-## ----------------- ##"
-    echo
-    for ac_var in $ac_subst_vars
-    do
-      eval ac_val=\$$ac_var
-      case $ac_val in
-      *\'\''*) ac_val=`$as_echo "$ac_val" | sed "s/'\''/'\''\\\\\\\\'\'''\''/g"`;;
-      esac
-      $as_echo "$ac_var='\''$ac_val'\''"
-    done | sort
-    echo
-
-    if test -n "$ac_subst_files"; then
-      $as_echo "## ------------------- ##
-## File substitutions. ##
-## ------------------- ##"
-      echo
-      for ac_var in $ac_subst_files
-      do
-	eval ac_val=\$$ac_var
-	case $ac_val in
-	*\'\''*) ac_val=`$as_echo "$ac_val" | sed "s/'\''/'\''\\\\\\\\'\'''\''/g"`;;
-	esac
-	$as_echo "$ac_var='\''$ac_val'\''"
-      done | sort
-      echo
-    fi
-
-    if test -s confdefs.h; then
-      $as_echo "## ----------- ##
-## confdefs.h. ##
-## ----------- ##"
-      echo
-      cat confdefs.h
-      echo
-    fi
-    test "$ac_signal" != 0 &&
-      $as_echo "$as_me: caught signal $ac_signal"
-    $as_echo "$as_me: exit $exit_status"
-  } >&5
-  rm -f core *.core core.conftest.* &&
-    rm -f -r conftest* confdefs* conf$$* $ac_clean_files &&
-    exit $exit_status
-' 0
-for ac_signal in 1 2 13 15; do
-  trap 'ac_signal='$ac_signal'; as_fn_exit 1' $ac_signal
-done
-ac_signal=0
-
-# confdefs.h avoids OS command line length limits that DEFS can exceed.
-rm -f -r conftest* confdefs.h
-
-$as_echo "/* confdefs.h */" > confdefs.h
-
-# Predefined preprocessor variables.
-
-cat >>confdefs.h <<_ACEOF
-#define PACKAGE_NAME "$PACKAGE_NAME"
-_ACEOF
-
-cat >>confdefs.h <<_ACEOF
-#define PACKAGE_TARNAME "$PACKAGE_TARNAME"
-_ACEOF
-
-cat >>confdefs.h <<_ACEOF
-#define PACKAGE_VERSION "$PACKAGE_VERSION"
-_ACEOF
-
-cat >>confdefs.h <<_ACEOF
-#define PACKAGE_STRING "$PACKAGE_STRING"
-_ACEOF
-
-cat >>confdefs.h <<_ACEOF
-#define PACKAGE_BUGREPORT "$PACKAGE_BUGREPORT"
-_ACEOF
-
-cat >>confdefs.h <<_ACEOF
-#define PACKAGE_URL "$PACKAGE_URL"
-_ACEOF
-
-
-# Let the site file select an alternate cache file if it wants to.
-# Prefer an explicitly selected file to automatically selected ones.
-ac_site_file1=NONE
-ac_site_file2=NONE
-if test -n "$CONFIG_SITE"; then
-  # We do not want a PATH search for config.site.
-  case $CONFIG_SITE in #((
-    -*)  ac_site_file1=./$CONFIG_SITE;;
-    */*) ac_site_file1=$CONFIG_SITE;;
-    *)   ac_site_file1=./$CONFIG_SITE;;
-  esac
-elif test "x$prefix" != xNONE; then
-  ac_site_file1=$prefix/share/config.site
-  ac_site_file2=$prefix/etc/config.site
-else
-  ac_site_file1=$ac_default_prefix/share/config.site
-  ac_site_file2=$ac_default_prefix/etc/config.site
-fi
-for ac_site_file in "$ac_site_file1" "$ac_site_file2"
-do
-  test "x$ac_site_file" = xNONE && continue
-  if test /dev/null != "$ac_site_file" && test -r "$ac_site_file"; then
-    { $as_echo "$as_me:${as_lineno-$LINENO}: loading site script $ac_site_file" >&5
-$as_echo "$as_me: loading site script $ac_site_file" >&6;}
-    sed 's/^/| /' "$ac_site_file" >&5
-    . "$ac_site_file" \
-      || { { $as_echo "$as_me:${as_lineno-$LINENO}: error: in \`$ac_pwd':" >&5
-$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
-as_fn_error $? "failed to load site script $ac_site_file
-See \`config.log' for more details" "$LINENO" 5; }
-  fi
-done
-
-
-# Check that the precious variables saved in the cache have kept the same
-# value.
-ac_cache_corrupted=false
-for ac_var in $ac_precious_vars; do
-  eval ac_old_set=\$ac_cv_env_${ac_var}_set
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-  eval ac_old_val=\$ac_cv_env_${ac_var}_value
-  eval ac_new_val=\$ac_env_${ac_var}_value
-  case $ac_old_set,$ac_new_set in
-    set,)
-      { $as_echo "$as_me:${as_lineno-$LINENO}: error: \`$ac_var' was set to \`$ac_old_val' in the previous run" >&5
-$as_echo "$as_me: error: \`$ac_var' was set to \`$ac_old_val' in the previous run" >&2;}
-      ac_cache_corrupted=: ;;
-    ,set)
-      { $as_echo "$as_me:${as_lineno-$LINENO}: error: \`$ac_var' was not set in the previous run" >&5
-$as_echo "$as_me: error: \`$ac_var' was not set in the previous run" >&2;}
-      ac_cache_corrupted=: ;;
-    ,);;
-    *)
-      if test "x$ac_old_val" != "x$ac_new_val"; then
-	# differences in whitespace do not lead to failure.
-	ac_old_val_w=`echo x $ac_old_val`
-	ac_new_val_w=`echo x $ac_new_val`
-	if test "$ac_old_val_w" != "$ac_new_val_w"; then
-	  { $as_echo "$as_me:${as_lineno-$LINENO}: error: \`$ac_var' has changed since the previous run:" >&5
-$as_echo "$as_me: error: \`$ac_var' has changed since the previous run:" >&2;}
-	  ac_cache_corrupted=:
-	else
-	  { $as_echo "$as_me:${as_lineno-$LINENO}: warning: ignoring whitespace changes in \`$ac_var' since the previous run:" >&5
-$as_echo "$as_me: warning: ignoring whitespace changes in \`$ac_var' since the previous run:" >&2;}
-	  eval $ac_var=\$ac_old_val
-	fi
-	{ $as_echo "$as_me:${as_lineno-$LINENO}:   former value:  \`$ac_old_val'" >&5
-$as_echo "$as_me:   former value:  \`$ac_old_val'" >&2;}
-	{ $as_echo "$as_me:${as_lineno-$LINENO}:   current value: \`$ac_new_val'" >&5
-$as_echo "$as_me:   current value: \`$ac_new_val'" >&2;}
-      fi;;
-  esac
-  # Pass precious variables to config.status.
-  if test "$ac_new_set" = set; then
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-    *\'*) ac_arg=$ac_var=`$as_echo "$ac_new_val" | sed "s/'/'\\\\\\\\''/g"` ;;
-    *) ac_arg=$ac_var=$ac_new_val ;;
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-    case " $ac_configure_args " in
-      *" '$ac_arg' "*) ;; # Avoid dups.  Use of quotes ensures accuracy.
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-done
-if $ac_cache_corrupted; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: error: in \`$ac_pwd':" >&5
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-  { $as_echo "$as_me:${as_lineno-$LINENO}: error: changes in the environment can compromise the build" >&5
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-  as_fn_error $? "run \`make distclean' and/or \`rm $cache_file' and start over" "$LINENO" 5
-fi
-## -------------------- ##
-## Main body of script. ##
-## -------------------- ##
-
-ac_ext=c
-ac_cpp='$CPP $CPPFLAGS'
-ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_c_compiler_gnu
-
-
-MAJOR_VERSION="4"
-MINOR_VERSION="2"
-PATCH_VERSION="0"
-
-
-
-ac_config_headers="$ac_config_headers config.h"
-
-
-ac_config_commands="$ac_config_commands src/getfem/getfem_arch_config.h"
-
-
-test "$program_prefix" != NONE &&
-  program_transform_name="s&^&$program_prefix&;$program_transform_name"
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-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $FC" >&5
-$as_echo "$FC" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-    test -n "$FC" && break
-  done
-fi
-if test -z "$FC"; then
-  ac_ct_FC=$FC
-  for ac_prog in gfortran g95 xlf95 f95 fort ifort ifc efc pgfortran pgf95 lf95 ftn xlf90 f90 pgf90 pghpf epcf90 g77 xlf f77 frt pgf77 cf77 fort77 fl32 af77
-do
-  # Extract the first word of "$ac_prog", so it can be a program name with args.
-set dummy $ac_prog; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_FC+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_FC"; then
-  ac_cv_prog_ac_ct_FC="$ac_ct_FC" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_FC="$ac_prog"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_FC=$ac_cv_prog_ac_ct_FC
-if test -n "$ac_ct_FC"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_FC" >&5
-$as_echo "$ac_ct_FC" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-  test -n "$ac_ct_FC" && break
-done
-
-  if test "x$ac_ct_FC" = x; then
-    FC=""
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    FC=$ac_ct_FC
-  fi
-fi
-
-
-# Provide some information about the compiler.
-$as_echo "$as_me:${as_lineno-$LINENO}: checking for Fortran compiler version" >&5
-set X $ac_compile
-ac_compiler=$2
-for ac_option in --version -v -V -qversion; do
-  { { ac_try="$ac_compiler $ac_option >&5"
-case "(($ac_try" in
-  *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
-  *) ac_try_echo=$ac_try;;
-esac
-eval ac_try_echo="\"\$as_me:${as_lineno-$LINENO}: $ac_try_echo\""
-$as_echo "$ac_try_echo"; } >&5
-  (eval "$ac_compiler $ac_option >&5") 2>conftest.err
-  ac_status=$?
-  if test -s conftest.err; then
-    sed '10a\
-... rest of stderr output deleted ...
-         10q' conftest.err >conftest.er1
-    cat conftest.er1 >&5
-  fi
-  rm -f conftest.er1 conftest.err
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }
-done
-rm -f a.out
-
-# If we don't use `.F' as extension, the preprocessor is not run on the
-# input file.  (Note that this only needs to work for GNU compilers.)
-ac_save_ext=$ac_ext
-ac_ext=F
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking whether we are using the GNU Fortran compiler" >&5
-$as_echo_n "checking whether we are using the GNU Fortran compiler... " >&6; }
-if ${ac_cv_fc_compiler_gnu+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  cat > conftest.$ac_ext <<_ACEOF
-      program main
-#ifndef __GNUC__
-       choke me
-#endif
-
-      end
-_ACEOF
-if ac_fn_fc_try_compile "$LINENO"; then :
-  ac_compiler_gnu=yes
-else
-  ac_compiler_gnu=no
-fi
-rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
-ac_cv_fc_compiler_gnu=$ac_compiler_gnu
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_fc_compiler_gnu" >&5
-$as_echo "$ac_cv_fc_compiler_gnu" >&6; }
-ac_ext=$ac_save_ext
-ac_test_FCFLAGS=${FCFLAGS+set}
-ac_save_FCFLAGS=$FCFLAGS
-FCFLAGS=
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking whether $FC accepts -g" >&5
-$as_echo_n "checking whether $FC accepts -g... " >&6; }
-if ${ac_cv_prog_fc_g+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  FCFLAGS=-g
-cat > conftest.$ac_ext <<_ACEOF
-      program main
-
-      end
-_ACEOF
-if ac_fn_fc_try_compile "$LINENO"; then :
-  ac_cv_prog_fc_g=yes
-else
-  ac_cv_prog_fc_g=no
-fi
-rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_prog_fc_g" >&5
-$as_echo "$ac_cv_prog_fc_g" >&6; }
-if test "$ac_test_FCFLAGS" = set; then
-  FCFLAGS=$ac_save_FCFLAGS
-elif test $ac_cv_prog_fc_g = yes; then
-  if test "x$ac_cv_fc_compiler_gnu" = xyes; then
-    FCFLAGS="-g -O2"
-  else
-    FCFLAGS="-g"
-  fi
-else
-  if test "x$ac_cv_fc_compiler_gnu" = xyes; then
-    FCFLAGS="-O2"
-  else
-    FCFLAGS=
-  fi
-fi
-
-ac_ext=c
-ac_cpp='$CPP $CPPFLAGS'
-ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_c_compiler_gnu
-
-
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking how to run the C++ preprocessor" >&5
-$as_echo_n "checking how to run the C++ preprocessor... " >&6; }
-if test -z "$CXXCPP"; then
-  if ${ac_cv_prog_CXXCPP+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-      # Double quotes because CXXCPP needs to be expanded
-    for CXXCPP in "$CXX -E" "/lib/cpp"
-    do
-      ac_preproc_ok=false
-for ac_cxx_preproc_warn_flag in '' yes
-do
-  # Use a header file that comes with gcc, so configuring glibc
-  # with a fresh cross-compiler works.
-  # Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
-  # <limits.h> exists even on freestanding compilers.
-  # On the NeXT, cc -E runs the code through the compiler's parser,
-  # not just through cpp. "Syntax error" is here to catch this case.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#ifdef __STDC__
-# include <limits.h>
-#else
-# include <assert.h>
-#endif
-		     Syntax error
-_ACEOF
-if ac_fn_cxx_try_cpp "$LINENO"; then :
-
-else
-  # Broken: fails on valid input.
-continue
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-  # OK, works on sane cases.  Now check whether nonexistent headers
-  # can be detected and how.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#include <ac_nonexistent.h>
-_ACEOF
-if ac_fn_cxx_try_cpp "$LINENO"; then :
-  # Broken: success on invalid input.
-continue
-else
-  # Passes both tests.
-ac_preproc_ok=:
-break
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-done
-# Because of `break', _AC_PREPROC_IFELSE's cleaning code was skipped.
-rm -f conftest.i conftest.err conftest.$ac_ext
-if $ac_preproc_ok; then :
-  break
-fi
-
-    done
-    ac_cv_prog_CXXCPP=$CXXCPP
-
-fi
-  CXXCPP=$ac_cv_prog_CXXCPP
-else
-  ac_cv_prog_CXXCPP=$CXXCPP
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $CXXCPP" >&5
-$as_echo "$CXXCPP" >&6; }
-ac_preproc_ok=false
-for ac_cxx_preproc_warn_flag in '' yes
-do
-  # Use a header file that comes with gcc, so configuring glibc
-  # with a fresh cross-compiler works.
-  # Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
-  # <limits.h> exists even on freestanding compilers.
-  # On the NeXT, cc -E runs the code through the compiler's parser,
-  # not just through cpp. "Syntax error" is here to catch this case.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#ifdef __STDC__
-# include <limits.h>
-#else
-# include <assert.h>
-#endif
-		     Syntax error
-_ACEOF
-if ac_fn_cxx_try_cpp "$LINENO"; then :
-
-else
-  # Broken: fails on valid input.
-continue
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-  # OK, works on sane cases.  Now check whether nonexistent headers
-  # can be detected and how.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#include <ac_nonexistent.h>
-_ACEOF
-if ac_fn_cxx_try_cpp "$LINENO"; then :
-  # Broken: success on invalid input.
-continue
-else
-  # Passes both tests.
-ac_preproc_ok=:
-break
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-done
-# Because of `break', _AC_PREPROC_IFELSE's cleaning code was skipped.
-rm -f conftest.i conftest.err conftest.$ac_ext
-if $ac_preproc_ok; then :
-
-else
-  { { $as_echo "$as_me:${as_lineno-$LINENO}: error: in \`$ac_pwd':" >&5
-$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
-as_fn_error $? "C++ preprocessor \"$CXXCPP\" fails sanity check
-See \`config.log' for more details" "$LINENO" 5; }
-fi
-
-ac_ext=c
-ac_cpp='$CPP $CPPFLAGS'
-ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_c_compiler_gnu
-
-CXXFLAGS="${USER_CXXFLAGS}"
-CFLAGS="${USER_CFLAGS}"
-SUPLDFLAGS=""
-
-ac_ext=${ac_fc_srcext-f}
-ac_compile='$FC -c $FCFLAGS $ac_fcflags_srcext conftest.$ac_ext >&5'
-ac_link='$FC -o conftest$ac_exeext $FCFLAGS $LDFLAGS $ac_fcflags_srcext conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_fc_compiler_gnu
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking how to get verbose linking output from $FC" >&5
-$as_echo_n "checking how to get verbose linking output from $FC... " >&6; }
-if ${ac_cv_prog_fc_v+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  cat > conftest.$ac_ext <<_ACEOF
-      program main
-
-      end
-_ACEOF
-if ac_fn_fc_try_compile "$LINENO"; then :
-  ac_cv_prog_fc_v=
-# Try some options frequently used verbose output
-for ac_verb in -v -verbose --verbose -V -\#\#\#; do
-  cat > conftest.$ac_ext <<_ACEOF
-      program main
-
-      end
-_ACEOF
-
-# Compile and link our simple test program by passing a flag (argument
-# 1 to this macro) to the Fortran compiler in order to get
-# "verbose" output that we can then parse for the Fortran linker
-# flags.
-ac_save_FCFLAGS=$FCFLAGS
-FCFLAGS="$FCFLAGS $ac_verb"
-eval "set x $ac_link"
-shift
-$as_echo "$as_me:${as_lineno-$LINENO}: $*" >&5
-# gfortran 4.3 outputs lines setting COLLECT_GCC_OPTIONS, COMPILER_PATH,
-# LIBRARY_PATH; skip all such settings.
-ac_fc_v_output=`eval $ac_link 5>&1 2>&1 |
-  sed '/^Driving:/d; /^Configured with:/d;
-      '"/^[_$as_cr_Letters][_$as_cr_alnum]*=/d"`
-$as_echo "$ac_fc_v_output" >&5
-FCFLAGS=$ac_save_FCFLAGS
-
-rm -rf conftest*
-
-# On HP/UX there is a line like: "LPATH is: /foo:/bar:/baz" where
-# /foo, /bar, and /baz are search directories for the Fortran linker.
-# Here, we change these into -L/foo -L/bar -L/baz (and put it first):
-ac_fc_v_output="`echo $ac_fc_v_output |
-	grep 'LPATH is:' |
-	sed 's|.*LPATH is\(: *[^ ]*\).*|\1|;s|: */| -L/|g'` $ac_fc_v_output"
-
-# FIXME: we keep getting bitten by quoted arguments; a more general fix
-#        that detects unbalanced quotes in FLIBS should be implemented
-#        and (ugh) tested at some point.
-case $ac_fc_v_output in
-  # If we are using xlf then replace all the commas with spaces.
-  *xlfentry*)
-    ac_fc_v_output=`echo $ac_fc_v_output | sed 's/,/ /g'` ;;
-
-  # With Intel ifc, ignore the quoted -mGLOB_options_string stuff (quoted
-  # $LIBS confuse us, and the libraries appear later in the output anyway).
-  *mGLOB_options_string*)
-    ac_fc_v_output=`echo $ac_fc_v_output | sed 's/"-mGLOB[^"]*"/ /g'` ;;
-
-  # Portland Group compiler has singly- or doubly-quoted -cmdline argument
-  # Singly-quoted arguments were reported for versions 5.2-4 and 6.0-4.
-  # Doubly-quoted arguments were reported for "PGF90/x86 Linux/x86 5.0-2".
-  *-cmdline\ * | *-ignore\ * | *-def\ *)
-    ac_fc_v_output=`echo $ac_fc_v_output | sed "\
-	s/-cmdline  *'[^']*'/ /g; s/-cmdline  *\"[^\"]*\"/ /g
-	s/-ignore  *'[^']*'/ /g; s/-ignore  *\"[^\"]*\"/ /g
-	s/-def  *'[^']*'/ /g; s/-def  *\"[^\"]*\"/ /g"` ;;
-
-  # If we are using Cray Fortran then delete quotes.
-  *cft90*)
-    ac_fc_v_output=`echo $ac_fc_v_output | sed 's/"//g'` ;;
-esac
-
-
-  # look for -l* and *.a constructs in the output
-  for ac_arg in $ac_fc_v_output; do
-     case $ac_arg in
-	[\\/]*.a | ?:[\\/]*.a | -[lLRu]*)
-	  ac_cv_prog_fc_v=$ac_verb
-	  break 2 ;;
-     esac
-  done
-done
-if test -z "$ac_cv_prog_fc_v"; then
-   { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: cannot determine how to obtain linking information from $FC" >&5
-$as_echo "$as_me: WARNING: cannot determine how to obtain linking information from $FC" >&2;}
-fi
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: compilation failed" >&5
-$as_echo "$as_me: WARNING: compilation failed" >&2;}
-fi
-rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_prog_fc_v" >&5
-$as_echo "$ac_cv_prog_fc_v" >&6; }
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for Fortran libraries of $FC" >&5
-$as_echo_n "checking for Fortran libraries of $FC... " >&6; }
-if ${ac_cv_fc_libs+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test "x$FCLIBS" != "x"; then
-  ac_cv_fc_libs="$FCLIBS" # Let the user override the test.
-else
-
-cat > conftest.$ac_ext <<_ACEOF
-      program main
-
-      end
-_ACEOF
-
-# Compile and link our simple test program by passing a flag (argument
-# 1 to this macro) to the Fortran compiler in order to get
-# "verbose" output that we can then parse for the Fortran linker
-# flags.
-ac_save_FCFLAGS=$FCFLAGS
-FCFLAGS="$FCFLAGS $ac_cv_prog_fc_v"
-eval "set x $ac_link"
-shift
-$as_echo "$as_me:${as_lineno-$LINENO}: $*" >&5
-# gfortran 4.3 outputs lines setting COLLECT_GCC_OPTIONS, COMPILER_PATH,
-# LIBRARY_PATH; skip all such settings.
-ac_fc_v_output=`eval $ac_link 5>&1 2>&1 |
-  sed '/^Driving:/d; /^Configured with:/d;
-      '"/^[_$as_cr_Letters][_$as_cr_alnum]*=/d"`
-$as_echo "$ac_fc_v_output" >&5
-FCFLAGS=$ac_save_FCFLAGS
-
-rm -rf conftest*
-
-# On HP/UX there is a line like: "LPATH is: /foo:/bar:/baz" where
-# /foo, /bar, and /baz are search directories for the Fortran linker.
-# Here, we change these into -L/foo -L/bar -L/baz (and put it first):
-ac_fc_v_output="`echo $ac_fc_v_output |
-	grep 'LPATH is:' |
-	sed 's|.*LPATH is\(: *[^ ]*\).*|\1|;s|: */| -L/|g'` $ac_fc_v_output"
-
-# FIXME: we keep getting bitten by quoted arguments; a more general fix
-#        that detects unbalanced quotes in FLIBS should be implemented
-#        and (ugh) tested at some point.
-case $ac_fc_v_output in
-  # If we are using xlf then replace all the commas with spaces.
-  *xlfentry*)
-    ac_fc_v_output=`echo $ac_fc_v_output | sed 's/,/ /g'` ;;
-
-  # With Intel ifc, ignore the quoted -mGLOB_options_string stuff (quoted
-  # $LIBS confuse us, and the libraries appear later in the output anyway).
-  *mGLOB_options_string*)
-    ac_fc_v_output=`echo $ac_fc_v_output | sed 's/"-mGLOB[^"]*"/ /g'` ;;
-
-  # Portland Group compiler has singly- or doubly-quoted -cmdline argument
-  # Singly-quoted arguments were reported for versions 5.2-4 and 6.0-4.
-  # Doubly-quoted arguments were reported for "PGF90/x86 Linux/x86 5.0-2".
-  *-cmdline\ * | *-ignore\ * | *-def\ *)
-    ac_fc_v_output=`echo $ac_fc_v_output | sed "\
-	s/-cmdline  *'[^']*'/ /g; s/-cmdline  *\"[^\"]*\"/ /g
-	s/-ignore  *'[^']*'/ /g; s/-ignore  *\"[^\"]*\"/ /g
-	s/-def  *'[^']*'/ /g; s/-def  *\"[^\"]*\"/ /g"` ;;
-
-  # If we are using Cray Fortran then delete quotes.
-  *cft90*)
-    ac_fc_v_output=`echo $ac_fc_v_output | sed 's/"//g'` ;;
-esac
-
-
-
-ac_cv_fc_libs=
-
-# Save positional arguments (if any)
-ac_save_positional="$@"
-
-set X $ac_fc_v_output
-while test $# != 1; do
-  shift
-  ac_arg=$1
-  case $ac_arg in
-	[\\/]*.a | ?:[\\/]*.a)
-	    ac_exists=false
-  for ac_i in $ac_cv_fc_libs; do
-    if test x"$ac_arg" = x"$ac_i"; then
-      ac_exists=true
-      break
-    fi
-  done
-
-  if test x"$ac_exists" = xtrue; then :
-
-else
-  ac_cv_fc_libs="$ac_cv_fc_libs $ac_arg"
-fi
-	  ;;
-	-bI:*)
-	    ac_exists=false
-  for ac_i in $ac_cv_fc_libs; do
-    if test x"$ac_arg" = x"$ac_i"; then
-      ac_exists=true
-      break
-    fi
-  done
-
-  if test x"$ac_exists" = xtrue; then :
-
-else
-  if test "$ac_compiler_gnu" = yes; then
-  for ac_link_opt in $ac_arg; do
-    ac_cv_fc_libs="$ac_cv_fc_libs -Xlinker $ac_link_opt"
-  done
-else
-  ac_cv_fc_libs="$ac_cv_fc_libs $ac_arg"
-fi
-fi
-	  ;;
-	  # Ignore these flags.
-	-lang* | -lcrt*.o | -lc | -lgcc* | -lSystem | -libmil | -little \
-	  |-LANG:=* | -LIST:* | -LNO:* | -link)
-	  ;;
-	-lkernel32)
-	  test x"$CYGWIN" != xyes && ac_cv_fc_libs="$ac_cv_fc_libs $ac_arg"
-	  ;;
-	-[LRuYz])
-	  # These flags, when seen by themselves, take an argument.
-	  # We remove the space between option and argument and re-iterate
-	  # unless we find an empty arg or a new option (starting with -)
-	  case $2 in
-	     "" | -*);;
-	     *)
-		ac_arg="$ac_arg$2"
-		shift; shift
-		set X $ac_arg "$@"
-		;;
-	  esac
-	  ;;
-	-YP,*)
-	  for ac_j in `$as_echo "$ac_arg" | sed -e 's/-YP,/-L/;s/:/ -L/g'`; do
-	      ac_exists=false
-  for ac_i in $ac_cv_fc_libs; do
-    if test x"$ac_j" = x"$ac_i"; then
-      ac_exists=true
-      break
-    fi
-  done
-
-  if test x"$ac_exists" = xtrue; then :
-
-else
-  ac_arg="$ac_arg $ac_j"
-			       ac_cv_fc_libs="$ac_cv_fc_libs $ac_j"
-fi
-	  done
-	  ;;
-	-[lLR]*)
-	    ac_exists=false
-  for ac_i in $ac_cv_fc_libs; do
-    if test x"$ac_arg" = x"$ac_i"; then
-      ac_exists=true
-      break
-    fi
-  done
-
-  if test x"$ac_exists" = xtrue; then :
-
-else
-  ac_cv_fc_libs="$ac_cv_fc_libs $ac_arg"
-fi
-	  ;;
-	-zallextract*| -zdefaultextract)
-	  ac_cv_fc_libs="$ac_cv_fc_libs $ac_arg"
-	  ;;
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-    if test $ac_count -gt ${ac_path_GREP_max-0}; then
-      # Best one so far, save it but keep looking for a better one
-      ac_cv_path_GREP="$ac_path_GREP"
-      ac_path_GREP_max=$ac_count
-    fi
-    # 10*(2^10) chars as input seems more than enough
-    test $ac_count -gt 10 && break
-  done
-  rm -f conftest.in conftest.tmp conftest.nl conftest.out;;
-esac
-
-      $ac_path_GREP_found && break 3
-    done
-  done
-  done
-IFS=$as_save_IFS
-  if test -z "$ac_cv_path_GREP"; then
-    as_fn_error $? "no acceptable grep could be found in $PATH$PATH_SEPARATOR/usr/xpg4/bin" "$LINENO" 5
-  fi
-else
-  ac_cv_path_GREP=$GREP
-fi
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_path_GREP" >&5
-$as_echo "$ac_cv_path_GREP" >&6; }
- GREP="$ac_cv_path_GREP"
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for egrep" >&5
-$as_echo_n "checking for egrep... " >&6; }
-if ${ac_cv_path_EGREP+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if echo a | $GREP -E '(a|b)' >/dev/null 2>&1
-   then ac_cv_path_EGREP="$GREP -E"
-   else
-     if test -z "$EGREP"; then
-  ac_path_EGREP_found=false
-  # Loop through the user's path and test for each of PROGNAME-LIST
-  as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH$PATH_SEPARATOR/usr/xpg4/bin
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_prog in egrep; do
-    for ac_exec_ext in '' $ac_executable_extensions; do
-      ac_path_EGREP="$as_dir/$ac_prog$ac_exec_ext"
-      { test -f "$ac_path_EGREP" && $as_test_x "$ac_path_EGREP"; } || continue
-# Check for GNU ac_path_EGREP and select it if it is found.
-  # Check for GNU $ac_path_EGREP
-case `"$ac_path_EGREP" --version 2>&1` in
-*GNU*)
-  ac_cv_path_EGREP="$ac_path_EGREP" ac_path_EGREP_found=:;;
-*)
-  ac_count=0
-  $as_echo_n 0123456789 >"conftest.in"
-  while :
-  do
-    cat "conftest.in" "conftest.in" >"conftest.tmp"
-    mv "conftest.tmp" "conftest.in"
-    cp "conftest.in" "conftest.nl"
-    $as_echo 'EGREP' >> "conftest.nl"
-    "$ac_path_EGREP" 'EGREP$' < "conftest.nl" >"conftest.out" 2>/dev/null || break
-    diff "conftest.out" "conftest.nl" >/dev/null 2>&1 || break
-    as_fn_arith $ac_count + 1 && ac_count=$as_val
-    if test $ac_count -gt ${ac_path_EGREP_max-0}; then
-      # Best one so far, save it but keep looking for a better one
-      ac_cv_path_EGREP="$ac_path_EGREP"
-      ac_path_EGREP_max=$ac_count
-    fi
-    # 10*(2^10) chars as input seems more than enough
-    test $ac_count -gt 10 && break
-  done
-  rm -f conftest.in conftest.tmp conftest.nl conftest.out;;
-esac
-
-      $ac_path_EGREP_found && break 3
-    done
-  done
-  done
-IFS=$as_save_IFS
-  if test -z "$ac_cv_path_EGREP"; then
-    as_fn_error $? "no acceptable egrep could be found in $PATH$PATH_SEPARATOR/usr/xpg4/bin" "$LINENO" 5
-  fi
-else
-  ac_cv_path_EGREP=$EGREP
-fi
-
-   fi
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_path_EGREP" >&5
-$as_echo "$ac_cv_path_EGREP" >&6; }
- EGREP="$ac_cv_path_EGREP"
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for fgrep" >&5
-$as_echo_n "checking for fgrep... " >&6; }
-if ${ac_cv_path_FGREP+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if echo 'ab*c' | $GREP -F 'ab*c' >/dev/null 2>&1
-   then ac_cv_path_FGREP="$GREP -F"
-   else
-     if test -z "$FGREP"; then
-  ac_path_FGREP_found=false
-  # Loop through the user's path and test for each of PROGNAME-LIST
-  as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH$PATH_SEPARATOR/usr/xpg4/bin
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_prog in fgrep; do
-    for ac_exec_ext in '' $ac_executable_extensions; do
-      ac_path_FGREP="$as_dir/$ac_prog$ac_exec_ext"
-      { test -f "$ac_path_FGREP" && $as_test_x "$ac_path_FGREP"; } || continue
-# Check for GNU ac_path_FGREP and select it if it is found.
-  # Check for GNU $ac_path_FGREP
-case `"$ac_path_FGREP" --version 2>&1` in
-*GNU*)
-  ac_cv_path_FGREP="$ac_path_FGREP" ac_path_FGREP_found=:;;
-*)
-  ac_count=0
-  $as_echo_n 0123456789 >"conftest.in"
-  while :
-  do
-    cat "conftest.in" "conftest.in" >"conftest.tmp"
-    mv "conftest.tmp" "conftest.in"
-    cp "conftest.in" "conftest.nl"
-    $as_echo 'FGREP' >> "conftest.nl"
-    "$ac_path_FGREP" FGREP < "conftest.nl" >"conftest.out" 2>/dev/null || break
-    diff "conftest.out" "conftest.nl" >/dev/null 2>&1 || break
-    as_fn_arith $ac_count + 1 && ac_count=$as_val
-    if test $ac_count -gt ${ac_path_FGREP_max-0}; then
-      # Best one so far, save it but keep looking for a better one
-      ac_cv_path_FGREP="$ac_path_FGREP"
-      ac_path_FGREP_max=$ac_count
-    fi
-    # 10*(2^10) chars as input seems more than enough
-    test $ac_count -gt 10 && break
-  done
-  rm -f conftest.in conftest.tmp conftest.nl conftest.out;;
-esac
-
-      $ac_path_FGREP_found && break 3
-    done
-  done
-  done
-IFS=$as_save_IFS
-  if test -z "$ac_cv_path_FGREP"; then
-    as_fn_error $? "no acceptable fgrep could be found in $PATH$PATH_SEPARATOR/usr/xpg4/bin" "$LINENO" 5
-  fi
-else
-  ac_cv_path_FGREP=$FGREP
-fi
-
-   fi
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_path_FGREP" >&5
-$as_echo "$ac_cv_path_FGREP" >&6; }
- FGREP="$ac_cv_path_FGREP"
-
-
-test -z "$GREP" && GREP=grep
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-# Check whether --with-gnu-ld was given.
-if test "${with_gnu_ld+set}" = set; then :
-  withval=$with_gnu_ld; test "$withval" = no || with_gnu_ld=yes
-else
-  with_gnu_ld=no
-fi
-
-ac_prog=ld
-if test "$GCC" = yes; then
-  # Check if gcc -print-prog-name=ld gives a path.
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for ld used by $CC" >&5
-$as_echo_n "checking for ld used by $CC... " >&6; }
-  case $host in
-  *-*-mingw*)
-    # gcc leaves a trailing carriage return which upsets mingw
-    ac_prog=`($CC -print-prog-name=ld) 2>&5 | tr -d '\015'` ;;
-  *)
-    ac_prog=`($CC -print-prog-name=ld) 2>&5` ;;
-  esac
-  case $ac_prog in
-    # Accept absolute paths.
-    [\\/]* | ?:[\\/]*)
-      re_direlt='/[^/][^/]*/\.\./'
-      # Canonicalize the pathname of ld
-      ac_prog=`$ECHO "$ac_prog"| $SED 's%\\\\%/%g'`
-      while $ECHO "$ac_prog" | $GREP "$re_direlt" > /dev/null 2>&1; do
-	ac_prog=`$ECHO $ac_prog| $SED "s%$re_direlt%/%"`
-      done
-      test -z "$LD" && LD="$ac_prog"
-      ;;
-  "")
-    # If it fails, then pretend we aren't using GCC.
-    ac_prog=ld
-    ;;
-  *)
-    # If it is relative, then search for the first ld in PATH.
-    with_gnu_ld=unknown
-    ;;
-  esac
-elif test "$with_gnu_ld" = yes; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for GNU ld" >&5
-$as_echo_n "checking for GNU ld... " >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for non-GNU ld" >&5
-$as_echo_n "checking for non-GNU ld... " >&6; }
-fi
-if ${lt_cv_path_LD+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -z "$LD"; then
-  lt_save_ifs="$IFS"; IFS=$PATH_SEPARATOR
-  for ac_dir in $PATH; do
-    IFS="$lt_save_ifs"
-    test -z "$ac_dir" && ac_dir=.
-    if test -f "$ac_dir/$ac_prog" || test -f "$ac_dir/$ac_prog$ac_exeext"; then
-      lt_cv_path_LD="$ac_dir/$ac_prog"
-      # Check to see if the program is GNU ld.  I'd rather use --version,
-      # but apparently some variants of GNU ld only accept -v.
-      # Break only if it was the GNU/non-GNU ld that we prefer.
-      case `"$lt_cv_path_LD" -v 2>&1 </dev/null` in
-      *GNU* | *'with BFD'*)
-	test "$with_gnu_ld" != no && break
-	;;
-      *)
-	test "$with_gnu_ld" != yes && break
-	;;
-      esac
-    fi
-  done
-  IFS="$lt_save_ifs"
-else
-  lt_cv_path_LD="$LD" # Let the user override the test with a path.
-fi
-fi
-
-LD="$lt_cv_path_LD"
-if test -n "$LD"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $LD" >&5
-$as_echo "$LD" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-test -z "$LD" && as_fn_error $? "no acceptable ld found in \$PATH" "$LINENO" 5
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking if the linker ($LD) is GNU ld" >&5
-$as_echo_n "checking if the linker ($LD) is GNU ld... " >&6; }
-if ${lt_cv_prog_gnu_ld+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  # I'd rather use --version here, but apparently some GNU lds only accept -v.
-case `$LD -v 2>&1 </dev/null` in
-*GNU* | *'with BFD'*)
-  lt_cv_prog_gnu_ld=yes
-  ;;
-*)
-  lt_cv_prog_gnu_ld=no
-  ;;
-esac
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_gnu_ld" >&5
-$as_echo "$lt_cv_prog_gnu_ld" >&6; }
-with_gnu_ld=$lt_cv_prog_gnu_ld
-
-
-
-
-
-
-
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for BSD- or MS-compatible name lister (nm)" >&5
-$as_echo_n "checking for BSD- or MS-compatible name lister (nm)... " >&6; }
-if ${lt_cv_path_NM+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$NM"; then
-  # Let the user override the test.
-  lt_cv_path_NM="$NM"
-else
-  lt_nm_to_check="${ac_tool_prefix}nm"
-  if test -n "$ac_tool_prefix" && test "$build" = "$host"; then
-    lt_nm_to_check="$lt_nm_to_check nm"
-  fi
-  for lt_tmp_nm in $lt_nm_to_check; do
-    lt_save_ifs="$IFS"; IFS=$PATH_SEPARATOR
-    for ac_dir in $PATH /usr/ccs/bin/elf /usr/ccs/bin /usr/ucb /bin; do
-      IFS="$lt_save_ifs"
-      test -z "$ac_dir" && ac_dir=.
-      tmp_nm="$ac_dir/$lt_tmp_nm"
-      if test -f "$tmp_nm" || test -f "$tmp_nm$ac_exeext" ; then
-	# Check to see if the nm accepts a BSD-compat flag.
-	# Adding the `sed 1q' prevents false positives on HP-UX, which says:
-	#   nm: unknown option "B" ignored
-	# Tru64's nm complains that /dev/null is an invalid object file
-	case `"$tmp_nm" -B /dev/null 2>&1 | sed '1q'` in
-	*/dev/null* | *'Invalid file or object type'*)
-	  lt_cv_path_NM="$tmp_nm -B"
-	  break
-	  ;;
-	*)
-	  case `"$tmp_nm" -p /dev/null 2>&1 | sed '1q'` in
-	  */dev/null*)
-	    lt_cv_path_NM="$tmp_nm -p"
-	    break
-	    ;;
-	  *)
-	    lt_cv_path_NM=${lt_cv_path_NM="$tmp_nm"} # keep the first match, but
-	    continue # so that we can try to find one that supports BSD flags
-	    ;;
-	  esac
-	  ;;
-	esac
-      fi
-    done
-    IFS="$lt_save_ifs"
-  done
-  : ${lt_cv_path_NM=no}
-fi
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_path_NM" >&5
-$as_echo "$lt_cv_path_NM" >&6; }
-if test "$lt_cv_path_NM" != "no"; then
-  NM="$lt_cv_path_NM"
-else
-  # Didn't find any BSD compatible name lister, look for dumpbin.
-  if test -n "$DUMPBIN"; then :
-    # Let the user override the test.
-  else
-    if test -n "$ac_tool_prefix"; then
-  for ac_prog in dumpbin "link -dump"
-  do
-    # Extract the first word of "$ac_tool_prefix$ac_prog", so it can be a program name with args.
-set dummy $ac_tool_prefix$ac_prog; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_DUMPBIN+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$DUMPBIN"; then
-  ac_cv_prog_DUMPBIN="$DUMPBIN" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_DUMPBIN="$ac_tool_prefix$ac_prog"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-DUMPBIN=$ac_cv_prog_DUMPBIN
-if test -n "$DUMPBIN"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $DUMPBIN" >&5
-$as_echo "$DUMPBIN" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-    test -n "$DUMPBIN" && break
-  done
-fi
-if test -z "$DUMPBIN"; then
-  ac_ct_DUMPBIN=$DUMPBIN
-  for ac_prog in dumpbin "link -dump"
-do
-  # Extract the first word of "$ac_prog", so it can be a program name with args.
-set dummy $ac_prog; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_DUMPBIN+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_DUMPBIN"; then
-  ac_cv_prog_ac_ct_DUMPBIN="$ac_ct_DUMPBIN" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_DUMPBIN="$ac_prog"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_DUMPBIN=$ac_cv_prog_ac_ct_DUMPBIN
-if test -n "$ac_ct_DUMPBIN"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_DUMPBIN" >&5
-$as_echo "$ac_ct_DUMPBIN" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-  test -n "$ac_ct_DUMPBIN" && break
-done
-
-  if test "x$ac_ct_DUMPBIN" = x; then
-    DUMPBIN=":"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    DUMPBIN=$ac_ct_DUMPBIN
-  fi
-fi
-
-    case `$DUMPBIN -symbols /dev/null 2>&1 | sed '1q'` in
-    *COFF*)
-      DUMPBIN="$DUMPBIN -symbols"
-      ;;
-    *)
-      DUMPBIN=:
-      ;;
-    esac
-  fi
-
-  if test "$DUMPBIN" != ":"; then
-    NM="$DUMPBIN"
-  fi
-fi
-test -z "$NM" && NM=nm
-
-
-
-
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking the name lister ($NM) interface" >&5
-$as_echo_n "checking the name lister ($NM) interface... " >&6; }
-if ${lt_cv_nm_interface+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_nm_interface="BSD nm"
-  echo "int some_variable = 0;" > conftest.$ac_ext
-  (eval echo "\"\$as_me:$LINENO: $ac_compile\"" >&5)
-  (eval "$ac_compile" 2>conftest.err)
-  cat conftest.err >&5
-  (eval echo "\"\$as_me:$LINENO: $NM \\\"conftest.$ac_objext\\\"\"" >&5)
-  (eval "$NM \"conftest.$ac_objext\"" 2>conftest.err > conftest.out)
-  cat conftest.err >&5
-  (eval echo "\"\$as_me:$LINENO: output\"" >&5)
-  cat conftest.out >&5
-  if $GREP 'External.*some_variable' conftest.out > /dev/null; then
-    lt_cv_nm_interface="MS dumpbin"
-  fi
-  rm -f conftest*
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_nm_interface" >&5
-$as_echo "$lt_cv_nm_interface" >&6; }
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking whether ln -s works" >&5
-$as_echo_n "checking whether ln -s works... " >&6; }
-LN_S=$as_ln_s
-if test "$LN_S" = "ln -s"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: yes" >&5
-$as_echo "yes" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no, using $LN_S" >&5
-$as_echo "no, using $LN_S" >&6; }
-fi
-
-# find the maximum length of command line arguments
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking the maximum length of command line arguments" >&5
-$as_echo_n "checking the maximum length of command line arguments... " >&6; }
-if ${lt_cv_sys_max_cmd_len+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-    i=0
-  teststring="ABCD"
-
-  case $build_os in
-  msdosdjgpp*)
-    # On DJGPP, this test can blow up pretty badly due to problems in libc
-    # (any single argument exceeding 2000 bytes causes a buffer overrun
-    # during glob expansion).  Even if it were fixed, the result of this
-    # check would be larger than it should be.
-    lt_cv_sys_max_cmd_len=12288;    # 12K is about right
-    ;;
-
-  gnu*)
-    # Under GNU Hurd, this test is not required because there is
-    # no limit to the length of command line arguments.
-    # Libtool will interpret -1 as no limit whatsoever
-    lt_cv_sys_max_cmd_len=-1;
-    ;;
-
-  cygwin* | mingw* | cegcc*)
-    # On Win9x/ME, this test blows up -- it succeeds, but takes
-    # about 5 minutes as the teststring grows exponentially.
-    # Worse, since 9x/ME are not pre-emptively multitasking,
-    # you end up with a "frozen" computer, even though with patience
-    # the test eventually succeeds (with a max line length of 256k).
-    # Instead, let's just punt: use the minimum linelength reported by
-    # all of the supported platforms: 8192 (on NT/2K/XP).
-    lt_cv_sys_max_cmd_len=8192;
-    ;;
-
-  mint*)
-    # On MiNT this can take a long time and run out of memory.
-    lt_cv_sys_max_cmd_len=8192;
-    ;;
-
-  amigaos*)
-    # On AmigaOS with pdksh, this test takes hours, literally.
-    # So we just punt and use a minimum line length of 8192.
-    lt_cv_sys_max_cmd_len=8192;
-    ;;
-
-  netbsd* | freebsd* | openbsd* | darwin* | dragonfly*)
-    # This has been around since 386BSD, at least.  Likely further.
-    if test -x /sbin/sysctl; then
-      lt_cv_sys_max_cmd_len=`/sbin/sysctl -n kern.argmax`
-    elif test -x /usr/sbin/sysctl; then
-      lt_cv_sys_max_cmd_len=`/usr/sbin/sysctl -n kern.argmax`
-    else
-      lt_cv_sys_max_cmd_len=65536	# usable default for all BSDs
-    fi
-    # And add a safety zone
-    lt_cv_sys_max_cmd_len=`expr $lt_cv_sys_max_cmd_len \/ 4`
-    lt_cv_sys_max_cmd_len=`expr $lt_cv_sys_max_cmd_len \* 3`
-    ;;
-
-  interix*)
-    # We know the value 262144 and hardcode it with a safety zone (like BSD)
-    lt_cv_sys_max_cmd_len=196608
-    ;;
-
-  os2*)
-    # The test takes a long time on OS/2.
-    lt_cv_sys_max_cmd_len=8192
-    ;;
-
-  osf*)
-    # Dr. Hans Ekkehard Plesser reports seeing a kernel panic running configure
-    # due to this test when exec_disable_arg_limit is 1 on Tru64. It is not
-    # nice to cause kernel panics so lets avoid the loop below.
-    # First set a reasonable default.
-    lt_cv_sys_max_cmd_len=16384
-    #
-    if test -x /sbin/sysconfig; then
-      case `/sbin/sysconfig -q proc exec_disable_arg_limit` in
-        *1*) lt_cv_sys_max_cmd_len=-1 ;;
-      esac
-    fi
-    ;;
-  sco3.2v5*)
-    lt_cv_sys_max_cmd_len=102400
-    ;;
-  sysv5* | sco5v6* | sysv4.2uw2*)
-    kargmax=`grep ARG_MAX /etc/conf/cf.d/stune 2>/dev/null`
-    if test -n "$kargmax"; then
-      lt_cv_sys_max_cmd_len=`echo $kargmax | sed 's/.*[	 ]//'`
-    else
-      lt_cv_sys_max_cmd_len=32768
-    fi
-    ;;
-  *)
-    lt_cv_sys_max_cmd_len=`(getconf ARG_MAX) 2> /dev/null`
-    if test -n "$lt_cv_sys_max_cmd_len"; then
-      lt_cv_sys_max_cmd_len=`expr $lt_cv_sys_max_cmd_len \/ 4`
-      lt_cv_sys_max_cmd_len=`expr $lt_cv_sys_max_cmd_len \* 3`
-    else
-      # Make teststring a little bigger before we do anything with it.
-      # a 1K string should be a reasonable start.
-      for i in 1 2 3 4 5 6 7 8 ; do
-        teststring=$teststring$teststring
-      done
-      SHELL=${SHELL-${CONFIG_SHELL-/bin/sh}}
-      # If test is not a shell built-in, we'll probably end up computing a
-      # maximum length that is only half of the actual maximum length, but
-      # we can't tell.
-      while { test "X"`env echo "$teststring$teststring" 2>/dev/null` \
-	         = "X$teststring$teststring"; } >/dev/null 2>&1 &&
-	      test $i != 17 # 1/2 MB should be enough
-      do
-        i=`expr $i + 1`
-        teststring=$teststring$teststring
-      done
-      # Only check the string length outside the loop.
-      lt_cv_sys_max_cmd_len=`expr "X$teststring" : ".*" 2>&1`
-      teststring=
-      # Add a significant safety factor because C++ compilers can tack on
-      # massive amounts of additional arguments before passing them to the
-      # linker.  It appears as though 1/2 is a usable value.
-      lt_cv_sys_max_cmd_len=`expr $lt_cv_sys_max_cmd_len \/ 2`
-    fi
-    ;;
-  esac
-
-fi
-
-if test -n $lt_cv_sys_max_cmd_len ; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_sys_max_cmd_len" >&5
-$as_echo "$lt_cv_sys_max_cmd_len" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: none" >&5
-$as_echo "none" >&6; }
-fi
-max_cmd_len=$lt_cv_sys_max_cmd_len
-
-
-
-
-
-
-: ${CP="cp -f"}
-: ${MV="mv -f"}
-: ${RM="rm -f"}
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking whether the shell understands some XSI constructs" >&5
-$as_echo_n "checking whether the shell understands some XSI constructs... " >&6; }
-# Try some XSI features
-xsi_shell=no
-( _lt_dummy="a/b/c"
-  test "${_lt_dummy##*/},${_lt_dummy%/*},${_lt_dummy#??}"${_lt_dummy%"$_lt_dummy"}, \
-      = c,a/b,b/c, \
-    && eval 'test $(( 1 + 1 )) -eq 2 \
-    && test "${#_lt_dummy}" -eq 5' ) >/dev/null 2>&1 \
-  && xsi_shell=yes
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $xsi_shell" >&5
-$as_echo "$xsi_shell" >&6; }
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking whether the shell understands \"+=\"" >&5
-$as_echo_n "checking whether the shell understands \"+=\"... " >&6; }
-lt_shell_append=no
-( foo=bar; set foo baz; eval "$1+=\$2" && test "$foo" = barbaz ) \
-    >/dev/null 2>&1 \
-  && lt_shell_append=yes
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_shell_append" >&5
-$as_echo "$lt_shell_append" >&6; }
-
-
-if ( (MAIL=60; unset MAIL) || exit) >/dev/null 2>&1; then
-  lt_unset=unset
-else
-  lt_unset=false
-fi
-
-
-
-
-
-# test EBCDIC or ASCII
-case `echo X|tr X '\101'` in
- A) # ASCII based system
-    # \n is not interpreted correctly by Solaris 8 /usr/ucb/tr
-  lt_SP2NL='tr \040 \012'
-  lt_NL2SP='tr \015\012 \040\040'
-  ;;
- *) # EBCDIC based system
-  lt_SP2NL='tr \100 \n'
-  lt_NL2SP='tr \r\n \100\100'
-  ;;
-esac
-
-
-
-
-
-
-
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking how to convert $build file names to $host format" >&5
-$as_echo_n "checking how to convert $build file names to $host format... " >&6; }
-if ${lt_cv_to_host_file_cmd+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  case $host in
-  *-*-mingw* )
-    case $build in
-      *-*-mingw* ) # actually msys
-        lt_cv_to_host_file_cmd=func_convert_file_msys_to_w32
-        ;;
-      *-*-cygwin* )
-        lt_cv_to_host_file_cmd=func_convert_file_cygwin_to_w32
-        ;;
-      * ) # otherwise, assume *nix
-        lt_cv_to_host_file_cmd=func_convert_file_nix_to_w32
-        ;;
-    esac
-    ;;
-  *-*-cygwin* )
-    case $build in
-      *-*-mingw* ) # actually msys
-        lt_cv_to_host_file_cmd=func_convert_file_msys_to_cygwin
-        ;;
-      *-*-cygwin* )
-        lt_cv_to_host_file_cmd=func_convert_file_noop
-        ;;
-      * ) # otherwise, assume *nix
-        lt_cv_to_host_file_cmd=func_convert_file_nix_to_cygwin
-        ;;
-    esac
-    ;;
-  * ) # unhandled hosts (and "normal" native builds)
-    lt_cv_to_host_file_cmd=func_convert_file_noop
-    ;;
-esac
-
-fi
-
-to_host_file_cmd=$lt_cv_to_host_file_cmd
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_to_host_file_cmd" >&5
-$as_echo "$lt_cv_to_host_file_cmd" >&6; }
-
-
-
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking how to convert $build file names to toolchain format" >&5
-$as_echo_n "checking how to convert $build file names to toolchain format... " >&6; }
-if ${lt_cv_to_tool_file_cmd+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  #assume ordinary cross tools, or native build.
-lt_cv_to_tool_file_cmd=func_convert_file_noop
-case $host in
-  *-*-mingw* )
-    case $build in
-      *-*-mingw* ) # actually msys
-        lt_cv_to_tool_file_cmd=func_convert_file_msys_to_w32
-        ;;
-    esac
-    ;;
-esac
-
-fi
-
-to_tool_file_cmd=$lt_cv_to_tool_file_cmd
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_to_tool_file_cmd" >&5
-$as_echo "$lt_cv_to_tool_file_cmd" >&6; }
-
-
-
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $LD option to reload object files" >&5
-$as_echo_n "checking for $LD option to reload object files... " >&6; }
-if ${lt_cv_ld_reload_flag+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_ld_reload_flag='-r'
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_ld_reload_flag" >&5
-$as_echo "$lt_cv_ld_reload_flag" >&6; }
-reload_flag=$lt_cv_ld_reload_flag
-case $reload_flag in
-"" | " "*) ;;
-*) reload_flag=" $reload_flag" ;;
-esac
-reload_cmds='$LD$reload_flag -o $output$reload_objs'
-case $host_os in
-  cygwin* | mingw* | pw32* | cegcc*)
-    if test "$GCC" != yes; then
-      reload_cmds=false
-    fi
-    ;;
-  darwin*)
-    if test "$GCC" = yes; then
-      reload_cmds='$LTCC $LTCFLAGS -nostdlib ${wl}-r -o $output$reload_objs'
-    else
-      reload_cmds='$LD$reload_flag -o $output$reload_objs'
-    fi
-    ;;
-esac
-
-
-
-
-
-
-
-
-
-if test -n "$ac_tool_prefix"; then
-  # Extract the first word of "${ac_tool_prefix}objdump", so it can be a program name with args.
-set dummy ${ac_tool_prefix}objdump; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_OBJDUMP+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$OBJDUMP"; then
-  ac_cv_prog_OBJDUMP="$OBJDUMP" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_OBJDUMP="${ac_tool_prefix}objdump"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-OBJDUMP=$ac_cv_prog_OBJDUMP
-if test -n "$OBJDUMP"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $OBJDUMP" >&5
-$as_echo "$OBJDUMP" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-fi
-if test -z "$ac_cv_prog_OBJDUMP"; then
-  ac_ct_OBJDUMP=$OBJDUMP
-  # Extract the first word of "objdump", so it can be a program name with args.
-set dummy objdump; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_OBJDUMP+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_OBJDUMP"; then
-  ac_cv_prog_ac_ct_OBJDUMP="$ac_ct_OBJDUMP" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_OBJDUMP="objdump"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_OBJDUMP=$ac_cv_prog_ac_ct_OBJDUMP
-if test -n "$ac_ct_OBJDUMP"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_OBJDUMP" >&5
-$as_echo "$ac_ct_OBJDUMP" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-  if test "x$ac_ct_OBJDUMP" = x; then
-    OBJDUMP="false"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    OBJDUMP=$ac_ct_OBJDUMP
-  fi
-else
-  OBJDUMP="$ac_cv_prog_OBJDUMP"
-fi
-
-test -z "$OBJDUMP" && OBJDUMP=objdump
-
-
-
-
-
-
-
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking how to recognize dependent libraries" >&5
-$as_echo_n "checking how to recognize dependent libraries... " >&6; }
-if ${lt_cv_deplibs_check_method+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_file_magic_cmd='$MAGIC_CMD'
-lt_cv_file_magic_test_file=
-lt_cv_deplibs_check_method='unknown'
-# Need to set the preceding variable on all platforms that support
-# interlibrary dependencies.
-# 'none' -- dependencies not supported.
-# `unknown' -- same as none, but documents that we really don't know.
-# 'pass_all' -- all dependencies passed with no checks.
-# 'test_compile' -- check by making test program.
-# 'file_magic [[regex]]' -- check by looking for files in library path
-# which responds to the $file_magic_cmd with a given extended regex.
-# If you have `file' or equivalent on your system and you're not sure
-# whether `pass_all' will *always* work, you probably want this one.
-
-case $host_os in
-aix[4-9]*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-beos*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-bsdi[45]*)
-  lt_cv_deplibs_check_method='file_magic ELF [0-9][0-9]*-bit [ML]SB (shared object|dynamic lib)'
-  lt_cv_file_magic_cmd='/usr/bin/file -L'
-  lt_cv_file_magic_test_file=/shlib/libc.so
-  ;;
-
-cygwin*)
-  # func_win32_libid is a shell function defined in ltmain.sh
-  lt_cv_deplibs_check_method='file_magic ^x86 archive import|^x86 DLL'
-  lt_cv_file_magic_cmd='func_win32_libid'
-  ;;
-
-mingw* | pw32*)
-  # Base MSYS/MinGW do not provide the 'file' command needed by
-  # func_win32_libid shell function, so use a weaker test based on 'objdump',
-  # unless we find 'file', for example because we are cross-compiling.
-  # func_win32_libid assumes BSD nm, so disallow it if using MS dumpbin.
-  if ( test "$lt_cv_nm_interface" = "BSD nm" && file / ) >/dev/null 2>&1; then
-    lt_cv_deplibs_check_method='file_magic ^x86 archive import|^x86 DLL'
-    lt_cv_file_magic_cmd='func_win32_libid'
-  else
-    # Keep this pattern in sync with the one in func_win32_libid.
-    lt_cv_deplibs_check_method='file_magic file format (pei*-i386(.*architecture: i386)?|pe-arm-wince|pe-x86-64)'
-    lt_cv_file_magic_cmd='$OBJDUMP -f'
-  fi
-  ;;
-
-cegcc*)
-  # use the weaker test based on 'objdump'. See mingw*.
-  lt_cv_deplibs_check_method='file_magic file format pe-arm-.*little(.*architecture: arm)?'
-  lt_cv_file_magic_cmd='$OBJDUMP -f'
-  ;;
-
-darwin* | rhapsody*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-freebsd* | dragonfly*)
-  if echo __ELF__ | $CC -E - | $GREP __ELF__ > /dev/null; then
-    case $host_cpu in
-    i*86 )
-      # Not sure whether the presence of OpenBSD here was a mistake.
-      # Let's accept both of them until this is cleared up.
-      lt_cv_deplibs_check_method='file_magic (FreeBSD|OpenBSD|DragonFly)/i[3-9]86 (compact )?demand paged shared library'
-      lt_cv_file_magic_cmd=/usr/bin/file
-      lt_cv_file_magic_test_file=`echo /usr/lib/libc.so.*`
-      ;;
-    esac
-  else
-    lt_cv_deplibs_check_method=pass_all
-  fi
-  ;;
-
-gnu*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-haiku*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-hpux10.20* | hpux11*)
-  lt_cv_file_magic_cmd=/usr/bin/file
-  case $host_cpu in
-  ia64*)
-    lt_cv_deplibs_check_method='file_magic (s[0-9][0-9][0-9]|ELF-[0-9][0-9]) shared object file - IA64'
-    lt_cv_file_magic_test_file=/usr/lib/hpux32/libc.so
-    ;;
-  hppa*64*)
-    lt_cv_deplibs_check_method='file_magic (s[0-9][0-9][0-9]|ELF[ -][0-9][0-9])(-bit)?( [LM]SB)? shared object( file)?[, -]* PA-RISC [0-9]\.[0-9]'
-    lt_cv_file_magic_test_file=/usr/lib/pa20_64/libc.sl
-    ;;
-  *)
-    lt_cv_deplibs_check_method='file_magic (s[0-9][0-9][0-9]|PA-RISC[0-9]\.[0-9]) shared library'
-    lt_cv_file_magic_test_file=/usr/lib/libc.sl
-    ;;
-  esac
-  ;;
-
-interix[3-9]*)
-  # PIC code is broken on Interix 3.x, that's why |\.a not |_pic\.a here
-  lt_cv_deplibs_check_method='match_pattern /lib[^/]+(\.so|\.a)$'
-  ;;
-
-irix5* | irix6* | nonstopux*)
-  case $LD in
-  *-32|*"-32 ") libmagic=32-bit;;
-  *-n32|*"-n32 ") libmagic=N32;;
-  *-64|*"-64 ") libmagic=64-bit;;
-  *) libmagic=never-match;;
-  esac
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-# This must be glibc/ELF.
-linux* | k*bsd*-gnu | kopensolaris*-gnu)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-netbsd* | netbsdelf*-gnu)
-  if echo __ELF__ | $CC -E - | $GREP __ELF__ > /dev/null; then
-    lt_cv_deplibs_check_method='match_pattern /lib[^/]+(\.so\.[0-9]+\.[0-9]+|_pic\.a)$'
-  else
-    lt_cv_deplibs_check_method='match_pattern /lib[^/]+(\.so|_pic\.a)$'
-  fi
-  ;;
-
-newos6*)
-  lt_cv_deplibs_check_method='file_magic ELF [0-9][0-9]*-bit [ML]SB (executable|dynamic lib)'
-  lt_cv_file_magic_cmd=/usr/bin/file
-  lt_cv_file_magic_test_file=/usr/lib/libnls.so
-  ;;
-
-*nto* | *qnx*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-openbsd*)
-  if test -z "`echo __ELF__ | $CC -E - | $GREP __ELF__`" || test "$host_os-$host_cpu" = "openbsd2.8-powerpc"; then
-    lt_cv_deplibs_check_method='match_pattern /lib[^/]+(\.so\.[0-9]+\.[0-9]+|\.so|_pic\.a)$'
-  else
-    lt_cv_deplibs_check_method='match_pattern /lib[^/]+(\.so\.[0-9]+\.[0-9]+|_pic\.a)$'
-  fi
-  ;;
-
-osf3* | osf4* | osf5*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-rdos*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-solaris*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-sysv5* | sco3.2v5* | sco5v6* | unixware* | OpenUNIX* | sysv4*uw2*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-sysv4 | sysv4.3*)
-  case $host_vendor in
-  motorola)
-    lt_cv_deplibs_check_method='file_magic ELF [0-9][0-9]*-bit [ML]SB (shared object|dynamic lib) M[0-9][0-9]* Version [0-9]'
-    lt_cv_file_magic_test_file=`echo /usr/lib/libc.so*`
-    ;;
-  ncr)
-    lt_cv_deplibs_check_method=pass_all
-    ;;
-  sequent)
-    lt_cv_file_magic_cmd='/bin/file'
-    lt_cv_deplibs_check_method='file_magic ELF [0-9][0-9]*-bit [LM]SB (shared object|dynamic lib )'
-    ;;
-  sni)
-    lt_cv_file_magic_cmd='/bin/file'
-    lt_cv_deplibs_check_method="file_magic ELF [0-9][0-9]*-bit [LM]SB dynamic lib"
-    lt_cv_file_magic_test_file=/lib/libc.so
-    ;;
-  siemens)
-    lt_cv_deplibs_check_method=pass_all
-    ;;
-  pc)
-    lt_cv_deplibs_check_method=pass_all
-    ;;
-  esac
-  ;;
-
-tpf*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-esac
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_deplibs_check_method" >&5
-$as_echo "$lt_cv_deplibs_check_method" >&6; }
-
-file_magic_glob=
-want_nocaseglob=no
-if test "$build" = "$host"; then
-  case $host_os in
-  mingw* | pw32*)
-    if ( shopt | grep nocaseglob ) >/dev/null 2>&1; then
-      want_nocaseglob=yes
-    else
-      file_magic_glob=`echo aAbBcCdDeEfFgGhHiIjJkKlLmMnNoOpPqQrRsStTuUvVwWxXyYzZ | $SED -e "s/\(..\)/s\/[\1]\/[\1]\/g;/g"`
-    fi
-    ;;
-  esac
-fi
-
-file_magic_cmd=$lt_cv_file_magic_cmd
-deplibs_check_method=$lt_cv_deplibs_check_method
-test -z "$deplibs_check_method" && deplibs_check_method=unknown
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-if test -n "$ac_tool_prefix"; then
-  # Extract the first word of "${ac_tool_prefix}dlltool", so it can be a program name with args.
-set dummy ${ac_tool_prefix}dlltool; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_DLLTOOL+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$DLLTOOL"; then
-  ac_cv_prog_DLLTOOL="$DLLTOOL" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_DLLTOOL="${ac_tool_prefix}dlltool"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-DLLTOOL=$ac_cv_prog_DLLTOOL
-if test -n "$DLLTOOL"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $DLLTOOL" >&5
-$as_echo "$DLLTOOL" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-fi
-if test -z "$ac_cv_prog_DLLTOOL"; then
-  ac_ct_DLLTOOL=$DLLTOOL
-  # Extract the first word of "dlltool", so it can be a program name with args.
-set dummy dlltool; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_DLLTOOL+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_DLLTOOL"; then
-  ac_cv_prog_ac_ct_DLLTOOL="$ac_ct_DLLTOOL" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_DLLTOOL="dlltool"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_DLLTOOL=$ac_cv_prog_ac_ct_DLLTOOL
-if test -n "$ac_ct_DLLTOOL"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_DLLTOOL" >&5
-$as_echo "$ac_ct_DLLTOOL" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-  if test "x$ac_ct_DLLTOOL" = x; then
-    DLLTOOL="false"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    DLLTOOL=$ac_ct_DLLTOOL
-  fi
-else
-  DLLTOOL="$ac_cv_prog_DLLTOOL"
-fi
-
-test -z "$DLLTOOL" && DLLTOOL=dlltool
-
-
-
-
-
-
-
-
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking how to associate runtime and link libraries" >&5
-$as_echo_n "checking how to associate runtime and link libraries... " >&6; }
-if ${lt_cv_sharedlib_from_linklib_cmd+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_sharedlib_from_linklib_cmd='unknown'
-
-case $host_os in
-cygwin* | mingw* | pw32* | cegcc*)
-  # two different shell functions defined in ltmain.sh
-  # decide which to use based on capabilities of $DLLTOOL
-  case `$DLLTOOL --help 2>&1` in
-  *--identify-strict*)
-    lt_cv_sharedlib_from_linklib_cmd=func_cygming_dll_for_implib
-    ;;
-  *)
-    lt_cv_sharedlib_from_linklib_cmd=func_cygming_dll_for_implib_fallback
-    ;;
-  esac
-  ;;
-*)
-  # fallback: assume linklib IS sharedlib
-  lt_cv_sharedlib_from_linklib_cmd="$ECHO"
-  ;;
-esac
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_sharedlib_from_linklib_cmd" >&5
-$as_echo "$lt_cv_sharedlib_from_linklib_cmd" >&6; }
-sharedlib_from_linklib_cmd=$lt_cv_sharedlib_from_linklib_cmd
-test -z "$sharedlib_from_linklib_cmd" && sharedlib_from_linklib_cmd=$ECHO
-
-
-
-
-
-
-
-if test -n "$ac_tool_prefix"; then
-  for ac_prog in ar
-  do
-    # Extract the first word of "$ac_tool_prefix$ac_prog", so it can be a program name with args.
-set dummy $ac_tool_prefix$ac_prog; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_AR+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$AR"; then
-  ac_cv_prog_AR="$AR" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_AR="$ac_tool_prefix$ac_prog"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-AR=$ac_cv_prog_AR
-if test -n "$AR"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $AR" >&5
-$as_echo "$AR" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-    test -n "$AR" && break
-  done
-fi
-if test -z "$AR"; then
-  ac_ct_AR=$AR
-  for ac_prog in ar
-do
-  # Extract the first word of "$ac_prog", so it can be a program name with args.
-set dummy $ac_prog; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_AR+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_AR"; then
-  ac_cv_prog_ac_ct_AR="$ac_ct_AR" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_AR="$ac_prog"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_AR=$ac_cv_prog_ac_ct_AR
-if test -n "$ac_ct_AR"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_AR" >&5
-$as_echo "$ac_ct_AR" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-  test -n "$ac_ct_AR" && break
-done
-
-  if test "x$ac_ct_AR" = x; then
-    AR="false"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    AR=$ac_ct_AR
-  fi
-fi
-
-: ${AR=ar}
-: ${AR_FLAGS=cru}
-
-
-
-
-
-
-
-
-
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for archiver @FILE support" >&5
-$as_echo_n "checking for archiver @FILE support... " >&6; }
-if ${lt_cv_ar_at_file+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_ar_at_file=no
-   cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_compile "$LINENO"; then :
-  echo conftest.$ac_objext > conftest.lst
-      lt_ar_try='$AR $AR_FLAGS libconftest.a @conftest.lst >&5'
-      { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$lt_ar_try\""; } >&5
-  (eval $lt_ar_try) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }
-      if test "$ac_status" -eq 0; then
-	# Ensure the archiver fails upon bogus file names.
-	rm -f conftest.$ac_objext libconftest.a
-	{ { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$lt_ar_try\""; } >&5
-  (eval $lt_ar_try) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }
-	if test "$ac_status" -ne 0; then
-          lt_cv_ar_at_file=@
-        fi
-      fi
-      rm -f conftest.* libconftest.a
-
-fi
-rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_ar_at_file" >&5
-$as_echo "$lt_cv_ar_at_file" >&6; }
-
-if test "x$lt_cv_ar_at_file" = xno; then
-  archiver_list_spec=
-else
-  archiver_list_spec=$lt_cv_ar_at_file
-fi
-
-
-
-
-
-
-
-if test -n "$ac_tool_prefix"; then
-  # Extract the first word of "${ac_tool_prefix}strip", so it can be a program name with args.
-set dummy ${ac_tool_prefix}strip; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_STRIP+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$STRIP"; then
-  ac_cv_prog_STRIP="$STRIP" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_STRIP="${ac_tool_prefix}strip"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-STRIP=$ac_cv_prog_STRIP
-if test -n "$STRIP"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $STRIP" >&5
-$as_echo "$STRIP" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-fi
-if test -z "$ac_cv_prog_STRIP"; then
-  ac_ct_STRIP=$STRIP
-  # Extract the first word of "strip", so it can be a program name with args.
-set dummy strip; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_STRIP+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_STRIP"; then
-  ac_cv_prog_ac_ct_STRIP="$ac_ct_STRIP" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_STRIP="strip"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_STRIP=$ac_cv_prog_ac_ct_STRIP
-if test -n "$ac_ct_STRIP"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_STRIP" >&5
-$as_echo "$ac_ct_STRIP" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-  if test "x$ac_ct_STRIP" = x; then
-    STRIP=":"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    STRIP=$ac_ct_STRIP
-  fi
-else
-  STRIP="$ac_cv_prog_STRIP"
-fi
-
-test -z "$STRIP" && STRIP=:
-
-
-
-
-
-
-if test -n "$ac_tool_prefix"; then
-  # Extract the first word of "${ac_tool_prefix}ranlib", so it can be a program name with args.
-set dummy ${ac_tool_prefix}ranlib; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_RANLIB+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$RANLIB"; then
-  ac_cv_prog_RANLIB="$RANLIB" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_RANLIB="${ac_tool_prefix}ranlib"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-RANLIB=$ac_cv_prog_RANLIB
-if test -n "$RANLIB"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $RANLIB" >&5
-$as_echo "$RANLIB" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-fi
-if test -z "$ac_cv_prog_RANLIB"; then
-  ac_ct_RANLIB=$RANLIB
-  # Extract the first word of "ranlib", so it can be a program name with args.
-set dummy ranlib; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_RANLIB+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_RANLIB"; then
-  ac_cv_prog_ac_ct_RANLIB="$ac_ct_RANLIB" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_RANLIB="ranlib"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_RANLIB=$ac_cv_prog_ac_ct_RANLIB
-if test -n "$ac_ct_RANLIB"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_RANLIB" >&5
-$as_echo "$ac_ct_RANLIB" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-  if test "x$ac_ct_RANLIB" = x; then
-    RANLIB=":"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    RANLIB=$ac_ct_RANLIB
-  fi
-else
-  RANLIB="$ac_cv_prog_RANLIB"
-fi
-
-test -z "$RANLIB" && RANLIB=:
-
-
-
-
-
-
-# Determine commands to create old-style static archives.
-old_archive_cmds='$AR $AR_FLAGS $oldlib$oldobjs'
-old_postinstall_cmds='chmod 644 $oldlib'
-old_postuninstall_cmds=
-
-if test -n "$RANLIB"; then
-  case $host_os in
-  openbsd*)
-    old_postinstall_cmds="$old_postinstall_cmds~\$RANLIB -t \$tool_oldlib"
-    ;;
-  *)
-    old_postinstall_cmds="$old_postinstall_cmds~\$RANLIB \$tool_oldlib"
-    ;;
-  esac
-  old_archive_cmds="$old_archive_cmds~\$RANLIB \$tool_oldlib"
-fi
-
-case $host_os in
-  darwin*)
-    lock_old_archive_extraction=yes ;;
-  *)
-    lock_old_archive_extraction=no ;;
-esac
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-# If no C compiler was specified, use CC.
-LTCC=${LTCC-"$CC"}
-
-# If no C compiler flags were specified, use CFLAGS.
-LTCFLAGS=${LTCFLAGS-"$CFLAGS"}
-
-# Allow CC to be a program name with arguments.
-compiler=$CC
-
-
-# Check for command to grab the raw symbol name followed by C symbol from nm.
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking command to parse $NM output from $compiler object" >&5
-$as_echo_n "checking command to parse $NM output from $compiler object... " >&6; }
-if ${lt_cv_sys_global_symbol_pipe+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-
-# These are sane defaults that work on at least a few old systems.
-# [They come from Ultrix.  What could be older than Ultrix?!! ;)]
-
-# Character class describing NM global symbol codes.
-symcode='[BCDEGRST]'
-
-# Regexp to match symbols that can be accessed directly from C.
-sympat='\([_A-Za-z][_A-Za-z0-9]*\)'
-
-# Define system-specific variables.
-case $host_os in
-aix*)
-  symcode='[BCDT]'
-  ;;
-cygwin* | mingw* | pw32* | cegcc*)
-  symcode='[ABCDGISTW]'
-  ;;
-hpux*)
-  if test "$host_cpu" = ia64; then
-    symcode='[ABCDEGRST]'
-  fi
-  ;;
-irix* | nonstopux*)
-  symcode='[BCDEGRST]'
-  ;;
-osf*)
-  symcode='[BCDEGQRST]'
-  ;;
-solaris*)
-  symcode='[BDRT]'
-  ;;
-sco3.2v5*)
-  symcode='[DT]'
-  ;;
-sysv4.2uw2*)
-  symcode='[DT]'
-  ;;
-sysv5* | sco5v6* | unixware* | OpenUNIX*)
-  symcode='[ABDT]'
-  ;;
-sysv4)
-  symcode='[DFNSTU]'
-  ;;
-esac
-
-# If we're using GNU nm, then use its standard symbol codes.
-case `$NM -V 2>&1` in
-*GNU* | *'with BFD'*)
-  symcode='[ABCDGIRSTW]' ;;
-esac
-
-# Transform an extracted symbol line into a proper C declaration.
-# Some systems (esp. on ia64) link data and code symbols differently,
-# so use this general approach.
-lt_cv_sys_global_symbol_to_cdecl="sed -n -e 's/^T .* \(.*\)$/extern int \1();/p' -e 's/^$symcode* .* \(.*\)$/extern char \1;/p'"
-
-# Transform an extracted symbol line into symbol name and symbol address
-lt_cv_sys_global_symbol_to_c_name_address="sed -n -e 's/^: \([^ ]*\)[ ]*$/  {\\\"\1\\\", (void *) 0},/p' -e 's/^$symcode* \([^ ]*\) \([^ ]*\)$/  {\"\2\", (void *) \&\2},/p'"
-lt_cv_sys_global_symbol_to_c_name_address_lib_prefix="sed -n -e 's/^: \([^ ]*\)[ ]*$/  {\\\"\1\\\", (void *) 0},/p' -e 's/^$symcode* \([^ ]*\) \(lib[^ ]*\)$/  {\"\2\", (void *) \&\2},/p' -e 's/^$symcode* \([^ ]*\) \([^ ]*\)$/  {\"lib\2\", (void *) \&\2},/p'"
-
-# Handle CRLF in mingw tool chain
-opt_cr=
-case $build_os in
-mingw*)
-  opt_cr=`$ECHO 'x\{0,1\}' | tr x '\015'` # option cr in regexp
-  ;;
-esac
-
-# Try without a prefix underscore, then with it.
-for ac_symprfx in "" "_"; do
-
-  # Transform symcode, sympat, and symprfx into a raw symbol and a C symbol.
-  symxfrm="\\1 $ac_symprfx\\2 \\2"
-
-  # Write the raw and C identifiers.
-  if test "$lt_cv_nm_interface" = "MS dumpbin"; then
-    # Fake it for dumpbin and say T for any non-static function
-    # and D for any global variable.
-    # Also find C++ and __fastcall symbols from MSVC++,
-    # which start with @ or ?.
-    lt_cv_sys_global_symbol_pipe="$AWK '"\
-"     {last_section=section; section=\$ 3};"\
-"     /^COFF SYMBOL TABLE/{for(i in hide) delete hide[i]};"\
-"     /Section length .*#relocs.*(pick any)/{hide[last_section]=1};"\
-"     \$ 0!~/External *\|/{next};"\
-"     / 0+ UNDEF /{next}; / UNDEF \([^|]\)*()/{next};"\
-"     {if(hide[section]) next};"\
-"     {f=0}; \$ 0~/\(\).*\|/{f=1}; {printf f ? \"T \" : \"D \"};"\
-"     {split(\$ 0, a, /\||\r/); split(a[2], s)};"\
-"     s[1]~/^[@?]/{print s[1], s[1]; next};"\
-"     s[1]~prfx {split(s[1],t,\"@\"); print t[1], substr(t[1],length(prfx))}"\
-"     ' prfx=^$ac_symprfx"
-  else
-    lt_cv_sys_global_symbol_pipe="sed -n -e 's/^.*[	 ]\($symcode$symcode*\)[	 ][	 ]*$ac_symprfx$sympat$opt_cr$/$symxfrm/p'"
-  fi
-  lt_cv_sys_global_symbol_pipe="$lt_cv_sys_global_symbol_pipe | sed '/ __gnu_lto/d'"
-
-  # Check to see that the pipe works correctly.
-  pipe_works=no
-
-  rm -f conftest*
-  cat > conftest.$ac_ext <<_LT_EOF
-#ifdef __cplusplus
-extern "C" {
-#endif
-char nm_test_var;
-void nm_test_func(void);
-void nm_test_func(void){}
-#ifdef __cplusplus
-}
-#endif
-int main(){nm_test_var='a';nm_test_func();return(0);}
-_LT_EOF
-
-  if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_compile\""; } >&5
-  (eval $ac_compile) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }; then
-    # Now try to grab the symbols.
-    nlist=conftest.nm
-    if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$NM conftest.$ac_objext \| "$lt_cv_sys_global_symbol_pipe" \> $nlist\""; } >&5
-  (eval $NM conftest.$ac_objext \| "$lt_cv_sys_global_symbol_pipe" \> $nlist) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; } && test -s "$nlist"; then
-      # Try sorting and uniquifying the output.
-      if sort "$nlist" | uniq > "$nlist"T; then
-	mv -f "$nlist"T "$nlist"
-      else
-	rm -f "$nlist"T
-      fi
-
-      # Make sure that we snagged all the symbols we need.
-      if $GREP ' nm_test_var$' "$nlist" >/dev/null; then
-	if $GREP ' nm_test_func$' "$nlist" >/dev/null; then
-	  cat <<_LT_EOF > conftest.$ac_ext
-/* Keep this code in sync between libtool.m4, ltmain, lt_system.h, and tests.  */
-#if defined(_WIN32) || defined(__CYGWIN__) || defined(_WIN32_WCE)
-/* DATA imports from DLLs on WIN32 con't be const, because runtime
-   relocations are performed -- see ld's documentation on pseudo-relocs.  */
-# define LT_DLSYM_CONST
-#elif defined(__osf__)
-/* This system does not cope well with relocations in const data.  */
-# define LT_DLSYM_CONST
-#else
-# define LT_DLSYM_CONST const
-#endif
-
-#ifdef __cplusplus
-extern "C" {
-#endif
-
-_LT_EOF
-	  # Now generate the symbol file.
-	  eval "$lt_cv_sys_global_symbol_to_cdecl"' < "$nlist" | $GREP -v main >> conftest.$ac_ext'
-
-	  cat <<_LT_EOF >> conftest.$ac_ext
-
-/* The mapping between symbol names and symbols.  */
-LT_DLSYM_CONST struct {
-  const char *name;
-  void       *address;
-}
-lt__PROGRAM__LTX_preloaded_symbols[] =
-{
-  { "@PROGRAM@", (void *) 0 },
-_LT_EOF
-	  $SED "s/^$symcode$symcode* \(.*\) \(.*\)$/  {\"\2\", (void *) \&\2},/" < "$nlist" | $GREP -v main >> conftest.$ac_ext
-	  cat <<\_LT_EOF >> conftest.$ac_ext
-  {0, (void *) 0}
-};
-
-/* This works around a problem in FreeBSD linker */
-#ifdef FREEBSD_WORKAROUND
-static const void *lt_preloaded_setup() {
-  return lt__PROGRAM__LTX_preloaded_symbols;
-}
-#endif
-
-#ifdef __cplusplus
-}
-#endif
-_LT_EOF
-	  # Now try linking the two files.
-	  mv conftest.$ac_objext conftstm.$ac_objext
-	  lt_globsym_save_LIBS=$LIBS
-	  lt_globsym_save_CFLAGS=$CFLAGS
-	  LIBS="conftstm.$ac_objext"
-	  CFLAGS="$CFLAGS$lt_prog_compiler_no_builtin_flag"
-	  if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_link\""; } >&5
-  (eval $ac_link) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; } && test -s conftest${ac_exeext}; then
-	    pipe_works=yes
-	  fi
-	  LIBS=$lt_globsym_save_LIBS
-	  CFLAGS=$lt_globsym_save_CFLAGS
-	else
-	  echo "cannot find nm_test_func in $nlist" >&5
-	fi
-      else
-	echo "cannot find nm_test_var in $nlist" >&5
-      fi
-    else
-      echo "cannot run $lt_cv_sys_global_symbol_pipe" >&5
-    fi
-  else
-    echo "$progname: failed program was:" >&5
-    cat conftest.$ac_ext >&5
-  fi
-  rm -rf conftest* conftst*
-
-  # Do not use the global_symbol_pipe unless it works.
-  if test "$pipe_works" = yes; then
-    break
-  else
-    lt_cv_sys_global_symbol_pipe=
-  fi
-done
-
-fi
-
-if test -z "$lt_cv_sys_global_symbol_pipe"; then
-  lt_cv_sys_global_symbol_to_cdecl=
-fi
-if test -z "$lt_cv_sys_global_symbol_pipe$lt_cv_sys_global_symbol_to_cdecl"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: failed" >&5
-$as_echo "failed" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: ok" >&5
-$as_echo "ok" >&6; }
-fi
-
-# Response file support.
-if test "$lt_cv_nm_interface" = "MS dumpbin"; then
-  nm_file_list_spec='@'
-elif $NM --help 2>/dev/null | grep '[@]FILE' >/dev/null; then
-  nm_file_list_spec='@'
-fi
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for sysroot" >&5
-$as_echo_n "checking for sysroot... " >&6; }
-
-# Check whether --with-sysroot was given.
-if test "${with_sysroot+set}" = set; then :
-  withval=$with_sysroot;
-else
-  with_sysroot=no
-fi
-
-
-lt_sysroot=
-case ${with_sysroot} in #(
- yes)
-   if test "$GCC" = yes; then
-     lt_sysroot=`$CC --print-sysroot 2>/dev/null`
-   fi
-   ;; #(
- /*)
-   lt_sysroot=`echo "$with_sysroot" | sed -e "$sed_quote_subst"`
-   ;; #(
- no|'')
-   ;; #(
- *)
-   { $as_echo "$as_me:${as_lineno-$LINENO}: result: ${with_sysroot}" >&5
-$as_echo "${with_sysroot}" >&6; }
-   as_fn_error $? "The sysroot must be an absolute path." "$LINENO" 5
-   ;;
-esac
-
- { $as_echo "$as_me:${as_lineno-$LINENO}: result: ${lt_sysroot:-no}" >&5
-$as_echo "${lt_sysroot:-no}" >&6; }
-
-
-
-
-
-
-# Check whether --enable-libtool-lock was given.
-if test "${enable_libtool_lock+set}" = set; then :
-  enableval=$enable_libtool_lock;
-fi
-
-test "x$enable_libtool_lock" != xno && enable_libtool_lock=yes
-
-# Some flags need to be propagated to the compiler or linker for good
-# libtool support.
-case $host in
-ia64-*-hpux*)
-  # Find out which ABI we are using.
-  echo 'int i;' > conftest.$ac_ext
-  if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_compile\""; } >&5
-  (eval $ac_compile) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }; then
-    case `/usr/bin/file conftest.$ac_objext` in
-      *ELF-32*)
-	HPUX_IA64_MODE="32"
-	;;
-      *ELF-64*)
-	HPUX_IA64_MODE="64"
-	;;
-    esac
-  fi
-  rm -rf conftest*
-  ;;
-*-*-irix6*)
-  # Find out which ABI we are using.
-  echo '#line '$LINENO' "configure"' > conftest.$ac_ext
-  if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_compile\""; } >&5
-  (eval $ac_compile) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }; then
-    if test "$lt_cv_prog_gnu_ld" = yes; then
-      case `/usr/bin/file conftest.$ac_objext` in
-	*32-bit*)
-	  LD="${LD-ld} -melf32bsmip"
-	  ;;
-	*N32*)
-	  LD="${LD-ld} -melf32bmipn32"
-	  ;;
-	*64-bit*)
-	  LD="${LD-ld} -melf64bmip"
-	;;
-      esac
-    else
-      case `/usr/bin/file conftest.$ac_objext` in
-	*32-bit*)
-	  LD="${LD-ld} -32"
-	  ;;
-	*N32*)
-	  LD="${LD-ld} -n32"
-	  ;;
-	*64-bit*)
-	  LD="${LD-ld} -64"
-	  ;;
-      esac
-    fi
-  fi
-  rm -rf conftest*
-  ;;
-
-x86_64-*kfreebsd*-gnu|x86_64-*linux*|ppc*-*linux*|powerpc*-*linux*| \
-s390*-*linux*|s390*-*tpf*|sparc*-*linux*)
-  # Find out which ABI we are using.
-  echo 'int i;' > conftest.$ac_ext
-  if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_compile\""; } >&5
-  (eval $ac_compile) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }; then
-    case `/usr/bin/file conftest.o` in
-      *32-bit*)
-	case $host in
-	  x86_64-*kfreebsd*-gnu)
-	    LD="${LD-ld} -m elf_i386_fbsd"
-	    ;;
-	  x86_64-*linux*)
-	    LD="${LD-ld} -m elf_i386"
-	    ;;
-	  ppc64-*linux*|powerpc64-*linux*)
-	    LD="${LD-ld} -m elf32ppclinux"
-	    ;;
-	  s390x-*linux*)
-	    LD="${LD-ld} -m elf_s390"
-	    ;;
-	  sparc64-*linux*)
-	    LD="${LD-ld} -m elf32_sparc"
-	    ;;
-	esac
-	;;
-      *64-bit*)
-	case $host in
-	  x86_64-*kfreebsd*-gnu)
-	    LD="${LD-ld} -m elf_x86_64_fbsd"
-	    ;;
-	  x86_64-*linux*)
-	    LD="${LD-ld} -m elf_x86_64"
-	    ;;
-	  ppc*-*linux*|powerpc*-*linux*)
-	    LD="${LD-ld} -m elf64ppc"
-	    ;;
-	  s390*-*linux*|s390*-*tpf*)
-	    LD="${LD-ld} -m elf64_s390"
-	    ;;
-	  sparc*-*linux*)
-	    LD="${LD-ld} -m elf64_sparc"
-	    ;;
-	esac
-	;;
-    esac
-  fi
-  rm -rf conftest*
-  ;;
-
-*-*-sco3.2v5*)
-  # On SCO OpenServer 5, we need -belf to get full-featured binaries.
-  SAVE_CFLAGS="$CFLAGS"
-  CFLAGS="$CFLAGS -belf"
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether the C compiler needs -belf" >&5
-$as_echo_n "checking whether the C compiler needs -belf... " >&6; }
-if ${lt_cv_cc_needs_belf+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_ext=c
-ac_cpp='$CPP $CPPFLAGS'
-ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_c_compiler_gnu
-
-     cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  lt_cv_cc_needs_belf=yes
-else
-  lt_cv_cc_needs_belf=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-     ac_ext=c
-ac_cpp='$CPP $CPPFLAGS'
-ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_c_compiler_gnu
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_cc_needs_belf" >&5
-$as_echo "$lt_cv_cc_needs_belf" >&6; }
-  if test x"$lt_cv_cc_needs_belf" != x"yes"; then
-    # this is probably gcc 2.8.0, egcs 1.0 or newer; no need for -belf
-    CFLAGS="$SAVE_CFLAGS"
-  fi
-  ;;
-*-*solaris*)
-  # Find out which ABI we are using.
-  echo 'int i;' > conftest.$ac_ext
-  if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_compile\""; } >&5
-  (eval $ac_compile) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }; then
-    case `/usr/bin/file conftest.o` in
-    *64-bit*)
-      case $lt_cv_prog_gnu_ld in
-      yes*)
-        case $host in
-        i?86-*-solaris*)
-          LD="${LD-ld} -m elf_x86_64"
-          ;;
-        sparc*-*-solaris*)
-          LD="${LD-ld} -m elf64_sparc"
-          ;;
-        esac
-        # GNU ld 2.21 introduced _sol2 emulations.  Use them if available.
-        if ${LD-ld} -V | grep _sol2 >/dev/null 2>&1; then
-          LD="${LD-ld}_sol2"
-        fi
-        ;;
-      *)
-	if ${LD-ld} -64 -r -o conftest2.o conftest.o >/dev/null 2>&1; then
-	  LD="${LD-ld} -64"
-	fi
-	;;
-      esac
-      ;;
-    esac
-  fi
-  rm -rf conftest*
-  ;;
-esac
-
-need_locks="$enable_libtool_lock"
-
-if test -n "$ac_tool_prefix"; then
-  # Extract the first word of "${ac_tool_prefix}mt", so it can be a program name with args.
-set dummy ${ac_tool_prefix}mt; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_MANIFEST_TOOL+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$MANIFEST_TOOL"; then
-  ac_cv_prog_MANIFEST_TOOL="$MANIFEST_TOOL" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_MANIFEST_TOOL="${ac_tool_prefix}mt"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-MANIFEST_TOOL=$ac_cv_prog_MANIFEST_TOOL
-if test -n "$MANIFEST_TOOL"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $MANIFEST_TOOL" >&5
-$as_echo "$MANIFEST_TOOL" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-fi
-if test -z "$ac_cv_prog_MANIFEST_TOOL"; then
-  ac_ct_MANIFEST_TOOL=$MANIFEST_TOOL
-  # Extract the first word of "mt", so it can be a program name with args.
-set dummy mt; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_MANIFEST_TOOL+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_MANIFEST_TOOL"; then
-  ac_cv_prog_ac_ct_MANIFEST_TOOL="$ac_ct_MANIFEST_TOOL" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_MANIFEST_TOOL="mt"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_MANIFEST_TOOL=$ac_cv_prog_ac_ct_MANIFEST_TOOL
-if test -n "$ac_ct_MANIFEST_TOOL"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_MANIFEST_TOOL" >&5
-$as_echo "$ac_ct_MANIFEST_TOOL" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-  if test "x$ac_ct_MANIFEST_TOOL" = x; then
-    MANIFEST_TOOL=":"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    MANIFEST_TOOL=$ac_ct_MANIFEST_TOOL
-  fi
-else
-  MANIFEST_TOOL="$ac_cv_prog_MANIFEST_TOOL"
-fi
-
-test -z "$MANIFEST_TOOL" && MANIFEST_TOOL=mt
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking if $MANIFEST_TOOL is a manifest tool" >&5
-$as_echo_n "checking if $MANIFEST_TOOL is a manifest tool... " >&6; }
-if ${lt_cv_path_mainfest_tool+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_path_mainfest_tool=no
-  echo "$as_me:$LINENO: $MANIFEST_TOOL '-?'" >&5
-  $MANIFEST_TOOL '-?' 2>conftest.err > conftest.out
-  cat conftest.err >&5
-  if $GREP 'Manifest Tool' conftest.out > /dev/null; then
-    lt_cv_path_mainfest_tool=yes
-  fi
-  rm -f conftest*
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_path_mainfest_tool" >&5
-$as_echo "$lt_cv_path_mainfest_tool" >&6; }
-if test "x$lt_cv_path_mainfest_tool" != xyes; then
-  MANIFEST_TOOL=:
-fi
-
-
-
-
-
-
-  case $host_os in
-    rhapsody* | darwin*)
-    if test -n "$ac_tool_prefix"; then
-  # Extract the first word of "${ac_tool_prefix}dsymutil", so it can be a program name with args.
-set dummy ${ac_tool_prefix}dsymutil; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_DSYMUTIL+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$DSYMUTIL"; then
-  ac_cv_prog_DSYMUTIL="$DSYMUTIL" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_DSYMUTIL="${ac_tool_prefix}dsymutil"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-DSYMUTIL=$ac_cv_prog_DSYMUTIL
-if test -n "$DSYMUTIL"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $DSYMUTIL" >&5
-$as_echo "$DSYMUTIL" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-fi
-if test -z "$ac_cv_prog_DSYMUTIL"; then
-  ac_ct_DSYMUTIL=$DSYMUTIL
-  # Extract the first word of "dsymutil", so it can be a program name with args.
-set dummy dsymutil; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_DSYMUTIL+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_DSYMUTIL"; then
-  ac_cv_prog_ac_ct_DSYMUTIL="$ac_ct_DSYMUTIL" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_DSYMUTIL="dsymutil"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_DSYMUTIL=$ac_cv_prog_ac_ct_DSYMUTIL
-if test -n "$ac_ct_DSYMUTIL"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_DSYMUTIL" >&5
-$as_echo "$ac_ct_DSYMUTIL" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-  if test "x$ac_ct_DSYMUTIL" = x; then
-    DSYMUTIL=":"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    DSYMUTIL=$ac_ct_DSYMUTIL
-  fi
-else
-  DSYMUTIL="$ac_cv_prog_DSYMUTIL"
-fi
-
-    if test -n "$ac_tool_prefix"; then
-  # Extract the first word of "${ac_tool_prefix}nmedit", so it can be a program name with args.
-set dummy ${ac_tool_prefix}nmedit; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_NMEDIT+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$NMEDIT"; then
-  ac_cv_prog_NMEDIT="$NMEDIT" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_NMEDIT="${ac_tool_prefix}nmedit"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-NMEDIT=$ac_cv_prog_NMEDIT
-if test -n "$NMEDIT"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $NMEDIT" >&5
-$as_echo "$NMEDIT" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-fi
-if test -z "$ac_cv_prog_NMEDIT"; then
-  ac_ct_NMEDIT=$NMEDIT
-  # Extract the first word of "nmedit", so it can be a program name with args.
-set dummy nmedit; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_NMEDIT+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_NMEDIT"; then
-  ac_cv_prog_ac_ct_NMEDIT="$ac_ct_NMEDIT" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_NMEDIT="nmedit"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_NMEDIT=$ac_cv_prog_ac_ct_NMEDIT
-if test -n "$ac_ct_NMEDIT"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_NMEDIT" >&5
-$as_echo "$ac_ct_NMEDIT" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-  if test "x$ac_ct_NMEDIT" = x; then
-    NMEDIT=":"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    NMEDIT=$ac_ct_NMEDIT
-  fi
-else
-  NMEDIT="$ac_cv_prog_NMEDIT"
-fi
-
-    if test -n "$ac_tool_prefix"; then
-  # Extract the first word of "${ac_tool_prefix}lipo", so it can be a program name with args.
-set dummy ${ac_tool_prefix}lipo; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_LIPO+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$LIPO"; then
-  ac_cv_prog_LIPO="$LIPO" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_LIPO="${ac_tool_prefix}lipo"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-LIPO=$ac_cv_prog_LIPO
-if test -n "$LIPO"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $LIPO" >&5
-$as_echo "$LIPO" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-fi
-if test -z "$ac_cv_prog_LIPO"; then
-  ac_ct_LIPO=$LIPO
-  # Extract the first word of "lipo", so it can be a program name with args.
-set dummy lipo; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_LIPO+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_LIPO"; then
-  ac_cv_prog_ac_ct_LIPO="$ac_ct_LIPO" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_LIPO="lipo"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_LIPO=$ac_cv_prog_ac_ct_LIPO
-if test -n "$ac_ct_LIPO"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_LIPO" >&5
-$as_echo "$ac_ct_LIPO" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-  if test "x$ac_ct_LIPO" = x; then
-    LIPO=":"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    LIPO=$ac_ct_LIPO
-  fi
-else
-  LIPO="$ac_cv_prog_LIPO"
-fi
-
-    if test -n "$ac_tool_prefix"; then
-  # Extract the first word of "${ac_tool_prefix}otool", so it can be a program name with args.
-set dummy ${ac_tool_prefix}otool; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_OTOOL+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$OTOOL"; then
-  ac_cv_prog_OTOOL="$OTOOL" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_OTOOL="${ac_tool_prefix}otool"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-OTOOL=$ac_cv_prog_OTOOL
-if test -n "$OTOOL"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $OTOOL" >&5
-$as_echo "$OTOOL" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-fi
-if test -z "$ac_cv_prog_OTOOL"; then
-  ac_ct_OTOOL=$OTOOL
-  # Extract the first word of "otool", so it can be a program name with args.
-set dummy otool; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_OTOOL+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_OTOOL"; then
-  ac_cv_prog_ac_ct_OTOOL="$ac_ct_OTOOL" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_OTOOL="otool"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_OTOOL=$ac_cv_prog_ac_ct_OTOOL
-if test -n "$ac_ct_OTOOL"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_OTOOL" >&5
-$as_echo "$ac_ct_OTOOL" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-  if test "x$ac_ct_OTOOL" = x; then
-    OTOOL=":"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    OTOOL=$ac_ct_OTOOL
-  fi
-else
-  OTOOL="$ac_cv_prog_OTOOL"
-fi
-
-    if test -n "$ac_tool_prefix"; then
-  # Extract the first word of "${ac_tool_prefix}otool64", so it can be a program name with args.
-set dummy ${ac_tool_prefix}otool64; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_OTOOL64+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$OTOOL64"; then
-  ac_cv_prog_OTOOL64="$OTOOL64" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_OTOOL64="${ac_tool_prefix}otool64"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-OTOOL64=$ac_cv_prog_OTOOL64
-if test -n "$OTOOL64"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $OTOOL64" >&5
-$as_echo "$OTOOL64" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-fi
-if test -z "$ac_cv_prog_OTOOL64"; then
-  ac_ct_OTOOL64=$OTOOL64
-  # Extract the first word of "otool64", so it can be a program name with args.
-set dummy otool64; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_ac_ct_OTOOL64+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$ac_ct_OTOOL64"; then
-  ac_cv_prog_ac_ct_OTOOL64="$ac_ct_OTOOL64" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_ac_ct_OTOOL64="otool64"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-ac_ct_OTOOL64=$ac_cv_prog_ac_ct_OTOOL64
-if test -n "$ac_ct_OTOOL64"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_ct_OTOOL64" >&5
-$as_echo "$ac_ct_OTOOL64" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-  if test "x$ac_ct_OTOOL64" = x; then
-    OTOOL64=":"
-  else
-    case $cross_compiling:$ac_tool_warned in
-yes:)
-{ $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: using cross tools not prefixed with host triplet" >&5
-$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
-ac_tool_warned=yes ;;
-esac
-    OTOOL64=$ac_ct_OTOOL64
-  fi
-else
-  OTOOL64="$ac_cv_prog_OTOOL64"
-fi
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking for -single_module linker flag" >&5
-$as_echo_n "checking for -single_module linker flag... " >&6; }
-if ${lt_cv_apple_cc_single_mod+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_apple_cc_single_mod=no
-      if test -z "${LT_MULTI_MODULE}"; then
-	# By default we will add the -single_module flag. You can override
-	# by either setting the environment variable LT_MULTI_MODULE
-	# non-empty at configure time, or by adding -multi_module to the
-	# link flags.
-	rm -rf libconftest.dylib*
-	echo "int foo(void){return 1;}" > conftest.c
-	echo "$LTCC $LTCFLAGS $LDFLAGS -o libconftest.dylib \
--dynamiclib -Wl,-single_module conftest.c" >&5
-	$LTCC $LTCFLAGS $LDFLAGS -o libconftest.dylib \
-	  -dynamiclib -Wl,-single_module conftest.c 2>conftest.err
-        _lt_result=$?
-	# If there is a non-empty error log, and "single_module"
-	# appears in it, assume the flag caused a linker warning
-        if test -s conftest.err && $GREP single_module conftest.err; then
-	  cat conftest.err >&5
-	# Otherwise, if the output was created with a 0 exit code from
-	# the compiler, it worked.
-	elif test -f libconftest.dylib && test $_lt_result -eq 0; then
-	  lt_cv_apple_cc_single_mod=yes
-	else
-	  cat conftest.err >&5
-	fi
-	rm -rf libconftest.dylib*
-	rm -f conftest.*
-      fi
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_apple_cc_single_mod" >&5
-$as_echo "$lt_cv_apple_cc_single_mod" >&6; }
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking for -exported_symbols_list linker flag" >&5
-$as_echo_n "checking for -exported_symbols_list linker flag... " >&6; }
-if ${lt_cv_ld_exported_symbols_list+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_ld_exported_symbols_list=no
-      save_LDFLAGS=$LDFLAGS
-      echo "_main" > conftest.sym
-      LDFLAGS="$LDFLAGS -Wl,-exported_symbols_list,conftest.sym"
-      cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  lt_cv_ld_exported_symbols_list=yes
-else
-  lt_cv_ld_exported_symbols_list=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-	LDFLAGS="$save_LDFLAGS"
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_ld_exported_symbols_list" >&5
-$as_echo "$lt_cv_ld_exported_symbols_list" >&6; }
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking for -force_load linker flag" >&5
-$as_echo_n "checking for -force_load linker flag... " >&6; }
-if ${lt_cv_ld_force_load+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_ld_force_load=no
-      cat > conftest.c << _LT_EOF
-int forced_loaded() { return 2;}
-_LT_EOF
-      echo "$LTCC $LTCFLAGS -c -o conftest.o conftest.c" >&5
-      $LTCC $LTCFLAGS -c -o conftest.o conftest.c 2>&5
-      echo "$AR cru libconftest.a conftest.o" >&5
-      $AR cru libconftest.a conftest.o 2>&5
-      echo "$RANLIB libconftest.a" >&5
-      $RANLIB libconftest.a 2>&5
-      cat > conftest.c << _LT_EOF
-int main() { return 0;}
-_LT_EOF
-      echo "$LTCC $LTCFLAGS $LDFLAGS -o conftest conftest.c -Wl,-force_load,./libconftest.a" >&5
-      $LTCC $LTCFLAGS $LDFLAGS -o conftest conftest.c -Wl,-force_load,./libconftest.a 2>conftest.err
-      _lt_result=$?
-      if test -s conftest.err && $GREP force_load conftest.err; then
-	cat conftest.err >&5
-      elif test -f conftest && test $_lt_result -eq 0 && $GREP forced_load conftest >/dev/null 2>&1 ; then
-	lt_cv_ld_force_load=yes
-      else
-	cat conftest.err >&5
-      fi
-        rm -f conftest.err libconftest.a conftest conftest.c
-        rm -rf conftest.dSYM
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_ld_force_load" >&5
-$as_echo "$lt_cv_ld_force_load" >&6; }
-    case $host_os in
-    rhapsody* | darwin1.[012])
-      _lt_dar_allow_undefined='${wl}-undefined ${wl}suppress' ;;
-    darwin1.*)
-      _lt_dar_allow_undefined='${wl}-flat_namespace ${wl}-undefined ${wl}suppress' ;;
-    darwin*) # darwin 5.x on
-      # if running on 10.5 or later, the deployment target defaults
-      # to the OS version, if on x86, and 10.4, the deployment
-      # target defaults to 10.4. Don't you love it?
-      case ${MACOSX_DEPLOYMENT_TARGET-10.0},$host in
-	10.0,*86*-darwin8*|10.0,*-darwin[91]*)
-	  _lt_dar_allow_undefined='${wl}-undefined ${wl}dynamic_lookup' ;;
-	10.[012]*)
-	  _lt_dar_allow_undefined='${wl}-flat_namespace ${wl}-undefined ${wl}suppress' ;;
-	10.*)
-	  _lt_dar_allow_undefined='${wl}-undefined ${wl}dynamic_lookup' ;;
-      esac
-    ;;
-  esac
-    if test "$lt_cv_apple_cc_single_mod" = "yes"; then
-      _lt_dar_single_mod='$single_module'
-    fi
-    if test "$lt_cv_ld_exported_symbols_list" = "yes"; then
-      _lt_dar_export_syms=' ${wl}-exported_symbols_list,$output_objdir/${libname}-symbols.expsym'
-    else
-      _lt_dar_export_syms='~$NMEDIT -s $output_objdir/${libname}-symbols.expsym ${lib}'
-    fi
-    if test "$DSYMUTIL" != ":" && test "$lt_cv_ld_force_load" = "no"; then
-      _lt_dsymutil='~$DSYMUTIL $lib || :'
-    else
-      _lt_dsymutil=
-    fi
-    ;;
-  esac
-
-ac_ext=c
-ac_cpp='$CPP $CPPFLAGS'
-ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_c_compiler_gnu
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking how to run the C preprocessor" >&5
-$as_echo_n "checking how to run the C preprocessor... " >&6; }
-# On Suns, sometimes $CPP names a directory.
-if test -n "$CPP" && test -d "$CPP"; then
-  CPP=
-fi
-if test -z "$CPP"; then
-  if ${ac_cv_prog_CPP+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-      # Double quotes because CPP needs to be expanded
-    for CPP in "$CC -E" "$CC -E -traditional-cpp" "/lib/cpp"
-    do
-      ac_preproc_ok=false
-for ac_c_preproc_warn_flag in '' yes
-do
-  # Use a header file that comes with gcc, so configuring glibc
-  # with a fresh cross-compiler works.
-  # Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
-  # <limits.h> exists even on freestanding compilers.
-  # On the NeXT, cc -E runs the code through the compiler's parser,
-  # not just through cpp. "Syntax error" is here to catch this case.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#ifdef __STDC__
-# include <limits.h>
-#else
-# include <assert.h>
-#endif
-		     Syntax error
-_ACEOF
-if ac_fn_c_try_cpp "$LINENO"; then :
-
-else
-  # Broken: fails on valid input.
-continue
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-  # OK, works on sane cases.  Now check whether nonexistent headers
-  # can be detected and how.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#include <ac_nonexistent.h>
-_ACEOF
-if ac_fn_c_try_cpp "$LINENO"; then :
-  # Broken: success on invalid input.
-continue
-else
-  # Passes both tests.
-ac_preproc_ok=:
-break
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-done
-# Because of `break', _AC_PREPROC_IFELSE's cleaning code was skipped.
-rm -f conftest.i conftest.err conftest.$ac_ext
-if $ac_preproc_ok; then :
-  break
-fi
-
-    done
-    ac_cv_prog_CPP=$CPP
-
-fi
-  CPP=$ac_cv_prog_CPP
-else
-  ac_cv_prog_CPP=$CPP
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $CPP" >&5
-$as_echo "$CPP" >&6; }
-ac_preproc_ok=false
-for ac_c_preproc_warn_flag in '' yes
-do
-  # Use a header file that comes with gcc, so configuring glibc
-  # with a fresh cross-compiler works.
-  # Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
-  # <limits.h> exists even on freestanding compilers.
-  # On the NeXT, cc -E runs the code through the compiler's parser,
-  # not just through cpp. "Syntax error" is here to catch this case.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#ifdef __STDC__
-# include <limits.h>
-#else
-# include <assert.h>
-#endif
-		     Syntax error
-_ACEOF
-if ac_fn_c_try_cpp "$LINENO"; then :
-
-else
-  # Broken: fails on valid input.
-continue
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-  # OK, works on sane cases.  Now check whether nonexistent headers
-  # can be detected and how.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#include <ac_nonexistent.h>
-_ACEOF
-if ac_fn_c_try_cpp "$LINENO"; then :
-  # Broken: success on invalid input.
-continue
-else
-  # Passes both tests.
-ac_preproc_ok=:
-break
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-done
-# Because of `break', _AC_PREPROC_IFELSE's cleaning code was skipped.
-rm -f conftest.i conftest.err conftest.$ac_ext
-if $ac_preproc_ok; then :
-
-else
-  { { $as_echo "$as_me:${as_lineno-$LINENO}: error: in \`$ac_pwd':" >&5
-$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
-as_fn_error $? "C preprocessor \"$CPP\" fails sanity check
-See \`config.log' for more details" "$LINENO" 5; }
-fi
-
-ac_ext=c
-ac_cpp='$CPP $CPPFLAGS'
-ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_c_compiler_gnu
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for ANSI C header files" >&5
-$as_echo_n "checking for ANSI C header files... " >&6; }
-if ${ac_cv_header_stdc+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#include <stdlib.h>
-#include <stdarg.h>
-#include <string.h>
-#include <float.h>
-
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_compile "$LINENO"; then :
-  ac_cv_header_stdc=yes
-else
-  ac_cv_header_stdc=no
-fi
-rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
-
-if test $ac_cv_header_stdc = yes; then
-  # SunOS 4.x string.h does not declare mem*, contrary to ANSI.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#include <string.h>
-
-_ACEOF
-if (eval "$ac_cpp conftest.$ac_ext") 2>&5 |
-  $EGREP "memchr" >/dev/null 2>&1; then :
-
-else
-  ac_cv_header_stdc=no
-fi
-rm -f conftest*
-
-fi
-
-if test $ac_cv_header_stdc = yes; then
-  # ISC 2.0.2 stdlib.h does not declare free, contrary to ANSI.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#include <stdlib.h>
-
-_ACEOF
-if (eval "$ac_cpp conftest.$ac_ext") 2>&5 |
-  $EGREP "free" >/dev/null 2>&1; then :
-
-else
-  ac_cv_header_stdc=no
-fi
-rm -f conftest*
-
-fi
-
-if test $ac_cv_header_stdc = yes; then
-  # /bin/cc in Irix-4.0.5 gets non-ANSI ctype macros unless using -ansi.
-  if test "$cross_compiling" = yes; then :
-  :
-else
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#include <ctype.h>
-#include <stdlib.h>
-#if ((' ' & 0x0FF) == 0x020)
-# define ISLOWER(c) ('a' <= (c) && (c) <= 'z')
-# define TOUPPER(c) (ISLOWER(c) ? 'A' + ((c) - 'a') : (c))
-#else
-# define ISLOWER(c) \
-		   (('a' <= (c) && (c) <= 'i') \
-		     || ('j' <= (c) && (c) <= 'r') \
-		     || ('s' <= (c) && (c) <= 'z'))
-# define TOUPPER(c) (ISLOWER(c) ? ((c) | 0x40) : (c))
-#endif
-
-#define XOR(e, f) (((e) && !(f)) || (!(e) && (f)))
-int
-main ()
-{
-  int i;
-  for (i = 0; i < 256; i++)
-    if (XOR (islower (i), ISLOWER (i))
-	|| toupper (i) != TOUPPER (i))
-      return 2;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_run "$LINENO"; then :
-
-else
-  ac_cv_header_stdc=no
-fi
-rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext \
-  conftest.$ac_objext conftest.beam conftest.$ac_ext
-fi
-
-fi
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_header_stdc" >&5
-$as_echo "$ac_cv_header_stdc" >&6; }
-if test $ac_cv_header_stdc = yes; then
-
-$as_echo "#define STDC_HEADERS 1" >>confdefs.h
-
-fi
-
-# On IRIX 5.3, sys/types and inttypes.h are conflicting.
-for ac_header in sys/types.h sys/stat.h stdlib.h string.h memory.h strings.h \
-		  inttypes.h stdint.h unistd.h
-do :
-  as_ac_Header=`$as_echo "ac_cv_header_$ac_header" | $as_tr_sh`
-ac_fn_c_check_header_compile "$LINENO" "$ac_header" "$as_ac_Header" "$ac_includes_default
-"
-if eval test \"x\$"$as_ac_Header"\" = x"yes"; then :
-  cat >>confdefs.h <<_ACEOF
-#define `$as_echo "HAVE_$ac_header" | $as_tr_cpp` 1
-_ACEOF
-
-fi
-
-done
-
-
-for ac_header in dlfcn.h
-do :
-  ac_fn_c_check_header_compile "$LINENO" "dlfcn.h" "ac_cv_header_dlfcn_h" "$ac_includes_default
-"
-if test "x$ac_cv_header_dlfcn_h" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_DLFCN_H 1
-_ACEOF
-
-fi
-
-done
-
-
-
-func_stripname_cnf ()
-{
-  case ${2} in
-  .*) func_stripname_result=`$ECHO "${3}" | $SED "s%^${1}%%; s%\\\\${2}\$%%"`;;
-  *)  func_stripname_result=`$ECHO "${3}" | $SED "s%^${1}%%; s%${2}\$%%"`;;
-  esac
-} # func_stripname_cnf
-
-
-
-
-
-# Set options
-
-# Check whether --with-pic was given.
-if test "${with_pic+set}" = set; then :
-  withval=$with_pic; lt_p=${PACKAGE-default}
-    case $withval in
-    yes|no) pic_mode=$withval ;;
-    *)
-      pic_mode=default
-      # Look at the argument we got.  We use all the common list separators.
-      lt_save_ifs="$IFS"; IFS="${IFS}$PATH_SEPARATOR,"
-      for lt_pkg in $withval; do
-	IFS="$lt_save_ifs"
-	if test "X$lt_pkg" = "X$lt_p"; then
-	  pic_mode=yes
-	fi
-      done
-      IFS="$lt_save_ifs"
-      ;;
-    esac
-else
-  pic_mode=default
-fi
-
-
-test -z "$pic_mode" && pic_mode=yes
-
-
-
-
-
-# Check whether --enable-shared was given.
-if test "${enable_shared+set}" = set; then :
-  enableval=$enable_shared; p=${PACKAGE-default}
-    case $enableval in
-    yes) enable_shared=yes ;;
-    no) enable_shared=no ;;
-    *)
-      enable_shared=no
-      # Look at the argument we got.  We use all the common list separators.
-      lt_save_ifs="$IFS"; IFS="${IFS}$PATH_SEPARATOR,"
-      for pkg in $enableval; do
-	IFS="$lt_save_ifs"
-	if test "X$pkg" = "X$p"; then
-	  enable_shared=yes
-	fi
-      done
-      IFS="$lt_save_ifs"
-      ;;
-    esac
-else
-  enable_shared=no
-fi
-
-
-
-
-
-
-
-
-
-
-        enable_dlopen=no
-
-
-  enable_win32_dll=no
-
-
-
-  # Check whether --enable-static was given.
-if test "${enable_static+set}" = set; then :
-  enableval=$enable_static; p=${PACKAGE-default}
-    case $enableval in
-    yes) enable_static=yes ;;
-    no) enable_static=no ;;
-    *)
-     enable_static=no
-      # Look at the argument we got.  We use all the common list separators.
-      lt_save_ifs="$IFS"; IFS="${IFS}$PATH_SEPARATOR,"
-      for pkg in $enableval; do
-	IFS="$lt_save_ifs"
-	if test "X$pkg" = "X$p"; then
-	  enable_static=yes
-	fi
-      done
-      IFS="$lt_save_ifs"
-      ;;
-    esac
-else
-  enable_static=yes
-fi
-
-
-
-
-
-
-
-
-
-
-  # Check whether --enable-fast-install was given.
-if test "${enable_fast_install+set}" = set; then :
-  enableval=$enable_fast_install; p=${PACKAGE-default}
-    case $enableval in
-    yes) enable_fast_install=yes ;;
-    no) enable_fast_install=no ;;
-    *)
-      enable_fast_install=no
-      # Look at the argument we got.  We use all the common list separators.
-      lt_save_ifs="$IFS"; IFS="${IFS}$PATH_SEPARATOR,"
-      for pkg in $enableval; do
-	IFS="$lt_save_ifs"
-	if test "X$pkg" = "X$p"; then
-	  enable_fast_install=yes
-	fi
-      done
-      IFS="$lt_save_ifs"
-      ;;
-    esac
-else
-  enable_fast_install=yes
-fi
-
-
-
-
-
-
-
-
-
-
-
-# This can be used to rebuild libtool when needed
-LIBTOOL_DEPS="$ltmain"
-
-# Always use our own libtool.
-LIBTOOL='$(SHELL) $(top_builddir)/libtool'
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-test -z "$LN_S" && LN_S="ln -s"
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-if test -n "${ZSH_VERSION+set}" ; then
-   setopt NO_GLOB_SUBST
-fi
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for objdir" >&5
-$as_echo_n "checking for objdir... " >&6; }
-if ${lt_cv_objdir+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  rm -f .libs 2>/dev/null
-mkdir .libs 2>/dev/null
-if test -d .libs; then
-  lt_cv_objdir=.libs
-else
-  # MS-DOS does not allow filenames that begin with a dot.
-  lt_cv_objdir=_libs
-fi
-rmdir .libs 2>/dev/null
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_objdir" >&5
-$as_echo "$lt_cv_objdir" >&6; }
-objdir=$lt_cv_objdir
-
-
-
-
-
-cat >>confdefs.h <<_ACEOF
-#define LT_OBJDIR "$lt_cv_objdir/"
-_ACEOF
-
-
-
-
-case $host_os in
-aix3*)
-  # AIX sometimes has problems with the GCC collect2 program.  For some
-  # reason, if we set the COLLECT_NAMES environment variable, the problems
-  # vanish in a puff of smoke.
-  if test "X${COLLECT_NAMES+set}" != Xset; then
-    COLLECT_NAMES=
-    export COLLECT_NAMES
-  fi
-  ;;
-esac
-
-# Global variables:
-ofile=libtool
-can_build_shared=yes
-
-# All known linkers require a `.a' archive for static linking (except MSVC,
-# which needs '.lib').
-libext=a
-
-with_gnu_ld="$lt_cv_prog_gnu_ld"
-
-old_CC="$CC"
-old_CFLAGS="$CFLAGS"
-
-# Set sane defaults for various variables
-test -z "$CC" && CC=cc
-test -z "$LTCC" && LTCC=$CC
-test -z "$LTCFLAGS" && LTCFLAGS=$CFLAGS
-test -z "$LD" && LD=ld
-test -z "$ac_objext" && ac_objext=o
-
-for cc_temp in $compiler""; do
-  case $cc_temp in
-    compile | *[\\/]compile | ccache | *[\\/]ccache ) ;;
-    distcc | *[\\/]distcc | purify | *[\\/]purify ) ;;
-    \-*) ;;
-    *) break;;
-  esac
-done
-cc_basename=`$ECHO "$cc_temp" | $SED "s%.*/%%; s%^$host_alias-%%"`
-
-
-# Only perform the check for file, if the check method requires it
-test -z "$MAGIC_CMD" && MAGIC_CMD=file
-case $deplibs_check_method in
-file_magic*)
-  if test "$file_magic_cmd" = '$MAGIC_CMD'; then
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking for ${ac_tool_prefix}file" >&5
-$as_echo_n "checking for ${ac_tool_prefix}file... " >&6; }
-if ${lt_cv_path_MAGIC_CMD+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  case $MAGIC_CMD in
-[\\/*] |  ?:[\\/]*)
-  lt_cv_path_MAGIC_CMD="$MAGIC_CMD" # Let the user override the test with a path.
-  ;;
-*)
-  lt_save_MAGIC_CMD="$MAGIC_CMD"
-  lt_save_ifs="$IFS"; IFS=$PATH_SEPARATOR
-  ac_dummy="/usr/bin$PATH_SEPARATOR$PATH"
-  for ac_dir in $ac_dummy; do
-    IFS="$lt_save_ifs"
-    test -z "$ac_dir" && ac_dir=.
-    if test -f $ac_dir/${ac_tool_prefix}file; then
-      lt_cv_path_MAGIC_CMD="$ac_dir/${ac_tool_prefix}file"
-      if test -n "$file_magic_test_file"; then
-	case $deplibs_check_method in
-	"file_magic "*)
-	  file_magic_regex=`expr "$deplibs_check_method" : "file_magic \(.*\)"`
-	  MAGIC_CMD="$lt_cv_path_MAGIC_CMD"
-	  if eval $file_magic_cmd \$file_magic_test_file 2> /dev/null |
-	    $EGREP "$file_magic_regex" > /dev/null; then
-	    :
-	  else
-	    cat <<_LT_EOF 1>&2
-
-*** Warning: the command libtool uses to detect shared libraries,
-*** $file_magic_cmd, produces output that libtool cannot recognize.
-*** The result is that libtool may fail to recognize shared libraries
-*** as such.  This will affect the creation of libtool libraries that
-*** depend on shared libraries, but programs linked with such libtool
-*** libraries will work regardless of this problem.  Nevertheless, you
-*** may want to report the problem to your system manager and/or to
-*** bug-libtool at gnu.org
-
-_LT_EOF
-	  fi ;;
-	esac
-      fi
-      break
-    fi
-  done
-  IFS="$lt_save_ifs"
-  MAGIC_CMD="$lt_save_MAGIC_CMD"
-  ;;
-esac
-fi
-
-MAGIC_CMD="$lt_cv_path_MAGIC_CMD"
-if test -n "$MAGIC_CMD"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $MAGIC_CMD" >&5
-$as_echo "$MAGIC_CMD" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-
-
-
-if test -z "$lt_cv_path_MAGIC_CMD"; then
-  if test -n "$ac_tool_prefix"; then
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking for file" >&5
-$as_echo_n "checking for file... " >&6; }
-if ${lt_cv_path_MAGIC_CMD+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  case $MAGIC_CMD in
-[\\/*] |  ?:[\\/]*)
-  lt_cv_path_MAGIC_CMD="$MAGIC_CMD" # Let the user override the test with a path.
-  ;;
-*)
-  lt_save_MAGIC_CMD="$MAGIC_CMD"
-  lt_save_ifs="$IFS"; IFS=$PATH_SEPARATOR
-  ac_dummy="/usr/bin$PATH_SEPARATOR$PATH"
-  for ac_dir in $ac_dummy; do
-    IFS="$lt_save_ifs"
-    test -z "$ac_dir" && ac_dir=.
-    if test -f $ac_dir/file; then
-      lt_cv_path_MAGIC_CMD="$ac_dir/file"
-      if test -n "$file_magic_test_file"; then
-	case $deplibs_check_method in
-	"file_magic "*)
-	  file_magic_regex=`expr "$deplibs_check_method" : "file_magic \(.*\)"`
-	  MAGIC_CMD="$lt_cv_path_MAGIC_CMD"
-	  if eval $file_magic_cmd \$file_magic_test_file 2> /dev/null |
-	    $EGREP "$file_magic_regex" > /dev/null; then
-	    :
-	  else
-	    cat <<_LT_EOF 1>&2
-
-*** Warning: the command libtool uses to detect shared libraries,
-*** $file_magic_cmd, produces output that libtool cannot recognize.
-*** The result is that libtool may fail to recognize shared libraries
-*** as such.  This will affect the creation of libtool libraries that
-*** depend on shared libraries, but programs linked with such libtool
-*** libraries will work regardless of this problem.  Nevertheless, you
-*** may want to report the problem to your system manager and/or to
-*** bug-libtool at gnu.org
-
-_LT_EOF
-	  fi ;;
-	esac
-      fi
-      break
-    fi
-  done
-  IFS="$lt_save_ifs"
-  MAGIC_CMD="$lt_save_MAGIC_CMD"
-  ;;
-esac
-fi
-
-MAGIC_CMD="$lt_cv_path_MAGIC_CMD"
-if test -n "$MAGIC_CMD"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $MAGIC_CMD" >&5
-$as_echo "$MAGIC_CMD" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-  else
-    MAGIC_CMD=:
-  fi
-fi
-
-  fi
-  ;;
-esac
-
-# Use C for the default configuration in the libtool script
-
-lt_save_CC="$CC"
-ac_ext=c
-ac_cpp='$CPP $CPPFLAGS'
-ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_c_compiler_gnu
-
-
-# Source file extension for C test sources.
-ac_ext=c
-
-# Object file extension for compiled C test sources.
-objext=o
-objext=$objext
-
-# Code to be used in simple compile tests
-lt_simple_compile_test_code="int some_variable = 0;"
-
-# Code to be used in simple link tests
-lt_simple_link_test_code='int main(){return(0);}'
-
-
-
-
-
-
-
-# If no C compiler was specified, use CC.
-LTCC=${LTCC-"$CC"}
-
-# If no C compiler flags were specified, use CFLAGS.
-LTCFLAGS=${LTCFLAGS-"$CFLAGS"}
-
-# Allow CC to be a program name with arguments.
-compiler=$CC
-
-# Save the default compiler, since it gets overwritten when the other
-# tags are being tested, and _LT_TAGVAR(compiler, []) is a NOP.
-compiler_DEFAULT=$CC
-
-# save warnings/boilerplate of simple test code
-ac_outfile=conftest.$ac_objext
-echo "$lt_simple_compile_test_code" >conftest.$ac_ext
-eval "$ac_compile" 2>&1 >/dev/null | $SED '/^$/d; /^ *+/d' >conftest.err
-_lt_compiler_boilerplate=`cat conftest.err`
-$RM conftest*
-
-ac_outfile=conftest.$ac_objext
-echo "$lt_simple_link_test_code" >conftest.$ac_ext
-eval "$ac_link" 2>&1 >/dev/null | $SED '/^$/d; /^ *+/d' >conftest.err
-_lt_linker_boilerplate=`cat conftest.err`
-$RM -r conftest*
-
-
-## CAVEAT EMPTOR:
-## There is no encapsulation within the following macros, do not change
-## the running order or otherwise move them around unless you know exactly
-## what you are doing...
-if test -n "$compiler"; then
-
-lt_prog_compiler_no_builtin_flag=
-
-if test "$GCC" = yes; then
-  case $cc_basename in
-  nvcc*)
-    lt_prog_compiler_no_builtin_flag=' -Xcompiler -fno-builtin' ;;
-  *)
-    lt_prog_compiler_no_builtin_flag=' -fno-builtin' ;;
-  esac
-
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler supports -fno-rtti -fno-exceptions" >&5
-$as_echo_n "checking if $compiler supports -fno-rtti -fno-exceptions... " >&6; }
-if ${lt_cv_prog_compiler_rtti_exceptions+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_rtti_exceptions=no
-   ac_outfile=conftest.$ac_objext
-   echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-   lt_compiler_flag="-fno-rtti -fno-exceptions"
-   # Insert the option either (1) after the last *FLAGS variable, or
-   # (2) before a word containing "conftest.", or (3) at the end.
-   # Note that $ac_compile itself does not contain backslashes and begins
-   # with a dollar sign (not a hyphen), so the echo should work correctly.
-   # The option is referenced via a variable to avoid confusing sed.
-   lt_compile=`echo "$ac_compile" | $SED \
-   -e 's:.*FLAGS}\{0,1\} :&$lt_compiler_flag :; t' \
-   -e 's: [^ ]*conftest\.: $lt_compiler_flag&:; t' \
-   -e 's:$: $lt_compiler_flag:'`
-   (eval echo "\"\$as_me:$LINENO: $lt_compile\"" >&5)
-   (eval "$lt_compile" 2>conftest.err)
-   ac_status=$?
-   cat conftest.err >&5
-   echo "$as_me:$LINENO: \$? = $ac_status" >&5
-   if (exit $ac_status) && test -s "$ac_outfile"; then
-     # The compiler can only warn and ignore the option if not recognized
-     # So say no if there are warnings other than the usual output.
-     $ECHO "$_lt_compiler_boilerplate" | $SED '/^$/d' >conftest.exp
-     $SED '/^$/d; /^ *+/d' conftest.err >conftest.er2
-     if test ! -s conftest.er2 || diff conftest.exp conftest.er2 >/dev/null; then
-       lt_cv_prog_compiler_rtti_exceptions=yes
-     fi
-   fi
-   $RM conftest*
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_rtti_exceptions" >&5
-$as_echo "$lt_cv_prog_compiler_rtti_exceptions" >&6; }
-
-if test x"$lt_cv_prog_compiler_rtti_exceptions" = xyes; then
-    lt_prog_compiler_no_builtin_flag="$lt_prog_compiler_no_builtin_flag -fno-rtti -fno-exceptions"
-else
-    :
-fi
-
-fi
-
-
-
-
-
-
-  lt_prog_compiler_wl=
-lt_prog_compiler_pic=
-lt_prog_compiler_static=
-
-
-  if test "$GCC" = yes; then
-    lt_prog_compiler_wl='-Wl,'
-    lt_prog_compiler_static='-static'
-
-    case $host_os in
-      aix*)
-      # All AIX code is PIC.
-      if test "$host_cpu" = ia64; then
-	# AIX 5 now supports IA64 processor
-	lt_prog_compiler_static='-Bstatic'
-      fi
-      ;;
-
-    amigaos*)
-      case $host_cpu in
-      powerpc)
-            # see comment about AmigaOS4 .so support
-            lt_prog_compiler_pic='-fPIC'
-        ;;
-      m68k)
-            # FIXME: we need at least 68020 code to build shared libraries, but
-            # adding the `-m68020' flag to GCC prevents building anything better,
-            # like `-m68040'.
-            lt_prog_compiler_pic='-m68020 -resident32 -malways-restore-a4'
-        ;;
-      esac
-      ;;
-
-    beos* | irix5* | irix6* | nonstopux* | osf3* | osf4* | osf5*)
-      # PIC is the default for these OSes.
-      ;;
-
-    mingw* | cygwin* | pw32* | os2* | cegcc*)
-      # This hack is so that the source file can tell whether it is being
-      # built for inclusion in a dll (and should export symbols for example).
-      # Although the cygwin gcc ignores -fPIC, still need this for old-style
-      # (--disable-auto-import) libraries
-      lt_prog_compiler_pic='-DDLL_EXPORT'
-      ;;
-
-    darwin* | rhapsody*)
-      # PIC is the default on this platform
-      # Common symbols not allowed in MH_DYLIB files
-      lt_prog_compiler_pic='-fno-common'
-      ;;
-
-    haiku*)
-      # PIC is the default for Haiku.
-      # The "-static" flag exists, but is broken.
-      lt_prog_compiler_static=
-      ;;
-
-    hpux*)
-      # PIC is the default for 64-bit PA HP-UX, but not for 32-bit
-      # PA HP-UX.  On IA64 HP-UX, PIC is the default but the pic flag
-      # sets the default TLS model and affects inlining.
-      case $host_cpu in
-      hppa*64*)
-	# +Z the default
-	;;
-      *)
-	lt_prog_compiler_pic='-fPIC'
-	;;
-      esac
-      ;;
-
-    interix[3-9]*)
-      # Interix 3.x gcc -fpic/-fPIC options generate broken code.
-      # Instead, we relocate shared libraries at runtime.
-      ;;
-
-    msdosdjgpp*)
-      # Just because we use GCC doesn't mean we suddenly get shared libraries
-      # on systems that don't support them.
-      lt_prog_compiler_can_build_shared=no
-      enable_shared=no
-      ;;
-
-    *nto* | *qnx*)
-      # QNX uses GNU C++, but need to define -shared option too, otherwise
-      # it will coredump.
-      lt_prog_compiler_pic='-fPIC -shared'
-      ;;
-
-    sysv4*MP*)
-      if test -d /usr/nec; then
-	lt_prog_compiler_pic=-Kconform_pic
-      fi
-      ;;
-
-    *)
-      lt_prog_compiler_pic='-fPIC'
-      ;;
-    esac
-
-    case $cc_basename in
-    nvcc*) # Cuda Compiler Driver 2.2
-      lt_prog_compiler_wl='-Xlinker '
-      if test -n "$lt_prog_compiler_pic"; then
-        lt_prog_compiler_pic="-Xcompiler $lt_prog_compiler_pic"
-      fi
-      ;;
-    esac
-  else
-    # PORTME Check for flag to pass linker flags through the system compiler.
-    case $host_os in
-    aix*)
-      lt_prog_compiler_wl='-Wl,'
-      if test "$host_cpu" = ia64; then
-	# AIX 5 now supports IA64 processor
-	lt_prog_compiler_static='-Bstatic'
-      else
-	lt_prog_compiler_static='-bnso -bI:/lib/syscalls.exp'
-      fi
-      ;;
-
-    mingw* | cygwin* | pw32* | os2* | cegcc*)
-      # This hack is so that the source file can tell whether it is being
-      # built for inclusion in a dll (and should export symbols for example).
-      lt_prog_compiler_pic='-DDLL_EXPORT'
-      ;;
-
-    hpux9* | hpux10* | hpux11*)
-      lt_prog_compiler_wl='-Wl,'
-      # PIC is the default for IA64 HP-UX and 64-bit HP-UX, but
-      # not for PA HP-UX.
-      case $host_cpu in
-      hppa*64*|ia64*)
-	# +Z the default
-	;;
-      *)
-	lt_prog_compiler_pic='+Z'
-	;;
-      esac
-      # Is there a better lt_prog_compiler_static that works with the bundled CC?
-      lt_prog_compiler_static='${wl}-a ${wl}archive'
-      ;;
-
-    irix5* | irix6* | nonstopux*)
-      lt_prog_compiler_wl='-Wl,'
-      # PIC (with -KPIC) is the default.
-      lt_prog_compiler_static='-non_shared'
-      ;;
-
-    linux* | k*bsd*-gnu | kopensolaris*-gnu)
-      case $cc_basename in
-      # old Intel for x86_64 which still supported -KPIC.
-      ecc*)
-	lt_prog_compiler_wl='-Wl,'
-	lt_prog_compiler_pic='-KPIC'
-	lt_prog_compiler_static='-static'
-        ;;
-      # icc used to be incompatible with GCC.
-      # ICC 10 doesn't accept -KPIC any more.
-      icc* | ifort*)
-	lt_prog_compiler_wl='-Wl,'
-	lt_prog_compiler_pic='-fPIC'
-	lt_prog_compiler_static='-static'
-        ;;
-      # Lahey Fortran 8.1.
-      lf95*)
-	lt_prog_compiler_wl='-Wl,'
-	lt_prog_compiler_pic='--shared'
-	lt_prog_compiler_static='--static'
-	;;
-      nagfor*)
-	# NAG Fortran compiler
-	lt_prog_compiler_wl='-Wl,-Wl,,'
-	lt_prog_compiler_pic='-PIC'
-	lt_prog_compiler_static='-Bstatic'
-	;;
-      pgcc* | pgf77* | pgf90* | pgf95* | pgfortran*)
-        # Portland Group compilers (*not* the Pentium gcc compiler,
-	# which looks to be a dead project)
-	lt_prog_compiler_wl='-Wl,'
-	lt_prog_compiler_pic='-fpic'
-	lt_prog_compiler_static='-Bstatic'
-        ;;
-      ccc*)
-        lt_prog_compiler_wl='-Wl,'
-        # All Alpha code is PIC.
-        lt_prog_compiler_static='-non_shared'
-        ;;
-      xl* | bgxl* | bgf* | mpixl*)
-	# IBM XL C 8.0/Fortran 10.1, 11.1 on PPC and BlueGene
-	lt_prog_compiler_wl='-Wl,'
-	lt_prog_compiler_pic='-qpic'
-	lt_prog_compiler_static='-qstaticlink'
-	;;
-      *)
-	case `$CC -V 2>&1 | sed 5q` in
-	*Sun\ Ceres\ Fortran* | *Sun*Fortran*\ [1-7].* | *Sun*Fortran*\ 8.[0-3]*)
-	  # Sun Fortran 8.3 passes all unrecognized flags to the linker
-	  lt_prog_compiler_pic='-KPIC'
-	  lt_prog_compiler_static='-Bstatic'
-	  lt_prog_compiler_wl=''
-	  ;;
-	*Sun\ F* | *Sun*Fortran*)
-	  lt_prog_compiler_pic='-KPIC'
-	  lt_prog_compiler_static='-Bstatic'
-	  lt_prog_compiler_wl='-Qoption ld '
-	  ;;
-	*Sun\ C*)
-	  # Sun C 5.9
-	  lt_prog_compiler_pic='-KPIC'
-	  lt_prog_compiler_static='-Bstatic'
-	  lt_prog_compiler_wl='-Wl,'
-	  ;;
-        *Intel*\ [CF]*Compiler*)
-	  lt_prog_compiler_wl='-Wl,'
-	  lt_prog_compiler_pic='-fPIC'
-	  lt_prog_compiler_static='-static'
-	  ;;
-	*Portland\ Group*)
-	  lt_prog_compiler_wl='-Wl,'
-	  lt_prog_compiler_pic='-fpic'
-	  lt_prog_compiler_static='-Bstatic'
-	  ;;
-	esac
-	;;
-      esac
-      ;;
-
-    newsos6)
-      lt_prog_compiler_pic='-KPIC'
-      lt_prog_compiler_static='-Bstatic'
-      ;;
-
-    *nto* | *qnx*)
-      # QNX uses GNU C++, but need to define -shared option too, otherwise
-      # it will coredump.
-      lt_prog_compiler_pic='-fPIC -shared'
-      ;;
-
-    osf3* | osf4* | osf5*)
-      lt_prog_compiler_wl='-Wl,'
-      # All OSF/1 code is PIC.
-      lt_prog_compiler_static='-non_shared'
-      ;;
-
-    rdos*)
-      lt_prog_compiler_static='-non_shared'
-      ;;
-
-    solaris*)
-      lt_prog_compiler_pic='-KPIC'
-      lt_prog_compiler_static='-Bstatic'
-      case $cc_basename in
-      f77* | f90* | f95* | sunf77* | sunf90* | sunf95*)
-	lt_prog_compiler_wl='-Qoption ld ';;
-      *)
-	lt_prog_compiler_wl='-Wl,';;
-      esac
-      ;;
-
-    sunos4*)
-      lt_prog_compiler_wl='-Qoption ld '
-      lt_prog_compiler_pic='-PIC'
-      lt_prog_compiler_static='-Bstatic'
-      ;;
-
-    sysv4 | sysv4.2uw2* | sysv4.3*)
-      lt_prog_compiler_wl='-Wl,'
-      lt_prog_compiler_pic='-KPIC'
-      lt_prog_compiler_static='-Bstatic'
-      ;;
-
-    sysv4*MP*)
-      if test -d /usr/nec ;then
-	lt_prog_compiler_pic='-Kconform_pic'
-	lt_prog_compiler_static='-Bstatic'
-      fi
-      ;;
-
-    sysv5* | unixware* | sco3.2v5* | sco5v6* | OpenUNIX*)
-      lt_prog_compiler_wl='-Wl,'
-      lt_prog_compiler_pic='-KPIC'
-      lt_prog_compiler_static='-Bstatic'
-      ;;
-
-    unicos*)
-      lt_prog_compiler_wl='-Wl,'
-      lt_prog_compiler_can_build_shared=no
-      ;;
-
-    uts4*)
-      lt_prog_compiler_pic='-pic'
-      lt_prog_compiler_static='-Bstatic'
-      ;;
-
-    *)
-      lt_prog_compiler_can_build_shared=no
-      ;;
-    esac
-  fi
-
-case $host_os in
-  # For platforms which do not support PIC, -DPIC is meaningless:
-  *djgpp*)
-    lt_prog_compiler_pic=
-    ;;
-  *)
-    lt_prog_compiler_pic="$lt_prog_compiler_pic -DPIC"
-    ;;
-esac
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $compiler option to produce PIC" >&5
-$as_echo_n "checking for $compiler option to produce PIC... " >&6; }
-if ${lt_cv_prog_compiler_pic+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_pic=$lt_prog_compiler_pic
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_pic" >&5
-$as_echo "$lt_cv_prog_compiler_pic" >&6; }
-lt_prog_compiler_pic=$lt_cv_prog_compiler_pic
-
-#
-# Check to make sure the PIC flag actually works.
-#
-if test -n "$lt_prog_compiler_pic"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler PIC flag $lt_prog_compiler_pic works" >&5
-$as_echo_n "checking if $compiler PIC flag $lt_prog_compiler_pic works... " >&6; }
-if ${lt_cv_prog_compiler_pic_works+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_pic_works=no
-   ac_outfile=conftest.$ac_objext
-   echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-   lt_compiler_flag="$lt_prog_compiler_pic -DPIC"
-   # Insert the option either (1) after the last *FLAGS variable, or
-   # (2) before a word containing "conftest.", or (3) at the end.
-   # Note that $ac_compile itself does not contain backslashes and begins
-   # with a dollar sign (not a hyphen), so the echo should work correctly.
-   # The option is referenced via a variable to avoid confusing sed.
-   lt_compile=`echo "$ac_compile" | $SED \
-   -e 's:.*FLAGS}\{0,1\} :&$lt_compiler_flag :; t' \
-   -e 's: [^ ]*conftest\.: $lt_compiler_flag&:; t' \
-   -e 's:$: $lt_compiler_flag:'`
-   (eval echo "\"\$as_me:$LINENO: $lt_compile\"" >&5)
-   (eval "$lt_compile" 2>conftest.err)
-   ac_status=$?
-   cat conftest.err >&5
-   echo "$as_me:$LINENO: \$? = $ac_status" >&5
-   if (exit $ac_status) && test -s "$ac_outfile"; then
-     # The compiler can only warn and ignore the option if not recognized
-     # So say no if there are warnings other than the usual output.
-     $ECHO "$_lt_compiler_boilerplate" | $SED '/^$/d' >conftest.exp
-     $SED '/^$/d; /^ *+/d' conftest.err >conftest.er2
-     if test ! -s conftest.er2 || diff conftest.exp conftest.er2 >/dev/null; then
-       lt_cv_prog_compiler_pic_works=yes
-     fi
-   fi
-   $RM conftest*
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_pic_works" >&5
-$as_echo "$lt_cv_prog_compiler_pic_works" >&6; }
-
-if test x"$lt_cv_prog_compiler_pic_works" = xyes; then
-    case $lt_prog_compiler_pic in
-     "" | " "*) ;;
-     *) lt_prog_compiler_pic=" $lt_prog_compiler_pic" ;;
-     esac
-else
-    lt_prog_compiler_pic=
-     lt_prog_compiler_can_build_shared=no
-fi
-
-fi
-
-
-
-
-
-
-
-
-
-
-
-#
-# Check to make sure the static flag actually works.
-#
-wl=$lt_prog_compiler_wl eval lt_tmp_static_flag=\"$lt_prog_compiler_static\"
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler static flag $lt_tmp_static_flag works" >&5
-$as_echo_n "checking if $compiler static flag $lt_tmp_static_flag works... " >&6; }
-if ${lt_cv_prog_compiler_static_works+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_static_works=no
-   save_LDFLAGS="$LDFLAGS"
-   LDFLAGS="$LDFLAGS $lt_tmp_static_flag"
-   echo "$lt_simple_link_test_code" > conftest.$ac_ext
-   if (eval $ac_link 2>conftest.err) && test -s conftest$ac_exeext; then
-     # The linker can only warn and ignore the option if not recognized
-     # So say no if there are warnings
-     if test -s conftest.err; then
-       # Append any errors to the config.log.
-       cat conftest.err 1>&5
-       $ECHO "$_lt_linker_boilerplate" | $SED '/^$/d' > conftest.exp
-       $SED '/^$/d; /^ *+/d' conftest.err >conftest.er2
-       if diff conftest.exp conftest.er2 >/dev/null; then
-         lt_cv_prog_compiler_static_works=yes
-       fi
-     else
-       lt_cv_prog_compiler_static_works=yes
-     fi
-   fi
-   $RM -r conftest*
-   LDFLAGS="$save_LDFLAGS"
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_static_works" >&5
-$as_echo "$lt_cv_prog_compiler_static_works" >&6; }
-
-if test x"$lt_cv_prog_compiler_static_works" = xyes; then
-    :
-else
-    lt_prog_compiler_static=
-fi
-
-
-
-
-
-
-
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler supports -c -o file.$ac_objext" >&5
-$as_echo_n "checking if $compiler supports -c -o file.$ac_objext... " >&6; }
-if ${lt_cv_prog_compiler_c_o+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_c_o=no
-   $RM -r conftest 2>/dev/null
-   mkdir conftest
-   cd conftest
-   mkdir out
-   echo "$lt_simple_compile_test_code" > conftest.$ac_ext
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-
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-
-
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-  lt_use_gnu_ld_interface=no
-  if test "$with_gnu_ld" = yes; then
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-	# The AIX port of GNU ld has always aspired to compatibility
-	# with the native linker.  However, as the warning in the GNU ld
-	# block says, versions before 2.19.5* couldn't really create working
-	# shared libraries, regardless of the interface used.
-	case `$LD -v 2>&1` in
-	  *\ \(GNU\ Binutils\)\ 2.19.5*) ;;
-	  *\ \(GNU\ Binutils\)\ 2.[2-9]*) ;;
-	  *\ \(GNU\ Binutils\)\ [3-9]*) ;;
-	  *)
-	    lt_use_gnu_ld_interface=yes
-	    ;;
-	esac
-	;;
-      *)
-	lt_use_gnu_ld_interface=yes
-	;;
-    esac
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-  if test "$lt_use_gnu_ld_interface" = yes; then
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-    # Set some defaults for GNU ld with shared library support. These
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-    export_dynamic_flag_spec='${wl}--export-dynamic'
-    # ancient GNU ld didn't support --whole-archive et. al.
-    if $LD --help 2>&1 | $GREP 'no-whole-archive' > /dev/null; then
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-    supports_anon_versioning=no
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-      # On AIX/PPC, the GNU linker is very broken
-      if test "$host_cpu" != ia64; then
-	ld_shlibs=no
-	cat <<_LT_EOF 1>&2
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-*** Warning: the GNU linker, at least up to release 2.19, is reported
-*** to be unable to reliably create shared libraries on AIX.
-*** Therefore, libtool is disabling shared libraries support.  If you
-*** really care for shared libraries, you may want to install binutils
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-*** You will then need to restart the configuration process.
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-    amigaos*)
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-      esac
-      ;;
-
-    beos*)
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-	allow_undefined_flag=unsupported
-	# Joseph Beckenbach <jrb3 at best.com> says some releases of gcc
-	# support --undefined.  This deserves some investigation.  FIXME
-	archive_cmds='$CC -nostart $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
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-	ld_shlibs=no
-      fi
-      ;;
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-    cygwin* | mingw* | pw32* | cegcc*)
-      # _LT_TAGVAR(hardcode_libdir_flag_spec, ) is actually meaningless,
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-      hardcode_libdir_flag_spec='-L$libdir'
-      export_dynamic_flag_spec='${wl}--export-all-symbols'
-      allow_undefined_flag=unsupported
-      always_export_symbols=no
-      enable_shared_with_static_runtimes=yes
-      export_symbols_cmds='$NM $libobjs $convenience | $global_symbol_pipe | $SED -e '\''/^[BCDGRS][ ]/s/.*[ ]\([^ ]*\)/\1 DATA/;s/^.*[ ]__nm__\([^ ]*\)[ ][^ ]*/\1 DATA/;/^I[ ]/d;/^[AITW][ ]/s/.* //'\'' | sort | uniq > $export_symbols'
-      exclude_expsyms='[_]+GLOBAL_OFFSET_TABLE_|[_]+GLOBAL__[FID]_.*|[_]+head_[A-Za-z0-9_]+_dll|[A-Za-z0-9_]+_dll_iname'
-
-      if $LD --help 2>&1 | $GREP 'auto-import' > /dev/null; then
-        archive_cmds='$CC -shared $libobjs $deplibs $compiler_flags -o $output_objdir/$soname ${wl}--enable-auto-image-base -Xlinker --out-implib -Xlinker $lib'
-	# If the export-symbols file already is a .def file (1st line
-	# is EXPORTS), use it as is; otherwise, prepend...
-	archive_expsym_cmds='if test "x`$SED 1q $export_symbols`" = xEXPORTS; then
-	  cp $export_symbols $output_objdir/$soname.def;
-	else
-	  echo EXPORTS > $output_objdir/$soname.def;
-	  cat $export_symbols >> $output_objdir/$soname.def;
-	fi~
-	$CC -shared $output_objdir/$soname.def $libobjs $deplibs $compiler_flags -o $output_objdir/$soname ${wl}--enable-auto-image-base -Xlinker --out-implib -Xlinker $lib'
-      else
-	ld_shlibs=no
-      fi
-      ;;
-
-    haiku*)
-      archive_cmds='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-      link_all_deplibs=yes
-      ;;
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-      hardcode_direct=no
-      hardcode_shlibpath_var=no
-      hardcode_libdir_flag_spec='${wl}-rpath,$libdir'
-      export_dynamic_flag_spec='${wl}-E'
-      # Hack: On Interix 3.x, we cannot compile PIC because of a broken gcc.
-      # Instead, shared libraries are loaded at an image base (0x10000000 by
-      # default) and relocated if they conflict, which is a slow very memory
-      # consuming and fragmenting process.  To avoid this, we pick a random,
-      # 256 KiB-aligned image base between 0x50000000 and 0x6FFC0000 at link
-      # time.  Moving up from 0x10000000 also allows more sbrk(2) space.
-      archive_cmds='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-h,$soname ${wl}--image-base,`expr ${RANDOM-$$} % 4096 / 2 \* 262144 + 1342177280` -o $lib'
-      archive_expsym_cmds='sed "s,^,_," $export_symbols >$output_objdir/$soname.expsym~$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-h,$soname ${wl}--retain-symbols-file,$output_objdir/$soname.expsym ${wl}--image-base,`expr ${RANDOM-$$} % 4096 / 2 \* 262144 + 1342177280` -o $lib'
-      ;;
-
-    gnu* | linux* | tpf* | k*bsd*-gnu | kopensolaris*-gnu)
-      tmp_diet=no
-      if test "$host_os" = linux-dietlibc; then
-	case $cc_basename in
-	  diet\ *) tmp_diet=yes;;	# linux-dietlibc with static linking (!diet-dyn)
-	esac
-      fi
-      if $LD --help 2>&1 | $EGREP ': supported targets:.* elf' > /dev/null \
-	 && test "$tmp_diet" = no
-      then
-	tmp_addflag=' $pic_flag'
-	tmp_sharedflag='-shared'
-	case $cc_basename,$host_cpu in
-        pgcc*)				# Portland Group C compiler
-	  whole_archive_flag_spec='${wl}--whole-archive`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  tmp_addflag=' $pic_flag'
-	  ;;
-	pgf77* | pgf90* | pgf95* | pgfortran*)
-					# Portland Group f77 and f90 compilers
-	  whole_archive_flag_spec='${wl}--whole-archive`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  tmp_addflag=' $pic_flag -Mnomain' ;;
-	ecc*,ia64* | icc*,ia64*)	# Intel C compiler on ia64
-	  tmp_addflag=' -i_dynamic' ;;
-	efc*,ia64* | ifort*,ia64*)	# Intel Fortran compiler on ia64
-	  tmp_addflag=' -i_dynamic -nofor_main' ;;
-	ifc* | ifort*)			# Intel Fortran compiler
-	  tmp_addflag=' -nofor_main' ;;
-	lf95*)				# Lahey Fortran 8.1
-	  whole_archive_flag_spec=
-	  tmp_sharedflag='--shared' ;;
-	xl[cC]* | bgxl[cC]* | mpixl[cC]*) # IBM XL C 8.0 on PPC (deal with xlf below)
-	  tmp_sharedflag='-qmkshrobj'
-	  tmp_addflag= ;;
-	nvcc*)	# Cuda Compiler Driver 2.2
-	  whole_archive_flag_spec='${wl}--whole-archive`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  compiler_needs_object=yes
-	  ;;
-	esac
-	case `$CC -V 2>&1 | sed 5q` in
-	*Sun\ C*)			# Sun C 5.9
-	  whole_archive_flag_spec='${wl}--whole-archive`new_convenience=; for conv in $convenience\"\"; do test -z \"$conv\" || new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  compiler_needs_object=yes
-	  tmp_sharedflag='-G' ;;
-	*Sun\ F*)			# Sun Fortran 8.3
-	  tmp_sharedflag='-G' ;;
-	esac
-	archive_cmds='$CC '"$tmp_sharedflag""$tmp_addflag"' $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-
-        if test "x$supports_anon_versioning" = xyes; then
-          archive_expsym_cmds='echo "{ global:" > $output_objdir/$libname.ver~
-	    cat $export_symbols | sed -e "s/\(.*\)/\1;/" >> $output_objdir/$libname.ver~
-	    echo "local: *; };" >> $output_objdir/$libname.ver~
-	    $CC '"$tmp_sharedflag""$tmp_addflag"' $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-version-script ${wl}$output_objdir/$libname.ver -o $lib'
-        fi
-
-	case $cc_basename in
-	xlf* | bgf* | bgxlf* | mpixlf*)
-	  # IBM XL Fortran 10.1 on PPC cannot create shared libs itself
-	  whole_archive_flag_spec='--whole-archive$convenience --no-whole-archive'
-	  hardcode_libdir_flag_spec='${wl}-rpath ${wl}$libdir'
-	  archive_cmds='$LD -shared $libobjs $deplibs $linker_flags -soname $soname -o $lib'
-	  if test "x$supports_anon_versioning" = xyes; then
-	    archive_expsym_cmds='echo "{ global:" > $output_objdir/$libname.ver~
-	      cat $export_symbols | sed -e "s/\(.*\)/\1;/" >> $output_objdir/$libname.ver~
-	      echo "local: *; };" >> $output_objdir/$libname.ver~
-	      $LD -shared $libobjs $deplibs $linker_flags -soname $soname -version-script $output_objdir/$libname.ver -o $lib'
-	  fi
-	  ;;
-	esac
-      else
-        ld_shlibs=no
-      fi
-      ;;
-
-    netbsd* | netbsdelf*-gnu)
-      if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-	archive_cmds='$LD -Bshareable $libobjs $deplibs $linker_flags -o $lib'
-	wlarc=
-      else
-	archive_cmds='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	archive_expsym_cmds='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-      fi
-      ;;
-
-    solaris*)
-      if $LD -v 2>&1 | $GREP 'BFD 2\.8' > /dev/null; then
-	ld_shlibs=no
-	cat <<_LT_EOF 1>&2
-
-*** Warning: The releases 2.8.* of the GNU linker cannot reliably
-*** create shared libraries on Solaris systems.  Therefore, libtool
-*** is disabling shared libraries support.  We urge you to upgrade GNU
-*** binutils to release 2.9.1 or newer.  Another option is to modify
-*** your PATH or compiler configuration so that the native linker is
-*** used, and then restart.
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-_LT_EOF
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-	archive_cmds='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	archive_expsym_cmds='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-      else
-	ld_shlibs=no
-      fi
-      ;;
-
-    sysv5* | sco3.2v5* | sco5v6* | unixware* | OpenUNIX*)
-      case `$LD -v 2>&1` in
-        *\ [01].* | *\ 2.[0-9].* | *\ 2.1[0-5].*)
-	ld_shlibs=no
-	cat <<_LT_EOF 1>&2
-
-*** Warning: Releases of the GNU linker prior to 2.16.91.0.3 can not
-*** reliably create shared libraries on SCO systems.  Therefore, libtool
-*** is disabling shared libraries support.  We urge you to upgrade GNU
-*** binutils to release 2.16.91.0.3 or newer.  Another option is to modify
-*** your PATH or compiler configuration so that the native linker is
-*** used, and then restart.
-
-_LT_EOF
-	;;
-	*)
-	  # For security reasons, it is highly recommended that you always
-	  # use absolute paths for naming shared libraries, and exclude the
-	  # DT_RUNPATH tag from executables and libraries.  But doing so
-	  # requires that you compile everything twice, which is a pain.
-	  if $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	    hardcode_libdir_flag_spec='${wl}-rpath ${wl}$libdir'
-	    archive_cmds='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	    archive_expsym_cmds='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-	  else
-	    ld_shlibs=no
-	  fi
-	;;
-      esac
-      ;;
-
-    sunos4*)
-      archive_cmds='$LD -assert pure-text -Bshareable -o $lib $libobjs $deplibs $linker_flags'
-      wlarc=
-      hardcode_direct=yes
-      hardcode_shlibpath_var=no
-      ;;
-
-    *)
-      if $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	archive_cmds='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	archive_expsym_cmds='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-      else
-	ld_shlibs=no
-      fi
-      ;;
-    esac
-
-    if test "$ld_shlibs" = no; then
-      runpath_var=
-      hardcode_libdir_flag_spec=
-      export_dynamic_flag_spec=
-      whole_archive_flag_spec=
-    fi
-  else
-    # PORTME fill in a description of your system's linker (not GNU ld)
-    case $host_os in
-    aix3*)
-      allow_undefined_flag=unsupported
-      always_export_symbols=yes
-      archive_expsym_cmds='$LD -o $output_objdir/$soname $libobjs $deplibs $linker_flags -bE:$export_symbols -T512 -H512 -bM:SRE~$AR $AR_FLAGS $lib $output_objdir/$soname'
-      # Note: this linker hardcodes the directories in LIBPATH if there
-      # are no directories specified by -L.
-      hardcode_minus_L=yes
-      if test "$GCC" = yes && test -z "$lt_prog_compiler_static"; then
-	# Neither direct hardcoding nor static linking is supported with a
-	# broken collect2.
-	hardcode_direct=unsupported
-      fi
-      ;;
-
-    aix[4-9]*)
-      if test "$host_cpu" = ia64; then
-	# On IA64, the linker does run time linking by default, so we don't
-	# have to do anything special.
-	aix_use_runtimelinking=no
-	exp_sym_flag='-Bexport'
-	no_entry_flag=""
-      else
-	# If we're using GNU nm, then we don't want the "-C" option.
-	# -C means demangle to AIX nm, but means don't demangle with GNU nm
-	# Also, AIX nm treats weak defined symbols like other global
-	# defined symbols, whereas GNU nm marks them as "W".
-	if $NM -V 2>&1 | $GREP 'GNU' > /dev/null; then
-	  export_symbols_cmds='$NM -Bpg $libobjs $convenience | awk '\''{ if (((\$ 2 == "T") || (\$ 2 == "D") || (\$ 2 == "B") || (\$ 2 == "W")) && (substr(\$ 3,1,1) != ".")) { print \$ 3 } }'\'' | sort -u > $export_symbols'
-	else
-	  export_symbols_cmds='$NM -BCpg $libobjs $convenience | awk '\''{ if (((\$ 2 == "T") || (\$ 2 == "D") || (\$ 2 == "B")) && (substr(\$ 3,1,1) != ".")) { print \$ 3 } }'\'' | sort -u > $export_symbols'
-	fi
-	aix_use_runtimelinking=no
-
-	# Test if we are trying to use run time linking or normal
-	# AIX style linking. If -brtl is somewhere in LDFLAGS, we
-	# need to do runtime linking.
-	case $host_os in aix4.[23]|aix4.[23].*|aix[5-9]*)
-	  for ld_flag in $LDFLAGS; do
-	  if (test $ld_flag = "-brtl" || test $ld_flag = "-Wl,-brtl"); then
-	    aix_use_runtimelinking=yes
-	    break
-	  fi
-	  done
-	  ;;
-	esac
-
-	exp_sym_flag='-bexport'
-	no_entry_flag='-bnoentry'
-      fi
-
-      # When large executables or shared objects are built, AIX ld can
-      # have problems creating the table of contents.  If linking a library
-      # or program results in "error TOC overflow" add -mminimal-toc to
-      # CXXFLAGS/CFLAGS for g++/gcc.  In the cases where that is not
-      # enough to fix the problem, add -Wl,-bbigtoc to LDFLAGS.
-
-      archive_cmds=''
-      hardcode_direct=yes
-      hardcode_direct_absolute=yes
-      hardcode_libdir_separator=':'
-      link_all_deplibs=yes
-      file_list_spec='${wl}-f,'
-
-      if test "$GCC" = yes; then
-	case $host_os in aix4.[012]|aix4.[012].*)
-	# We only want to do this on AIX 4.2 and lower, the check
-	# below for broken collect2 doesn't work under 4.3+
-	  collect2name=`${CC} -print-prog-name=collect2`
-	  if test -f "$collect2name" &&
-	   strings "$collect2name" | $GREP resolve_lib_name >/dev/null
-	  then
-	  # We have reworked collect2
-	  :
-	  else
-	  # We have old collect2
-	  hardcode_direct=unsupported
-	  # It fails to find uninstalled libraries when the uninstalled
-	  # path is not listed in the libpath.  Setting hardcode_minus_L
-	  # to unsupported forces relinking
-	  hardcode_minus_L=yes
-	  hardcode_libdir_flag_spec='-L$libdir'
-	  hardcode_libdir_separator=
-	  fi
-	  ;;
-	esac
-	shared_flag='-shared'
-	if test "$aix_use_runtimelinking" = yes; then
-	  shared_flag="$shared_flag "'${wl}-G'
-	fi
-	link_all_deplibs=no
-      else
-	# not using gcc
-	if test "$host_cpu" = ia64; then
-	# VisualAge C++, Version 5.5 for AIX 5L for IA-64, Beta 3 Release
-	# chokes on -Wl,-G. The following line is correct:
-	  shared_flag='-G'
-	else
-	  if test "$aix_use_runtimelinking" = yes; then
-	    shared_flag='${wl}-G'
-	  else
-	    shared_flag='${wl}-bM:SRE'
-	  fi
-	fi
-      fi
-
-      export_dynamic_flag_spec='${wl}-bexpall'
-      # It seems that -bexpall does not export symbols beginning with
-      # underscore (_), so it is better to generate a list of symbols to export.
-      always_export_symbols=yes
-      if test "$aix_use_runtimelinking" = yes; then
-	# Warning - without using the other runtime loading flags (-brtl),
-	# -berok will link without error, but may produce a broken library.
-	allow_undefined_flag='-berok'
-        # Determine the default libpath from the value encoded in an
-        # empty executable.
-        if test "${lt_cv_aix_libpath+set}" = set; then
-  aix_libpath=$lt_cv_aix_libpath
-else
-  if ${lt_cv_aix_libpath_+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-
-  lt_aix_libpath_sed='
-      /Import File Strings/,/^$/ {
-	  /^0/ {
-	      s/^0  *\([^ ]*\) *$/\1/
-	      p
-	  }
-      }'
-  lt_cv_aix_libpath_=`dump -H conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  # Check for a 64-bit object if we didn't find anything.
-  if test -z "$lt_cv_aix_libpath_"; then
-    lt_cv_aix_libpath_=`dump -HX64 conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  fi
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-  if test -z "$lt_cv_aix_libpath_"; then
-    lt_cv_aix_libpath_="/usr/lib:/lib"
-  fi
-
-fi
-
-  aix_libpath=$lt_cv_aix_libpath_
-fi
-
-        hardcode_libdir_flag_spec='${wl}-blibpath:$libdir:'"$aix_libpath"
-        archive_expsym_cmds='$CC -o $output_objdir/$soname $libobjs $deplibs '"\${wl}$no_entry_flag"' $compiler_flags `if test "x${allow_undefined_flag}" != "x"; then func_echo_all "${wl}${allow_undefined_flag}"; else :; fi` '"\${wl}$exp_sym_flag:\$export_symbols $shared_flag"
-      else
-	if test "$host_cpu" = ia64; then
-	  hardcode_libdir_flag_spec='${wl}-R $libdir:/usr/lib:/lib'
-	  allow_undefined_flag="-z nodefs"
-	  archive_expsym_cmds="\$CC $shared_flag"' -o $output_objdir/$soname $libobjs $deplibs '"\${wl}$no_entry_flag"' $compiler_flags ${wl}${allow_undefined_flag} '"\${wl}$exp_sym_flag:\$export_symbols"
-	else
-	 # Determine the default libpath from the value encoded in an
-	 # empty executable.
-	 if test "${lt_cv_aix_libpath+set}" = set; then
-  aix_libpath=$lt_cv_aix_libpath
-else
-  if ${lt_cv_aix_libpath_+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-
-  lt_aix_libpath_sed='
-      /Import File Strings/,/^$/ {
-	  /^0/ {
-	      s/^0  *\([^ ]*\) *$/\1/
-	      p
-	  }
-      }'
-  lt_cv_aix_libpath_=`dump -H conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  # Check for a 64-bit object if we didn't find anything.
-  if test -z "$lt_cv_aix_libpath_"; then
-    lt_cv_aix_libpath_=`dump -HX64 conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  fi
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-  if test -z "$lt_cv_aix_libpath_"; then
-    lt_cv_aix_libpath_="/usr/lib:/lib"
-  fi
-
-fi
-
-  aix_libpath=$lt_cv_aix_libpath_
-fi
-
-	 hardcode_libdir_flag_spec='${wl}-blibpath:$libdir:'"$aix_libpath"
-	  # Warning - without using the other run time loading flags,
-	  # -berok will link without error, but may produce a broken library.
-	  no_undefined_flag=' ${wl}-bernotok'
-	  allow_undefined_flag=' ${wl}-berok'
-	  if test "$with_gnu_ld" = yes; then
-	    # We only use this code for GNU lds that support --whole-archive.
-	    whole_archive_flag_spec='${wl}--whole-archive$convenience ${wl}--no-whole-archive'
-	  else
-	    # Exported symbols can be pulled into shared objects from archives
-	    whole_archive_flag_spec='$convenience'
-	  fi
-	  archive_cmds_need_lc=yes
-	  # This is similar to how AIX traditionally builds its shared libraries.
-	  archive_expsym_cmds="\$CC $shared_flag"' -o $output_objdir/$soname $libobjs $deplibs ${wl}-bnoentry $compiler_flags ${wl}-bE:$export_symbols${allow_undefined_flag}~$AR $AR_FLAGS $output_objdir/$libname$release.a $output_objdir/$soname'
-	fi
-      fi
-      ;;
-
-    amigaos*)
-      case $host_cpu in
-      powerpc)
-            # see comment about AmigaOS4 .so support
-            archive_cmds='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-            archive_expsym_cmds=''
-        ;;
-      m68k)
-            archive_cmds='$RM $output_objdir/a2ixlibrary.data~$ECHO "#define NAME $libname" > $output_objdir/a2ixlibrary.data~$ECHO "#define LIBRARY_ID 1" >> $output_objdir/a2ixlibrary.data~$ECHO "#define VERSION $major" >> $output_objdir/a2ixlibrary.data~$ECHO "#define REVISION $revision" >> $output_objdir/a2ixlibrary.data~$AR $AR_FLAGS $lib $libobjs~$RANLIB $lib~(cd $output_objdir && a2ixlibrary -32)'
-            hardcode_libdir_flag_spec='-L$libdir'
-            hardcode_minus_L=yes
-        ;;
-      esac
-      ;;
-
-    bsdi[45]*)
-      export_dynamic_flag_spec=-rdynamic
-      ;;
-
-    cygwin* | mingw* | pw32* | cegcc*)
-      # When not using gcc, we currently assume that we are using
-      # Microsoft Visual C++.
-      # hardcode_libdir_flag_spec is actually meaningless, as there is
-      # no search path for DLLs.
-      case $cc_basename in
-      cl*)
-	# Native MSVC
-	hardcode_libdir_flag_spec=' '
-	allow_undefined_flag=unsupported
-	always_export_symbols=yes
-	file_list_spec='@'
-	# Tell ltmain to make .lib files, not .a files.
-	libext=lib
-	# Tell ltmain to make .dll files, not .so files.
-	shrext_cmds=".dll"
-	# FIXME: Setting linknames here is a bad hack.
-	archive_cmds='$CC -o $output_objdir/$soname $libobjs $compiler_flags $deplibs -Wl,-dll~linknames='
-	archive_expsym_cmds='if test "x`$SED 1q $export_symbols`" = xEXPORTS; then
-	    sed -n -e 's/\\\\\\\(.*\\\\\\\)/-link\\\ -EXPORT:\\\\\\\1/' -e '1\\\!p' < $export_symbols > $output_objdir/$soname.exp;
-	  else
-	    sed -e 's/\\\\\\\(.*\\\\\\\)/-link\\\ -EXPORT:\\\\\\\1/' < $export_symbols > $output_objdir/$soname.exp;
-	  fi~
-	  $CC -o $tool_output_objdir$soname $libobjs $compiler_flags $deplibs "@$tool_output_objdir$soname.exp" -Wl,-DLL,-IMPLIB:"$tool_output_objdir$libname.dll.lib"~
-	  linknames='
-	# The linker will not automatically build a static lib if we build a DLL.
-	# _LT_TAGVAR(old_archive_from_new_cmds, )='true'
-	enable_shared_with_static_runtimes=yes
-	exclude_expsyms='_NULL_IMPORT_DESCRIPTOR|_IMPORT_DESCRIPTOR_.*'
-	export_symbols_cmds='$NM $libobjs $convenience | $global_symbol_pipe | $SED -e '\''/^[BCDGRS][ ]/s/.*[ ]\([^ ]*\)/\1,DATA/'\'' | $SED -e '\''/^[AITW][ ]/s/.*[ ]//'\'' | sort | uniq > $export_symbols'
-	# Don't use ranlib
-	old_postinstall_cmds='chmod 644 $oldlib'
-	postlink_cmds='lt_outputfile="@OUTPUT@"~
-	  lt_tool_outputfile="@TOOL_OUTPUT@"~
-	  case $lt_outputfile in
-	    *.exe|*.EXE) ;;
-	    *)
-	      lt_outputfile="$lt_outputfile.exe"
-	      lt_tool_outputfile="$lt_tool_outputfile.exe"
-	      ;;
-	  esac~
-	  if test "$MANIFEST_TOOL" != ":" && test -f "$lt_outputfile.manifest"; then
-	    $MANIFEST_TOOL -manifest "$lt_tool_outputfile.manifest" -outputresource:"$lt_tool_outputfile" || exit 1;
-	    $RM "$lt_outputfile.manifest";
-	  fi'
-	;;
-      *)
-	# Assume MSVC wrapper
-	hardcode_libdir_flag_spec=' '
-	allow_undefined_flag=unsupported
-	# Tell ltmain to make .lib files, not .a files.
-	libext=lib
-	# Tell ltmain to make .dll files, not .so files.
-	shrext_cmds=".dll"
-	# FIXME: Setting linknames here is a bad hack.
-	archive_cmds='$CC -o $lib $libobjs $compiler_flags `func_echo_all "$deplibs" | $SED '\''s/ -lc$//'\''` -link -dll~linknames='
-	# The linker will automatically build a .lib file if we build a DLL.
-	old_archive_from_new_cmds='true'
-	# FIXME: Should let the user specify the lib program.
-	old_archive_cmds='lib -OUT:$oldlib$oldobjs$old_deplibs'
-	enable_shared_with_static_runtimes=yes
-	;;
-      esac
-      ;;
-
-    darwin* | rhapsody*)
-
-
-  archive_cmds_need_lc=no
-  hardcode_direct=no
-  hardcode_automatic=yes
-  hardcode_shlibpath_var=unsupported
-  if test "$lt_cv_ld_force_load" = "yes"; then
-    whole_archive_flag_spec='`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience ${wl}-force_load,$conv\"; done; func_echo_all \"$new_convenience\"`'
-
-  else
-    whole_archive_flag_spec=''
-  fi
-  link_all_deplibs=yes
-  allow_undefined_flag="$_lt_dar_allow_undefined"
-  case $cc_basename in
-     ifort*) _lt_dar_can_shared=yes ;;
-     *) _lt_dar_can_shared=$GCC ;;
-  esac
-  if test "$_lt_dar_can_shared" = "yes"; then
-    output_verbose_link_cmd=func_echo_all
-    archive_cmds="\$CC -dynamiclib \$allow_undefined_flag -o \$lib \$libobjs \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring $_lt_dar_single_mod${_lt_dsymutil}"
-    module_cmds="\$CC \$allow_undefined_flag -o \$lib -bundle \$libobjs \$deplibs \$compiler_flags${_lt_dsymutil}"
-    archive_expsym_cmds="sed 's,^,_,' < \$export_symbols > \$output_objdir/\${libname}-symbols.expsym~\$CC -dynamiclib \$allow_undefined_flag -o \$lib \$libobjs \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring ${_lt_dar_single_mod}${_lt_dar_export_syms}${_lt_dsymutil}"
-    module_expsym_cmds="sed -e 's,^,_,' < \$export_symbols > \$output_objdir/\${libname}-symbols.expsym~\$CC \$allow_undefined_flag -o \$lib -bundle \$libobjs \$deplibs \$compiler_flags${_lt_dar_export_syms}${_lt_dsymutil}"
-
-  else
-  ld_shlibs=no
-  fi
-
-      ;;
-
-    dgux*)
-      archive_cmds='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      hardcode_libdir_flag_spec='-L$libdir'
-      hardcode_shlibpath_var=no
-      ;;
-
-    # FreeBSD 2.2.[012] allows us to include c++rt0.o to get C++ constructor
-    # support.  Future versions do this automatically, but an explicit c++rt0.o
-    # does not break anything, and helps significantly (at the cost of a little
-    # extra space).
-    freebsd2.2*)
-      archive_cmds='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags /usr/lib/c++rt0.o'
-      hardcode_libdir_flag_spec='-R$libdir'
-      hardcode_direct=yes
-      hardcode_shlibpath_var=no
-      ;;
-
-    # Unfortunately, older versions of FreeBSD 2 do not have this feature.
-    freebsd2.*)
-      archive_cmds='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags'
-      hardcode_direct=yes
-      hardcode_minus_L=yes
-      hardcode_shlibpath_var=no
-      ;;
-
-    # FreeBSD 3 and greater uses gcc -shared to do shared libraries.
-    freebsd* | dragonfly*)
-      archive_cmds='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags'
-      hardcode_libdir_flag_spec='-R$libdir'
-      hardcode_direct=yes
-      hardcode_shlibpath_var=no
-      ;;
-
-    hpux9*)
-      if test "$GCC" = yes; then
-	archive_cmds='$RM $output_objdir/$soname~$CC -shared $pic_flag ${wl}+b ${wl}$install_libdir -o $output_objdir/$soname $libobjs $deplibs $compiler_flags~test $output_objdir/$soname = $lib || mv $output_objdir/$soname $lib'
-      else
-	archive_cmds='$RM $output_objdir/$soname~$LD -b +b $install_libdir -o $output_objdir/$soname $libobjs $deplibs $linker_flags~test $output_objdir/$soname = $lib || mv $output_objdir/$soname $lib'
-      fi
-      hardcode_libdir_flag_spec='${wl}+b ${wl}$libdir'
-      hardcode_libdir_separator=:
-      hardcode_direct=yes
-
-      # hardcode_minus_L: Not really in the search PATH,
-      # but as the default location of the library.
-      hardcode_minus_L=yes
-      export_dynamic_flag_spec='${wl}-E'
-      ;;
-
-    hpux10*)
-      if test "$GCC" = yes && test "$with_gnu_ld" = no; then
-	archive_cmds='$CC -shared $pic_flag ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	archive_cmds='$LD -b +h $soname +b $install_libdir -o $lib $libobjs $deplibs $linker_flags'
-      fi
-      if test "$with_gnu_ld" = no; then
-	hardcode_libdir_flag_spec='${wl}+b ${wl}$libdir'
-	hardcode_libdir_separator=:
-	hardcode_direct=yes
-	hardcode_direct_absolute=yes
-	export_dynamic_flag_spec='${wl}-E'
-	# hardcode_minus_L: Not really in the search PATH,
-	# but as the default location of the library.
-	hardcode_minus_L=yes
-      fi
-      ;;
-
-    hpux11*)
-      if test "$GCC" = yes && test "$with_gnu_ld" = no; then
-	case $host_cpu in
-	hppa*64*)
-	  archive_cmds='$CC -shared ${wl}+h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	ia64*)
-	  archive_cmds='$CC -shared $pic_flag ${wl}+h ${wl}$soname ${wl}+nodefaultrpath -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	*)
-	  archive_cmds='$CC -shared $pic_flag ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	esac
-      else
-	case $host_cpu in
-	hppa*64*)
-	  archive_cmds='$CC -b ${wl}+h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	ia64*)
-	  archive_cmds='$CC -b ${wl}+h ${wl}$soname ${wl}+nodefaultrpath -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	*)
-
-	  # Older versions of the 11.00 compiler do not understand -b yet
-	  # (HP92453-01 A.11.01.20 doesn't, HP92453-01 B.11.X.35175-35176.GP does)
-	  { $as_echo "$as_me:${as_lineno-$LINENO}: checking if $CC understands -b" >&5
-$as_echo_n "checking if $CC understands -b... " >&6; }
-if ${lt_cv_prog_compiler__b+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler__b=no
-   save_LDFLAGS="$LDFLAGS"
-   LDFLAGS="$LDFLAGS -b"
-   echo "$lt_simple_link_test_code" > conftest.$ac_ext
-   if (eval $ac_link 2>conftest.err) && test -s conftest$ac_exeext; then
-     # The linker can only warn and ignore the option if not recognized
-     # So say no if there are warnings
-     if test -s conftest.err; then
-       # Append any errors to the config.log.
-       cat conftest.err 1>&5
-       $ECHO "$_lt_linker_boilerplate" | $SED '/^$/d' > conftest.exp
-       $SED '/^$/d; /^ *+/d' conftest.err >conftest.er2
-       if diff conftest.exp conftest.er2 >/dev/null; then
-         lt_cv_prog_compiler__b=yes
-       fi
-     else
-       lt_cv_prog_compiler__b=yes
-     fi
-   fi
-   $RM -r conftest*
-   LDFLAGS="$save_LDFLAGS"
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler__b" >&5
-$as_echo "$lt_cv_prog_compiler__b" >&6; }
-
-if test x"$lt_cv_prog_compiler__b" = xyes; then
-    archive_cmds='$CC -b ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $libobjs $deplibs $compiler_flags'
-else
-    archive_cmds='$LD -b +h $soname +b $install_libdir -o $lib $libobjs $deplibs $linker_flags'
-fi
-
-	  ;;
-	esac
-      fi
-      if test "$with_gnu_ld" = no; then
-	hardcode_libdir_flag_spec='${wl}+b ${wl}$libdir'
-	hardcode_libdir_separator=:
-
-	case $host_cpu in
-	hppa*64*|ia64*)
-	  hardcode_direct=no
-	  hardcode_shlibpath_var=no
-	  ;;
-	*)
-	  hardcode_direct=yes
-	  hardcode_direct_absolute=yes
-	  export_dynamic_flag_spec='${wl}-E'
-
-	  # hardcode_minus_L: Not really in the search PATH,
-	  # but as the default location of the library.
-	  hardcode_minus_L=yes
-	  ;;
-	esac
-      fi
-      ;;
-
-    irix5* | irix6* | nonstopux*)
-      if test "$GCC" = yes; then
-	archive_cmds='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-	# Try to use the -exported_symbol ld option, if it does not
-	# work, assume that -exports_file does not work either and
-	# implicitly export all symbols.
-	# This should be the same for all languages, so no per-tag cache variable.
-	{ $as_echo "$as_me:${as_lineno-$LINENO}: checking whether the $host_os linker accepts -exported_symbol" >&5
-$as_echo_n "checking whether the $host_os linker accepts -exported_symbol... " >&6; }
-if ${lt_cv_irix_exported_symbol+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  save_LDFLAGS="$LDFLAGS"
-	   LDFLAGS="$LDFLAGS -shared ${wl}-exported_symbol ${wl}foo ${wl}-update_registry ${wl}/dev/null"
-	   cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-int foo (void) { return 0; }
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  lt_cv_irix_exported_symbol=yes
-else
-  lt_cv_irix_exported_symbol=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-           LDFLAGS="$save_LDFLAGS"
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_irix_exported_symbol" >&5
-$as_echo "$lt_cv_irix_exported_symbol" >&6; }
-	if test "$lt_cv_irix_exported_symbol" = yes; then
-          archive_expsym_cmds='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations ${wl}-exports_file ${wl}$export_symbols -o $lib'
-	fi
-      else
-	archive_cmds='$CC -shared $libobjs $deplibs $compiler_flags -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-	archive_expsym_cmds='$CC -shared $libobjs $deplibs $compiler_flags -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -exports_file $export_symbols -o $lib'
-      fi
-      archive_cmds_need_lc='no'
-      hardcode_libdir_flag_spec='${wl}-rpath ${wl}$libdir'
-      hardcode_libdir_separator=:
-      inherit_rpath=yes
-      link_all_deplibs=yes
-      ;;
-
-    netbsd* | netbsdelf*-gnu)
-      if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-	archive_cmds='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags'  # a.out
-      else
-	archive_cmds='$LD -shared -o $lib $libobjs $deplibs $linker_flags'      # ELF
-      fi
-      hardcode_libdir_flag_spec='-R$libdir'
-      hardcode_direct=yes
-      hardcode_shlibpath_var=no
-      ;;
-
-    newsos6)
-      archive_cmds='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      hardcode_direct=yes
-      hardcode_libdir_flag_spec='${wl}-rpath ${wl}$libdir'
-      hardcode_libdir_separator=:
-      hardcode_shlibpath_var=no
-      ;;
-
-    *nto* | *qnx*)
-      ;;
-
-    openbsd*)
-      if test -f /usr/libexec/ld.so; then
-	hardcode_direct=yes
-	hardcode_shlibpath_var=no
-	hardcode_direct_absolute=yes
-	if test -z "`echo __ELF__ | $CC -E - | $GREP __ELF__`" || test "$host_os-$host_cpu" = "openbsd2.8-powerpc"; then
-	  archive_cmds='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags'
-	  archive_expsym_cmds='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags ${wl}-retain-symbols-file,$export_symbols'
-	  hardcode_libdir_flag_spec='${wl}-rpath,$libdir'
-	  export_dynamic_flag_spec='${wl}-E'
-	else
-	  case $host_os in
-	   openbsd[01].* | openbsd2.[0-7] | openbsd2.[0-7].*)
-	     archive_cmds='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags'
-	     hardcode_libdir_flag_spec='-R$libdir'
-	     ;;
-	   *)
-	     archive_cmds='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags'
-	     hardcode_libdir_flag_spec='${wl}-rpath,$libdir'
-	     ;;
-	  esac
-	fi
-      else
-	ld_shlibs=no
-      fi
-      ;;
-
-    os2*)
-      hardcode_libdir_flag_spec='-L$libdir'
-      hardcode_minus_L=yes
-      allow_undefined_flag=unsupported
-      archive_cmds='$ECHO "LIBRARY $libname INITINSTANCE" > $output_objdir/$libname.def~$ECHO "DESCRIPTION \"$libname\"" >> $output_objdir/$libname.def~echo DATA >> $output_objdir/$libname.def~echo " SINGLE NONSHARED" >> $output_objdir/$libname.def~echo EXPORTS >> $output_objdir/$libname.def~emxexp $libobjs >> $output_objdir/$libname.def~$CC -Zdll -Zcrtdll -o $lib $libobjs $deplibs $compiler_flags $output_objdir/$libname.def'
-      old_archive_from_new_cmds='emximp -o $output_objdir/$libname.a $output_objdir/$libname.def'
-      ;;
-
-    osf3*)
-      if test "$GCC" = yes; then
-	allow_undefined_flag=' ${wl}-expect_unresolved ${wl}\*'
-	archive_cmds='$CC -shared${allow_undefined_flag} $libobjs $deplibs $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-      else
-	allow_undefined_flag=' -expect_unresolved \*'
-	archive_cmds='$CC -shared${allow_undefined_flag} $libobjs $deplibs $compiler_flags -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-      fi
-      archive_cmds_need_lc='no'
-      hardcode_libdir_flag_spec='${wl}-rpath ${wl}$libdir'
-      hardcode_libdir_separator=:
-      ;;
-
-    osf4* | osf5*)	# as osf3* with the addition of -msym flag
-      if test "$GCC" = yes; then
-	allow_undefined_flag=' ${wl}-expect_unresolved ${wl}\*'
-	archive_cmds='$CC -shared${allow_undefined_flag} $pic_flag $libobjs $deplibs $compiler_flags ${wl}-msym ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-	hardcode_libdir_flag_spec='${wl}-rpath ${wl}$libdir'
-      else
-	allow_undefined_flag=' -expect_unresolved \*'
-	archive_cmds='$CC -shared${allow_undefined_flag} $libobjs $deplibs $compiler_flags -msym -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-	archive_expsym_cmds='for i in `cat $export_symbols`; do printf "%s %s\\n" -exported_symbol "\$i" >> $lib.exp; done; printf "%s\\n" "-hidden">> $lib.exp~
-	$CC -shared${allow_undefined_flag} ${wl}-input ${wl}$lib.exp $compiler_flags $libobjs $deplibs -soname $soname `test -n "$verstring" && $ECHO "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib~$RM $lib.exp'
-
-	# Both c and cxx compiler support -rpath directly
-	hardcode_libdir_flag_spec='-rpath $libdir'
-      fi
-      archive_cmds_need_lc='no'
-      hardcode_libdir_separator=:
-      ;;
-
-    solaris*)
-      no_undefined_flag=' -z defs'
-      if test "$GCC" = yes; then
-	wlarc='${wl}'
-	archive_cmds='$CC -shared $pic_flag ${wl}-z ${wl}text ${wl}-h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags'
-	archive_expsym_cmds='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-	  $CC -shared $pic_flag ${wl}-z ${wl}text ${wl}-M ${wl}$lib.exp ${wl}-h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags~$RM $lib.exp'
-      else
-	case `$CC -V 2>&1` in
-	*"Compilers 5.0"*)
-	  wlarc=''
-	  archive_cmds='$LD -G${allow_undefined_flag} -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	  archive_expsym_cmds='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-	  $LD -G${allow_undefined_flag} -M $lib.exp -h $soname -o $lib $libobjs $deplibs $linker_flags~$RM $lib.exp'
-	  ;;
-	*)
-	  wlarc='${wl}'
-	  archive_cmds='$CC -G${allow_undefined_flag} -h $soname -o $lib $libobjs $deplibs $compiler_flags'
-	  archive_expsym_cmds='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-	  $CC -G${allow_undefined_flag} -M $lib.exp -h $soname -o $lib $libobjs $deplibs $compiler_flags~$RM $lib.exp'
-	  ;;
-	esac
-      fi
-      hardcode_libdir_flag_spec='-R$libdir'
-      hardcode_shlibpath_var=no
-      case $host_os in
-      solaris2.[0-5] | solaris2.[0-5].*) ;;
-      *)
-	# The compiler driver will combine and reorder linker options,
-	# but understands `-z linker_flag'.  GCC discards it without `$wl',
-	# but is careful enough not to reorder.
-	# Supported since Solaris 2.6 (maybe 2.5.1?)
-	if test "$GCC" = yes; then
-	  whole_archive_flag_spec='${wl}-z ${wl}allextract$convenience ${wl}-z ${wl}defaultextract'
-	else
-	  whole_archive_flag_spec='-z allextract$convenience -z defaultextract'
-	fi
-	;;
-      esac
-      link_all_deplibs=yes
-      ;;
-
-    sunos4*)
-      if test "x$host_vendor" = xsequent; then
-	# Use $CC to link under sequent, because it throws in some extra .o
-	# files that make .init and .fini sections work.
-	archive_cmds='$CC -G ${wl}-h $soname -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	archive_cmds='$LD -assert pure-text -Bstatic -o $lib $libobjs $deplibs $linker_flags'
-      fi
-      hardcode_libdir_flag_spec='-L$libdir'
-      hardcode_direct=yes
-      hardcode_minus_L=yes
-      hardcode_shlibpath_var=no
-      ;;
-
-    sysv4)
-      case $host_vendor in
-	sni)
-	  archive_cmds='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	  hardcode_direct=yes # is this really true???
-	;;
-	siemens)
-	  ## LD is ld it makes a PLAMLIB
-	  ## CC just makes a GrossModule.
-	  archive_cmds='$LD -G -o $lib $libobjs $deplibs $linker_flags'
-	  reload_cmds='$CC -r -o $output$reload_objs'
-	  hardcode_direct=no
-        ;;
-	motorola)
-	  archive_cmds='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	  hardcode_direct=no #Motorola manual says yes, but my tests say they lie
-	;;
-      esac
-      runpath_var='LD_RUN_PATH'
-      hardcode_shlibpath_var=no
-      ;;
-
-    sysv4.3*)
-      archive_cmds='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      hardcode_shlibpath_var=no
-      export_dynamic_flag_spec='-Bexport'
-      ;;
-
-    sysv4*MP*)
-      if test -d /usr/nec; then
-	archive_cmds='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	hardcode_shlibpath_var=no
-	runpath_var=LD_RUN_PATH
-	hardcode_runpath_var=yes
-	ld_shlibs=yes
-      fi
-      ;;
-
-    sysv4*uw2* | sysv5OpenUNIX* | sysv5UnixWare7.[01].[10]* | unixware7* | sco3.2v5.0.[024]*)
-      no_undefined_flag='${wl}-z,text'
-      archive_cmds_need_lc=no
-      hardcode_shlibpath_var=no
-      runpath_var='LD_RUN_PATH'
-
-      if test "$GCC" = yes; then
-	archive_cmds='$CC -shared ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	archive_expsym_cmds='$CC -shared ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	archive_cmds='$CC -G ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	archive_expsym_cmds='$CC -G ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      fi
-      ;;
-
-    sysv5* | sco3.2v5* | sco5v6*)
-      # Note: We can NOT use -z defs as we might desire, because we do not
-      # link with -lc, and that would cause any symbols used from libc to
-      # always be unresolved, which means just about no library would
-      # ever link correctly.  If we're not using GNU ld we use -z text
-      # though, which does catch some bad symbols but isn't as heavy-handed
-      # as -z defs.
-      no_undefined_flag='${wl}-z,text'
-      allow_undefined_flag='${wl}-z,nodefs'
-      archive_cmds_need_lc=no
-      hardcode_shlibpath_var=no
-      hardcode_libdir_flag_spec='${wl}-R,$libdir'
-      hardcode_libdir_separator=':'
-      link_all_deplibs=yes
-      export_dynamic_flag_spec='${wl}-Bexport'
-      runpath_var='LD_RUN_PATH'
-
-      if test "$GCC" = yes; then
-	archive_cmds='$CC -shared ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	archive_expsym_cmds='$CC -shared ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	archive_cmds='$CC -G ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	archive_expsym_cmds='$CC -G ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      fi
-      ;;
-
-    uts4*)
-      archive_cmds='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      hardcode_libdir_flag_spec='-L$libdir'
-      hardcode_shlibpath_var=no
-      ;;
-
-    *)
-      ld_shlibs=no
-      ;;
-    esac
-
-    if test x$host_vendor = xsni; then
-      case $host in
-      sysv4 | sysv4.2uw2* | sysv4.3* | sysv5*)
-	export_dynamic_flag_spec='${wl}-Blargedynsym'
-	;;
-      esac
-    fi
-  fi
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ld_shlibs" >&5
-$as_echo "$ld_shlibs" >&6; }
-test "$ld_shlibs" = no && can_build_shared=no
-
-with_gnu_ld=$with_gnu_ld
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-#
-# Do we need to explicitly link libc?
-#
-case "x$archive_cmds_need_lc" in
-x|xyes)
-  # Assume -lc should be added
-  archive_cmds_need_lc=yes
-
-  if test "$enable_shared" = yes && test "$GCC" = yes; then
-    case $archive_cmds in
-    *'~'*)
-      # FIXME: we may have to deal with multi-command sequences.
-      ;;
-    '$CC '*)
-      # Test whether the compiler implicitly links with -lc since on some
-      # systems, -lgcc has to come before -lc. If gcc already passes -lc
-      # to ld, don't add -lc before -lgcc.
-      { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether -lc should be explicitly linked in" >&5
-$as_echo_n "checking whether -lc should be explicitly linked in... " >&6; }
-if ${lt_cv_archive_cmds_need_lc+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  $RM conftest*
-	echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-
-	if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_compile\""; } >&5
-  (eval $ac_compile) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; } 2>conftest.err; then
-	  soname=conftest
-	  lib=conftest
-	  libobjs=conftest.$ac_objext
-	  deplibs=
-	  wl=$lt_prog_compiler_wl
-	  pic_flag=$lt_prog_compiler_pic
-	  compiler_flags=-v
-	  linker_flags=-v
-	  verstring=
-	  output_objdir=.
-	  libname=conftest
-	  lt_save_allow_undefined_flag=$allow_undefined_flag
-	  allow_undefined_flag=
-	  if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$archive_cmds 2\>\&1 \| $GREP \" -lc \" \>/dev/null 2\>\&1\""; } >&5
-  (eval $archive_cmds 2\>\&1 \| $GREP \" -lc \" \>/dev/null 2\>\&1) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }
-	  then
-	    lt_cv_archive_cmds_need_lc=no
-	  else
-	    lt_cv_archive_cmds_need_lc=yes
-	  fi
-	  allow_undefined_flag=$lt_save_allow_undefined_flag
-	else
-	  cat conftest.err 1>&5
-	fi
-	$RM conftest*
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_archive_cmds_need_lc" >&5
-$as_echo "$lt_cv_archive_cmds_need_lc" >&6; }
-      archive_cmds_need_lc=$lt_cv_archive_cmds_need_lc
-      ;;
-    esac
-  fi
-  ;;
-esac
-
-
-
-
-
-
-
-
-
-
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-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking dynamic linker characteristics" >&5
-$as_echo_n "checking dynamic linker characteristics... " >&6; }
-
-if test "$GCC" = yes; then
-  case $host_os in
-    darwin*) lt_awk_arg="/^libraries:/,/LR/" ;;
-    *) lt_awk_arg="/^libraries:/" ;;
-  esac
-  case $host_os in
-    mingw* | cegcc*) lt_sed_strip_eq="s,=\([A-Za-z]:\),\1,g" ;;
-    *) lt_sed_strip_eq="s,=/,/,g" ;;
-  esac
-  lt_search_path_spec=`$CC -print-search-dirs | awk $lt_awk_arg | $SED -e "s/^libraries://" -e $lt_sed_strip_eq`
-  case $lt_search_path_spec in
-  *\;*)
-    # if the path contains ";" then we assume it to be the separator
-    # otherwise default to the standard path separator (i.e. ":") - it is
-    # assumed that no part of a normal pathname contains ";" but that should
-    # okay in the real world where ";" in dirpaths is itself problematic.
-    lt_search_path_spec=`$ECHO "$lt_search_path_spec" | $SED 's/;/ /g'`
-    ;;
-  *)
-    lt_search_path_spec=`$ECHO "$lt_search_path_spec" | $SED "s/$PATH_SEPARATOR/ /g"`
-    ;;
-  esac
-  # Ok, now we have the path, separated by spaces, we can step through it
-  # and add multilib dir if necessary.
-  lt_tmp_lt_search_path_spec=
-  lt_multi_os_dir=`$CC $CPPFLAGS $CFLAGS $LDFLAGS -print-multi-os-directory 2>/dev/null`
-  for lt_sys_path in $lt_search_path_spec; do
-    if test -d "$lt_sys_path/$lt_multi_os_dir"; then
-      lt_tmp_lt_search_path_spec="$lt_tmp_lt_search_path_spec $lt_sys_path/$lt_multi_os_dir"
-    else
-      test -d "$lt_sys_path" && \
-	lt_tmp_lt_search_path_spec="$lt_tmp_lt_search_path_spec $lt_sys_path"
-    fi
-  done
-  lt_search_path_spec=`$ECHO "$lt_tmp_lt_search_path_spec" | awk '
-BEGIN {RS=" "; FS="/|\n";} {
-  lt_foo="";
-  lt_count=0;
-  for (lt_i = NF; lt_i > 0; lt_i--) {
-    if ($lt_i != "" && $lt_i != ".") {
-      if ($lt_i == "..") {
-        lt_count++;
-      } else {
-        if (lt_count == 0) {
-          lt_foo="/" $lt_i lt_foo;
-        } else {
-          lt_count--;
-        }
-      }
-    }
-  }
-  if (lt_foo != "") { lt_freq[lt_foo]++; }
-  if (lt_freq[lt_foo] == 1) { print lt_foo; }
-}'`
-  # AWK program above erroneously prepends '/' to C:/dos/paths
-  # for these hosts.
-  case $host_os in
-    mingw* | cegcc*) lt_search_path_spec=`$ECHO "$lt_search_path_spec" |\
-      $SED 's,/\([A-Za-z]:\),\1,g'` ;;
-  esac
-  sys_lib_search_path_spec=`$ECHO "$lt_search_path_spec" | $lt_NL2SP`
-else
-  sys_lib_search_path_spec="/lib /usr/lib /usr/local/lib"
-fi
-library_names_spec=
-libname_spec='lib$name'
-soname_spec=
-shrext_cmds=".so"
-postinstall_cmds=
-postuninstall_cmds=
-finish_cmds=
-finish_eval=
-shlibpath_var=
-shlibpath_overrides_runpath=unknown
-version_type=none
-dynamic_linker="$host_os ld.so"
-sys_lib_dlsearch_path_spec="/lib /usr/lib"
-need_lib_prefix=unknown
-hardcode_into_libs=no
-
-# when you set need_version to no, make sure it does not cause -set_version
-# flags to be left without arguments
-need_version=unknown
-
-case $host_os in
-aix3*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix $libname.a'
-  shlibpath_var=LIBPATH
-
-  # AIX 3 has no versioning support, so we append a major version to the name.
-  soname_spec='${libname}${release}${shared_ext}$major'
-  ;;
-
-aix[4-9]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  hardcode_into_libs=yes
-  if test "$host_cpu" = ia64; then
-    # AIX 5 supports IA64
-    library_names_spec='${libname}${release}${shared_ext}$major ${libname}${release}${shared_ext}$versuffix $libname${shared_ext}'
-    shlibpath_var=LD_LIBRARY_PATH
-  else
-    # With GCC up to 2.95.x, collect2 would create an import file
-    # for dependence libraries.  The import file would start with
-    # the line `#! .'.  This would cause the generated library to
-    # depend on `.', always an invalid library.  This was fixed in
-    # development snapshots of GCC prior to 3.0.
-    case $host_os in
-      aix4 | aix4.[01] | aix4.[01].*)
-      if { echo '#if __GNUC__ > 2 || (__GNUC__ == 2 && __GNUC_MINOR__ >= 97)'
-	   echo ' yes '
-	   echo '#endif'; } | ${CC} -E - | $GREP yes > /dev/null; then
-	:
-      else
-	can_build_shared=no
-      fi
-      ;;
-    esac
-    # AIX (on Power*) has no versioning support, so currently we can not hardcode correct
-    # soname into executable. Probably we can add versioning support to
-    # collect2, so additional links can be useful in future.
-    if test "$aix_use_runtimelinking" = yes; then
-      # If using run time linking (on AIX 4.2 or later) use lib<name>.so
-      # instead of lib<name>.a to let people know that these are not
-      # typical AIX shared libraries.
-      library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    else
-      # We preserve .a as extension for shared libraries through AIX4.2
-      # and later when we are not doing run time linking.
-      library_names_spec='${libname}${release}.a $libname.a'
-      soname_spec='${libname}${release}${shared_ext}$major'
-    fi
-    shlibpath_var=LIBPATH
-  fi
-  ;;
-
-amigaos*)
-  case $host_cpu in
-  powerpc)
-    # Since July 2007 AmigaOS4 officially supports .so libraries.
-    # When compiling the executable, add -use-dynld -Lsobjs: to the compileline.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    ;;
-  m68k)
-    library_names_spec='$libname.ixlibrary $libname.a'
-    # Create ${libname}_ixlibrary.a entries in /sys/libs.
-    finish_eval='for lib in `ls $libdir/*.ixlibrary 2>/dev/null`; do libname=`func_echo_all "$lib" | $SED '\''s%^.*/\([^/]*\)\.ixlibrary$%\1%'\''`; test $RM /sys/libs/${libname}_ixlibrary.a; $show "cd /sys/libs && $LN_S $lib ${libname}_ixlibrary.a"; cd /sys/libs && $LN_S $lib ${libname}_ixlibrary.a || exit 1; done'
-    ;;
-  esac
-  ;;
-
-beos*)
-  library_names_spec='${libname}${shared_ext}'
-  dynamic_linker="$host_os ld.so"
-  shlibpath_var=LIBRARY_PATH
-  ;;
-
-bsdi[45]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  sys_lib_search_path_spec="/shlib /usr/lib /usr/X11/lib /usr/contrib/lib /lib /usr/local/lib"
-  sys_lib_dlsearch_path_spec="/shlib /usr/lib /usr/local/lib"
-  # the default ld.so.conf also contains /usr/contrib/lib and
-  # /usr/X11R6/lib (/usr/X11 is a link to /usr/X11R6), but let us allow
-  # libtool to hard-code these into programs
-  ;;
-
-cygwin* | mingw* | pw32* | cegcc*)
-  version_type=windows
-  shrext_cmds=".dll"
-  need_version=no
-  need_lib_prefix=no
-
-  case $GCC,$cc_basename in
-  yes,*)
-    # gcc
-    library_names_spec='$libname.dll.a'
-    # DLL is installed to $(libdir)/../bin by postinstall_cmds
-    postinstall_cmds='base_file=`basename \${file}`~
-      dlpath=`$SHELL 2>&1 -c '\''. $dir/'\''\${base_file}'\''i; echo \$dlname'\''`~
-      dldir=$destdir/`dirname \$dlpath`~
-      test -d \$dldir || mkdir -p \$dldir~
-      $install_prog $dir/$dlname \$dldir/$dlname~
-      chmod a+x \$dldir/$dlname~
-      if test -n '\''$stripme'\'' && test -n '\''$striplib'\''; then
-        eval '\''$striplib \$dldir/$dlname'\'' || exit \$?;
-      fi'
-    postuninstall_cmds='dldll=`$SHELL 2>&1 -c '\''. $file; echo \$dlname'\''`~
-      dlpath=$dir/\$dldll~
-       $RM \$dlpath'
-    shlibpath_overrides_runpath=yes
-
-    case $host_os in
-    cygwin*)
-      # Cygwin DLLs use 'cyg' prefix rather than 'lib'
-      soname_spec='`echo ${libname} | sed -e 's/^lib/cyg/'``echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-
-      sys_lib_search_path_spec="$sys_lib_search_path_spec /usr/lib/w32api"
-      ;;
-    mingw* | cegcc*)
-      # MinGW DLLs use traditional 'lib' prefix
-      soname_spec='${libname}`echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-      ;;
-    pw32*)
-      # pw32 DLLs use 'pw' prefix rather than 'lib'
-      library_names_spec='`echo ${libname} | sed -e 's/^lib/pw/'``echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-      ;;
-    esac
-    dynamic_linker='Win32 ld.exe'
-    ;;
-
-  *,cl*)
-    # Native MSVC
-    libname_spec='$name'
-    soname_spec='${libname}`echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-    library_names_spec='${libname}.dll.lib'
-
-    case $build_os in
-    mingw*)
-      sys_lib_search_path_spec=
-      lt_save_ifs=$IFS
-      IFS=';'
-      for lt_path in $LIB
-      do
-        IFS=$lt_save_ifs
-        # Let DOS variable expansion print the short 8.3 style file name.
-        lt_path=`cd "$lt_path" 2>/dev/null && cmd //C "for %i in (".") do @echo %~si"`
-        sys_lib_search_path_spec="$sys_lib_search_path_spec $lt_path"
-      done
-      IFS=$lt_save_ifs
-      # Convert to MSYS style.
-      sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | sed -e 's|\\\\|/|g' -e 's| \\([a-zA-Z]\\):| /\\1|g' -e 's|^ ||'`
-      ;;
-    cygwin*)
-      # Convert to unix form, then to dos form, then back to unix form
-      # but this time dos style (no spaces!) so that the unix form looks
-      # like /cygdrive/c/PROGRA~1:/cygdr...
-      sys_lib_search_path_spec=`cygpath --path --unix "$LIB"`
-      sys_lib_search_path_spec=`cygpath --path --dos "$sys_lib_search_path_spec" 2>/dev/null`
-      sys_lib_search_path_spec=`cygpath --path --unix "$sys_lib_search_path_spec" | $SED -e "s/$PATH_SEPARATOR/ /g"`
-      ;;
-    *)
-      sys_lib_search_path_spec="$LIB"
-      if $ECHO "$sys_lib_search_path_spec" | $GREP ';[c-zC-Z]:/' >/dev/null; then
-        # It is most probably a Windows format PATH.
-        sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | $SED -e 's/;/ /g'`
-      else
-        sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | $SED -e "s/$PATH_SEPARATOR/ /g"`
-      fi
-      # FIXME: find the short name or the path components, as spaces are
-      # common. (e.g. "Program Files" -> "PROGRA~1")
-      ;;
-    esac
-
-    # DLL is installed to $(libdir)/../bin by postinstall_cmds
-    postinstall_cmds='base_file=`basename \${file}`~
-      dlpath=`$SHELL 2>&1 -c '\''. $dir/'\''\${base_file}'\''i; echo \$dlname'\''`~
-      dldir=$destdir/`dirname \$dlpath`~
-      test -d \$dldir || mkdir -p \$dldir~
-      $install_prog $dir/$dlname \$dldir/$dlname'
-    postuninstall_cmds='dldll=`$SHELL 2>&1 -c '\''. $file; echo \$dlname'\''`~
-      dlpath=$dir/\$dldll~
-       $RM \$dlpath'
-    shlibpath_overrides_runpath=yes
-    dynamic_linker='Win32 link.exe'
-    ;;
-
-  *)
-    # Assume MSVC wrapper
-    library_names_spec='${libname}`echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext} $libname.lib'
-    dynamic_linker='Win32 ld.exe'
-    ;;
-  esac
-  # FIXME: first we should search . and the directory the executable is in
-  shlibpath_var=PATH
-  ;;
-
-darwin* | rhapsody*)
-  dynamic_linker="$host_os dyld"
-  version_type=darwin
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${major}$shared_ext ${libname}$shared_ext'
-  soname_spec='${libname}${release}${major}$shared_ext'
-  shlibpath_overrides_runpath=yes
-  shlibpath_var=DYLD_LIBRARY_PATH
-  shrext_cmds='`test .$module = .yes && echo .so || echo .dylib`'
-
-  sys_lib_search_path_spec="$sys_lib_search_path_spec /usr/local/lib"
-  sys_lib_dlsearch_path_spec='/usr/local/lib /lib /usr/lib'
-  ;;
-
-dgux*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname$shared_ext'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  ;;
-
-freebsd* | dragonfly*)
-  # DragonFly does not have aout.  When/if they implement a new
-  # versioning mechanism, adjust this.
-  if test -x /usr/bin/objformat; then
-    objformat=`/usr/bin/objformat`
-  else
-    case $host_os in
-    freebsd[23].*) objformat=aout ;;
-    *) objformat=elf ;;
-    esac
-  fi
-  version_type=freebsd-$objformat
-  case $version_type in
-    freebsd-elf*)
-      library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext} $libname${shared_ext}'
-      need_version=no
-      need_lib_prefix=no
-      ;;
-    freebsd-*)
-      library_names_spec='${libname}${release}${shared_ext}$versuffix $libname${shared_ext}$versuffix'
-      need_version=yes
-      ;;
-  esac
-  shlibpath_var=LD_LIBRARY_PATH
-  case $host_os in
-  freebsd2.*)
-    shlibpath_overrides_runpath=yes
-    ;;
-  freebsd3.[01]* | freebsdelf3.[01]*)
-    shlibpath_overrides_runpath=yes
-    hardcode_into_libs=yes
-    ;;
-  freebsd3.[2-9]* | freebsdelf3.[2-9]* | \
-  freebsd4.[0-5] | freebsdelf4.[0-5] | freebsd4.1.1 | freebsdelf4.1.1)
-    shlibpath_overrides_runpath=no
-    hardcode_into_libs=yes
-    ;;
-  *) # from 4.6 on, and DragonFly
-    shlibpath_overrides_runpath=yes
-    hardcode_into_libs=yes
-    ;;
-  esac
-  ;;
-
-gnu*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}${major} ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-haiku*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  dynamic_linker="$host_os runtime_loader"
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}${major} ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  sys_lib_dlsearch_path_spec='/boot/home/config/lib /boot/common/lib /boot/system/lib'
-  hardcode_into_libs=yes
-  ;;
-
-hpux9* | hpux10* | hpux11*)
-  # Give a soname corresponding to the major version so that dld.sl refuses to
-  # link against other versions.
-  version_type=sunos
-  need_lib_prefix=no
-  need_version=no
-  case $host_cpu in
-  ia64*)
-    shrext_cmds='.so'
-    hardcode_into_libs=yes
-    dynamic_linker="$host_os dld.so"
-    shlibpath_var=LD_LIBRARY_PATH
-    shlibpath_overrides_runpath=yes # Unless +noenvvar is specified.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    if test "X$HPUX_IA64_MODE" = X32; then
-      sys_lib_search_path_spec="/usr/lib/hpux32 /usr/local/lib/hpux32 /usr/local/lib"
-    else
-      sys_lib_search_path_spec="/usr/lib/hpux64 /usr/local/lib/hpux64"
-    fi
-    sys_lib_dlsearch_path_spec=$sys_lib_search_path_spec
-    ;;
-  hppa*64*)
-    shrext_cmds='.sl'
-    hardcode_into_libs=yes
-    dynamic_linker="$host_os dld.sl"
-    shlibpath_var=LD_LIBRARY_PATH # How should we handle SHLIB_PATH
-    shlibpath_overrides_runpath=yes # Unless +noenvvar is specified.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    sys_lib_search_path_spec="/usr/lib/pa20_64 /usr/ccs/lib/pa20_64"
-    sys_lib_dlsearch_path_spec=$sys_lib_search_path_spec
-    ;;
-  *)
-    shrext_cmds='.sl'
-    dynamic_linker="$host_os dld.sl"
-    shlibpath_var=SHLIB_PATH
-    shlibpath_overrides_runpath=no # +s is required to enable SHLIB_PATH
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    ;;
-  esac
-  # HP-UX runs *really* slowly unless shared libraries are mode 555, ...
-  postinstall_cmds='chmod 555 $lib'
-  # or fails outright, so override atomically:
-  install_override_mode=555
-  ;;
-
-interix[3-9]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  dynamic_linker='Interix 3.x ld.so.1 (PE, like ELF)'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-irix5* | irix6* | nonstopux*)
-  case $host_os in
-    nonstopux*) version_type=nonstopux ;;
-    *)
-	if test "$lt_cv_prog_gnu_ld" = yes; then
-		version_type=linux # correct to gnu/linux during the next big refactor
-	else
-		version_type=irix
-	fi ;;
-  esac
-  need_lib_prefix=no
-  need_version=no
-  soname_spec='${libname}${release}${shared_ext}$major'
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${release}${shared_ext} $libname${shared_ext}'
-  case $host_os in
-  irix5* | nonstopux*)
-    libsuff= shlibsuff=
-    ;;
-  *)
-    case $LD in # libtool.m4 will add one of these switches to LD
-    *-32|*"-32 "|*-melf32bsmip|*"-melf32bsmip ")
-      libsuff= shlibsuff= libmagic=32-bit;;
-    *-n32|*"-n32 "|*-melf32bmipn32|*"-melf32bmipn32 ")
-      libsuff=32 shlibsuff=N32 libmagic=N32;;
-    *-64|*"-64 "|*-melf64bmip|*"-melf64bmip ")
-      libsuff=64 shlibsuff=64 libmagic=64-bit;;
-    *) libsuff= shlibsuff= libmagic=never-match;;
-    esac
-    ;;
-  esac
-  shlibpath_var=LD_LIBRARY${shlibsuff}_PATH
-  shlibpath_overrides_runpath=no
-  sys_lib_search_path_spec="/usr/lib${libsuff} /lib${libsuff} /usr/local/lib${libsuff}"
-  sys_lib_dlsearch_path_spec="/usr/lib${libsuff} /lib${libsuff}"
-  hardcode_into_libs=yes
-  ;;
-
-# No shared lib support for Linux oldld, aout, or coff.
-linux*oldld* | linux*aout* | linux*coff*)
-  dynamic_linker=no
-  ;;
-
-# This must be glibc/ELF.
-linux* | k*bsd*-gnu | kopensolaris*-gnu)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig -n $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-
-  # Some binutils ld are patched to set DT_RUNPATH
-  if ${lt_cv_shlibpath_overrides_runpath+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_shlibpath_overrides_runpath=no
-    save_LDFLAGS=$LDFLAGS
-    save_libdir=$libdir
-    eval "libdir=/foo; wl=\"$lt_prog_compiler_wl\"; \
-	 LDFLAGS=\"\$LDFLAGS $hardcode_libdir_flag_spec\""
-    cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  if  ($OBJDUMP -p conftest$ac_exeext) 2>/dev/null | grep "RUNPATH.*$libdir" >/dev/null; then :
-  lt_cv_shlibpath_overrides_runpath=yes
-fi
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-    LDFLAGS=$save_LDFLAGS
-    libdir=$save_libdir
-
-fi
-
-  shlibpath_overrides_runpath=$lt_cv_shlibpath_overrides_runpath
-
-  # This implies no fast_install, which is unacceptable.
-  # Some rework will be needed to allow for fast_install
-  # before this can be enabled.
-  hardcode_into_libs=yes
-
-  # Append ld.so.conf contents to the search path
-  if test -f /etc/ld.so.conf; then
-    lt_ld_extra=`awk '/^include / { system(sprintf("cd /etc; cat %s 2>/dev/null", \$2)); skip = 1; } { if (!skip) print \$0; skip = 0; }' < /etc/ld.so.conf | $SED -e 's/#.*//;/^[	 ]*hwcap[	 ]/d;s/[:,	]/ /g;s/=[^=]*$//;s/=[^= ]* / /g;s/"//g;/^$/d' | tr '\n' ' '`
-    sys_lib_dlsearch_path_spec="/lib /usr/lib $lt_ld_extra"
-  fi
-
-  # We used to test for /lib/ld.so.1 and disable shared libraries on
-  # powerpc, because MkLinux only supported shared libraries with the
-  # GNU dynamic linker.  Since this was broken with cross compilers,
-  # most powerpc-linux boxes support dynamic linking these days and
-  # people can always --disable-shared, the test was removed, and we
-  # assume the GNU/Linux dynamic linker is in use.
-  dynamic_linker='GNU/Linux ld.so'
-  ;;
-
-netbsdelf*-gnu)
-  version_type=linux
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  dynamic_linker='NetBSD ld.elf_so'
-  ;;
-
-netbsd*)
-  version_type=sunos
-  need_lib_prefix=no
-  need_version=no
-  if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-    finish_cmds='PATH="\$PATH:/sbin" ldconfig -m $libdir'
-    dynamic_linker='NetBSD (a.out) ld.so'
-  else
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    dynamic_linker='NetBSD ld.elf_so'
-  fi
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  ;;
-
-newsos6)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  ;;
-
-*nto* | *qnx*)
-  version_type=qnx
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  dynamic_linker='ldqnx.so'
-  ;;
-
-openbsd*)
-  version_type=sunos
-  sys_lib_dlsearch_path_spec="/usr/lib"
-  need_lib_prefix=no
-  # Some older versions of OpenBSD (3.3 at least) *do* need versioned libs.
-  case $host_os in
-    openbsd3.3 | openbsd3.3.*)	need_version=yes ;;
-    *)				need_version=no  ;;
-  esac
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig -m $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  if test -z "`echo __ELF__ | $CC -E - | $GREP __ELF__`" || test "$host_os-$host_cpu" = "openbsd2.8-powerpc"; then
-    case $host_os in
-      openbsd2.[89] | openbsd2.[89].*)
-	shlibpath_overrides_runpath=no
-	;;
-      *)
-	shlibpath_overrides_runpath=yes
-	;;
-      esac
-  else
-    shlibpath_overrides_runpath=yes
-  fi
-  ;;
-
-os2*)
-  libname_spec='$name'
-  shrext_cmds=".dll"
-  need_lib_prefix=no
-  library_names_spec='$libname${shared_ext} $libname.a'
-  dynamic_linker='OS/2 ld.exe'
-  shlibpath_var=LIBPATH
-  ;;
-
-osf3* | osf4* | osf5*)
-  version_type=osf
-  need_lib_prefix=no
-  need_version=no
-  soname_spec='${libname}${release}${shared_ext}$major'
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  sys_lib_search_path_spec="/usr/shlib /usr/ccs/lib /usr/lib/cmplrs/cc /usr/lib /usr/local/lib /var/shlib"
-  sys_lib_dlsearch_path_spec="$sys_lib_search_path_spec"
-  ;;
-
-rdos*)
-  dynamic_linker=no
-  ;;
-
-solaris*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  # ldd complains unless libraries are executable
-  postinstall_cmds='chmod +x $lib'
-  ;;
-
-sunos4*)
-  version_type=sunos
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-  finish_cmds='PATH="\$PATH:/usr/etc" ldconfig $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  if test "$with_gnu_ld" = yes; then
-    need_lib_prefix=no
-  fi
-  need_version=yes
-  ;;
-
-sysv4 | sysv4.3*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  case $host_vendor in
-    sni)
-      shlibpath_overrides_runpath=no
-      need_lib_prefix=no
-      runpath_var=LD_RUN_PATH
-      ;;
-    siemens)
-      need_lib_prefix=no
-      ;;
-    motorola)
-      need_lib_prefix=no
-      need_version=no
-      shlibpath_overrides_runpath=no
-      sys_lib_search_path_spec='/lib /usr/lib /usr/ccs/lib'
-      ;;
-  esac
-  ;;
-
-sysv4*MP*)
-  if test -d /usr/nec ;then
-    version_type=linux # correct to gnu/linux during the next big refactor
-    library_names_spec='$libname${shared_ext}.$versuffix $libname${shared_ext}.$major $libname${shared_ext}'
-    soname_spec='$libname${shared_ext}.$major'
-    shlibpath_var=LD_LIBRARY_PATH
-  fi
-  ;;
-
-sysv5* | sco3.2v5* | sco5v6* | unixware* | OpenUNIX* | sysv4*uw2*)
-  version_type=freebsd-elf
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext} $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  if test "$with_gnu_ld" = yes; then
-    sys_lib_search_path_spec='/usr/local/lib /usr/gnu/lib /usr/ccs/lib /usr/lib /lib'
-  else
-    sys_lib_search_path_spec='/usr/ccs/lib /usr/lib'
-    case $host_os in
-      sco3.2v5*)
-        sys_lib_search_path_spec="$sys_lib_search_path_spec /lib"
-	;;
-    esac
-  fi
-  sys_lib_dlsearch_path_spec='/usr/lib'
-  ;;
-
-tpf*)
-  # TPF is a cross-target only.  Preferred cross-host = GNU/Linux.
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-uts4*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  ;;
-
-*)
-  dynamic_linker=no
-  ;;
-esac
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $dynamic_linker" >&5
-$as_echo "$dynamic_linker" >&6; }
-test "$dynamic_linker" = no && can_build_shared=no
-
-variables_saved_for_relink="PATH $shlibpath_var $runpath_var"
-if test "$GCC" = yes; then
-  variables_saved_for_relink="$variables_saved_for_relink GCC_EXEC_PREFIX COMPILER_PATH LIBRARY_PATH"
-fi
-
-if test "${lt_cv_sys_lib_search_path_spec+set}" = set; then
-  sys_lib_search_path_spec="$lt_cv_sys_lib_search_path_spec"
-fi
-if test "${lt_cv_sys_lib_dlsearch_path_spec+set}" = set; then
-  sys_lib_dlsearch_path_spec="$lt_cv_sys_lib_dlsearch_path_spec"
-fi
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking how to hardcode library paths into programs" >&5
-$as_echo_n "checking how to hardcode library paths into programs... " >&6; }
-hardcode_action=
-if test -n "$hardcode_libdir_flag_spec" ||
-   test -n "$runpath_var" ||
-   test "X$hardcode_automatic" = "Xyes" ; then
-
-  # We can hardcode non-existent directories.
-  if test "$hardcode_direct" != no &&
-     # If the only mechanism to avoid hardcoding is shlibpath_var, we
-     # have to relink, otherwise we might link with an installed library
-     # when we should be linking with a yet-to-be-installed one
-     ## test "$_LT_TAGVAR(hardcode_shlibpath_var, )" != no &&
-     test "$hardcode_minus_L" != no; then
-    # Linking always hardcodes the temporary library directory.
-    hardcode_action=relink
-  else
-    # We can link without hardcoding, and we can hardcode nonexisting dirs.
-    hardcode_action=immediate
-  fi
-else
-  # We cannot hardcode anything, or else we can only hardcode existing
-  # directories.
-  hardcode_action=unsupported
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $hardcode_action" >&5
-$as_echo "$hardcode_action" >&6; }
-
-if test "$hardcode_action" = relink ||
-   test "$inherit_rpath" = yes; then
-  # Fast installation is not supported
-  enable_fast_install=no
-elif test "$shlibpath_overrides_runpath" = yes ||
-     test "$enable_shared" = no; then
-  # Fast installation is not necessary
-  enable_fast_install=needless
-fi
-
-
-
-
-
-
-  if test "x$enable_dlopen" != xyes; then
-  enable_dlopen=unknown
-  enable_dlopen_self=unknown
-  enable_dlopen_self_static=unknown
-else
-  lt_cv_dlopen=no
-  lt_cv_dlopen_libs=
-
-  case $host_os in
-  beos*)
-    lt_cv_dlopen="load_add_on"
-    lt_cv_dlopen_libs=
-    lt_cv_dlopen_self=yes
-    ;;
-
-  mingw* | pw32* | cegcc*)
-    lt_cv_dlopen="LoadLibrary"
-    lt_cv_dlopen_libs=
-    ;;
-
-  cygwin*)
-    lt_cv_dlopen="dlopen"
-    lt_cv_dlopen_libs=
-    ;;
-
-  darwin*)
-  # if libdl is installed we need to link against it
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking for dlopen in -ldl" >&5
-$as_echo_n "checking for dlopen in -ldl... " >&6; }
-if ${ac_cv_lib_dl_dlopen+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-ldl  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char dlopen ();
-int
-main ()
-{
-return dlopen ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  ac_cv_lib_dl_dlopen=yes
-else
-  ac_cv_lib_dl_dlopen=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_dl_dlopen" >&5
-$as_echo "$ac_cv_lib_dl_dlopen" >&6; }
-if test "x$ac_cv_lib_dl_dlopen" = xyes; then :
-  lt_cv_dlopen="dlopen" lt_cv_dlopen_libs="-ldl"
-else
-
-    lt_cv_dlopen="dyld"
-    lt_cv_dlopen_libs=
-    lt_cv_dlopen_self=yes
-
-fi
-
-    ;;
-
-  *)
-    ac_fn_c_check_func "$LINENO" "shl_load" "ac_cv_func_shl_load"
-if test "x$ac_cv_func_shl_load" = xyes; then :
-  lt_cv_dlopen="shl_load"
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for shl_load in -ldld" >&5
-$as_echo_n "checking for shl_load in -ldld... " >&6; }
-if ${ac_cv_lib_dld_shl_load+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-ldld  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char shl_load ();
-int
-main ()
-{
-return shl_load ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  ac_cv_lib_dld_shl_load=yes
-else
-  ac_cv_lib_dld_shl_load=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_dld_shl_load" >&5
-$as_echo "$ac_cv_lib_dld_shl_load" >&6; }
-if test "x$ac_cv_lib_dld_shl_load" = xyes; then :
-  lt_cv_dlopen="shl_load" lt_cv_dlopen_libs="-ldld"
-else
-  ac_fn_c_check_func "$LINENO" "dlopen" "ac_cv_func_dlopen"
-if test "x$ac_cv_func_dlopen" = xyes; then :
-  lt_cv_dlopen="dlopen"
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for dlopen in -ldl" >&5
-$as_echo_n "checking for dlopen in -ldl... " >&6; }
-if ${ac_cv_lib_dl_dlopen+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-ldl  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char dlopen ();
-int
-main ()
-{
-return dlopen ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  ac_cv_lib_dl_dlopen=yes
-else
-  ac_cv_lib_dl_dlopen=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_dl_dlopen" >&5
-$as_echo "$ac_cv_lib_dl_dlopen" >&6; }
-if test "x$ac_cv_lib_dl_dlopen" = xyes; then :
-  lt_cv_dlopen="dlopen" lt_cv_dlopen_libs="-ldl"
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for dlopen in -lsvld" >&5
-$as_echo_n "checking for dlopen in -lsvld... " >&6; }
-if ${ac_cv_lib_svld_dlopen+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lsvld  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char dlopen ();
-int
-main ()
-{
-return dlopen ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  ac_cv_lib_svld_dlopen=yes
-else
-  ac_cv_lib_svld_dlopen=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_svld_dlopen" >&5
-$as_echo "$ac_cv_lib_svld_dlopen" >&6; }
-if test "x$ac_cv_lib_svld_dlopen" = xyes; then :
-  lt_cv_dlopen="dlopen" lt_cv_dlopen_libs="-lsvld"
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for dld_link in -ldld" >&5
-$as_echo_n "checking for dld_link in -ldld... " >&6; }
-if ${ac_cv_lib_dld_dld_link+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-ldld  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char dld_link ();
-int
-main ()
-{
-return dld_link ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  ac_cv_lib_dld_dld_link=yes
-else
-  ac_cv_lib_dld_dld_link=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_dld_dld_link" >&5
-$as_echo "$ac_cv_lib_dld_dld_link" >&6; }
-if test "x$ac_cv_lib_dld_dld_link" = xyes; then :
-  lt_cv_dlopen="dld_link" lt_cv_dlopen_libs="-ldld"
-fi
-
-
-fi
-
-
-fi
-
-
-fi
-
-
-fi
-
-
-fi
-
-    ;;
-  esac
-
-  if test "x$lt_cv_dlopen" != xno; then
-    enable_dlopen=yes
-  else
-    enable_dlopen=no
-  fi
-
-  case $lt_cv_dlopen in
-  dlopen)
-    save_CPPFLAGS="$CPPFLAGS"
-    test "x$ac_cv_header_dlfcn_h" = xyes && CPPFLAGS="$CPPFLAGS -DHAVE_DLFCN_H"
-
-    save_LDFLAGS="$LDFLAGS"
-    wl=$lt_prog_compiler_wl eval LDFLAGS=\"\$LDFLAGS $export_dynamic_flag_spec\"
-
-    save_LIBS="$LIBS"
-    LIBS="$lt_cv_dlopen_libs $LIBS"
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether a program can dlopen itself" >&5
-$as_echo_n "checking whether a program can dlopen itself... " >&6; }
-if ${lt_cv_dlopen_self+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  	  if test "$cross_compiling" = yes; then :
-  lt_cv_dlopen_self=cross
-else
-  lt_dlunknown=0; lt_dlno_uscore=1; lt_dlneed_uscore=2
-  lt_status=$lt_dlunknown
-  cat > conftest.$ac_ext <<_LT_EOF
-#line $LINENO "configure"
-#include "confdefs.h"
-
-#if HAVE_DLFCN_H
-#include <dlfcn.h>
-#endif
-
-#include <stdio.h>
-
-#ifdef RTLD_GLOBAL
-#  define LT_DLGLOBAL		RTLD_GLOBAL
-#else
-#  ifdef DL_GLOBAL
-#    define LT_DLGLOBAL		DL_GLOBAL
-#  else
-#    define LT_DLGLOBAL		0
-#  endif
-#endif
-
-/* We may have to define LT_DLLAZY_OR_NOW in the command line if we
-   find out it does not work in some platform. */
-#ifndef LT_DLLAZY_OR_NOW
-#  ifdef RTLD_LAZY
-#    define LT_DLLAZY_OR_NOW		RTLD_LAZY
-#  else
-#    ifdef DL_LAZY
-#      define LT_DLLAZY_OR_NOW		DL_LAZY
-#    else
-#      ifdef RTLD_NOW
-#        define LT_DLLAZY_OR_NOW	RTLD_NOW
-#      else
-#        ifdef DL_NOW
-#          define LT_DLLAZY_OR_NOW	DL_NOW
-#        else
-#          define LT_DLLAZY_OR_NOW	0
-#        endif
-#      endif
-#    endif
-#  endif
-#endif
-
-/* When -fvisbility=hidden is used, assume the code has been annotated
-   correspondingly for the symbols needed.  */
-#if defined(__GNUC__) && (((__GNUC__ == 3) && (__GNUC_MINOR__ >= 3)) || (__GNUC__ > 3))
-int fnord () __attribute__((visibility("default")));
-#endif
-
-int fnord () { return 42; }
-int main ()
-{
-  void *self = dlopen (0, LT_DLGLOBAL|LT_DLLAZY_OR_NOW);
-  int status = $lt_dlunknown;
-
-  if (self)
-    {
-      if (dlsym (self,"fnord"))       status = $lt_dlno_uscore;
-      else
-        {
-	  if (dlsym( self,"_fnord"))  status = $lt_dlneed_uscore;
-          else puts (dlerror ());
-	}
-      /* dlclose (self); */
-    }
-  else
-    puts (dlerror ());
-
-  return status;
-}
-_LT_EOF
-  if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_link\""; } >&5
-  (eval $ac_link) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; } && test -s conftest${ac_exeext} 2>/dev/null; then
-    (./conftest; exit; ) >&5 2>/dev/null
-    lt_status=$?
-    case x$lt_status in
-      x$lt_dlno_uscore) lt_cv_dlopen_self=yes ;;
-      x$lt_dlneed_uscore) lt_cv_dlopen_self=yes ;;
-      x$lt_dlunknown|x*) lt_cv_dlopen_self=no ;;
-    esac
-  else :
-    # compilation failed
-    lt_cv_dlopen_self=no
-  fi
-fi
-rm -fr conftest*
-
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_dlopen_self" >&5
-$as_echo "$lt_cv_dlopen_self" >&6; }
-
-    if test "x$lt_cv_dlopen_self" = xyes; then
-      wl=$lt_prog_compiler_wl eval LDFLAGS=\"\$LDFLAGS $lt_prog_compiler_static\"
-      { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether a statically linked program can dlopen itself" >&5
-$as_echo_n "checking whether a statically linked program can dlopen itself... " >&6; }
-if ${lt_cv_dlopen_self_static+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  	  if test "$cross_compiling" = yes; then :
-  lt_cv_dlopen_self_static=cross
-else
-  lt_dlunknown=0; lt_dlno_uscore=1; lt_dlneed_uscore=2
-  lt_status=$lt_dlunknown
-  cat > conftest.$ac_ext <<_LT_EOF
-#line $LINENO "configure"
-#include "confdefs.h"
-
-#if HAVE_DLFCN_H
-#include <dlfcn.h>
-#endif
-
-#include <stdio.h>
-
-#ifdef RTLD_GLOBAL
-#  define LT_DLGLOBAL		RTLD_GLOBAL
-#else
-#  ifdef DL_GLOBAL
-#    define LT_DLGLOBAL		DL_GLOBAL
-#  else
-#    define LT_DLGLOBAL		0
-#  endif
-#endif
-
-/* We may have to define LT_DLLAZY_OR_NOW in the command line if we
-   find out it does not work in some platform. */
-#ifndef LT_DLLAZY_OR_NOW
-#  ifdef RTLD_LAZY
-#    define LT_DLLAZY_OR_NOW		RTLD_LAZY
-#  else
-#    ifdef DL_LAZY
-#      define LT_DLLAZY_OR_NOW		DL_LAZY
-#    else
-#      ifdef RTLD_NOW
-#        define LT_DLLAZY_OR_NOW	RTLD_NOW
-#      else
-#        ifdef DL_NOW
-#          define LT_DLLAZY_OR_NOW	DL_NOW
-#        else
-#          define LT_DLLAZY_OR_NOW	0
-#        endif
-#      endif
-#    endif
-#  endif
-#endif
-
-/* When -fvisbility=hidden is used, assume the code has been annotated
-   correspondingly for the symbols needed.  */
-#if defined(__GNUC__) && (((__GNUC__ == 3) && (__GNUC_MINOR__ >= 3)) || (__GNUC__ > 3))
-int fnord () __attribute__((visibility("default")));
-#endif
-
-int fnord () { return 42; }
-int main ()
-{
-  void *self = dlopen (0, LT_DLGLOBAL|LT_DLLAZY_OR_NOW);
-  int status = $lt_dlunknown;
-
-  if (self)
-    {
-      if (dlsym (self,"fnord"))       status = $lt_dlno_uscore;
-      else
-        {
-	  if (dlsym( self,"_fnord"))  status = $lt_dlneed_uscore;
-          else puts (dlerror ());
-	}
-      /* dlclose (self); */
-    }
-  else
-    puts (dlerror ());
-
-  return status;
-}
-_LT_EOF
-  if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_link\""; } >&5
-  (eval $ac_link) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; } && test -s conftest${ac_exeext} 2>/dev/null; then
-    (./conftest; exit; ) >&5 2>/dev/null
-    lt_status=$?
-    case x$lt_status in
-      x$lt_dlno_uscore) lt_cv_dlopen_self_static=yes ;;
-      x$lt_dlneed_uscore) lt_cv_dlopen_self_static=yes ;;
-      x$lt_dlunknown|x*) lt_cv_dlopen_self_static=no ;;
-    esac
-  else :
-    # compilation failed
-    lt_cv_dlopen_self_static=no
-  fi
-fi
-rm -fr conftest*
-
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_dlopen_self_static" >&5
-$as_echo "$lt_cv_dlopen_self_static" >&6; }
-    fi
-
-    CPPFLAGS="$save_CPPFLAGS"
-    LDFLAGS="$save_LDFLAGS"
-    LIBS="$save_LIBS"
-    ;;
-  esac
-
-  case $lt_cv_dlopen_self in
-  yes|no) enable_dlopen_self=$lt_cv_dlopen_self ;;
-  *) enable_dlopen_self=unknown ;;
-  esac
-
-  case $lt_cv_dlopen_self_static in
-  yes|no) enable_dlopen_self_static=$lt_cv_dlopen_self_static ;;
-  *) enable_dlopen_self_static=unknown ;;
-  esac
-fi
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-striplib=
-old_striplib=
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking whether stripping libraries is possible" >&5
-$as_echo_n "checking whether stripping libraries is possible... " >&6; }
-if test -n "$STRIP" && $STRIP -V 2>&1 | $GREP "GNU strip" >/dev/null; then
-  test -z "$old_striplib" && old_striplib="$STRIP --strip-debug"
-  test -z "$striplib" && striplib="$STRIP --strip-unneeded"
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: yes" >&5
-$as_echo "yes" >&6; }
-else
-# FIXME - insert some real tests, host_os isn't really good enough
-  case $host_os in
-  darwin*)
-    if test -n "$STRIP" ; then
-      striplib="$STRIP -x"
-      old_striplib="$STRIP -S"
-      { $as_echo "$as_me:${as_lineno-$LINENO}: result: yes" >&5
-$as_echo "yes" >&6; }
-    else
-      { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-    fi
-    ;;
-  *)
-    { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-    ;;
-  esac
-fi
-
-
-
-
-
-
-
-
-
-
-
-
-  # Report which library types will actually be built
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking if libtool supports shared libraries" >&5
-$as_echo_n "checking if libtool supports shared libraries... " >&6; }
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $can_build_shared" >&5
-$as_echo "$can_build_shared" >&6; }
-
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether to build shared libraries" >&5
-$as_echo_n "checking whether to build shared libraries... " >&6; }
-  test "$can_build_shared" = "no" && enable_shared=no
-
-  # On AIX, shared libraries and static libraries use the same namespace, and
-  # are all built from PIC.
-  case $host_os in
-  aix3*)
-    test "$enable_shared" = yes && enable_static=no
-    if test -n "$RANLIB"; then
-      archive_cmds="$archive_cmds~\$RANLIB \$lib"
-      postinstall_cmds='$RANLIB $lib'
-    fi
-    ;;
-
-  aix[4-9]*)
-    if test "$host_cpu" != ia64 && test "$aix_use_runtimelinking" = no ; then
-      test "$enable_shared" = yes && enable_static=no
-    fi
-    ;;
-  esac
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $enable_shared" >&5
-$as_echo "$enable_shared" >&6; }
-
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether to build static libraries" >&5
-$as_echo_n "checking whether to build static libraries... " >&6; }
-  # Make sure either enable_shared or enable_static is yes.
-  test "$enable_shared" = yes || enable_static=yes
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $enable_static" >&5
-$as_echo "$enable_static" >&6; }
-
-
-
-
-fi
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-
-CC="$lt_save_CC"
-
-      if test -n "$CXX" && ( test "X$CXX" != "Xno" &&
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-  ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking how to run the C++ preprocessor" >&5
-$as_echo_n "checking how to run the C++ preprocessor... " >&6; }
-if test -z "$CXXCPP"; then
-  if ${ac_cv_prog_CXXCPP+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-      # Double quotes because CXXCPP needs to be expanded
-    for CXXCPP in "$CXX -E" "/lib/cpp"
-    do
-      ac_preproc_ok=false
-for ac_cxx_preproc_warn_flag in '' yes
-do
-  # Use a header file that comes with gcc, so configuring glibc
-  # with a fresh cross-compiler works.
-  # Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
-  # <limits.h> exists even on freestanding compilers.
-  # On the NeXT, cc -E runs the code through the compiler's parser,
-  # not just through cpp. "Syntax error" is here to catch this case.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#ifdef __STDC__
-# include <limits.h>
-#else
-# include <assert.h>
-#endif
-		     Syntax error
-_ACEOF
-if ac_fn_cxx_try_cpp "$LINENO"; then :
-
-else
-  # Broken: fails on valid input.
-continue
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-  # OK, works on sane cases.  Now check whether nonexistent headers
-  # can be detected and how.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#include <ac_nonexistent.h>
-_ACEOF
-if ac_fn_cxx_try_cpp "$LINENO"; then :
-  # Broken: success on invalid input.
-continue
-else
-  # Passes both tests.
-ac_preproc_ok=:
-break
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-done
-# Because of `break', _AC_PREPROC_IFELSE's cleaning code was skipped.
-rm -f conftest.i conftest.err conftest.$ac_ext
-if $ac_preproc_ok; then :
-  break
-fi
-
-    done
-    ac_cv_prog_CXXCPP=$CXXCPP
-
-fi
-  CXXCPP=$ac_cv_prog_CXXCPP
-else
-  ac_cv_prog_CXXCPP=$CXXCPP
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $CXXCPP" >&5
-$as_echo "$CXXCPP" >&6; }
-ac_preproc_ok=false
-for ac_cxx_preproc_warn_flag in '' yes
-do
-  # Use a header file that comes with gcc, so configuring glibc
-  # with a fresh cross-compiler works.
-  # Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
-  # <limits.h> exists even on freestanding compilers.
-  # On the NeXT, cc -E runs the code through the compiler's parser,
-  # not just through cpp. "Syntax error" is here to catch this case.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#ifdef __STDC__
-# include <limits.h>
-#else
-# include <assert.h>
-#endif
-		     Syntax error
-_ACEOF
-if ac_fn_cxx_try_cpp "$LINENO"; then :
-
-else
-  # Broken: fails on valid input.
-continue
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-  # OK, works on sane cases.  Now check whether nonexistent headers
-  # can be detected and how.
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#include <ac_nonexistent.h>
-_ACEOF
-if ac_fn_cxx_try_cpp "$LINENO"; then :
-  # Broken: success on invalid input.
-continue
-else
-  # Passes both tests.
-ac_preproc_ok=:
-break
-fi
-rm -f conftest.err conftest.i conftest.$ac_ext
-
-done
-# Because of `break', _AC_PREPROC_IFELSE's cleaning code was skipped.
-rm -f conftest.i conftest.err conftest.$ac_ext
-if $ac_preproc_ok; then :
-
-else
-  { { $as_echo "$as_me:${as_lineno-$LINENO}: error: in \`$ac_pwd':" >&5
-$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
-as_fn_error $? "C++ preprocessor \"$CXXCPP\" fails sanity check
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-fi
-
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-
-else
-  _lt_caught_CXX_error=yes
-fi
-
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-
-archive_cmds_need_lc_CXX=no
-allow_undefined_flag_CXX=
-always_export_symbols_CXX=no
-archive_expsym_cmds_CXX=
-compiler_needs_object_CXX=no
-export_dynamic_flag_spec_CXX=
-hardcode_direct_CXX=no
-hardcode_direct_absolute_CXX=no
-hardcode_libdir_flag_spec_CXX=
-hardcode_libdir_separator_CXX=
-hardcode_minus_L_CXX=no
-hardcode_shlibpath_var_CXX=unsupported
-hardcode_automatic_CXX=no
-inherit_rpath_CXX=no
-module_cmds_CXX=
-module_expsym_cmds_CXX=
-link_all_deplibs_CXX=unknown
-old_archive_cmds_CXX=$old_archive_cmds
-reload_flag_CXX=$reload_flag
-reload_cmds_CXX=$reload_cmds
-no_undefined_flag_CXX=
-whole_archive_flag_spec_CXX=
-enable_shared_with_static_runtimes_CXX=no
-
-# Source file extension for C++ test sources.
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-
-# Object file extension for compiled C++ test sources.
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-
-# No sense in running all these tests if we already determined that
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-# and will be corrupted by setting them based on a non-working compiler.
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-
-  # Code to be used in simple link tests
-  lt_simple_link_test_code='int main(int, char *[]) { return(0); }'
-
-  # ltmain only uses $CC for tagged configurations so make sure $CC is set.
-
-
-
-
-
-
-# If no C compiler was specified, use CC.
-LTCC=${LTCC-"$CC"}
-
-# If no C compiler flags were specified, use CFLAGS.
-LTCFLAGS=${LTCFLAGS-"$CFLAGS"}
-
-# Allow CC to be a program name with arguments.
-compiler=$CC
-
-
-  # save warnings/boilerplate of simple test code
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-_lt_compiler_boilerplate=`cat conftest.err`
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-
-  ac_outfile=conftest.$ac_objext
-echo "$lt_simple_link_test_code" >conftest.$ac_ext
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-_lt_linker_boilerplate=`cat conftest.err`
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-
-
-  # Allow CC to be a program name with arguments.
-  lt_save_CC=$CC
-  lt_save_CFLAGS=$CFLAGS
-  lt_save_LD=$LD
-  lt_save_GCC=$GCC
-  GCC=$GXX
-  lt_save_with_gnu_ld=$with_gnu_ld
-  lt_save_path_LD=$lt_cv_path_LD
-  if test -n "${lt_cv_prog_gnu_ldcxx+set}"; then
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-  fi
-  if test -n "${lt_cv_path_LDCXX+set}"; then
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-  fi
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-  CC=${CXX-"c++"}
-  CFLAGS=$CXXFLAGS
-  compiler=$CC
-  compiler_CXX=$CC
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-  case $cc_temp in
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-    distcc | *[\\/]distcc | purify | *[\\/]purify ) ;;
-    \-*) ;;
-    *) break;;
-  esac
-done
-cc_basename=`$ECHO "$cc_temp" | $SED "s%.*/%%; s%^$host_alias-%%"`
-
-
-  if test -n "$compiler"; then
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-    else
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-
-
-
-# Check whether --with-gnu-ld was given.
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-
-ac_prog=ld
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-$as_echo_n "checking for ld used by $CC... " >&6; }
-  case $host in
-  *-*-mingw*)
-    # gcc leaves a trailing carriage return which upsets mingw
-    ac_prog=`($CC -print-prog-name=ld) 2>&5 | tr -d '\015'` ;;
-  *)
-    ac_prog=`($CC -print-prog-name=ld) 2>&5` ;;
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-  case $ac_prog in
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-      ac_prog=`$ECHO "$ac_prog"| $SED 's%\\\\%/%g'`
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-      ;;
-  "")
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-    ;;
-  *)
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-    ;;
-  esac
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-$as_echo_n "checking for GNU ld... " >&6; }
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-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for non-GNU ld" >&5
-$as_echo_n "checking for non-GNU ld... " >&6; }
-fi
-if ${lt_cv_path_LD+:} false; then :
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-else
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-  for ac_dir in $PATH; do
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-    test -z "$ac_dir" && ac_dir=.
-    if test -f "$ac_dir/$ac_prog" || test -f "$ac_dir/$ac_prog$ac_exeext"; then
-      lt_cv_path_LD="$ac_dir/$ac_prog"
-      # Check to see if the program is GNU ld.  I'd rather use --version,
-      # but apparently some variants of GNU ld only accept -v.
-      # Break only if it was the GNU/non-GNU ld that we prefer.
-      case `"$lt_cv_path_LD" -v 2>&1 </dev/null` in
-      *GNU* | *'with BFD'*)
-	test "$with_gnu_ld" != no && break
-	;;
-      *)
-	test "$with_gnu_ld" != yes && break
-	;;
-      esac
-    fi
-  done
-  IFS="$lt_save_ifs"
-else
-  lt_cv_path_LD="$LD" # Let the user override the test with a path.
-fi
-fi
-
-LD="$lt_cv_path_LD"
-if test -n "$LD"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $LD" >&5
-$as_echo "$LD" >&6; }
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-test -z "$LD" && as_fn_error $? "no acceptable ld found in \$PATH" "$LINENO" 5
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking if the linker ($LD) is GNU ld" >&5
-$as_echo_n "checking if the linker ($LD) is GNU ld... " >&6; }
-if ${lt_cv_prog_gnu_ld+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  # I'd rather use --version here, but apparently some GNU lds only accept -v.
-case `$LD -v 2>&1 </dev/null` in
-*GNU* | *'with BFD'*)
-  lt_cv_prog_gnu_ld=yes
-  ;;
-*)
-  lt_cv_prog_gnu_ld=no
-  ;;
-esac
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_gnu_ld" >&5
-$as_echo "$lt_cv_prog_gnu_ld" >&6; }
-with_gnu_ld=$lt_cv_prog_gnu_ld
-
-
-
-
-
-
-
-      # Check if GNU C++ uses GNU ld as the underlying linker, since the
-      # archiving commands below assume that GNU ld is being used.
-      if test "$with_gnu_ld" = yes; then
-        archive_cmds_CXX='$CC $pic_flag -shared -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname -o $lib'
-        archive_expsym_cmds_CXX='$CC $pic_flag -shared -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-
-        hardcode_libdir_flag_spec_CXX='${wl}-rpath ${wl}$libdir'
-        export_dynamic_flag_spec_CXX='${wl}--export-dynamic'
-
-        # If archive_cmds runs LD, not CC, wlarc should be empty
-        # XXX I think wlarc can be eliminated in ltcf-cxx, but I need to
-        #     investigate it a little bit more. (MM)
-        wlarc='${wl}'
-
-        # ancient GNU ld didn't support --whole-archive et. al.
-        if eval "`$CC -print-prog-name=ld` --help 2>&1" |
-	  $GREP 'no-whole-archive' > /dev/null; then
-          whole_archive_flag_spec_CXX="$wlarc"'--whole-archive$convenience '"$wlarc"'--no-whole-archive'
-        else
-          whole_archive_flag_spec_CXX=
-        fi
-      else
-        with_gnu_ld=no
-        wlarc=
-
-        # A generic and very simple default shared library creation
-        # command for GNU C++ for the case where it uses the native
-        # linker, instead of GNU ld.  If possible, this setting should
-        # overridden to take advantage of the native linker features on
-        # the platform it is being used on.
-        archive_cmds_CXX='$CC -shared -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -o $lib'
-      fi
-
-      # Commands to make compiler produce verbose output that lists
-      # what "hidden" libraries, object files and flags are used when
-      # linking a shared library.
-      output_verbose_link_cmd='$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP -v "^Configured with:" | $GREP "\-L"'
-
-    else
-      GXX=no
-      with_gnu_ld=no
-      wlarc=
-    fi
-
-    # PORTME: fill in a description of your system's C++ link characteristics
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether the $compiler linker ($LD) supports shared libraries" >&5
-$as_echo_n "checking whether the $compiler linker ($LD) supports shared libraries... " >&6; }
-    ld_shlibs_CXX=yes
-    case $host_os in
-      aix3*)
-        # FIXME: insert proper C++ library support
-        ld_shlibs_CXX=no
-        ;;
-      aix[4-9]*)
-        if test "$host_cpu" = ia64; then
-          # On IA64, the linker does run time linking by default, so we don't
-          # have to do anything special.
-          aix_use_runtimelinking=no
-          exp_sym_flag='-Bexport'
-          no_entry_flag=""
-        else
-          aix_use_runtimelinking=no
-
-          # Test if we are trying to use run time linking or normal
-          # AIX style linking. If -brtl is somewhere in LDFLAGS, we
-          # need to do runtime linking.
-          case $host_os in aix4.[23]|aix4.[23].*|aix[5-9]*)
-	    for ld_flag in $LDFLAGS; do
-	      case $ld_flag in
-	      *-brtl*)
-	        aix_use_runtimelinking=yes
-	        break
-	        ;;
-	      esac
-	    done
-	    ;;
-          esac
-
-          exp_sym_flag='-bexport'
-          no_entry_flag='-bnoentry'
-        fi
-
-        # When large executables or shared objects are built, AIX ld can
-        # have problems creating the table of contents.  If linking a library
-        # or program results in "error TOC overflow" add -mminimal-toc to
-        # CXXFLAGS/CFLAGS for g++/gcc.  In the cases where that is not
-        # enough to fix the problem, add -Wl,-bbigtoc to LDFLAGS.
-
-        archive_cmds_CXX=''
-        hardcode_direct_CXX=yes
-        hardcode_direct_absolute_CXX=yes
-        hardcode_libdir_separator_CXX=':'
-        link_all_deplibs_CXX=yes
-        file_list_spec_CXX='${wl}-f,'
-
-        if test "$GXX" = yes; then
-          case $host_os in aix4.[012]|aix4.[012].*)
-          # We only want to do this on AIX 4.2 and lower, the check
-          # below for broken collect2 doesn't work under 4.3+
-	  collect2name=`${CC} -print-prog-name=collect2`
-	  if test -f "$collect2name" &&
-	     strings "$collect2name" | $GREP resolve_lib_name >/dev/null
-	  then
-	    # We have reworked collect2
-	    :
-	  else
-	    # We have old collect2
-	    hardcode_direct_CXX=unsupported
-	    # It fails to find uninstalled libraries when the uninstalled
-	    # path is not listed in the libpath.  Setting hardcode_minus_L
-	    # to unsupported forces relinking
-	    hardcode_minus_L_CXX=yes
-	    hardcode_libdir_flag_spec_CXX='-L$libdir'
-	    hardcode_libdir_separator_CXX=
-	  fi
-          esac
-          shared_flag='-shared'
-	  if test "$aix_use_runtimelinking" = yes; then
-	    shared_flag="$shared_flag "'${wl}-G'
-	  fi
-        else
-          # not using gcc
-          if test "$host_cpu" = ia64; then
-	  # VisualAge C++, Version 5.5 for AIX 5L for IA-64, Beta 3 Release
-	  # chokes on -Wl,-G. The following line is correct:
-	  shared_flag='-G'
-          else
-	    if test "$aix_use_runtimelinking" = yes; then
-	      shared_flag='${wl}-G'
-	    else
-	      shared_flag='${wl}-bM:SRE'
-	    fi
-          fi
-        fi
-
-        export_dynamic_flag_spec_CXX='${wl}-bexpall'
-        # It seems that -bexpall does not export symbols beginning with
-        # underscore (_), so it is better to generate a list of symbols to
-	# export.
-        always_export_symbols_CXX=yes
-        if test "$aix_use_runtimelinking" = yes; then
-          # Warning - without using the other runtime loading flags (-brtl),
-          # -berok will link without error, but may produce a broken library.
-          allow_undefined_flag_CXX='-berok'
-          # Determine the default libpath from the value encoded in an empty
-          # executable.
-          if test "${lt_cv_aix_libpath+set}" = set; then
-  aix_libpath=$lt_cv_aix_libpath
-else
-  if ${lt_cv_aix_libpath__CXX+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-
-  lt_aix_libpath_sed='
-      /Import File Strings/,/^$/ {
-	  /^0/ {
-	      s/^0  *\([^ ]*\) *$/\1/
-	      p
-	  }
-      }'
-  lt_cv_aix_libpath__CXX=`dump -H conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  # Check for a 64-bit object if we didn't find anything.
-  if test -z "$lt_cv_aix_libpath__CXX"; then
-    lt_cv_aix_libpath__CXX=`dump -HX64 conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  fi
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-  if test -z "$lt_cv_aix_libpath__CXX"; then
-    lt_cv_aix_libpath__CXX="/usr/lib:/lib"
-  fi
-
-fi
-
-  aix_libpath=$lt_cv_aix_libpath__CXX
-fi
-
-          hardcode_libdir_flag_spec_CXX='${wl}-blibpath:$libdir:'"$aix_libpath"
-
-          archive_expsym_cmds_CXX='$CC -o $output_objdir/$soname $libobjs $deplibs '"\${wl}$no_entry_flag"' $compiler_flags `if test "x${allow_undefined_flag}" != "x"; then func_echo_all "${wl}${allow_undefined_flag}"; else :; fi` '"\${wl}$exp_sym_flag:\$export_symbols $shared_flag"
-        else
-          if test "$host_cpu" = ia64; then
-	    hardcode_libdir_flag_spec_CXX='${wl}-R $libdir:/usr/lib:/lib'
-	    allow_undefined_flag_CXX="-z nodefs"
-	    archive_expsym_cmds_CXX="\$CC $shared_flag"' -o $output_objdir/$soname $libobjs $deplibs '"\${wl}$no_entry_flag"' $compiler_flags ${wl}${allow_undefined_flag} '"\${wl}$exp_sym_flag:\$export_symbols"
-          else
-	    # Determine the default libpath from the value encoded in an
-	    # empty executable.
-	    if test "${lt_cv_aix_libpath+set}" = set; then
-  aix_libpath=$lt_cv_aix_libpath
-else
-  if ${lt_cv_aix_libpath__CXX+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-
-  lt_aix_libpath_sed='
-      /Import File Strings/,/^$/ {
-	  /^0/ {
-	      s/^0  *\([^ ]*\) *$/\1/
-	      p
-	  }
-      }'
-  lt_cv_aix_libpath__CXX=`dump -H conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  # Check for a 64-bit object if we didn't find anything.
-  if test -z "$lt_cv_aix_libpath__CXX"; then
-    lt_cv_aix_libpath__CXX=`dump -HX64 conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  fi
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-  if test -z "$lt_cv_aix_libpath__CXX"; then
-    lt_cv_aix_libpath__CXX="/usr/lib:/lib"
-  fi
-
-fi
-
-  aix_libpath=$lt_cv_aix_libpath__CXX
-fi
-
-	    hardcode_libdir_flag_spec_CXX='${wl}-blibpath:$libdir:'"$aix_libpath"
-	    # Warning - without using the other run time loading flags,
-	    # -berok will link without error, but may produce a broken library.
-	    no_undefined_flag_CXX=' ${wl}-bernotok'
-	    allow_undefined_flag_CXX=' ${wl}-berok'
-	    if test "$with_gnu_ld" = yes; then
-	      # We only use this code for GNU lds that support --whole-archive.
-	      whole_archive_flag_spec_CXX='${wl}--whole-archive$convenience ${wl}--no-whole-archive'
-	    else
-	      # Exported symbols can be pulled into shared objects from archives
-	      whole_archive_flag_spec_CXX='$convenience'
-	    fi
-	    archive_cmds_need_lc_CXX=yes
-	    # This is similar to how AIX traditionally builds its shared
-	    # libraries.
-	    archive_expsym_cmds_CXX="\$CC $shared_flag"' -o $output_objdir/$soname $libobjs $deplibs ${wl}-bnoentry $compiler_flags ${wl}-bE:$export_symbols${allow_undefined_flag}~$AR $AR_FLAGS $output_objdir/$libname$release.a $output_objdir/$soname'
-          fi
-        fi
-        ;;
-
-      beos*)
-	if $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	  allow_undefined_flag_CXX=unsupported
-	  # Joseph Beckenbach <jrb3 at best.com> says some releases of gcc
-	  # support --undefined.  This deserves some investigation.  FIXME
-	  archive_cmds_CXX='$CC -nostart $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	else
-	  ld_shlibs_CXX=no
-	fi
-	;;
-
-      chorus*)
-        case $cc_basename in
-          *)
-	  # FIXME: insert proper C++ library support
-	  ld_shlibs_CXX=no
-	  ;;
-        esac
-        ;;
-
-      cygwin* | mingw* | pw32* | cegcc*)
-	case $GXX,$cc_basename in
-	,cl* | no,cl*)
-	  # Native MSVC
-	  # hardcode_libdir_flag_spec is actually meaningless, as there is
-	  # no search path for DLLs.
-	  hardcode_libdir_flag_spec_CXX=' '
-	  allow_undefined_flag_CXX=unsupported
-	  always_export_symbols_CXX=yes
-	  file_list_spec_CXX='@'
-	  # Tell ltmain to make .lib files, not .a files.
-	  libext=lib
-	  # Tell ltmain to make .dll files, not .so files.
-	  shrext_cmds=".dll"
-	  # FIXME: Setting linknames here is a bad hack.
-	  archive_cmds_CXX='$CC -o $output_objdir/$soname $libobjs $compiler_flags $deplibs -Wl,-dll~linknames='
-	  archive_expsym_cmds_CXX='if test "x`$SED 1q $export_symbols`" = xEXPORTS; then
-	      $SED -n -e 's/\\\\\\\(.*\\\\\\\)/-link\\\ -EXPORT:\\\\\\\1/' -e '1\\\!p' < $export_symbols > $output_objdir/$soname.exp;
-	    else
-	      $SED -e 's/\\\\\\\(.*\\\\\\\)/-link\\\ -EXPORT:\\\\\\\1/' < $export_symbols > $output_objdir/$soname.exp;
-	    fi~
-	    $CC -o $tool_output_objdir$soname $libobjs $compiler_flags $deplibs "@$tool_output_objdir$soname.exp" -Wl,-DLL,-IMPLIB:"$tool_output_objdir$libname.dll.lib"~
-	    linknames='
-	  # The linker will not automatically build a static lib if we build a DLL.
-	  # _LT_TAGVAR(old_archive_from_new_cmds, CXX)='true'
-	  enable_shared_with_static_runtimes_CXX=yes
-	  # Don't use ranlib
-	  old_postinstall_cmds_CXX='chmod 644 $oldlib'
-	  postlink_cmds_CXX='lt_outputfile="@OUTPUT@"~
-	    lt_tool_outputfile="@TOOL_OUTPUT@"~
-	    case $lt_outputfile in
-	      *.exe|*.EXE) ;;
-	      *)
-		lt_outputfile="$lt_outputfile.exe"
-		lt_tool_outputfile="$lt_tool_outputfile.exe"
-		;;
-	    esac~
-	    func_to_tool_file "$lt_outputfile"~
-	    if test "$MANIFEST_TOOL" != ":" && test -f "$lt_outputfile.manifest"; then
-	      $MANIFEST_TOOL -manifest "$lt_tool_outputfile.manifest" -outputresource:"$lt_tool_outputfile" || exit 1;
-	      $RM "$lt_outputfile.manifest";
-	    fi'
-	  ;;
-	*)
-	  # g++
-	  # _LT_TAGVAR(hardcode_libdir_flag_spec, CXX) is actually meaningless,
-	  # as there is no search path for DLLs.
-	  hardcode_libdir_flag_spec_CXX='-L$libdir'
-	  export_dynamic_flag_spec_CXX='${wl}--export-all-symbols'
-	  allow_undefined_flag_CXX=unsupported
-	  always_export_symbols_CXX=no
-	  enable_shared_with_static_runtimes_CXX=yes
-
-	  if $LD --help 2>&1 | $GREP 'auto-import' > /dev/null; then
-	    archive_cmds_CXX='$CC -shared -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -o $output_objdir/$soname ${wl}--enable-auto-image-base -Xlinker --out-implib -Xlinker $lib'
-	    # If the export-symbols file already is a .def file (1st line
-	    # is EXPORTS), use it as is; otherwise, prepend...
-	    archive_expsym_cmds_CXX='if test "x`$SED 1q $export_symbols`" = xEXPORTS; then
-	      cp $export_symbols $output_objdir/$soname.def;
-	    else
-	      echo EXPORTS > $output_objdir/$soname.def;
-	      cat $export_symbols >> $output_objdir/$soname.def;
-	    fi~
-	    $CC -shared -nostdlib $output_objdir/$soname.def $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -o $output_objdir/$soname ${wl}--enable-auto-image-base -Xlinker --out-implib -Xlinker $lib'
-	  else
-	    ld_shlibs_CXX=no
-	  fi
-	  ;;
-	esac
-	;;
-      darwin* | rhapsody*)
-
-
-  archive_cmds_need_lc_CXX=no
-  hardcode_direct_CXX=no
-  hardcode_automatic_CXX=yes
-  hardcode_shlibpath_var_CXX=unsupported
-  if test "$lt_cv_ld_force_load" = "yes"; then
-    whole_archive_flag_spec_CXX='`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience ${wl}-force_load,$conv\"; done; func_echo_all \"$new_convenience\"`'
-
-  else
-    whole_archive_flag_spec_CXX=''
-  fi
-  link_all_deplibs_CXX=yes
-  allow_undefined_flag_CXX="$_lt_dar_allow_undefined"
-  case $cc_basename in
-     ifort*) _lt_dar_can_shared=yes ;;
-     *) _lt_dar_can_shared=$GCC ;;
-  esac
-  if test "$_lt_dar_can_shared" = "yes"; then
-    output_verbose_link_cmd=func_echo_all
-    archive_cmds_CXX="\$CC -dynamiclib \$allow_undefined_flag -o \$lib \$libobjs \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring $_lt_dar_single_mod${_lt_dsymutil}"
-    module_cmds_CXX="\$CC \$allow_undefined_flag -o \$lib -bundle \$libobjs \$deplibs \$compiler_flags${_lt_dsymutil}"
-    archive_expsym_cmds_CXX="sed 's,^,_,' < \$export_symbols > \$output_objdir/\${libname}-symbols.expsym~\$CC -dynamiclib \$allow_undefined_flag -o \$lib \$libobjs \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring ${_lt_dar_single_mod}${_lt_dar_export_syms}${_lt_dsymutil}"
-    module_expsym_cmds_CXX="sed -e 's,^,_,' < \$export_symbols > \$output_objdir/\${libname}-symbols.expsym~\$CC \$allow_undefined_flag -o \$lib -bundle \$libobjs \$deplibs \$compiler_flags${_lt_dar_export_syms}${_lt_dsymutil}"
-       if test "$lt_cv_apple_cc_single_mod" != "yes"; then
-      archive_cmds_CXX="\$CC -r -keep_private_externs -nostdlib -o \${lib}-master.o \$libobjs~\$CC -dynamiclib \$allow_undefined_flag -o \$lib \${lib}-master.o \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring${_lt_dsymutil}"
-      archive_expsym_cmds_CXX="sed 's,^,_,' < \$export_symbols > \$output_objdir/\${libname}-symbols.expsym~\$CC -r -keep_private_externs -nostdlib -o \${lib}-master.o \$libobjs~\$CC -dynamiclib \$allow_undefined_flag -o \$lib \${lib}-master.o \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring${_lt_dar_export_syms}${_lt_dsymutil}"
-    fi
-
-  else
-  ld_shlibs_CXX=no
-  fi
-
-	;;
-
-      dgux*)
-        case $cc_basename in
-          ec++*)
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-          ghcx*)
-	    # Green Hills C++ Compiler
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-          *)
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-        esac
-        ;;
-
-      freebsd2.*)
-        # C++ shared libraries reported to be fairly broken before
-	# switch to ELF
-        ld_shlibs_CXX=no
-        ;;
-
-      freebsd-elf*)
-        archive_cmds_need_lc_CXX=no
-        ;;
-
-      freebsd* | dragonfly*)
-        # FreeBSD 3 and later use GNU C++ and GNU ld with standard ELF
-        # conventions
-        ld_shlibs_CXX=yes
-        ;;
-
-      gnu*)
-        ;;
-
-      haiku*)
-        archive_cmds_CXX='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-        link_all_deplibs_CXX=yes
-        ;;
-
-      hpux9*)
-        hardcode_libdir_flag_spec_CXX='${wl}+b ${wl}$libdir'
-        hardcode_libdir_separator_CXX=:
-        export_dynamic_flag_spec_CXX='${wl}-E'
-        hardcode_direct_CXX=yes
-        hardcode_minus_L_CXX=yes # Not in the search PATH,
-				             # but as the default
-				             # location of the library.
-
-        case $cc_basename in
-          CC*)
-            # FIXME: insert proper C++ library support
-            ld_shlibs_CXX=no
-            ;;
-          aCC*)
-            archive_cmds_CXX='$RM $output_objdir/$soname~$CC -b ${wl}+b ${wl}$install_libdir -o $output_objdir/$soname $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags~test $output_objdir/$soname = $lib || mv $output_objdir/$soname $lib'
-            # Commands to make compiler produce verbose output that lists
-            # what "hidden" libraries, object files and flags are used when
-            # linking a shared library.
-            #
-            # There doesn't appear to be a way to prevent this compiler from
-            # explicitly linking system object files so we need to strip them
-            # from the output so that they don't get included in the library
-            # dependencies.
-            output_verbose_link_cmd='templist=`($CC -b $CFLAGS -v conftest.$objext 2>&1) | $EGREP "\-L"`; list=""; for z in $templist; do case $z in conftest.$objext) list="$list $z";; *.$objext);; *) list="$list $z";;esac; done; func_echo_all "$list"'
-            ;;
-          *)
-            if test "$GXX" = yes; then
-              archive_cmds_CXX='$RM $output_objdir/$soname~$CC -shared -nostdlib $pic_flag ${wl}+b ${wl}$install_libdir -o $output_objdir/$soname $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags~test $output_objdir/$soname = $lib || mv $output_objdir/$soname $lib'
-            else
-              # FIXME: insert proper C++ library support
-              ld_shlibs_CXX=no
-            fi
-            ;;
-        esac
-        ;;
-
-      hpux10*|hpux11*)
-        if test $with_gnu_ld = no; then
-	  hardcode_libdir_flag_spec_CXX='${wl}+b ${wl}$libdir'
-	  hardcode_libdir_separator_CXX=:
-
-          case $host_cpu in
-            hppa*64*|ia64*)
-              ;;
-            *)
-	      export_dynamic_flag_spec_CXX='${wl}-E'
-              ;;
-          esac
-        fi
-        case $host_cpu in
-          hppa*64*|ia64*)
-            hardcode_direct_CXX=no
-            hardcode_shlibpath_var_CXX=no
-            ;;
-          *)
-            hardcode_direct_CXX=yes
-            hardcode_direct_absolute_CXX=yes
-            hardcode_minus_L_CXX=yes # Not in the search PATH,
-					         # but as the default
-					         # location of the library.
-            ;;
-        esac
-
-        case $cc_basename in
-          CC*)
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-          aCC*)
-	    case $host_cpu in
-	      hppa*64*)
-	        archive_cmds_CXX='$CC -b ${wl}+h ${wl}$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	        ;;
-	      ia64*)
-	        archive_cmds_CXX='$CC -b ${wl}+h ${wl}$soname ${wl}+nodefaultrpath -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	        ;;
-	      *)
-	        archive_cmds_CXX='$CC -b ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	        ;;
-	    esac
-	    # Commands to make compiler produce verbose output that lists
-	    # what "hidden" libraries, object files and flags are used when
-	    # linking a shared library.
-	    #
-	    # There doesn't appear to be a way to prevent this compiler from
-	    # explicitly linking system object files so we need to strip them
-	    # from the output so that they don't get included in the library
-	    # dependencies.
-	    output_verbose_link_cmd='templist=`($CC -b $CFLAGS -v conftest.$objext 2>&1) | $GREP "\-L"`; list=""; for z in $templist; do case $z in conftest.$objext) list="$list $z";; *.$objext);; *) list="$list $z";;esac; done; func_echo_all "$list"'
-	    ;;
-          *)
-	    if test "$GXX" = yes; then
-	      if test $with_gnu_ld = no; then
-	        case $host_cpu in
-	          hppa*64*)
-	            archive_cmds_CXX='$CC -shared -nostdlib -fPIC ${wl}+h ${wl}$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	            ;;
-	          ia64*)
-	            archive_cmds_CXX='$CC -shared -nostdlib $pic_flag ${wl}+h ${wl}$soname ${wl}+nodefaultrpath -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	            ;;
-	          *)
-	            archive_cmds_CXX='$CC -shared -nostdlib $pic_flag ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	            ;;
-	        esac
-	      fi
-	    else
-	      # FIXME: insert proper C++ library support
-	      ld_shlibs_CXX=no
-	    fi
-	    ;;
-        esac
-        ;;
-
-      interix[3-9]*)
-	hardcode_direct_CXX=no
-	hardcode_shlibpath_var_CXX=no
-	hardcode_libdir_flag_spec_CXX='${wl}-rpath,$libdir'
-	export_dynamic_flag_spec_CXX='${wl}-E'
-	# Hack: On Interix 3.x, we cannot compile PIC because of a broken gcc.
-	# Instead, shared libraries are loaded at an image base (0x10000000 by
-	# default) and relocated if they conflict, which is a slow very memory
-	# consuming and fragmenting process.  To avoid this, we pick a random,
-	# 256 KiB-aligned image base between 0x50000000 and 0x6FFC0000 at link
-	# time.  Moving up from 0x10000000 also allows more sbrk(2) space.
-	archive_cmds_CXX='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-h,$soname ${wl}--image-base,`expr ${RANDOM-$$} % 4096 / 2 \* 262144 + 1342177280` -o $lib'
-	archive_expsym_cmds_CXX='sed "s,^,_," $export_symbols >$output_objdir/$soname.expsym~$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-h,$soname ${wl}--retain-symbols-file,$output_objdir/$soname.expsym ${wl}--image-base,`expr ${RANDOM-$$} % 4096 / 2 \* 262144 + 1342177280` -o $lib'
-	;;
-      irix5* | irix6*)
-        case $cc_basename in
-          CC*)
-	    # SGI C++
-	    archive_cmds_CXX='$CC -shared -all -multigot $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-
-	    # Archives containing C++ object files must be created using
-	    # "CC -ar", where "CC" is the IRIX C++ compiler.  This is
-	    # necessary to make sure instantiated templates are included
-	    # in the archive.
-	    old_archive_cmds_CXX='$CC -ar -WR,-u -o $oldlib $oldobjs'
-	    ;;
-          *)
-	    if test "$GXX" = yes; then
-	      if test "$with_gnu_ld" = no; then
-	        archive_cmds_CXX='$CC -shared $pic_flag -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-	      else
-	        archive_cmds_CXX='$CC -shared $pic_flag -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` -o $lib'
-	      fi
-	    fi
-	    link_all_deplibs_CXX=yes
-	    ;;
-        esac
-        hardcode_libdir_flag_spec_CXX='${wl}-rpath ${wl}$libdir'
-        hardcode_libdir_separator_CXX=:
-        inherit_rpath_CXX=yes
-        ;;
-
-      linux* | k*bsd*-gnu | kopensolaris*-gnu)
-        case $cc_basename in
-          KCC*)
-	    # Kuck and Associates, Inc. (KAI) C++ Compiler
-
-	    # KCC will only create a shared library if the output file
-	    # ends with ".so" (or ".sl" for HP-UX), so rename the library
-	    # to its proper name (with version) after linking.
-	    archive_cmds_CXX='tempext=`echo $shared_ext | $SED -e '\''s/\([^()0-9A-Za-z{}]\)/\\\\\1/g'\''`; templib=`echo $lib | $SED -e "s/\${tempext}\..*/.so/"`; $CC $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags --soname $soname -o \$templib; mv \$templib $lib'
-	    archive_expsym_cmds_CXX='tempext=`echo $shared_ext | $SED -e '\''s/\([^()0-9A-Za-z{}]\)/\\\\\1/g'\''`; templib=`echo $lib | $SED -e "s/\${tempext}\..*/.so/"`; $CC $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags --soname $soname -o \$templib ${wl}-retain-symbols-file,$export_symbols; mv \$templib $lib'
-	    # Commands to make compiler produce verbose output that lists
-	    # what "hidden" libraries, object files and flags are used when
-	    # linking a shared library.
-	    #
-	    # There doesn't appear to be a way to prevent this compiler from
-	    # explicitly linking system object files so we need to strip them
-	    # from the output so that they don't get included in the library
-	    # dependencies.
-	    output_verbose_link_cmd='templist=`$CC $CFLAGS -v conftest.$objext -o libconftest$shared_ext 2>&1 | $GREP "ld"`; rm -f libconftest$shared_ext; list=""; for z in $templist; do case $z in conftest.$objext) list="$list $z";; *.$objext);; *) list="$list $z";;esac; done; func_echo_all "$list"'
-
-	    hardcode_libdir_flag_spec_CXX='${wl}-rpath,$libdir'
-	    export_dynamic_flag_spec_CXX='${wl}--export-dynamic'
-
-	    # Archives containing C++ object files must be created using
-	    # "CC -Bstatic", where "CC" is the KAI C++ compiler.
-	    old_archive_cmds_CXX='$CC -Bstatic -o $oldlib $oldobjs'
-	    ;;
-	  icpc* | ecpc* )
-	    # Intel C++
-	    with_gnu_ld=yes
-	    # version 8.0 and above of icpc choke on multiply defined symbols
-	    # if we add $predep_objects and $postdep_objects, however 7.1 and
-	    # earlier do not add the objects themselves.
-	    case `$CC -V 2>&1` in
-	      *"Version 7."*)
-	        archive_cmds_CXX='$CC -shared $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname -o $lib'
-		archive_expsym_cmds_CXX='$CC -shared $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-		;;
-	      *)  # Version 8.0 or newer
-	        tmp_idyn=
-	        case $host_cpu in
-		  ia64*) tmp_idyn=' -i_dynamic';;
-		esac
-	        archive_cmds_CXX='$CC -shared'"$tmp_idyn"' $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-		archive_expsym_cmds_CXX='$CC -shared'"$tmp_idyn"' $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-		;;
-	    esac
-	    archive_cmds_need_lc_CXX=no
-	    hardcode_libdir_flag_spec_CXX='${wl}-rpath,$libdir'
-	    export_dynamic_flag_spec_CXX='${wl}--export-dynamic'
-	    whole_archive_flag_spec_CXX='${wl}--whole-archive$convenience ${wl}--no-whole-archive'
-	    ;;
-          pgCC* | pgcpp*)
-            # Portland Group C++ compiler
-	    case `$CC -V` in
-	    *pgCC\ [1-5].* | *pgcpp\ [1-5].*)
-	      prelink_cmds_CXX='tpldir=Template.dir~
-		rm -rf $tpldir~
-		$CC --prelink_objects --instantiation_dir $tpldir $objs $libobjs $compile_deplibs~
-		compile_command="$compile_command `find $tpldir -name \*.o | sort | $NL2SP`"'
-	      old_archive_cmds_CXX='tpldir=Template.dir~
-		rm -rf $tpldir~
-		$CC --prelink_objects --instantiation_dir $tpldir $oldobjs$old_deplibs~
-		$AR $AR_FLAGS $oldlib$oldobjs$old_deplibs `find $tpldir -name \*.o | sort | $NL2SP`~
-		$RANLIB $oldlib'
-	      archive_cmds_CXX='tpldir=Template.dir~
-		rm -rf $tpldir~
-		$CC --prelink_objects --instantiation_dir $tpldir $predep_objects $libobjs $deplibs $convenience $postdep_objects~
-		$CC -shared $pic_flag $predep_objects $libobjs $deplibs `find $tpldir -name \*.o | sort | $NL2SP` $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname -o $lib'
-	      archive_expsym_cmds_CXX='tpldir=Template.dir~
-		rm -rf $tpldir~
-		$CC --prelink_objects --instantiation_dir $tpldir $predep_objects $libobjs $deplibs $convenience $postdep_objects~
-		$CC -shared $pic_flag $predep_objects $libobjs $deplibs `find $tpldir -name \*.o | sort | $NL2SP` $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname ${wl}-retain-symbols-file ${wl}$export_symbols -o $lib'
-	      ;;
-	    *) # Version 6 and above use weak symbols
-	      archive_cmds_CXX='$CC -shared $pic_flag $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname -o $lib'
-	      archive_expsym_cmds_CXX='$CC -shared $pic_flag $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname ${wl}-retain-symbols-file ${wl}$export_symbols -o $lib'
-	      ;;
-	    esac
-
-	    hardcode_libdir_flag_spec_CXX='${wl}--rpath ${wl}$libdir'
-	    export_dynamic_flag_spec_CXX='${wl}--export-dynamic'
-	    whole_archive_flag_spec_CXX='${wl}--whole-archive`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-            ;;
-	  cxx*)
-	    # Compaq C++
-	    archive_cmds_CXX='$CC -shared $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	    archive_expsym_cmds_CXX='$CC -shared $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname  -o $lib ${wl}-retain-symbols-file $wl$export_symbols'
-
-	    runpath_var=LD_RUN_PATH
-	    hardcode_libdir_flag_spec_CXX='-rpath $libdir'
-	    hardcode_libdir_separator_CXX=:
-
-	    # Commands to make compiler produce verbose output that lists
-	    # what "hidden" libraries, object files and flags are used when
-	    # linking a shared library.
-	    #
-	    # There doesn't appear to be a way to prevent this compiler from
-	    # explicitly linking system object files so we need to strip them
-	    # from the output so that they don't get included in the library
-	    # dependencies.
-	    output_verbose_link_cmd='templist=`$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP "ld"`; templist=`func_echo_all "$templist" | $SED "s/\(^.*ld.*\)\( .*ld .*$\)/\1/"`; list=""; for z in $templist; do case $z in conftest.$objext) list="$list $z";; *.$objext);; *) list="$list $z";;esac; done; func_echo_all "X$list" | $Xsed'
-	    ;;
-	  xl* | mpixl* | bgxl*)
-	    # IBM XL 8.0 on PPC, with GNU ld
-	    hardcode_libdir_flag_spec_CXX='${wl}-rpath ${wl}$libdir'
-	    export_dynamic_flag_spec_CXX='${wl}--export-dynamic'
-	    archive_cmds_CXX='$CC -qmkshrobj $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	    if test "x$supports_anon_versioning" = xyes; then
-	      archive_expsym_cmds_CXX='echo "{ global:" > $output_objdir/$libname.ver~
-		cat $export_symbols | sed -e "s/\(.*\)/\1;/" >> $output_objdir/$libname.ver~
-		echo "local: *; };" >> $output_objdir/$libname.ver~
-		$CC -qmkshrobj $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-version-script ${wl}$output_objdir/$libname.ver -o $lib'
-	    fi
-	    ;;
-	  *)
-	    case `$CC -V 2>&1 | sed 5q` in
-	    *Sun\ C*)
-	      # Sun C++ 5.9
-	      no_undefined_flag_CXX=' -zdefs'
-	      archive_cmds_CXX='$CC -G${allow_undefined_flag} -h$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	      archive_expsym_cmds_CXX='$CC -G${allow_undefined_flag} -h$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-retain-symbols-file ${wl}$export_symbols'
-	      hardcode_libdir_flag_spec_CXX='-R$libdir'
-	      whole_archive_flag_spec_CXX='${wl}--whole-archive`new_convenience=; for conv in $convenience\"\"; do test -z \"$conv\" || new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	      compiler_needs_object_CXX=yes
-
-	      # Not sure whether something based on
-	      # $CC $CFLAGS -v conftest.$objext -o libconftest$shared_ext 2>&1
-	      # would be better.
-	      output_verbose_link_cmd='func_echo_all'
-
-	      # Archives containing C++ object files must be created using
-	      # "CC -xar", where "CC" is the Sun C++ compiler.  This is
-	      # necessary to make sure instantiated templates are included
-	      # in the archive.
-	      old_archive_cmds_CXX='$CC -xar -o $oldlib $oldobjs'
-	      ;;
-	    esac
-	    ;;
-	esac
-	;;
-
-      lynxos*)
-        # FIXME: insert proper C++ library support
-	ld_shlibs_CXX=no
-	;;
-
-      m88k*)
-        # FIXME: insert proper C++ library support
-        ld_shlibs_CXX=no
-	;;
-
-      mvs*)
-        case $cc_basename in
-          cxx*)
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-	  *)
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-	esac
-	;;
-
-      netbsd*)
-        if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-	  archive_cmds_CXX='$LD -Bshareable  -o $lib $predep_objects $libobjs $deplibs $postdep_objects $linker_flags'
-	  wlarc=
-	  hardcode_libdir_flag_spec_CXX='-R$libdir'
-	  hardcode_direct_CXX=yes
-	  hardcode_shlibpath_var_CXX=no
-	fi
-	# Workaround some broken pre-1.5 toolchains
-	output_verbose_link_cmd='$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP conftest.$objext | $SED -e "s:-lgcc -lc -lgcc::"'
-	;;
-
-      *nto* | *qnx*)
-        ld_shlibs_CXX=yes
-	;;
-
-      openbsd2*)
-        # C++ shared libraries are fairly broken
-	ld_shlibs_CXX=no
-	;;
-
-      openbsd*)
-	if test -f /usr/libexec/ld.so; then
-	  hardcode_direct_CXX=yes
-	  hardcode_shlibpath_var_CXX=no
-	  hardcode_direct_absolute_CXX=yes
-	  archive_cmds_CXX='$CC -shared $pic_flag $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -o $lib'
-	  hardcode_libdir_flag_spec_CXX='${wl}-rpath,$libdir'
-	  if test -z "`echo __ELF__ | $CC -E - | grep __ELF__`" || test "$host_os-$host_cpu" = "openbsd2.8-powerpc"; then
-	    archive_expsym_cmds_CXX='$CC -shared $pic_flag $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-retain-symbols-file,$export_symbols -o $lib'
-	    export_dynamic_flag_spec_CXX='${wl}-E'
-	    whole_archive_flag_spec_CXX="$wlarc"'--whole-archive$convenience '"$wlarc"'--no-whole-archive'
-	  fi
-	  output_verbose_link_cmd=func_echo_all
-	else
-	  ld_shlibs_CXX=no
-	fi
-	;;
-
-      osf3* | osf4* | osf5*)
-        case $cc_basename in
-          KCC*)
-	    # Kuck and Associates, Inc. (KAI) C++ Compiler
-
-	    # KCC will only create a shared library if the output file
-	    # ends with ".so" (or ".sl" for HP-UX), so rename the library
-	    # to its proper name (with version) after linking.
-	    archive_cmds_CXX='tempext=`echo $shared_ext | $SED -e '\''s/\([^()0-9A-Za-z{}]\)/\\\\\1/g'\''`; templib=`echo "$lib" | $SED -e "s/\${tempext}\..*/.so/"`; $CC $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags --soname $soname -o \$templib; mv \$templib $lib'
-
-	    hardcode_libdir_flag_spec_CXX='${wl}-rpath,$libdir'
-	    hardcode_libdir_separator_CXX=:
-
-	    # Archives containing C++ object files must be created using
-	    # the KAI C++ compiler.
-	    case $host in
-	      osf3*) old_archive_cmds_CXX='$CC -Bstatic -o $oldlib $oldobjs' ;;
-	      *) old_archive_cmds_CXX='$CC -o $oldlib $oldobjs' ;;
-	    esac
-	    ;;
-          RCC*)
-	    # Rational C++ 2.4.1
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-          cxx*)
-	    case $host in
-	      osf3*)
-	        allow_undefined_flag_CXX=' ${wl}-expect_unresolved ${wl}\*'
-	        archive_cmds_CXX='$CC -shared${allow_undefined_flag} $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $soname `test -n "$verstring" && func_echo_all "${wl}-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-	        hardcode_libdir_flag_spec_CXX='${wl}-rpath ${wl}$libdir'
-		;;
-	      *)
-	        allow_undefined_flag_CXX=' -expect_unresolved \*'
-	        archive_cmds_CXX='$CC -shared${allow_undefined_flag} $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -msym -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-	        archive_expsym_cmds_CXX='for i in `cat $export_symbols`; do printf "%s %s\\n" -exported_symbol "\$i" >> $lib.exp; done~
-	          echo "-hidden">> $lib.exp~
-	          $CC -shared$allow_undefined_flag $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -msym -soname $soname ${wl}-input ${wl}$lib.exp  `test -n "$verstring" && $ECHO "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib~
-	          $RM $lib.exp'
-	        hardcode_libdir_flag_spec_CXX='-rpath $libdir'
-		;;
-	    esac
-
-	    hardcode_libdir_separator_CXX=:
-
-	    # Commands to make compiler produce verbose output that lists
-	    # what "hidden" libraries, object files and flags are used when
-	    # linking a shared library.
-	    #
-	    # There doesn't appear to be a way to prevent this compiler from
-	    # explicitly linking system object files so we need to strip them
-	    # from the output so that they don't get included in the library
-	    # dependencies.
-	    output_verbose_link_cmd='templist=`$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP "ld" | $GREP -v "ld:"`; templist=`func_echo_all "$templist" | $SED "s/\(^.*ld.*\)\( .*ld.*$\)/\1/"`; list=""; for z in $templist; do case $z in conftest.$objext) list="$list $z";; *.$objext);; *) list="$list $z";;esac; done; func_echo_all "$list"'
-	    ;;
-	  *)
-	    if test "$GXX" = yes && test "$with_gnu_ld" = no; then
-	      allow_undefined_flag_CXX=' ${wl}-expect_unresolved ${wl}\*'
-	      case $host in
-	        osf3*)
-	          archive_cmds_CXX='$CC -shared -nostdlib ${allow_undefined_flag} $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-		  ;;
-	        *)
-	          archive_cmds_CXX='$CC -shared $pic_flag -nostdlib ${allow_undefined_flag} $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-msym ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-		  ;;
-	      esac
-
-	      hardcode_libdir_flag_spec_CXX='${wl}-rpath ${wl}$libdir'
-	      hardcode_libdir_separator_CXX=:
-
-	      # Commands to make compiler produce verbose output that lists
-	      # what "hidden" libraries, object files and flags are used when
-	      # linking a shared library.
-	      output_verbose_link_cmd='$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP -v "^Configured with:" | $GREP "\-L"'
-
-	    else
-	      # FIXME: insert proper C++ library support
-	      ld_shlibs_CXX=no
-	    fi
-	    ;;
-        esac
-        ;;
-
-      psos*)
-        # FIXME: insert proper C++ library support
-        ld_shlibs_CXX=no
-        ;;
-
-      sunos4*)
-        case $cc_basename in
-          CC*)
-	    # Sun C++ 4.x
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-          lcc*)
-	    # Lucid
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-          *)
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-        esac
-        ;;
-
-      solaris*)
-        case $cc_basename in
-          CC* | sunCC*)
-	    # Sun C++ 4.2, 5.x and Centerline C++
-            archive_cmds_need_lc_CXX=yes
-	    no_undefined_flag_CXX=' -zdefs'
-	    archive_cmds_CXX='$CC -G${allow_undefined_flag}  -h$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	    archive_expsym_cmds_CXX='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-	      $CC -G${allow_undefined_flag} ${wl}-M ${wl}$lib.exp -h$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags~$RM $lib.exp'
-
-	    hardcode_libdir_flag_spec_CXX='-R$libdir'
-	    hardcode_shlibpath_var_CXX=no
-	    case $host_os in
-	      solaris2.[0-5] | solaris2.[0-5].*) ;;
-	      *)
-		# The compiler driver will combine and reorder linker options,
-		# but understands `-z linker_flag'.
-	        # Supported since Solaris 2.6 (maybe 2.5.1?)
-		whole_archive_flag_spec_CXX='-z allextract$convenience -z defaultextract'
-	        ;;
-	    esac
-	    link_all_deplibs_CXX=yes
-
-	    output_verbose_link_cmd='func_echo_all'
-
-	    # Archives containing C++ object files must be created using
-	    # "CC -xar", where "CC" is the Sun C++ compiler.  This is
-	    # necessary to make sure instantiated templates are included
-	    # in the archive.
-	    old_archive_cmds_CXX='$CC -xar -o $oldlib $oldobjs'
-	    ;;
-          gcx*)
-	    # Green Hills C++ Compiler
-	    archive_cmds_CXX='$CC -shared $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-h $wl$soname -o $lib'
-
-	    # The C++ compiler must be used to create the archive.
-	    old_archive_cmds_CXX='$CC $LDFLAGS -archive -o $oldlib $oldobjs'
-	    ;;
-          *)
-	    # GNU C++ compiler with Solaris linker
-	    if test "$GXX" = yes && test "$with_gnu_ld" = no; then
-	      no_undefined_flag_CXX=' ${wl}-z ${wl}defs'
-	      if $CC --version | $GREP -v '^2\.7' > /dev/null; then
-	        archive_cmds_CXX='$CC -shared $pic_flag -nostdlib $LDFLAGS $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-h $wl$soname -o $lib'
-	        archive_expsym_cmds_CXX='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-		  $CC -shared $pic_flag -nostdlib ${wl}-M $wl$lib.exp -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags~$RM $lib.exp'
-
-	        # Commands to make compiler produce verbose output that lists
-	        # what "hidden" libraries, object files and flags are used when
-	        # linking a shared library.
-	        output_verbose_link_cmd='$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP -v "^Configured with:" | $GREP "\-L"'
-	      else
-	        # g++ 2.7 appears to require `-G' NOT `-shared' on this
-	        # platform.
-	        archive_cmds_CXX='$CC -G -nostdlib $LDFLAGS $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-h $wl$soname -o $lib'
-	        archive_expsym_cmds_CXX='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-		  $CC -G -nostdlib ${wl}-M $wl$lib.exp -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags~$RM $lib.exp'
-
-	        # Commands to make compiler produce verbose output that lists
-	        # what "hidden" libraries, object files and flags are used when
-	        # linking a shared library.
-	        output_verbose_link_cmd='$CC -G $CFLAGS -v conftest.$objext 2>&1 | $GREP -v "^Configured with:" | $GREP "\-L"'
-	      fi
-
-	      hardcode_libdir_flag_spec_CXX='${wl}-R $wl$libdir'
-	      case $host_os in
-		solaris2.[0-5] | solaris2.[0-5].*) ;;
-		*)
-		  whole_archive_flag_spec_CXX='${wl}-z ${wl}allextract$convenience ${wl}-z ${wl}defaultextract'
-		  ;;
-	      esac
-	    fi
-	    ;;
-        esac
-        ;;
-
-    sysv4*uw2* | sysv5OpenUNIX* | sysv5UnixWare7.[01].[10]* | unixware7* | sco3.2v5.0.[024]*)
-      no_undefined_flag_CXX='${wl}-z,text'
-      archive_cmds_need_lc_CXX=no
-      hardcode_shlibpath_var_CXX=no
-      runpath_var='LD_RUN_PATH'
-
-      case $cc_basename in
-        CC*)
-	  archive_cmds_CXX='$CC -G ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  archive_expsym_cmds_CXX='$CC -G ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	*)
-	  archive_cmds_CXX='$CC -shared ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  archive_expsym_cmds_CXX='$CC -shared ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-      esac
-      ;;
-
-      sysv5* | sco3.2v5* | sco5v6*)
-	# Note: We can NOT use -z defs as we might desire, because we do not
-	# link with -lc, and that would cause any symbols used from libc to
-	# always be unresolved, which means just about no library would
-	# ever link correctly.  If we're not using GNU ld we use -z text
-	# though, which does catch some bad symbols but isn't as heavy-handed
-	# as -z defs.
-	no_undefined_flag_CXX='${wl}-z,text'
-	allow_undefined_flag_CXX='${wl}-z,nodefs'
-	archive_cmds_need_lc_CXX=no
-	hardcode_shlibpath_var_CXX=no
-	hardcode_libdir_flag_spec_CXX='${wl}-R,$libdir'
-	hardcode_libdir_separator_CXX=':'
-	link_all_deplibs_CXX=yes
-	export_dynamic_flag_spec_CXX='${wl}-Bexport'
-	runpath_var='LD_RUN_PATH'
-
-	case $cc_basename in
-          CC*)
-	    archive_cmds_CXX='$CC -G ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	    archive_expsym_cmds_CXX='$CC -G ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	    old_archive_cmds_CXX='$CC -Tprelink_objects $oldobjs~
-	      '"$old_archive_cmds_CXX"
-	    reload_cmds_CXX='$CC -Tprelink_objects $reload_objs~
-	      '"$reload_cmds_CXX"
-	    ;;
-	  *)
-	    archive_cmds_CXX='$CC -shared ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	    archive_expsym_cmds_CXX='$CC -shared ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	    ;;
-	esac
-      ;;
-
-      tandem*)
-        case $cc_basename in
-          NCC*)
-	    # NonStop-UX NCC 3.20
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-          *)
-	    # FIXME: insert proper C++ library support
-	    ld_shlibs_CXX=no
-	    ;;
-        esac
-        ;;
-
-      vxworks*)
-        # FIXME: insert proper C++ library support
-        ld_shlibs_CXX=no
-        ;;
-
-      *)
-        # FIXME: insert proper C++ library support
-        ld_shlibs_CXX=no
-        ;;
-    esac
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ld_shlibs_CXX" >&5
-$as_echo "$ld_shlibs_CXX" >&6; }
-    test "$ld_shlibs_CXX" = no && can_build_shared=no
-
-    GCC_CXX="$GXX"
-    LD_CXX="$LD"
-
-    ## CAVEAT EMPTOR:
-    ## There is no encapsulation within the following macros, do not change
-    ## the running order or otherwise move them around unless you know exactly
-    ## what you are doing...
-    # Dependencies to place before and after the object being linked:
-predep_objects_CXX=
-postdep_objects_CXX=
-predeps_CXX=
-postdeps_CXX=
-compiler_lib_search_path_CXX=
-
-cat > conftest.$ac_ext <<_LT_EOF
-class Foo
-{
-public:
-  Foo (void) { a = 0; }
-private:
-  int a;
-};
-_LT_EOF
-
-
-_lt_libdeps_save_CFLAGS=$CFLAGS
-case "$CC $CFLAGS " in #(
-*\ -flto*\ *) CFLAGS="$CFLAGS -fno-lto" ;;
-*\ -fwhopr*\ *) CFLAGS="$CFLAGS -fno-whopr" ;;
-*\ -fuse-linker-plugin*\ *) CFLAGS="$CFLAGS -fno-use-linker-plugin" ;;
-esac
-
-if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_compile\""; } >&5
-  (eval $ac_compile) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }; then
-  # Parse the compiler output and extract the necessary
-  # objects, libraries and library flags.
-
-  # Sentinel used to keep track of whether or not we are before
-  # the conftest object file.
-  pre_test_object_deps_done=no
-
-  for p in `eval "$output_verbose_link_cmd"`; do
-    case ${prev}${p} in
-
-    -L* | -R* | -l*)
-       # Some compilers place space between "-{L,R}" and the path.
-       # Remove the space.
-       if test $p = "-L" ||
-          test $p = "-R"; then
-	 prev=$p
-	 continue
-       fi
-
-       # Expand the sysroot to ease extracting the directories later.
-       if test -z "$prev"; then
-         case $p in
-         -L*) func_stripname_cnf '-L' '' "$p"; prev=-L; p=$func_stripname_result ;;
-         -R*) func_stripname_cnf '-R' '' "$p"; prev=-R; p=$func_stripname_result ;;
-         -l*) func_stripname_cnf '-l' '' "$p"; prev=-l; p=$func_stripname_result ;;
-         esac
-       fi
-       case $p in
-       =*) func_stripname_cnf '=' '' "$p"; p=$lt_sysroot$func_stripname_result ;;
-       esac
-       if test "$pre_test_object_deps_done" = no; then
-	 case ${prev} in
-	 -L | -R)
-	   # Internal compiler library paths should come after those
-	   # provided the user.  The postdeps already come after the
-	   # user supplied libs so there is no need to process them.
-	   if test -z "$compiler_lib_search_path_CXX"; then
-	     compiler_lib_search_path_CXX="${prev}${p}"
-	   else
-	     compiler_lib_search_path_CXX="${compiler_lib_search_path_CXX} ${prev}${p}"
-	   fi
-	   ;;
-	 # The "-l" case would never come before the object being
-	 # linked, so don't bother handling this case.
-	 esac
-       else
-	 if test -z "$postdeps_CXX"; then
-	   postdeps_CXX="${prev}${p}"
-	 else
-	   postdeps_CXX="${postdeps_CXX} ${prev}${p}"
-	 fi
-       fi
-       prev=
-       ;;
-
-    *.lto.$objext) ;; # Ignore GCC LTO objects
-    *.$objext)
-       # This assumes that the test object file only shows up
-       # once in the compiler output.
-       if test "$p" = "conftest.$objext"; then
-	 pre_test_object_deps_done=yes
-	 continue
-       fi
-
-       if test "$pre_test_object_deps_done" = no; then
-	 if test -z "$predep_objects_CXX"; then
-	   predep_objects_CXX="$p"
-	 else
-	   predep_objects_CXX="$predep_objects_CXX $p"
-	 fi
-       else
-	 if test -z "$postdep_objects_CXX"; then
-	   postdep_objects_CXX="$p"
-	 else
-	   postdep_objects_CXX="$postdep_objects_CXX $p"
-	 fi
-       fi
-       ;;
-
-    *) ;; # Ignore the rest.
-
-    esac
-  done
-
-  # Clean up.
-  rm -f a.out a.exe
-else
-  echo "libtool.m4: error: problem compiling CXX test program"
-fi
-
-$RM -f confest.$objext
-CFLAGS=$_lt_libdeps_save_CFLAGS
-
-# PORTME: override above test on systems where it is broken
-case $host_os in
-interix[3-9]*)
-  # Interix 3.5 installs completely hosed .la files for C++, so rather than
-  # hack all around it, let's just trust "g++" to DTRT.
-  predep_objects_CXX=
-  postdep_objects_CXX=
-  postdeps_CXX=
-  ;;
-
-linux*)
-  case `$CC -V 2>&1 | sed 5q` in
-  *Sun\ C*)
-    # Sun C++ 5.9
-
-    # The more standards-conforming stlport4 library is
-    # incompatible with the Cstd library. Avoid specifying
-    # it if it's in CXXFLAGS. Ignore libCrun as
-    # -library=stlport4 depends on it.
-    case " $CXX $CXXFLAGS " in
-    *" -library=stlport4 "*)
-      solaris_use_stlport4=yes
-      ;;
-    esac
-
-    if test "$solaris_use_stlport4" != yes; then
-      postdeps_CXX='-library=Cstd -library=Crun'
-    fi
-    ;;
-  esac
-  ;;
-
-solaris*)
-  case $cc_basename in
-  CC* | sunCC*)
-    # The more standards-conforming stlport4 library is
-    # incompatible with the Cstd library. Avoid specifying
-    # it if it's in CXXFLAGS. Ignore libCrun as
-    # -library=stlport4 depends on it.
-    case " $CXX $CXXFLAGS " in
-    *" -library=stlport4 "*)
-      solaris_use_stlport4=yes
-      ;;
-    esac
-
-    # Adding this requires a known-good setup of shared libraries for
-    # Sun compiler versions before 5.6, else PIC objects from an old
-    # archive will be linked into the output, leading to subtle bugs.
-    if test "$solaris_use_stlport4" != yes; then
-      postdeps_CXX='-library=Cstd -library=Crun'
-    fi
-    ;;
-  esac
-  ;;
-esac
-
-
-case " $postdeps_CXX " in
-*" -lc "*) archive_cmds_need_lc_CXX=no ;;
-esac
- compiler_lib_search_dirs_CXX=
-if test -n "${compiler_lib_search_path_CXX}"; then
- compiler_lib_search_dirs_CXX=`echo " ${compiler_lib_search_path_CXX}" | ${SED} -e 's! -L! !g' -e 's!^ !!'`
-fi
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-    lt_prog_compiler_wl_CXX=
-lt_prog_compiler_pic_CXX=
-lt_prog_compiler_static_CXX=
-
-
-  # C++ specific cases for pic, static, wl, etc.
-  if test "$GXX" = yes; then
-    lt_prog_compiler_wl_CXX='-Wl,'
-    lt_prog_compiler_static_CXX='-static'
-
-    case $host_os in
-    aix*)
-      # All AIX code is PIC.
-      if test "$host_cpu" = ia64; then
-	# AIX 5 now supports IA64 processor
-	lt_prog_compiler_static_CXX='-Bstatic'
-      fi
-      ;;
-
-    amigaos*)
-      case $host_cpu in
-      powerpc)
-            # see comment about AmigaOS4 .so support
-            lt_prog_compiler_pic_CXX='-fPIC'
-        ;;
-      m68k)
-            # FIXME: we need at least 68020 code to build shared libraries, but
-            # adding the `-m68020' flag to GCC prevents building anything better,
-            # like `-m68040'.
-            lt_prog_compiler_pic_CXX='-m68020 -resident32 -malways-restore-a4'
-        ;;
-      esac
-      ;;
-
-    beos* | irix5* | irix6* | nonstopux* | osf3* | osf4* | osf5*)
-      # PIC is the default for these OSes.
-      ;;
-    mingw* | cygwin* | os2* | pw32* | cegcc*)
-      # This hack is so that the source file can tell whether it is being
-      # built for inclusion in a dll (and should export symbols for example).
-      # Although the cygwin gcc ignores -fPIC, still need this for old-style
-      # (--disable-auto-import) libraries
-      lt_prog_compiler_pic_CXX='-DDLL_EXPORT'
-      ;;
-    darwin* | rhapsody*)
-      # PIC is the default on this platform
-      # Common symbols not allowed in MH_DYLIB files
-      lt_prog_compiler_pic_CXX='-fno-common'
-      ;;
-    *djgpp*)
-      # DJGPP does not support shared libraries at all
-      lt_prog_compiler_pic_CXX=
-      ;;
-    haiku*)
-      # PIC is the default for Haiku.
-      # The "-static" flag exists, but is broken.
-      lt_prog_compiler_static_CXX=
-      ;;
-    interix[3-9]*)
-      # Interix 3.x gcc -fpic/-fPIC options generate broken code.
-      # Instead, we relocate shared libraries at runtime.
-      ;;
-    sysv4*MP*)
-      if test -d /usr/nec; then
-	lt_prog_compiler_pic_CXX=-Kconform_pic
-      fi
-      ;;
-    hpux*)
-      # PIC is the default for 64-bit PA HP-UX, but not for 32-bit
-      # PA HP-UX.  On IA64 HP-UX, PIC is the default but the pic flag
-      # sets the default TLS model and affects inlining.
-      case $host_cpu in
-      hppa*64*)
-	;;
-      *)
-	lt_prog_compiler_pic_CXX='-fPIC'
-	;;
-      esac
-      ;;
-    *qnx* | *nto*)
-      # QNX uses GNU C++, but need to define -shared option too, otherwise
-      # it will coredump.
-      lt_prog_compiler_pic_CXX='-fPIC -shared'
-      ;;
-    *)
-      lt_prog_compiler_pic_CXX='-fPIC'
-      ;;
-    esac
-  else
-    case $host_os in
-      aix[4-9]*)
-	# All AIX code is PIC.
-	if test "$host_cpu" = ia64; then
-	  # AIX 5 now supports IA64 processor
-	  lt_prog_compiler_static_CXX='-Bstatic'
-	else
-	  lt_prog_compiler_static_CXX='-bnso -bI:/lib/syscalls.exp'
-	fi
-	;;
-      chorus*)
-	case $cc_basename in
-	cxch68*)
-	  # Green Hills C++ Compiler
-	  # _LT_TAGVAR(lt_prog_compiler_static, CXX)="--no_auto_instantiation -u __main -u __premain -u _abort -r $COOL_DIR/lib/libOrb.a $MVME_DIR/lib/CC/libC.a $MVME_DIR/lib/classix/libcx.s.a"
-	  ;;
-	esac
-	;;
-      mingw* | cygwin* | os2* | pw32* | cegcc*)
-	# This hack is so that the source file can tell whether it is being
-	# built for inclusion in a dll (and should export symbols for example).
-	lt_prog_compiler_pic_CXX='-DDLL_EXPORT'
-	;;
-      dgux*)
-	case $cc_basename in
-	  ec++*)
-	    lt_prog_compiler_pic_CXX='-KPIC'
-	    ;;
-	  ghcx*)
-	    # Green Hills C++ Compiler
-	    lt_prog_compiler_pic_CXX='-pic'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      freebsd* | dragonfly*)
-	# FreeBSD uses GNU C++
-	;;
-      hpux9* | hpux10* | hpux11*)
-	case $cc_basename in
-	  CC*)
-	    lt_prog_compiler_wl_CXX='-Wl,'
-	    lt_prog_compiler_static_CXX='${wl}-a ${wl}archive'
-	    if test "$host_cpu" != ia64; then
-	      lt_prog_compiler_pic_CXX='+Z'
-	    fi
-	    ;;
-	  aCC*)
-	    lt_prog_compiler_wl_CXX='-Wl,'
-	    lt_prog_compiler_static_CXX='${wl}-a ${wl}archive'
-	    case $host_cpu in
-	    hppa*64*|ia64*)
-	      # +Z the default
-	      ;;
-	    *)
-	      lt_prog_compiler_pic_CXX='+Z'
-	      ;;
-	    esac
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      interix*)
-	# This is c89, which is MS Visual C++ (no shared libs)
-	# Anyone wants to do a port?
-	;;
-      irix5* | irix6* | nonstopux*)
-	case $cc_basename in
-	  CC*)
-	    lt_prog_compiler_wl_CXX='-Wl,'
-	    lt_prog_compiler_static_CXX='-non_shared'
-	    # CC pic flag -KPIC is the default.
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      linux* | k*bsd*-gnu | kopensolaris*-gnu)
-	case $cc_basename in
-	  KCC*)
-	    # KAI C++ Compiler
-	    lt_prog_compiler_wl_CXX='--backend -Wl,'
-	    lt_prog_compiler_pic_CXX='-fPIC'
-	    ;;
-	  ecpc* )
-	    # old Intel C++ for x86_64 which still supported -KPIC.
-	    lt_prog_compiler_wl_CXX='-Wl,'
-	    lt_prog_compiler_pic_CXX='-KPIC'
-	    lt_prog_compiler_static_CXX='-static'
-	    ;;
-	  icpc* )
-	    # Intel C++, used to be incompatible with GCC.
-	    # ICC 10 doesn't accept -KPIC any more.
-	    lt_prog_compiler_wl_CXX='-Wl,'
-	    lt_prog_compiler_pic_CXX='-fPIC'
-	    lt_prog_compiler_static_CXX='-static'
-	    ;;
-	  pgCC* | pgcpp*)
-	    # Portland Group C++ compiler
-	    lt_prog_compiler_wl_CXX='-Wl,'
-	    lt_prog_compiler_pic_CXX='-fpic'
-	    lt_prog_compiler_static_CXX='-Bstatic'
-	    ;;
-	  cxx*)
-	    # Compaq C++
-	    # Make sure the PIC flag is empty.  It appears that all Alpha
-	    # Linux and Compaq Tru64 Unix objects are PIC.
-	    lt_prog_compiler_pic_CXX=
-	    lt_prog_compiler_static_CXX='-non_shared'
-	    ;;
-	  xlc* | xlC* | bgxl[cC]* | mpixl[cC]*)
-	    # IBM XL 8.0, 9.0 on PPC and BlueGene
-	    lt_prog_compiler_wl_CXX='-Wl,'
-	    lt_prog_compiler_pic_CXX='-qpic'
-	    lt_prog_compiler_static_CXX='-qstaticlink'
-	    ;;
-	  *)
-	    case `$CC -V 2>&1 | sed 5q` in
-	    *Sun\ C*)
-	      # Sun C++ 5.9
-	      lt_prog_compiler_pic_CXX='-KPIC'
-	      lt_prog_compiler_static_CXX='-Bstatic'
-	      lt_prog_compiler_wl_CXX='-Qoption ld '
-	      ;;
-	    esac
-	    ;;
-	esac
-	;;
-      lynxos*)
-	;;
-      m88k*)
-	;;
-      mvs*)
-	case $cc_basename in
-	  cxx*)
-	    lt_prog_compiler_pic_CXX='-W c,exportall'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      netbsd* | netbsdelf*-gnu)
-	;;
-      *qnx* | *nto*)
-        # QNX uses GNU C++, but need to define -shared option too, otherwise
-        # it will coredump.
-        lt_prog_compiler_pic_CXX='-fPIC -shared'
-        ;;
-      osf3* | osf4* | osf5*)
-	case $cc_basename in
-	  KCC*)
-	    lt_prog_compiler_wl_CXX='--backend -Wl,'
-	    ;;
-	  RCC*)
-	    # Rational C++ 2.4.1
-	    lt_prog_compiler_pic_CXX='-pic'
-	    ;;
-	  cxx*)
-	    # Digital/Compaq C++
-	    lt_prog_compiler_wl_CXX='-Wl,'
-	    # Make sure the PIC flag is empty.  It appears that all Alpha
-	    # Linux and Compaq Tru64 Unix objects are PIC.
-	    lt_prog_compiler_pic_CXX=
-	    lt_prog_compiler_static_CXX='-non_shared'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      psos*)
-	;;
-      solaris*)
-	case $cc_basename in
-	  CC* | sunCC*)
-	    # Sun C++ 4.2, 5.x and Centerline C++
-	    lt_prog_compiler_pic_CXX='-KPIC'
-	    lt_prog_compiler_static_CXX='-Bstatic'
-	    lt_prog_compiler_wl_CXX='-Qoption ld '
-	    ;;
-	  gcx*)
-	    # Green Hills C++ Compiler
-	    lt_prog_compiler_pic_CXX='-PIC'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      sunos4*)
-	case $cc_basename in
-	  CC*)
-	    # Sun C++ 4.x
-	    lt_prog_compiler_pic_CXX='-pic'
-	    lt_prog_compiler_static_CXX='-Bstatic'
-	    ;;
-	  lcc*)
-	    # Lucid
-	    lt_prog_compiler_pic_CXX='-pic'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      sysv5* | unixware* | sco3.2v5* | sco5v6* | OpenUNIX*)
-	case $cc_basename in
-	  CC*)
-	    lt_prog_compiler_wl_CXX='-Wl,'
-	    lt_prog_compiler_pic_CXX='-KPIC'
-	    lt_prog_compiler_static_CXX='-Bstatic'
-	    ;;
-	esac
-	;;
-      tandem*)
-	case $cc_basename in
-	  NCC*)
-	    # NonStop-UX NCC 3.20
-	    lt_prog_compiler_pic_CXX='-KPIC'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      vxworks*)
-	;;
-      *)
-	lt_prog_compiler_can_build_shared_CXX=no
-	;;
-    esac
-  fi
-
-case $host_os in
-  # For platforms which do not support PIC, -DPIC is meaningless:
-  *djgpp*)
-    lt_prog_compiler_pic_CXX=
-    ;;
-  *)
-    lt_prog_compiler_pic_CXX="$lt_prog_compiler_pic_CXX -DPIC"
-    ;;
-esac
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $compiler option to produce PIC" >&5
-$as_echo_n "checking for $compiler option to produce PIC... " >&6; }
-if ${lt_cv_prog_compiler_pic_CXX+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_pic_CXX=$lt_prog_compiler_pic_CXX
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_pic_CXX" >&5
-$as_echo "$lt_cv_prog_compiler_pic_CXX" >&6; }
-lt_prog_compiler_pic_CXX=$lt_cv_prog_compiler_pic_CXX
-
-#
-# Check to make sure the PIC flag actually works.
-#
-if test -n "$lt_prog_compiler_pic_CXX"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler PIC flag $lt_prog_compiler_pic_CXX works" >&5
-$as_echo_n "checking if $compiler PIC flag $lt_prog_compiler_pic_CXX works... " >&6; }
-if ${lt_cv_prog_compiler_pic_works_CXX+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_pic_works_CXX=no
-   ac_outfile=conftest.$ac_objext
-   echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-   lt_compiler_flag="$lt_prog_compiler_pic_CXX -DPIC"
-   # Insert the option either (1) after the last *FLAGS variable, or
-   # (2) before a word containing "conftest.", or (3) at the end.
-   # Note that $ac_compile itself does not contain backslashes and begins
-   # with a dollar sign (not a hyphen), so the echo should work correctly.
-   # The option is referenced via a variable to avoid confusing sed.
-   lt_compile=`echo "$ac_compile" | $SED \
-   -e 's:.*FLAGS}\{0,1\} :&$lt_compiler_flag :; t' \
-   -e 's: [^ ]*conftest\.: $lt_compiler_flag&:; t' \
-   -e 's:$: $lt_compiler_flag:'`
-   (eval echo "\"\$as_me:$LINENO: $lt_compile\"" >&5)
-   (eval "$lt_compile" 2>conftest.err)
-   ac_status=$?
-   cat conftest.err >&5
-   echo "$as_me:$LINENO: \$? = $ac_status" >&5
-   if (exit $ac_status) && test -s "$ac_outfile"; then
-     # The compiler can only warn and ignore the option if not recognized
-     # So say no if there are warnings other than the usual output.
-     $ECHO "$_lt_compiler_boilerplate" | $SED '/^$/d' >conftest.exp
-     $SED '/^$/d; /^ *+/d' conftest.err >conftest.er2
-     if test ! -s conftest.er2 || diff conftest.exp conftest.er2 >/dev/null; then
-       lt_cv_prog_compiler_pic_works_CXX=yes
-     fi
-   fi
-   $RM conftest*
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_pic_works_CXX" >&5
-$as_echo "$lt_cv_prog_compiler_pic_works_CXX" >&6; }
-
-if test x"$lt_cv_prog_compiler_pic_works_CXX" = xyes; then
-    case $lt_prog_compiler_pic_CXX in
-     "" | " "*) ;;
-     *) lt_prog_compiler_pic_CXX=" $lt_prog_compiler_pic_CXX" ;;
-     esac
-else
-    lt_prog_compiler_pic_CXX=
-     lt_prog_compiler_can_build_shared_CXX=no
-fi
-
-fi
-
-
-
-
-
-#
-# Check to make sure the static flag actually works.
-#
-wl=$lt_prog_compiler_wl_CXX eval lt_tmp_static_flag=\"$lt_prog_compiler_static_CXX\"
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler static flag $lt_tmp_static_flag works" >&5
-$as_echo_n "checking if $compiler static flag $lt_tmp_static_flag works... " >&6; }
-if ${lt_cv_prog_compiler_static_works_CXX+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_static_works_CXX=no
-   save_LDFLAGS="$LDFLAGS"
-   LDFLAGS="$LDFLAGS $lt_tmp_static_flag"
-   echo "$lt_simple_link_test_code" > conftest.$ac_ext
-   if (eval $ac_link 2>conftest.err) && test -s conftest$ac_exeext; then
-     # The linker can only warn and ignore the option if not recognized
-     # So say no if there are warnings
-     if test -s conftest.err; then
-       # Append any errors to the config.log.
-       cat conftest.err 1>&5
-       $ECHO "$_lt_linker_boilerplate" | $SED '/^$/d' > conftest.exp
-       $SED '/^$/d; /^ *+/d' conftest.err >conftest.er2
-       if diff conftest.exp conftest.er2 >/dev/null; then
-         lt_cv_prog_compiler_static_works_CXX=yes
-       fi
-     else
-       lt_cv_prog_compiler_static_works_CXX=yes
-     fi
-   fi
-   $RM -r conftest*
-   LDFLAGS="$save_LDFLAGS"
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_static_works_CXX" >&5
-$as_echo "$lt_cv_prog_compiler_static_works_CXX" >&6; }
-
-if test x"$lt_cv_prog_compiler_static_works_CXX" = xyes; then
-    :
-else
-    lt_prog_compiler_static_CXX=
-fi
-
-
-
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler supports -c -o file.$ac_objext" >&5
-$as_echo_n "checking if $compiler supports -c -o file.$ac_objext... " >&6; }
-if ${lt_cv_prog_compiler_c_o_CXX+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_c_o_CXX=no
-   $RM -r conftest 2>/dev/null
-   mkdir conftest
-   cd conftest
-   mkdir out
-   echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-
-   lt_compiler_flag="-o out/conftest2.$ac_objext"
-   # Insert the option either (1) after the last *FLAGS variable, or
-   # (2) before a word containing "conftest.", or (3) at the end.
-   # Note that $ac_compile itself does not contain backslashes and begins
-   # with a dollar sign (not a hyphen), so the echo should work correctly.
-   lt_compile=`echo "$ac_compile" | $SED \
-   -e 's:.*FLAGS}\{0,1\} :&$lt_compiler_flag :; t' \
-   -e 's: [^ ]*conftest\.: $lt_compiler_flag&:; t' \
-   -e 's:$: $lt_compiler_flag:'`
-   (eval echo "\"\$as_me:$LINENO: $lt_compile\"" >&5)
-   (eval "$lt_compile" 2>out/conftest.err)
-   ac_status=$?
-   cat out/conftest.err >&5
-   echo "$as_me:$LINENO: \$? = $ac_status" >&5
-   if (exit $ac_status) && test -s out/conftest2.$ac_objext
-   then
-     # The compiler can only warn and ignore the option if not recognized
-     # So say no if there are warnings
-     $ECHO "$_lt_compiler_boilerplate" | $SED '/^$/d' > out/conftest.exp
-     $SED '/^$/d; /^ *+/d' out/conftest.err >out/conftest.er2
-     if test ! -s out/conftest.er2 || diff out/conftest.exp out/conftest.er2 >/dev/null; then
-       lt_cv_prog_compiler_c_o_CXX=yes
-     fi
-   fi
-   chmod u+w . 2>&5
-   $RM conftest*
-   # SGI C++ compiler will create directory out/ii_files/ for
-   # template instantiation
-   test -d out/ii_files && $RM out/ii_files/* && rmdir out/ii_files
-   $RM out/* && rmdir out
-   cd ..
-   $RM -r conftest
-   $RM conftest*
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_c_o_CXX" >&5
-$as_echo "$lt_cv_prog_compiler_c_o_CXX" >&6; }
-
-
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler supports -c -o file.$ac_objext" >&5
-$as_echo_n "checking if $compiler supports -c -o file.$ac_objext... " >&6; }
-if ${lt_cv_prog_compiler_c_o_CXX+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_c_o_CXX=no
-   $RM -r conftest 2>/dev/null
-   mkdir conftest
-   cd conftest
-   mkdir out
-   echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-
-   lt_compiler_flag="-o out/conftest2.$ac_objext"
-   # Insert the option either (1) after the last *FLAGS variable, or
-   # (2) before a word containing "conftest.", or (3) at the end.
-   # Note that $ac_compile itself does not contain backslashes and begins
-   # with a dollar sign (not a hyphen), so the echo should work correctly.
-   lt_compile=`echo "$ac_compile" | $SED \
-   -e 's:.*FLAGS}\{0,1\} :&$lt_compiler_flag :; t' \
-   -e 's: [^ ]*conftest\.: $lt_compiler_flag&:; t' \
-   -e 's:$: $lt_compiler_flag:'`
-   (eval echo "\"\$as_me:$LINENO: $lt_compile\"" >&5)
-   (eval "$lt_compile" 2>out/conftest.err)
-   ac_status=$?
-   cat out/conftest.err >&5
-   echo "$as_me:$LINENO: \$? = $ac_status" >&5
-   if (exit $ac_status) && test -s out/conftest2.$ac_objext
-   then
-     # The compiler can only warn and ignore the option if not recognized
-     # So say no if there are warnings
-     $ECHO "$_lt_compiler_boilerplate" | $SED '/^$/d' > out/conftest.exp
-     $SED '/^$/d; /^ *+/d' out/conftest.err >out/conftest.er2
-     if test ! -s out/conftest.er2 || diff out/conftest.exp out/conftest.er2 >/dev/null; then
-       lt_cv_prog_compiler_c_o_CXX=yes
-     fi
-   fi
-   chmod u+w . 2>&5
-   $RM conftest*
-   # SGI C++ compiler will create directory out/ii_files/ for
-   # template instantiation
-   test -d out/ii_files && $RM out/ii_files/* && rmdir out/ii_files
-   $RM out/* && rmdir out
-   cd ..
-   $RM -r conftest
-   $RM conftest*
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_c_o_CXX" >&5
-$as_echo "$lt_cv_prog_compiler_c_o_CXX" >&6; }
-
-
-
-
-hard_links="nottested"
-if test "$lt_cv_prog_compiler_c_o_CXX" = no && test "$need_locks" != no; then
-  # do not overwrite the value of need_locks provided by the user
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking if we can lock with hard links" >&5
-$as_echo_n "checking if we can lock with hard links... " >&6; }
-  hard_links=yes
-  $RM conftest*
-  ln conftest.a conftest.b 2>/dev/null && hard_links=no
-  touch conftest.a
-  ln conftest.a conftest.b 2>&5 || hard_links=no
-  ln conftest.a conftest.b 2>/dev/null && hard_links=no
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $hard_links" >&5
-$as_echo "$hard_links" >&6; }
-  if test "$hard_links" = no; then
-    { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: \`$CC' does not support \`-c -o', so \`make -j' may be unsafe" >&5
-$as_echo "$as_me: WARNING: \`$CC' does not support \`-c -o', so \`make -j' may be unsafe" >&2;}
-    need_locks=warn
-  fi
-else
-  need_locks=no
-fi
-
-
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether the $compiler linker ($LD) supports shared libraries" >&5
-$as_echo_n "checking whether the $compiler linker ($LD) supports shared libraries... " >&6; }
-
-  export_symbols_cmds_CXX='$NM $libobjs $convenience | $global_symbol_pipe | $SED '\''s/.* //'\'' | sort | uniq > $export_symbols'
-  exclude_expsyms_CXX='_GLOBAL_OFFSET_TABLE_|_GLOBAL__F[ID]_.*'
-  case $host_os in
-  aix[4-9]*)
-    # If we're using GNU nm, then we don't want the "-C" option.
-    # -C means demangle to AIX nm, but means don't demangle with GNU nm
-    # Also, AIX nm treats weak defined symbols like other global defined
-    # symbols, whereas GNU nm marks them as "W".
-    if $NM -V 2>&1 | $GREP 'GNU' > /dev/null; then
-      export_symbols_cmds_CXX='$NM -Bpg $libobjs $convenience | awk '\''{ if (((\$ 2 == "T") || (\$ 2 == "D") || (\$ 2 == "B") || (\$ 2 == "W")) && (substr(\$ 3,1,1) != ".")) { print \$ 3 } }'\'' | sort -u > $export_symbols'
-    else
-      export_symbols_cmds_CXX='$NM -BCpg $libobjs $convenience | awk '\''{ if (((\$ 2 == "T") || (\$ 2 == "D") || (\$ 2 == "B")) && (substr(\$ 3,1,1) != ".")) { print \$ 3 } }'\'' | sort -u > $export_symbols'
-    fi
-    ;;
-  pw32*)
-    export_symbols_cmds_CXX="$ltdll_cmds"
-    ;;
-  cygwin* | mingw* | cegcc*)
-    case $cc_basename in
-    cl*)
-      exclude_expsyms_CXX='_NULL_IMPORT_DESCRIPTOR|_IMPORT_DESCRIPTOR_.*'
-      ;;
-    *)
-      export_symbols_cmds_CXX='$NM $libobjs $convenience | $global_symbol_pipe | $SED -e '\''/^[BCDGRS][ ]/s/.*[ ]\([^ ]*\)/\1 DATA/;s/^.*[ ]__nm__\([^ ]*\)[ ][^ ]*/\1 DATA/;/^I[ ]/d;/^[AITW][ ]/s/.* //'\'' | sort | uniq > $export_symbols'
-      exclude_expsyms_CXX='[_]+GLOBAL_OFFSET_TABLE_|[_]+GLOBAL__[FID]_.*|[_]+head_[A-Za-z0-9_]+_dll|[A-Za-z0-9_]+_dll_iname'
-      ;;
-    esac
-    ;;
-  linux* | k*bsd*-gnu | gnu*)
-    link_all_deplibs_CXX=no
-    ;;
-  *)
-    export_symbols_cmds_CXX='$NM $libobjs $convenience | $global_symbol_pipe | $SED '\''s/.* //'\'' | sort | uniq > $export_symbols'
-    ;;
-  esac
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ld_shlibs_CXX" >&5
-$as_echo "$ld_shlibs_CXX" >&6; }
-test "$ld_shlibs_CXX" = no && can_build_shared=no
-
-with_gnu_ld_CXX=$with_gnu_ld
-
-
-
-
-
-
-#
-# Do we need to explicitly link libc?
-#
-case "x$archive_cmds_need_lc_CXX" in
-x|xyes)
-  # Assume -lc should be added
-  archive_cmds_need_lc_CXX=yes
-
-  if test "$enable_shared" = yes && test "$GCC" = yes; then
-    case $archive_cmds_CXX in
-    *'~'*)
-      # FIXME: we may have to deal with multi-command sequences.
-      ;;
-    '$CC '*)
-      # Test whether the compiler implicitly links with -lc since on some
-      # systems, -lgcc has to come before -lc. If gcc already passes -lc
-      # to ld, don't add -lc before -lgcc.
-      { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether -lc should be explicitly linked in" >&5
-$as_echo_n "checking whether -lc should be explicitly linked in... " >&6; }
-if ${lt_cv_archive_cmds_need_lc_CXX+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  $RM conftest*
-	echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-
-	if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_compile\""; } >&5
-  (eval $ac_compile) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; } 2>conftest.err; then
-	  soname=conftest
-	  lib=conftest
-	  libobjs=conftest.$ac_objext
-	  deplibs=
-	  wl=$lt_prog_compiler_wl_CXX
-	  pic_flag=$lt_prog_compiler_pic_CXX
-	  compiler_flags=-v
-	  linker_flags=-v
-	  verstring=
-	  output_objdir=.
-	  libname=conftest
-	  lt_save_allow_undefined_flag=$allow_undefined_flag_CXX
-	  allow_undefined_flag_CXX=
-	  if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$archive_cmds_CXX 2\>\&1 \| $GREP \" -lc \" \>/dev/null 2\>\&1\""; } >&5
-  (eval $archive_cmds_CXX 2\>\&1 \| $GREP \" -lc \" \>/dev/null 2\>\&1) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }
-	  then
-	    lt_cv_archive_cmds_need_lc_CXX=no
-	  else
-	    lt_cv_archive_cmds_need_lc_CXX=yes
-	  fi
-	  allow_undefined_flag_CXX=$lt_save_allow_undefined_flag
-	else
-	  cat conftest.err 1>&5
-	fi
-	$RM conftest*
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_archive_cmds_need_lc_CXX" >&5
-$as_echo "$lt_cv_archive_cmds_need_lc_CXX" >&6; }
-      archive_cmds_need_lc_CXX=$lt_cv_archive_cmds_need_lc_CXX
-      ;;
-    esac
-  fi
-  ;;
-esac
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
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-
-
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking dynamic linker characteristics" >&5
-$as_echo_n "checking dynamic linker characteristics... " >&6; }
-
-library_names_spec=
-libname_spec='lib$name'
-soname_spec=
-shrext_cmds=".so"
-postinstall_cmds=
-postuninstall_cmds=
-finish_cmds=
-finish_eval=
-shlibpath_var=
-shlibpath_overrides_runpath=unknown
-version_type=none
-dynamic_linker="$host_os ld.so"
-sys_lib_dlsearch_path_spec="/lib /usr/lib"
-need_lib_prefix=unknown
-hardcode_into_libs=no
-
-# when you set need_version to no, make sure it does not cause -set_version
-# flags to be left without arguments
-need_version=unknown
-
-case $host_os in
-aix3*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix $libname.a'
-  shlibpath_var=LIBPATH
-
-  # AIX 3 has no versioning support, so we append a major version to the name.
-  soname_spec='${libname}${release}${shared_ext}$major'
-  ;;
-
-aix[4-9]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  hardcode_into_libs=yes
-  if test "$host_cpu" = ia64; then
-    # AIX 5 supports IA64
-    library_names_spec='${libname}${release}${shared_ext}$major ${libname}${release}${shared_ext}$versuffix $libname${shared_ext}'
-    shlibpath_var=LD_LIBRARY_PATH
-  else
-    # With GCC up to 2.95.x, collect2 would create an import file
-    # for dependence libraries.  The import file would start with
-    # the line `#! .'.  This would cause the generated library to
-    # depend on `.', always an invalid library.  This was fixed in
-    # development snapshots of GCC prior to 3.0.
-    case $host_os in
-      aix4 | aix4.[01] | aix4.[01].*)
-      if { echo '#if __GNUC__ > 2 || (__GNUC__ == 2 && __GNUC_MINOR__ >= 97)'
-	   echo ' yes '
-	   echo '#endif'; } | ${CC} -E - | $GREP yes > /dev/null; then
-	:
-      else
-	can_build_shared=no
-      fi
-      ;;
-    esac
-    # AIX (on Power*) has no versioning support, so currently we can not hardcode correct
-    # soname into executable. Probably we can add versioning support to
-    # collect2, so additional links can be useful in future.
-    if test "$aix_use_runtimelinking" = yes; then
-      # If using run time linking (on AIX 4.2 or later) use lib<name>.so
-      # instead of lib<name>.a to let people know that these are not
-      # typical AIX shared libraries.
-      library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    else
-      # We preserve .a as extension for shared libraries through AIX4.2
-      # and later when we are not doing run time linking.
-      library_names_spec='${libname}${release}.a $libname.a'
-      soname_spec='${libname}${release}${shared_ext}$major'
-    fi
-    shlibpath_var=LIBPATH
-  fi
-  ;;
-
-amigaos*)
-  case $host_cpu in
-  powerpc)
-    # Since July 2007 AmigaOS4 officially supports .so libraries.
-    # When compiling the executable, add -use-dynld -Lsobjs: to the compileline.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    ;;
-  m68k)
-    library_names_spec='$libname.ixlibrary $libname.a'
-    # Create ${libname}_ixlibrary.a entries in /sys/libs.
-    finish_eval='for lib in `ls $libdir/*.ixlibrary 2>/dev/null`; do libname=`func_echo_all "$lib" | $SED '\''s%^.*/\([^/]*\)\.ixlibrary$%\1%'\''`; test $RM /sys/libs/${libname}_ixlibrary.a; $show "cd /sys/libs && $LN_S $lib ${libname}_ixlibrary.a"; cd /sys/libs && $LN_S $lib ${libname}_ixlibrary.a || exit 1; done'
-    ;;
-  esac
-  ;;
-
-beos*)
-  library_names_spec='${libname}${shared_ext}'
-  dynamic_linker="$host_os ld.so"
-  shlibpath_var=LIBRARY_PATH
-  ;;
-
-bsdi[45]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  sys_lib_search_path_spec="/shlib /usr/lib /usr/X11/lib /usr/contrib/lib /lib /usr/local/lib"
-  sys_lib_dlsearch_path_spec="/shlib /usr/lib /usr/local/lib"
-  # the default ld.so.conf also contains /usr/contrib/lib and
-  # /usr/X11R6/lib (/usr/X11 is a link to /usr/X11R6), but let us allow
-  # libtool to hard-code these into programs
-  ;;
-
-cygwin* | mingw* | pw32* | cegcc*)
-  version_type=windows
-  shrext_cmds=".dll"
-  need_version=no
-  need_lib_prefix=no
-
-  case $GCC,$cc_basename in
-  yes,*)
-    # gcc
-    library_names_spec='$libname.dll.a'
-    # DLL is installed to $(libdir)/../bin by postinstall_cmds
-    postinstall_cmds='base_file=`basename \${file}`~
-      dlpath=`$SHELL 2>&1 -c '\''. $dir/'\''\${base_file}'\''i; echo \$dlname'\''`~
-      dldir=$destdir/`dirname \$dlpath`~
-      test -d \$dldir || mkdir -p \$dldir~
-      $install_prog $dir/$dlname \$dldir/$dlname~
-      chmod a+x \$dldir/$dlname~
-      if test -n '\''$stripme'\'' && test -n '\''$striplib'\''; then
-        eval '\''$striplib \$dldir/$dlname'\'' || exit \$?;
-      fi'
-    postuninstall_cmds='dldll=`$SHELL 2>&1 -c '\''. $file; echo \$dlname'\''`~
-      dlpath=$dir/\$dldll~
-       $RM \$dlpath'
-    shlibpath_overrides_runpath=yes
-
-    case $host_os in
-    cygwin*)
-      # Cygwin DLLs use 'cyg' prefix rather than 'lib'
-      soname_spec='`echo ${libname} | sed -e 's/^lib/cyg/'``echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-
-      ;;
-    mingw* | cegcc*)
-      # MinGW DLLs use traditional 'lib' prefix
-      soname_spec='${libname}`echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-      ;;
-    pw32*)
-      # pw32 DLLs use 'pw' prefix rather than 'lib'
-      library_names_spec='`echo ${libname} | sed -e 's/^lib/pw/'``echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-      ;;
-    esac
-    dynamic_linker='Win32 ld.exe'
-    ;;
-
-  *,cl*)
-    # Native MSVC
-    libname_spec='$name'
-    soname_spec='${libname}`echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-    library_names_spec='${libname}.dll.lib'
-
-    case $build_os in
-    mingw*)
-      sys_lib_search_path_spec=
-      lt_save_ifs=$IFS
-      IFS=';'
-      for lt_path in $LIB
-      do
-        IFS=$lt_save_ifs
-        # Let DOS variable expansion print the short 8.3 style file name.
-        lt_path=`cd "$lt_path" 2>/dev/null && cmd //C "for %i in (".") do @echo %~si"`
-        sys_lib_search_path_spec="$sys_lib_search_path_spec $lt_path"
-      done
-      IFS=$lt_save_ifs
-      # Convert to MSYS style.
-      sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | sed -e 's|\\\\|/|g' -e 's| \\([a-zA-Z]\\):| /\\1|g' -e 's|^ ||'`
-      ;;
-    cygwin*)
-      # Convert to unix form, then to dos form, then back to unix form
-      # but this time dos style (no spaces!) so that the unix form looks
-      # like /cygdrive/c/PROGRA~1:/cygdr...
-      sys_lib_search_path_spec=`cygpath --path --unix "$LIB"`
-      sys_lib_search_path_spec=`cygpath --path --dos "$sys_lib_search_path_spec" 2>/dev/null`
-      sys_lib_search_path_spec=`cygpath --path --unix "$sys_lib_search_path_spec" | $SED -e "s/$PATH_SEPARATOR/ /g"`
-      ;;
-    *)
-      sys_lib_search_path_spec="$LIB"
-      if $ECHO "$sys_lib_search_path_spec" | $GREP ';[c-zC-Z]:/' >/dev/null; then
-        # It is most probably a Windows format PATH.
-        sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | $SED -e 's/;/ /g'`
-      else
-        sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | $SED -e "s/$PATH_SEPARATOR/ /g"`
-      fi
-      # FIXME: find the short name or the path components, as spaces are
-      # common. (e.g. "Program Files" -> "PROGRA~1")
-      ;;
-    esac
-
-    # DLL is installed to $(libdir)/../bin by postinstall_cmds
-    postinstall_cmds='base_file=`basename \${file}`~
-      dlpath=`$SHELL 2>&1 -c '\''. $dir/'\''\${base_file}'\''i; echo \$dlname'\''`~
-      dldir=$destdir/`dirname \$dlpath`~
-      test -d \$dldir || mkdir -p \$dldir~
-      $install_prog $dir/$dlname \$dldir/$dlname'
-    postuninstall_cmds='dldll=`$SHELL 2>&1 -c '\''. $file; echo \$dlname'\''`~
-      dlpath=$dir/\$dldll~
-       $RM \$dlpath'
-    shlibpath_overrides_runpath=yes
-    dynamic_linker='Win32 link.exe'
-    ;;
-
-  *)
-    # Assume MSVC wrapper
-    library_names_spec='${libname}`echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext} $libname.lib'
-    dynamic_linker='Win32 ld.exe'
-    ;;
-  esac
-  # FIXME: first we should search . and the directory the executable is in
-  shlibpath_var=PATH
-  ;;
-
-darwin* | rhapsody*)
-  dynamic_linker="$host_os dyld"
-  version_type=darwin
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${major}$shared_ext ${libname}$shared_ext'
-  soname_spec='${libname}${release}${major}$shared_ext'
-  shlibpath_overrides_runpath=yes
-  shlibpath_var=DYLD_LIBRARY_PATH
-  shrext_cmds='`test .$module = .yes && echo .so || echo .dylib`'
-
-  sys_lib_dlsearch_path_spec='/usr/local/lib /lib /usr/lib'
-  ;;
-
-dgux*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname$shared_ext'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  ;;
-
-freebsd* | dragonfly*)
-  # DragonFly does not have aout.  When/if they implement a new
-  # versioning mechanism, adjust this.
-  if test -x /usr/bin/objformat; then
-    objformat=`/usr/bin/objformat`
-  else
-    case $host_os in
-    freebsd[23].*) objformat=aout ;;
-    *) objformat=elf ;;
-    esac
-  fi
-  version_type=freebsd-$objformat
-  case $version_type in
-    freebsd-elf*)
-      library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext} $libname${shared_ext}'
-      need_version=no
-      need_lib_prefix=no
-      ;;
-    freebsd-*)
-      library_names_spec='${libname}${release}${shared_ext}$versuffix $libname${shared_ext}$versuffix'
-      need_version=yes
-      ;;
-  esac
-  shlibpath_var=LD_LIBRARY_PATH
-  case $host_os in
-  freebsd2.*)
-    shlibpath_overrides_runpath=yes
-    ;;
-  freebsd3.[01]* | freebsdelf3.[01]*)
-    shlibpath_overrides_runpath=yes
-    hardcode_into_libs=yes
-    ;;
-  freebsd3.[2-9]* | freebsdelf3.[2-9]* | \
-  freebsd4.[0-5] | freebsdelf4.[0-5] | freebsd4.1.1 | freebsdelf4.1.1)
-    shlibpath_overrides_runpath=no
-    hardcode_into_libs=yes
-    ;;
-  *) # from 4.6 on, and DragonFly
-    shlibpath_overrides_runpath=yes
-    hardcode_into_libs=yes
-    ;;
-  esac
-  ;;
-
-gnu*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}${major} ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-haiku*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  dynamic_linker="$host_os runtime_loader"
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}${major} ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  sys_lib_dlsearch_path_spec='/boot/home/config/lib /boot/common/lib /boot/system/lib'
-  hardcode_into_libs=yes
-  ;;
-
-hpux9* | hpux10* | hpux11*)
-  # Give a soname corresponding to the major version so that dld.sl refuses to
-  # link against other versions.
-  version_type=sunos
-  need_lib_prefix=no
-  need_version=no
-  case $host_cpu in
-  ia64*)
-    shrext_cmds='.so'
-    hardcode_into_libs=yes
-    dynamic_linker="$host_os dld.so"
-    shlibpath_var=LD_LIBRARY_PATH
-    shlibpath_overrides_runpath=yes # Unless +noenvvar is specified.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    if test "X$HPUX_IA64_MODE" = X32; then
-      sys_lib_search_path_spec="/usr/lib/hpux32 /usr/local/lib/hpux32 /usr/local/lib"
-    else
-      sys_lib_search_path_spec="/usr/lib/hpux64 /usr/local/lib/hpux64"
-    fi
-    sys_lib_dlsearch_path_spec=$sys_lib_search_path_spec
-    ;;
-  hppa*64*)
-    shrext_cmds='.sl'
-    hardcode_into_libs=yes
-    dynamic_linker="$host_os dld.sl"
-    shlibpath_var=LD_LIBRARY_PATH # How should we handle SHLIB_PATH
-    shlibpath_overrides_runpath=yes # Unless +noenvvar is specified.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    sys_lib_search_path_spec="/usr/lib/pa20_64 /usr/ccs/lib/pa20_64"
-    sys_lib_dlsearch_path_spec=$sys_lib_search_path_spec
-    ;;
-  *)
-    shrext_cmds='.sl'
-    dynamic_linker="$host_os dld.sl"
-    shlibpath_var=SHLIB_PATH
-    shlibpath_overrides_runpath=no # +s is required to enable SHLIB_PATH
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    ;;
-  esac
-  # HP-UX runs *really* slowly unless shared libraries are mode 555, ...
-  postinstall_cmds='chmod 555 $lib'
-  # or fails outright, so override atomically:
-  install_override_mode=555
-  ;;
-
-interix[3-9]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  dynamic_linker='Interix 3.x ld.so.1 (PE, like ELF)'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-irix5* | irix6* | nonstopux*)
-  case $host_os in
-    nonstopux*) version_type=nonstopux ;;
-    *)
-	if test "$lt_cv_prog_gnu_ld" = yes; then
-		version_type=linux # correct to gnu/linux during the next big refactor
-	else
-		version_type=irix
-	fi ;;
-  esac
-  need_lib_prefix=no
-  need_version=no
-  soname_spec='${libname}${release}${shared_ext}$major'
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${release}${shared_ext} $libname${shared_ext}'
-  case $host_os in
-  irix5* | nonstopux*)
-    libsuff= shlibsuff=
-    ;;
-  *)
-    case $LD in # libtool.m4 will add one of these switches to LD
-    *-32|*"-32 "|*-melf32bsmip|*"-melf32bsmip ")
-      libsuff= shlibsuff= libmagic=32-bit;;
-    *-n32|*"-n32 "|*-melf32bmipn32|*"-melf32bmipn32 ")
-      libsuff=32 shlibsuff=N32 libmagic=N32;;
-    *-64|*"-64 "|*-melf64bmip|*"-melf64bmip ")
-      libsuff=64 shlibsuff=64 libmagic=64-bit;;
-    *) libsuff= shlibsuff= libmagic=never-match;;
-    esac
-    ;;
-  esac
-  shlibpath_var=LD_LIBRARY${shlibsuff}_PATH
-  shlibpath_overrides_runpath=no
-  sys_lib_search_path_spec="/usr/lib${libsuff} /lib${libsuff} /usr/local/lib${libsuff}"
-  sys_lib_dlsearch_path_spec="/usr/lib${libsuff} /lib${libsuff}"
-  hardcode_into_libs=yes
-  ;;
-
-# No shared lib support for Linux oldld, aout, or coff.
-linux*oldld* | linux*aout* | linux*coff*)
-  dynamic_linker=no
-  ;;
-
-# This must be glibc/ELF.
-linux* | k*bsd*-gnu | kopensolaris*-gnu)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig -n $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-
-  # Some binutils ld are patched to set DT_RUNPATH
-  if ${lt_cv_shlibpath_overrides_runpath+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_shlibpath_overrides_runpath=no
-    save_LDFLAGS=$LDFLAGS
-    save_libdir=$libdir
-    eval "libdir=/foo; wl=\"$lt_prog_compiler_wl_CXX\"; \
-	 LDFLAGS=\"\$LDFLAGS $hardcode_libdir_flag_spec_CXX\""
-    cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  if  ($OBJDUMP -p conftest$ac_exeext) 2>/dev/null | grep "RUNPATH.*$libdir" >/dev/null; then :
-  lt_cv_shlibpath_overrides_runpath=yes
-fi
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-    LDFLAGS=$save_LDFLAGS
-    libdir=$save_libdir
-
-fi
-
-  shlibpath_overrides_runpath=$lt_cv_shlibpath_overrides_runpath
-
-  # This implies no fast_install, which is unacceptable.
-  # Some rework will be needed to allow for fast_install
-  # before this can be enabled.
-  hardcode_into_libs=yes
-
-  # Append ld.so.conf contents to the search path
-  if test -f /etc/ld.so.conf; then
-    lt_ld_extra=`awk '/^include / { system(sprintf("cd /etc; cat %s 2>/dev/null", \$2)); skip = 1; } { if (!skip) print \$0; skip = 0; }' < /etc/ld.so.conf | $SED -e 's/#.*//;/^[	 ]*hwcap[	 ]/d;s/[:,	]/ /g;s/=[^=]*$//;s/=[^= ]* / /g;s/"//g;/^$/d' | tr '\n' ' '`
-    sys_lib_dlsearch_path_spec="/lib /usr/lib $lt_ld_extra"
-  fi
-
-  # We used to test for /lib/ld.so.1 and disable shared libraries on
-  # powerpc, because MkLinux only supported shared libraries with the
-  # GNU dynamic linker.  Since this was broken with cross compilers,
-  # most powerpc-linux boxes support dynamic linking these days and
-  # people can always --disable-shared, the test was removed, and we
-  # assume the GNU/Linux dynamic linker is in use.
-  dynamic_linker='GNU/Linux ld.so'
-  ;;
-
-netbsdelf*-gnu)
-  version_type=linux
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  dynamic_linker='NetBSD ld.elf_so'
-  ;;
-
-netbsd*)
-  version_type=sunos
-  need_lib_prefix=no
-  need_version=no
-  if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-    finish_cmds='PATH="\$PATH:/sbin" ldconfig -m $libdir'
-    dynamic_linker='NetBSD (a.out) ld.so'
-  else
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    dynamic_linker='NetBSD ld.elf_so'
-  fi
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  ;;
-
-newsos6)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  ;;
-
-*nto* | *qnx*)
-  version_type=qnx
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  dynamic_linker='ldqnx.so'
-  ;;
-
-openbsd*)
-  version_type=sunos
-  sys_lib_dlsearch_path_spec="/usr/lib"
-  need_lib_prefix=no
-  # Some older versions of OpenBSD (3.3 at least) *do* need versioned libs.
-  case $host_os in
-    openbsd3.3 | openbsd3.3.*)	need_version=yes ;;
-    *)				need_version=no  ;;
-  esac
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig -m $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  if test -z "`echo __ELF__ | $CC -E - | $GREP __ELF__`" || test "$host_os-$host_cpu" = "openbsd2.8-powerpc"; then
-    case $host_os in
-      openbsd2.[89] | openbsd2.[89].*)
-	shlibpath_overrides_runpath=no
-	;;
-      *)
-	shlibpath_overrides_runpath=yes
-	;;
-      esac
-  else
-    shlibpath_overrides_runpath=yes
-  fi
-  ;;
-
-os2*)
-  libname_spec='$name'
-  shrext_cmds=".dll"
-  need_lib_prefix=no
-  library_names_spec='$libname${shared_ext} $libname.a'
-  dynamic_linker='OS/2 ld.exe'
-  shlibpath_var=LIBPATH
-  ;;
-
-osf3* | osf4* | osf5*)
-  version_type=osf
-  need_lib_prefix=no
-  need_version=no
-  soname_spec='${libname}${release}${shared_ext}$major'
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  sys_lib_search_path_spec="/usr/shlib /usr/ccs/lib /usr/lib/cmplrs/cc /usr/lib /usr/local/lib /var/shlib"
-  sys_lib_dlsearch_path_spec="$sys_lib_search_path_spec"
-  ;;
-
-rdos*)
-  dynamic_linker=no
-  ;;
-
-solaris*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  # ldd complains unless libraries are executable
-  postinstall_cmds='chmod +x $lib'
-  ;;
-
-sunos4*)
-  version_type=sunos
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-  finish_cmds='PATH="\$PATH:/usr/etc" ldconfig $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  if test "$with_gnu_ld" = yes; then
-    need_lib_prefix=no
-  fi
-  need_version=yes
-  ;;
-
-sysv4 | sysv4.3*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  case $host_vendor in
-    sni)
-      shlibpath_overrides_runpath=no
-      need_lib_prefix=no
-      runpath_var=LD_RUN_PATH
-      ;;
-    siemens)
-      need_lib_prefix=no
-      ;;
-    motorola)
-      need_lib_prefix=no
-      need_version=no
-      shlibpath_overrides_runpath=no
-      sys_lib_search_path_spec='/lib /usr/lib /usr/ccs/lib'
-      ;;
-  esac
-  ;;
-
-sysv4*MP*)
-  if test -d /usr/nec ;then
-    version_type=linux # correct to gnu/linux during the next big refactor
-    library_names_spec='$libname${shared_ext}.$versuffix $libname${shared_ext}.$major $libname${shared_ext}'
-    soname_spec='$libname${shared_ext}.$major'
-    shlibpath_var=LD_LIBRARY_PATH
-  fi
-  ;;
-
-sysv5* | sco3.2v5* | sco5v6* | unixware* | OpenUNIX* | sysv4*uw2*)
-  version_type=freebsd-elf
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext} $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  if test "$with_gnu_ld" = yes; then
-    sys_lib_search_path_spec='/usr/local/lib /usr/gnu/lib /usr/ccs/lib /usr/lib /lib'
-  else
-    sys_lib_search_path_spec='/usr/ccs/lib /usr/lib'
-    case $host_os in
-      sco3.2v5*)
-        sys_lib_search_path_spec="$sys_lib_search_path_spec /lib"
-	;;
-    esac
-  fi
-  sys_lib_dlsearch_path_spec='/usr/lib'
-  ;;
-
-tpf*)
-  # TPF is a cross-target only.  Preferred cross-host = GNU/Linux.
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-uts4*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  ;;
-
-*)
-  dynamic_linker=no
-  ;;
-esac
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $dynamic_linker" >&5
-$as_echo "$dynamic_linker" >&6; }
-test "$dynamic_linker" = no && can_build_shared=no
-
-variables_saved_for_relink="PATH $shlibpath_var $runpath_var"
-if test "$GCC" = yes; then
-  variables_saved_for_relink="$variables_saved_for_relink GCC_EXEC_PREFIX COMPILER_PATH LIBRARY_PATH"
-fi
-
-if test "${lt_cv_sys_lib_search_path_spec+set}" = set; then
-  sys_lib_search_path_spec="$lt_cv_sys_lib_search_path_spec"
-fi
-if test "${lt_cv_sys_lib_dlsearch_path_spec+set}" = set; then
-  sys_lib_dlsearch_path_spec="$lt_cv_sys_lib_dlsearch_path_spec"
-fi
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking how to hardcode library paths into programs" >&5
-$as_echo_n "checking how to hardcode library paths into programs... " >&6; }
-hardcode_action_CXX=
-if test -n "$hardcode_libdir_flag_spec_CXX" ||
-   test -n "$runpath_var_CXX" ||
-   test "X$hardcode_automatic_CXX" = "Xyes" ; then
-
-  # We can hardcode non-existent directories.
-  if test "$hardcode_direct_CXX" != no &&
-     # If the only mechanism to avoid hardcoding is shlibpath_var, we
-     # have to relink, otherwise we might link with an installed library
-     # when we should be linking with a yet-to-be-installed one
-     ## test "$_LT_TAGVAR(hardcode_shlibpath_var, CXX)" != no &&
-     test "$hardcode_minus_L_CXX" != no; then
-    # Linking always hardcodes the temporary library directory.
-    hardcode_action_CXX=relink
-  else
-    # We can link without hardcoding, and we can hardcode nonexisting dirs.
-    hardcode_action_CXX=immediate
-  fi
-else
-  # We cannot hardcode anything, or else we can only hardcode existing
-  # directories.
-  hardcode_action_CXX=unsupported
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $hardcode_action_CXX" >&5
-$as_echo "$hardcode_action_CXX" >&6; }
-
-if test "$hardcode_action_CXX" = relink ||
-   test "$inherit_rpath_CXX" = yes; then
-  # Fast installation is not supported
-  enable_fast_install=no
-elif test "$shlibpath_overrides_runpath" = yes ||
-     test "$enable_shared" = no; then
-  # Fast installation is not necessary
-  enable_fast_install=needless
-fi
-
-
-
-
-
-
-
-  fi # test -n "$compiler"
-
-  CC=$lt_save_CC
-  CFLAGS=$lt_save_CFLAGS
-  LDCXX=$LD
-  LD=$lt_save_LD
-  GCC=$lt_save_GCC
-  with_gnu_ld=$lt_save_with_gnu_ld
-  lt_cv_path_LDCXX=$lt_cv_path_LD
-  lt_cv_path_LD=$lt_save_path_LD
-  lt_cv_prog_gnu_ldcxx=$lt_cv_prog_gnu_ld
-  lt_cv_prog_gnu_ld=$lt_save_with_gnu_ld
-fi # test "$_lt_caught_CXX_error" != yes
-
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-
-
-
-
-
-      ac_ext=${ac_fc_srcext-f}
-ac_compile='$FC -c $FCFLAGS $ac_fcflags_srcext conftest.$ac_ext >&5'
-ac_link='$FC -o conftest$ac_exeext $FCFLAGS $LDFLAGS $ac_fcflags_srcext conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_fc_compiler_gnu
-
-
-if test -z "$FC" || test "X$FC" = "Xno"; then
-  _lt_disable_FC=yes
-fi
-
-archive_cmds_need_lc_FC=no
-allow_undefined_flag_FC=
-always_export_symbols_FC=no
-archive_expsym_cmds_FC=
-export_dynamic_flag_spec_FC=
-hardcode_direct_FC=no
-hardcode_direct_absolute_FC=no
-hardcode_libdir_flag_spec_FC=
-hardcode_libdir_separator_FC=
-hardcode_minus_L_FC=no
-hardcode_automatic_FC=no
-inherit_rpath_FC=no
-module_cmds_FC=
-module_expsym_cmds_FC=
-link_all_deplibs_FC=unknown
-old_archive_cmds_FC=$old_archive_cmds
-reload_flag_FC=$reload_flag
-reload_cmds_FC=$reload_cmds
-no_undefined_flag_FC=
-whole_archive_flag_spec_FC=
-enable_shared_with_static_runtimes_FC=no
-
-# Source file extension for fc test sources.
-ac_ext=${ac_fc_srcext-f}
-
-# Object file extension for compiled fc test sources.
-objext=o
-objext_FC=$objext
-
-# No sense in running all these tests if we already determined that
-# the FC compiler isn't working.  Some variables (like enable_shared)
-# are currently assumed to apply to all compilers on this platform,
-# and will be corrupted by setting them based on a non-working compiler.
-if test "$_lt_disable_FC" != yes; then
-  # Code to be used in simple compile tests
-  lt_simple_compile_test_code="\
-      subroutine t
-      return
-      end
-"
-
-  # Code to be used in simple link tests
-  lt_simple_link_test_code="\
-      program t
-      end
-"
-
-  # ltmain only uses $CC for tagged configurations so make sure $CC is set.
-
-
-
-
-
-
-# If no C compiler was specified, use CC.
-LTCC=${LTCC-"$CC"}
-
-# If no C compiler flags were specified, use CFLAGS.
-LTCFLAGS=${LTCFLAGS-"$CFLAGS"}
-
-# Allow CC to be a program name with arguments.
-compiler=$CC
-
-
-  # save warnings/boilerplate of simple test code
-  ac_outfile=conftest.$ac_objext
-echo "$lt_simple_compile_test_code" >conftest.$ac_ext
-eval "$ac_compile" 2>&1 >/dev/null | $SED '/^$/d; /^ *+/d' >conftest.err
-_lt_compiler_boilerplate=`cat conftest.err`
-$RM conftest*
-
-  ac_outfile=conftest.$ac_objext
-echo "$lt_simple_link_test_code" >conftest.$ac_ext
-eval "$ac_link" 2>&1 >/dev/null | $SED '/^$/d; /^ *+/d' >conftest.err
-_lt_linker_boilerplate=`cat conftest.err`
-$RM -r conftest*
-
-
-  # Allow CC to be a program name with arguments.
-  lt_save_CC="$CC"
-  lt_save_GCC=$GCC
-  lt_save_CFLAGS=$CFLAGS
-  CC=${FC-"f95"}
-  CFLAGS=$FCFLAGS
-  compiler=$CC
-  GCC=$ac_cv_fc_compiler_gnu
-
-  compiler_FC=$CC
-  for cc_temp in $compiler""; do
-  case $cc_temp in
-    compile | *[\\/]compile | ccache | *[\\/]ccache ) ;;
-    distcc | *[\\/]distcc | purify | *[\\/]purify ) ;;
-    \-*) ;;
-    *) break;;
-  esac
-done
-cc_basename=`$ECHO "$cc_temp" | $SED "s%.*/%%; s%^$host_alias-%%"`
-
-
-  if test -n "$compiler"; then
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking if libtool supports shared libraries" >&5
-$as_echo_n "checking if libtool supports shared libraries... " >&6; }
-    { $as_echo "$as_me:${as_lineno-$LINENO}: result: $can_build_shared" >&5
-$as_echo "$can_build_shared" >&6; }
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether to build shared libraries" >&5
-$as_echo_n "checking whether to build shared libraries... " >&6; }
-    test "$can_build_shared" = "no" && enable_shared=no
-
-    # On AIX, shared libraries and static libraries use the same namespace, and
-    # are all built from PIC.
-    case $host_os in
-      aix3*)
-        test "$enable_shared" = yes && enable_static=no
-        if test -n "$RANLIB"; then
-          archive_cmds="$archive_cmds~\$RANLIB \$lib"
-          postinstall_cmds='$RANLIB $lib'
-        fi
-        ;;
-      aix[4-9]*)
-	if test "$host_cpu" != ia64 && test "$aix_use_runtimelinking" = no ; then
-	  test "$enable_shared" = yes && enable_static=no
-	fi
-        ;;
-    esac
-    { $as_echo "$as_me:${as_lineno-$LINENO}: result: $enable_shared" >&5
-$as_echo "$enable_shared" >&6; }
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether to build static libraries" >&5
-$as_echo_n "checking whether to build static libraries... " >&6; }
-    # Make sure either enable_shared or enable_static is yes.
-    test "$enable_shared" = yes || enable_static=yes
-    { $as_echo "$as_me:${as_lineno-$LINENO}: result: $enable_static" >&5
-$as_echo "$enable_static" >&6; }
-
-    GCC_FC="$ac_cv_fc_compiler_gnu"
-    LD_FC="$LD"
-
-    ## CAVEAT EMPTOR:
-    ## There is no encapsulation within the following macros, do not change
-    ## the running order or otherwise move them around unless you know exactly
-    ## what you are doing...
-    # Dependencies to place before and after the object being linked:
-predep_objects_FC=
-postdep_objects_FC=
-predeps_FC=
-postdeps_FC=
-compiler_lib_search_path_FC=
-
-cat > conftest.$ac_ext <<_LT_EOF
-      subroutine foo
-      implicit none
-      integer a
-      a=0
-      return
-      end
-_LT_EOF
-
-
-_lt_libdeps_save_CFLAGS=$CFLAGS
-case "$CC $CFLAGS " in #(
-*\ -flto*\ *) CFLAGS="$CFLAGS -fno-lto" ;;
-*\ -fwhopr*\ *) CFLAGS="$CFLAGS -fno-whopr" ;;
-*\ -fuse-linker-plugin*\ *) CFLAGS="$CFLAGS -fno-use-linker-plugin" ;;
-esac
-
-if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_compile\""; } >&5
-  (eval $ac_compile) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }; then
-  # Parse the compiler output and extract the necessary
-  # objects, libraries and library flags.
-
-  # Sentinel used to keep track of whether or not we are before
-  # the conftest object file.
-  pre_test_object_deps_done=no
-
-  for p in `eval "$output_verbose_link_cmd"`; do
-    case ${prev}${p} in
-
-    -L* | -R* | -l*)
-       # Some compilers place space between "-{L,R}" and the path.
-       # Remove the space.
-       if test $p = "-L" ||
-          test $p = "-R"; then
-	 prev=$p
-	 continue
-       fi
-
-       # Expand the sysroot to ease extracting the directories later.
-       if test -z "$prev"; then
-         case $p in
-         -L*) func_stripname_cnf '-L' '' "$p"; prev=-L; p=$func_stripname_result ;;
-         -R*) func_stripname_cnf '-R' '' "$p"; prev=-R; p=$func_stripname_result ;;
-         -l*) func_stripname_cnf '-l' '' "$p"; prev=-l; p=$func_stripname_result ;;
-         esac
-       fi
-       case $p in
-       =*) func_stripname_cnf '=' '' "$p"; p=$lt_sysroot$func_stripname_result ;;
-       esac
-       if test "$pre_test_object_deps_done" = no; then
-	 case ${prev} in
-	 -L | -R)
-	   # Internal compiler library paths should come after those
-	   # provided the user.  The postdeps already come after the
-	   # user supplied libs so there is no need to process them.
-	   if test -z "$compiler_lib_search_path_FC"; then
-	     compiler_lib_search_path_FC="${prev}${p}"
-	   else
-	     compiler_lib_search_path_FC="${compiler_lib_search_path_FC} ${prev}${p}"
-	   fi
-	   ;;
-	 # The "-l" case would never come before the object being
-	 # linked, so don't bother handling this case.
-	 esac
-       else
-	 if test -z "$postdeps_FC"; then
-	   postdeps_FC="${prev}${p}"
-	 else
-	   postdeps_FC="${postdeps_FC} ${prev}${p}"
-	 fi
-       fi
-       prev=
-       ;;
-
-    *.lto.$objext) ;; # Ignore GCC LTO objects
-    *.$objext)
-       # This assumes that the test object file only shows up
-       # once in the compiler output.
-       if test "$p" = "conftest.$objext"; then
-	 pre_test_object_deps_done=yes
-	 continue
-       fi
-
-       if test "$pre_test_object_deps_done" = no; then
-	 if test -z "$predep_objects_FC"; then
-	   predep_objects_FC="$p"
-	 else
-	   predep_objects_FC="$predep_objects_FC $p"
-	 fi
-       else
-	 if test -z "$postdep_objects_FC"; then
-	   postdep_objects_FC="$p"
-	 else
-	   postdep_objects_FC="$postdep_objects_FC $p"
-	 fi
-       fi
-       ;;
-
-    *) ;; # Ignore the rest.
-
-    esac
-  done
-
-  # Clean up.
-  rm -f a.out a.exe
-else
-  echo "libtool.m4: error: problem compiling FC test program"
-fi
-
-$RM -f confest.$objext
-CFLAGS=$_lt_libdeps_save_CFLAGS
-
-# PORTME: override above test on systems where it is broken
-
-
-case " $postdeps_FC " in
-*" -lc "*) archive_cmds_need_lc_FC=no ;;
-esac
- compiler_lib_search_dirs_FC=
-if test -n "${compiler_lib_search_path_FC}"; then
- compiler_lib_search_dirs_FC=`echo " ${compiler_lib_search_path_FC}" | ${SED} -e 's! -L! !g' -e 's!^ !!'`
-fi
-
-
-
-
-
-
-
-
-
-
-
-
-
-    lt_prog_compiler_wl_FC=
-lt_prog_compiler_pic_FC=
-lt_prog_compiler_static_FC=
-
-
-  if test "$GCC" = yes; then
-    lt_prog_compiler_wl_FC='-Wl,'
-    lt_prog_compiler_static_FC='-static'
-
-    case $host_os in
-      aix*)
-      # All AIX code is PIC.
-      if test "$host_cpu" = ia64; then
-	# AIX 5 now supports IA64 processor
-	lt_prog_compiler_static_FC='-Bstatic'
-      fi
-      ;;
-
-    amigaos*)
-      case $host_cpu in
-      powerpc)
-            # see comment about AmigaOS4 .so support
-            lt_prog_compiler_pic_FC='-fPIC'
-        ;;
-      m68k)
-            # FIXME: we need at least 68020 code to build shared libraries, but
-            # adding the `-m68020' flag to GCC prevents building anything better,
-            # like `-m68040'.
-            lt_prog_compiler_pic_FC='-m68020 -resident32 -malways-restore-a4'
-        ;;
-      esac
-      ;;
-
-    beos* | irix5* | irix6* | nonstopux* | osf3* | osf4* | osf5*)
-      # PIC is the default for these OSes.
-      ;;
-
-    mingw* | cygwin* | pw32* | os2* | cegcc*)
-      # This hack is so that the source file can tell whether it is being
-      # built for inclusion in a dll (and should export symbols for example).
-      # Although the cygwin gcc ignores -fPIC, still need this for old-style
-      # (--disable-auto-import) libraries
-      lt_prog_compiler_pic_FC='-DDLL_EXPORT'
-      ;;
-
-    darwin* | rhapsody*)
-      # PIC is the default on this platform
-      # Common symbols not allowed in MH_DYLIB files
-      lt_prog_compiler_pic_FC='-fno-common'
-      ;;
-
-    haiku*)
-      # PIC is the default for Haiku.
-      # The "-static" flag exists, but is broken.
-      lt_prog_compiler_static_FC=
-      ;;
-
-    hpux*)
-      # PIC is the default for 64-bit PA HP-UX, but not for 32-bit
-      # PA HP-UX.  On IA64 HP-UX, PIC is the default but the pic flag
-      # sets the default TLS model and affects inlining.
-      case $host_cpu in
-      hppa*64*)
-	# +Z the default
-	;;
-      *)
-	lt_prog_compiler_pic_FC='-fPIC'
-	;;
-      esac
-      ;;
-
-    interix[3-9]*)
-      # Interix 3.x gcc -fpic/-fPIC options generate broken code.
-      # Instead, we relocate shared libraries at runtime.
-      ;;
-
-    msdosdjgpp*)
-      # Just because we use GCC doesn't mean we suddenly get shared libraries
-      # on systems that don't support them.
-      lt_prog_compiler_can_build_shared_FC=no
-      enable_shared=no
-      ;;
-
-    *nto* | *qnx*)
-      # QNX uses GNU C++, but need to define -shared option too, otherwise
-      # it will coredump.
-      lt_prog_compiler_pic_FC='-fPIC -shared'
-      ;;
-
-    sysv4*MP*)
-      if test -d /usr/nec; then
-	lt_prog_compiler_pic_FC=-Kconform_pic
-      fi
-      ;;
-
-    *)
-      lt_prog_compiler_pic_FC='-fPIC'
-      ;;
-    esac
-
-    case $cc_basename in
-    nvcc*) # Cuda Compiler Driver 2.2
-      lt_prog_compiler_wl_FC='-Xlinker '
-      if test -n "$lt_prog_compiler_pic_FC"; then
-        lt_prog_compiler_pic_FC="-Xcompiler $lt_prog_compiler_pic_FC"
-      fi
-      ;;
-    esac
-  else
-    # PORTME Check for flag to pass linker flags through the system compiler.
-    case $host_os in
-    aix*)
-      lt_prog_compiler_wl_FC='-Wl,'
-      if test "$host_cpu" = ia64; then
-	# AIX 5 now supports IA64 processor
-	lt_prog_compiler_static_FC='-Bstatic'
-      else
-	lt_prog_compiler_static_FC='-bnso -bI:/lib/syscalls.exp'
-      fi
-      ;;
-
-    mingw* | cygwin* | pw32* | os2* | cegcc*)
-      # This hack is so that the source file can tell whether it is being
-      # built for inclusion in a dll (and should export symbols for example).
-      lt_prog_compiler_pic_FC='-DDLL_EXPORT'
-      ;;
-
-    hpux9* | hpux10* | hpux11*)
-      lt_prog_compiler_wl_FC='-Wl,'
-      # PIC is the default for IA64 HP-UX and 64-bit HP-UX, but
-      # not for PA HP-UX.
-      case $host_cpu in
-      hppa*64*|ia64*)
-	# +Z the default
-	;;
-      *)
-	lt_prog_compiler_pic_FC='+Z'
-	;;
-      esac
-      # Is there a better lt_prog_compiler_static that works with the bundled CC?
-      lt_prog_compiler_static_FC='${wl}-a ${wl}archive'
-      ;;
-
-    irix5* | irix6* | nonstopux*)
-      lt_prog_compiler_wl_FC='-Wl,'
-      # PIC (with -KPIC) is the default.
-      lt_prog_compiler_static_FC='-non_shared'
-      ;;
-
-    linux* | k*bsd*-gnu | kopensolaris*-gnu)
-      case $cc_basename in
-      # old Intel for x86_64 which still supported -KPIC.
-      ecc*)
-	lt_prog_compiler_wl_FC='-Wl,'
-	lt_prog_compiler_pic_FC='-KPIC'
-	lt_prog_compiler_static_FC='-static'
-        ;;
-      # icc used to be incompatible with GCC.
-      # ICC 10 doesn't accept -KPIC any more.
-      icc* | ifort*)
-	lt_prog_compiler_wl_FC='-Wl,'
-	lt_prog_compiler_pic_FC='-fPIC'
-	lt_prog_compiler_static_FC='-static'
-        ;;
-      # Lahey Fortran 8.1.
-      lf95*)
-	lt_prog_compiler_wl_FC='-Wl,'
-	lt_prog_compiler_pic_FC='--shared'
-	lt_prog_compiler_static_FC='--static'
-	;;
-      nagfor*)
-	# NAG Fortran compiler
-	lt_prog_compiler_wl_FC='-Wl,-Wl,,'
-	lt_prog_compiler_pic_FC='-PIC'
-	lt_prog_compiler_static_FC='-Bstatic'
-	;;
-      pgcc* | pgf77* | pgf90* | pgf95* | pgfortran*)
-        # Portland Group compilers (*not* the Pentium gcc compiler,
-	# which looks to be a dead project)
-	lt_prog_compiler_wl_FC='-Wl,'
-	lt_prog_compiler_pic_FC='-fpic'
-	lt_prog_compiler_static_FC='-Bstatic'
-        ;;
-      ccc*)
-        lt_prog_compiler_wl_FC='-Wl,'
-        # All Alpha code is PIC.
-        lt_prog_compiler_static_FC='-non_shared'
-        ;;
-      xl* | bgxl* | bgf* | mpixl*)
-	# IBM XL C 8.0/Fortran 10.1, 11.1 on PPC and BlueGene
-	lt_prog_compiler_wl_FC='-Wl,'
-	lt_prog_compiler_pic_FC='-qpic'
-	lt_prog_compiler_static_FC='-qstaticlink'
-	;;
-      *)
-	case `$CC -V 2>&1 | sed 5q` in
-	*Sun\ Ceres\ Fortran* | *Sun*Fortran*\ [1-7].* | *Sun*Fortran*\ 8.[0-3]*)
-	  # Sun Fortran 8.3 passes all unrecognized flags to the linker
-	  lt_prog_compiler_pic_FC='-KPIC'
-	  lt_prog_compiler_static_FC='-Bstatic'
-	  lt_prog_compiler_wl_FC=''
-	  ;;
-	*Sun\ F* | *Sun*Fortran*)
-	  lt_prog_compiler_pic_FC='-KPIC'
-	  lt_prog_compiler_static_FC='-Bstatic'
-	  lt_prog_compiler_wl_FC='-Qoption ld '
-	  ;;
-	*Sun\ C*)
-	  # Sun C 5.9
-	  lt_prog_compiler_pic_FC='-KPIC'
-	  lt_prog_compiler_static_FC='-Bstatic'
-	  lt_prog_compiler_wl_FC='-Wl,'
-	  ;;
-        *Intel*\ [CF]*Compiler*)
-	  lt_prog_compiler_wl_FC='-Wl,'
-	  lt_prog_compiler_pic_FC='-fPIC'
-	  lt_prog_compiler_static_FC='-static'
-	  ;;
-	*Portland\ Group*)
-	  lt_prog_compiler_wl_FC='-Wl,'
-	  lt_prog_compiler_pic_FC='-fpic'
-	  lt_prog_compiler_static_FC='-Bstatic'
-	  ;;
-	esac
-	;;
-      esac
-      ;;
-
-    newsos6)
-      lt_prog_compiler_pic_FC='-KPIC'
-      lt_prog_compiler_static_FC='-Bstatic'
-      ;;
-
-    *nto* | *qnx*)
-      # QNX uses GNU C++, but need to define -shared option too, otherwise
-      # it will coredump.
-      lt_prog_compiler_pic_FC='-fPIC -shared'
-      ;;
-
-    osf3* | osf4* | osf5*)
-      lt_prog_compiler_wl_FC='-Wl,'
-      # All OSF/1 code is PIC.
-      lt_prog_compiler_static_FC='-non_shared'
-      ;;
-
-    rdos*)
-      lt_prog_compiler_static_FC='-non_shared'
-      ;;
-
-    solaris*)
-      lt_prog_compiler_pic_FC='-KPIC'
-      lt_prog_compiler_static_FC='-Bstatic'
-      case $cc_basename in
-      f77* | f90* | f95* | sunf77* | sunf90* | sunf95*)
-	lt_prog_compiler_wl_FC='-Qoption ld ';;
-      *)
-	lt_prog_compiler_wl_FC='-Wl,';;
-      esac
-      ;;
-
-    sunos4*)
-      lt_prog_compiler_wl_FC='-Qoption ld '
-      lt_prog_compiler_pic_FC='-PIC'
-      lt_prog_compiler_static_FC='-Bstatic'
-      ;;
-
-    sysv4 | sysv4.2uw2* | sysv4.3*)
-      lt_prog_compiler_wl_FC='-Wl,'
-      lt_prog_compiler_pic_FC='-KPIC'
-      lt_prog_compiler_static_FC='-Bstatic'
-      ;;
-
-    sysv4*MP*)
-      if test -d /usr/nec ;then
-	lt_prog_compiler_pic_FC='-Kconform_pic'
-	lt_prog_compiler_static_FC='-Bstatic'
-      fi
-      ;;
-
-    sysv5* | unixware* | sco3.2v5* | sco5v6* | OpenUNIX*)
-      lt_prog_compiler_wl_FC='-Wl,'
-      lt_prog_compiler_pic_FC='-KPIC'
-      lt_prog_compiler_static_FC='-Bstatic'
-      ;;
-
-    unicos*)
-      lt_prog_compiler_wl_FC='-Wl,'
-      lt_prog_compiler_can_build_shared_FC=no
-      ;;
-
-    uts4*)
-      lt_prog_compiler_pic_FC='-pic'
-      lt_prog_compiler_static_FC='-Bstatic'
-      ;;
-
-    *)
-      lt_prog_compiler_can_build_shared_FC=no
-      ;;
-    esac
-  fi
-
-case $host_os in
-  # For platforms which do not support PIC, -DPIC is meaningless:
-  *djgpp*)
-    lt_prog_compiler_pic_FC=
-    ;;
-  *)
-    lt_prog_compiler_pic_FC="$lt_prog_compiler_pic_FC"
-    ;;
-esac
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $compiler option to produce PIC" >&5
-$as_echo_n "checking for $compiler option to produce PIC... " >&6; }
-if ${lt_cv_prog_compiler_pic_FC+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_pic_FC=$lt_prog_compiler_pic_FC
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_pic_FC" >&5
-$as_echo "$lt_cv_prog_compiler_pic_FC" >&6; }
-lt_prog_compiler_pic_FC=$lt_cv_prog_compiler_pic_FC
-
-#
-# Check to make sure the PIC flag actually works.
-#
-if test -n "$lt_prog_compiler_pic_FC"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler PIC flag $lt_prog_compiler_pic_FC works" >&5
-$as_echo_n "checking if $compiler PIC flag $lt_prog_compiler_pic_FC works... " >&6; }
-if ${lt_cv_prog_compiler_pic_works_FC+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_pic_works_FC=no
-   ac_outfile=conftest.$ac_objext
-   echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-   lt_compiler_flag="$lt_prog_compiler_pic_FC"
-   # Insert the option either (1) after the last *FLAGS variable, or
-   # (2) before a word containing "conftest.", or (3) at the end.
-   # Note that $ac_compile itself does not contain backslashes and begins
-   # with a dollar sign (not a hyphen), so the echo should work correctly.
-   # The option is referenced via a variable to avoid confusing sed.
-   lt_compile=`echo "$ac_compile" | $SED \
-   -e 's:.*FLAGS}\{0,1\} :&$lt_compiler_flag :; t' \
-   -e 's: [^ ]*conftest\.: $lt_compiler_flag&:; t' \
-   -e 's:$: $lt_compiler_flag:'`
-   (eval echo "\"\$as_me:$LINENO: $lt_compile\"" >&5)
-   (eval "$lt_compile" 2>conftest.err)
-   ac_status=$?
-   cat conftest.err >&5
-   echo "$as_me:$LINENO: \$? = $ac_status" >&5
-   if (exit $ac_status) && test -s "$ac_outfile"; then
-     # The compiler can only warn and ignore the option if not recognized
-     # So say no if there are warnings other than the usual output.
-     $ECHO "$_lt_compiler_boilerplate" | $SED '/^$/d' >conftest.exp
-     $SED '/^$/d; /^ *+/d' conftest.err >conftest.er2
-     if test ! -s conftest.er2 || diff conftest.exp conftest.er2 >/dev/null; then
-       lt_cv_prog_compiler_pic_works_FC=yes
-     fi
-   fi
-   $RM conftest*
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_pic_works_FC" >&5
-$as_echo "$lt_cv_prog_compiler_pic_works_FC" >&6; }
-
-if test x"$lt_cv_prog_compiler_pic_works_FC" = xyes; then
-    case $lt_prog_compiler_pic_FC in
-     "" | " "*) ;;
-     *) lt_prog_compiler_pic_FC=" $lt_prog_compiler_pic_FC" ;;
-     esac
-else
-    lt_prog_compiler_pic_FC=
-     lt_prog_compiler_can_build_shared_FC=no
-fi
-
-fi
-
-
-
-
-
-#
-# Check to make sure the static flag actually works.
-#
-wl=$lt_prog_compiler_wl_FC eval lt_tmp_static_flag=\"$lt_prog_compiler_static_FC\"
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler static flag $lt_tmp_static_flag works" >&5
-$as_echo_n "checking if $compiler static flag $lt_tmp_static_flag works... " >&6; }
-if ${lt_cv_prog_compiler_static_works_FC+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_static_works_FC=no
-   save_LDFLAGS="$LDFLAGS"
-   LDFLAGS="$LDFLAGS $lt_tmp_static_flag"
-   echo "$lt_simple_link_test_code" > conftest.$ac_ext
-   if (eval $ac_link 2>conftest.err) && test -s conftest$ac_exeext; then
-     # The linker can only warn and ignore the option if not recognized
-     # So say no if there are warnings
-     if test -s conftest.err; then
-       # Append any errors to the config.log.
-       cat conftest.err 1>&5
-       $ECHO "$_lt_linker_boilerplate" | $SED '/^$/d' > conftest.exp
-       $SED '/^$/d; /^ *+/d' conftest.err >conftest.er2
-       if diff conftest.exp conftest.er2 >/dev/null; then
-         lt_cv_prog_compiler_static_works_FC=yes
-       fi
-     else
-       lt_cv_prog_compiler_static_works_FC=yes
-     fi
-   fi
-   $RM -r conftest*
-   LDFLAGS="$save_LDFLAGS"
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_static_works_FC" >&5
-$as_echo "$lt_cv_prog_compiler_static_works_FC" >&6; }
-
-if test x"$lt_cv_prog_compiler_static_works_FC" = xyes; then
-    :
-else
-    lt_prog_compiler_static_FC=
-fi
-
-
-
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler supports -c -o file.$ac_objext" >&5
-$as_echo_n "checking if $compiler supports -c -o file.$ac_objext... " >&6; }
-if ${lt_cv_prog_compiler_c_o_FC+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_c_o_FC=no
-   $RM -r conftest 2>/dev/null
-   mkdir conftest
-   cd conftest
-   mkdir out
-   echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-
-   lt_compiler_flag="-o out/conftest2.$ac_objext"
-   # Insert the option either (1) after the last *FLAGS variable, or
-   # (2) before a word containing "conftest.", or (3) at the end.
-   # Note that $ac_compile itself does not contain backslashes and begins
-   # with a dollar sign (not a hyphen), so the echo should work correctly.
-   lt_compile=`echo "$ac_compile" | $SED \
-   -e 's:.*FLAGS}\{0,1\} :&$lt_compiler_flag :; t' \
-   -e 's: [^ ]*conftest\.: $lt_compiler_flag&:; t' \
-   -e 's:$: $lt_compiler_flag:'`
-   (eval echo "\"\$as_me:$LINENO: $lt_compile\"" >&5)
-   (eval "$lt_compile" 2>out/conftest.err)
-   ac_status=$?
-   cat out/conftest.err >&5
-   echo "$as_me:$LINENO: \$? = $ac_status" >&5
-   if (exit $ac_status) && test -s out/conftest2.$ac_objext
-   then
-     # The compiler can only warn and ignore the option if not recognized
-     # So say no if there are warnings
-     $ECHO "$_lt_compiler_boilerplate" | $SED '/^$/d' > out/conftest.exp
-     $SED '/^$/d; /^ *+/d' out/conftest.err >out/conftest.er2
-     if test ! -s out/conftest.er2 || diff out/conftest.exp out/conftest.er2 >/dev/null; then
-       lt_cv_prog_compiler_c_o_FC=yes
-     fi
-   fi
-   chmod u+w . 2>&5
-   $RM conftest*
-   # SGI C++ compiler will create directory out/ii_files/ for
-   # template instantiation
-   test -d out/ii_files && $RM out/ii_files/* && rmdir out/ii_files
-   $RM out/* && rmdir out
-   cd ..
-   $RM -r conftest
-   $RM conftest*
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_c_o_FC" >&5
-$as_echo "$lt_cv_prog_compiler_c_o_FC" >&6; }
-
-
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking if $compiler supports -c -o file.$ac_objext" >&5
-$as_echo_n "checking if $compiler supports -c -o file.$ac_objext... " >&6; }
-if ${lt_cv_prog_compiler_c_o_FC+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_prog_compiler_c_o_FC=no
-   $RM -r conftest 2>/dev/null
-   mkdir conftest
-   cd conftest
-   mkdir out
-   echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-
-   lt_compiler_flag="-o out/conftest2.$ac_objext"
-   # Insert the option either (1) after the last *FLAGS variable, or
-   # (2) before a word containing "conftest.", or (3) at the end.
-   # Note that $ac_compile itself does not contain backslashes and begins
-   # with a dollar sign (not a hyphen), so the echo should work correctly.
-   lt_compile=`echo "$ac_compile" | $SED \
-   -e 's:.*FLAGS}\{0,1\} :&$lt_compiler_flag :; t' \
-   -e 's: [^ ]*conftest\.: $lt_compiler_flag&:; t' \
-   -e 's:$: $lt_compiler_flag:'`
-   (eval echo "\"\$as_me:$LINENO: $lt_compile\"" >&5)
-   (eval "$lt_compile" 2>out/conftest.err)
-   ac_status=$?
-   cat out/conftest.err >&5
-   echo "$as_me:$LINENO: \$? = $ac_status" >&5
-   if (exit $ac_status) && test -s out/conftest2.$ac_objext
-   then
-     # The compiler can only warn and ignore the option if not recognized
-     # So say no if there are warnings
-     $ECHO "$_lt_compiler_boilerplate" | $SED '/^$/d' > out/conftest.exp
-     $SED '/^$/d; /^ *+/d' out/conftest.err >out/conftest.er2
-     if test ! -s out/conftest.er2 || diff out/conftest.exp out/conftest.er2 >/dev/null; then
-       lt_cv_prog_compiler_c_o_FC=yes
-     fi
-   fi
-   chmod u+w . 2>&5
-   $RM conftest*
-   # SGI C++ compiler will create directory out/ii_files/ for
-   # template instantiation
-   test -d out/ii_files && $RM out/ii_files/* && rmdir out/ii_files
-   $RM out/* && rmdir out
-   cd ..
-   $RM -r conftest
-   $RM conftest*
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_prog_compiler_c_o_FC" >&5
-$as_echo "$lt_cv_prog_compiler_c_o_FC" >&6; }
-
-
-
-
-hard_links="nottested"
-if test "$lt_cv_prog_compiler_c_o_FC" = no && test "$need_locks" != no; then
-  # do not overwrite the value of need_locks provided by the user
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking if we can lock with hard links" >&5
-$as_echo_n "checking if we can lock with hard links... " >&6; }
-  hard_links=yes
-  $RM conftest*
-  ln conftest.a conftest.b 2>/dev/null && hard_links=no
-  touch conftest.a
-  ln conftest.a conftest.b 2>&5 || hard_links=no
-  ln conftest.a conftest.b 2>/dev/null && hard_links=no
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $hard_links" >&5
-$as_echo "$hard_links" >&6; }
-  if test "$hard_links" = no; then
-    { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: \`$CC' does not support \`-c -o', so \`make -j' may be unsafe" >&5
-$as_echo "$as_me: WARNING: \`$CC' does not support \`-c -o', so \`make -j' may be unsafe" >&2;}
-    need_locks=warn
-  fi
-else
-  need_locks=no
-fi
-
-
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether the $compiler linker ($LD) supports shared libraries" >&5
-$as_echo_n "checking whether the $compiler linker ($LD) supports shared libraries... " >&6; }
-
-  runpath_var=
-  allow_undefined_flag_FC=
-  always_export_symbols_FC=no
-  archive_cmds_FC=
-  archive_expsym_cmds_FC=
-  compiler_needs_object_FC=no
-  enable_shared_with_static_runtimes_FC=no
-  export_dynamic_flag_spec_FC=
-  export_symbols_cmds_FC='$NM $libobjs $convenience | $global_symbol_pipe | $SED '\''s/.* //'\'' | sort | uniq > $export_symbols'
-  hardcode_automatic_FC=no
-  hardcode_direct_FC=no
-  hardcode_direct_absolute_FC=no
-  hardcode_libdir_flag_spec_FC=
-  hardcode_libdir_separator_FC=
-  hardcode_minus_L_FC=no
-  hardcode_shlibpath_var_FC=unsupported
-  inherit_rpath_FC=no
-  link_all_deplibs_FC=unknown
-  module_cmds_FC=
-  module_expsym_cmds_FC=
-  old_archive_from_new_cmds_FC=
-  old_archive_from_expsyms_cmds_FC=
-  thread_safe_flag_spec_FC=
-  whole_archive_flag_spec_FC=
-  # include_expsyms should be a list of space-separated symbols to be *always*
-  # included in the symbol list
-  include_expsyms_FC=
-  # exclude_expsyms can be an extended regexp of symbols to exclude
-  # it will be wrapped by ` (' and `)$', so one must not match beginning or
-  # end of line.  Example: `a|bc|.*d.*' will exclude the symbols `a' and `bc',
-  # as well as any symbol that contains `d'.
-  exclude_expsyms_FC='_GLOBAL_OFFSET_TABLE_|_GLOBAL__F[ID]_.*'
-  # Although _GLOBAL_OFFSET_TABLE_ is a valid symbol C name, most a.out
-  # platforms (ab)use it in PIC code, but their linkers get confused if
-  # the symbol is explicitly referenced.  Since portable code cannot
-  # rely on this symbol name, it's probably fine to never include it in
-  # preloaded symbol tables.
-  # Exclude shared library initialization/finalization symbols.
-  extract_expsyms_cmds=
-
-  case $host_os in
-  cygwin* | mingw* | pw32* | cegcc*)
-    # FIXME: the MSVC++ port hasn't been tested in a loooong time
-    # When not using gcc, we currently assume that we are using
-    # Microsoft Visual C++.
-    if test "$GCC" != yes; then
-      with_gnu_ld=no
-    fi
-    ;;
-  interix*)
-    # we just hope/assume this is gcc and not c89 (= MSVC++)
-    with_gnu_ld=yes
-    ;;
-  openbsd*)
-    with_gnu_ld=no
-    ;;
-  linux* | k*bsd*-gnu | gnu*)
-    link_all_deplibs_FC=no
-    ;;
-  esac
-
-  ld_shlibs_FC=yes
-
-  # On some targets, GNU ld is compatible enough with the native linker
-  # that we're better off using the native interface for both.
-  lt_use_gnu_ld_interface=no
-  if test "$with_gnu_ld" = yes; then
-    case $host_os in
-      aix*)
-	# The AIX port of GNU ld has always aspired to compatibility
-	# with the native linker.  However, as the warning in the GNU ld
-	# block says, versions before 2.19.5* couldn't really create working
-	# shared libraries, regardless of the interface used.
-	case `$LD -v 2>&1` in
-	  *\ \(GNU\ Binutils\)\ 2.19.5*) ;;
-	  *\ \(GNU\ Binutils\)\ 2.[2-9]*) ;;
-	  *\ \(GNU\ Binutils\)\ [3-9]*) ;;
-	  *)
-	    lt_use_gnu_ld_interface=yes
-	    ;;
-	esac
-	;;
-      *)
-	lt_use_gnu_ld_interface=yes
-	;;
-    esac
-  fi
-
-  if test "$lt_use_gnu_ld_interface" = yes; then
-    # If archive_cmds runs LD, not CC, wlarc should be empty
-    wlarc='${wl}'
-
-    # Set some defaults for GNU ld with shared library support. These
-    # are reset later if shared libraries are not supported. Putting them
-    # here allows them to be overridden if necessary.
-    runpath_var=LD_RUN_PATH
-    hardcode_libdir_flag_spec_FC='${wl}-rpath ${wl}$libdir'
-    export_dynamic_flag_spec_FC='${wl}--export-dynamic'
-    # ancient GNU ld didn't support --whole-archive et. al.
-    if $LD --help 2>&1 | $GREP 'no-whole-archive' > /dev/null; then
-      whole_archive_flag_spec_FC="$wlarc"'--whole-archive$convenience '"$wlarc"'--no-whole-archive'
-    else
-      whole_archive_flag_spec_FC=
-    fi
-    supports_anon_versioning=no
-    case `$LD -v 2>&1` in
-      *GNU\ gold*) supports_anon_versioning=yes ;;
-      *\ [01].* | *\ 2.[0-9].* | *\ 2.10.*) ;; # catch versions < 2.11
-      *\ 2.11.93.0.2\ *) supports_anon_versioning=yes ;; # RH7.3 ...
-      *\ 2.11.92.0.12\ *) supports_anon_versioning=yes ;; # Mandrake 8.2 ...
-      *\ 2.11.*) ;; # other 2.11 versions
-      *) supports_anon_versioning=yes ;;
-    esac
-
-    # See if GNU ld supports shared libraries.
-    case $host_os in
-    aix[3-9]*)
-      # On AIX/PPC, the GNU linker is very broken
-      if test "$host_cpu" != ia64; then
-	ld_shlibs_FC=no
-	cat <<_LT_EOF 1>&2
-
-*** Warning: the GNU linker, at least up to release 2.19, is reported
-*** to be unable to reliably create shared libraries on AIX.
-*** Therefore, libtool is disabling shared libraries support.  If you
-*** really care for shared libraries, you may want to install binutils
-*** 2.20 or above, or modify your PATH so that a non-GNU linker is found.
-*** You will then need to restart the configuration process.
-
-_LT_EOF
-      fi
-      ;;
-
-    amigaos*)
-      case $host_cpu in
-      powerpc)
-            # see comment about AmigaOS4 .so support
-            archive_cmds_FC='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-            archive_expsym_cmds_FC=''
-        ;;
-      m68k)
-            archive_cmds_FC='$RM $output_objdir/a2ixlibrary.data~$ECHO "#define NAME $libname" > $output_objdir/a2ixlibrary.data~$ECHO "#define LIBRARY_ID 1" >> $output_objdir/a2ixlibrary.data~$ECHO "#define VERSION $major" >> $output_objdir/a2ixlibrary.data~$ECHO "#define REVISION $revision" >> $output_objdir/a2ixlibrary.data~$AR $AR_FLAGS $lib $libobjs~$RANLIB $lib~(cd $output_objdir && a2ixlibrary -32)'
-            hardcode_libdir_flag_spec_FC='-L$libdir'
-            hardcode_minus_L_FC=yes
-        ;;
-      esac
-      ;;
-
-    beos*)
-      if $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	allow_undefined_flag_FC=unsupported
-	# Joseph Beckenbach <jrb3 at best.com> says some releases of gcc
-	# support --undefined.  This deserves some investigation.  FIXME
-	archive_cmds_FC='$CC -nostart $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-      else
-	ld_shlibs_FC=no
-      fi
-      ;;
-
-    cygwin* | mingw* | pw32* | cegcc*)
-      # _LT_TAGVAR(hardcode_libdir_flag_spec, FC) is actually meaningless,
-      # as there is no search path for DLLs.
-      hardcode_libdir_flag_spec_FC='-L$libdir'
-      export_dynamic_flag_spec_FC='${wl}--export-all-symbols'
-      allow_undefined_flag_FC=unsupported
-      always_export_symbols_FC=no
-      enable_shared_with_static_runtimes_FC=yes
-      export_symbols_cmds_FC='$NM $libobjs $convenience | $global_symbol_pipe | $SED -e '\''/^[BCDGRS][ ]/s/.*[ ]\([^ ]*\)/\1 DATA/;s/^.*[ ]__nm__\([^ ]*\)[ ][^ ]*/\1 DATA/;/^I[ ]/d;/^[AITW][ ]/s/.* //'\'' | sort | uniq > $export_symbols'
-      exclude_expsyms_FC='[_]+GLOBAL_OFFSET_TABLE_|[_]+GLOBAL__[FID]_.*|[_]+head_[A-Za-z0-9_]+_dll|[A-Za-z0-9_]+_dll_iname'
-
-      if $LD --help 2>&1 | $GREP 'auto-import' > /dev/null; then
-        archive_cmds_FC='$CC -shared $libobjs $deplibs $compiler_flags -o $output_objdir/$soname ${wl}--enable-auto-image-base -Xlinker --out-implib -Xlinker $lib'
-	# If the export-symbols file already is a .def file (1st line
-	# is EXPORTS), use it as is; otherwise, prepend...
-	archive_expsym_cmds_FC='if test "x`$SED 1q $export_symbols`" = xEXPORTS; then
-	  cp $export_symbols $output_objdir/$soname.def;
-	else
-	  echo EXPORTS > $output_objdir/$soname.def;
-	  cat $export_symbols >> $output_objdir/$soname.def;
-	fi~
-	$CC -shared $output_objdir/$soname.def $libobjs $deplibs $compiler_flags -o $output_objdir/$soname ${wl}--enable-auto-image-base -Xlinker --out-implib -Xlinker $lib'
-      else
-	ld_shlibs_FC=no
-      fi
-      ;;
-
-    haiku*)
-      archive_cmds_FC='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-      link_all_deplibs_FC=yes
-      ;;
-
-    interix[3-9]*)
-      hardcode_direct_FC=no
-      hardcode_shlibpath_var_FC=no
-      hardcode_libdir_flag_spec_FC='${wl}-rpath,$libdir'
-      export_dynamic_flag_spec_FC='${wl}-E'
-      # Hack: On Interix 3.x, we cannot compile PIC because of a broken gcc.
-      # Instead, shared libraries are loaded at an image base (0x10000000 by
-      # default) and relocated if they conflict, which is a slow very memory
-      # consuming and fragmenting process.  To avoid this, we pick a random,
-      # 256 KiB-aligned image base between 0x50000000 and 0x6FFC0000 at link
-      # time.  Moving up from 0x10000000 also allows more sbrk(2) space.
-      archive_cmds_FC='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-h,$soname ${wl}--image-base,`expr ${RANDOM-$$} % 4096 / 2 \* 262144 + 1342177280` -o $lib'
-      archive_expsym_cmds_FC='sed "s,^,_," $export_symbols >$output_objdir/$soname.expsym~$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-h,$soname ${wl}--retain-symbols-file,$output_objdir/$soname.expsym ${wl}--image-base,`expr ${RANDOM-$$} % 4096 / 2 \* 262144 + 1342177280` -o $lib'
-      ;;
-
-    gnu* | linux* | tpf* | k*bsd*-gnu | kopensolaris*-gnu)
-      tmp_diet=no
-      if test "$host_os" = linux-dietlibc; then
-	case $cc_basename in
-	  diet\ *) tmp_diet=yes;;	# linux-dietlibc with static linking (!diet-dyn)
-	esac
-      fi
-      if $LD --help 2>&1 | $EGREP ': supported targets:.* elf' > /dev/null \
-	 && test "$tmp_diet" = no
-      then
-	tmp_addflag=' $pic_flag'
-	tmp_sharedflag='-shared'
-	case $cc_basename,$host_cpu in
-        pgcc*)				# Portland Group C compiler
-	  whole_archive_flag_spec_FC='${wl}--whole-archive`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  tmp_addflag=' $pic_flag'
-	  ;;
-	pgf77* | pgf90* | pgf95* | pgfortran*)
-					# Portland Group f77 and f90 compilers
-	  whole_archive_flag_spec_FC='${wl}--whole-archive`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  tmp_addflag=' $pic_flag -Mnomain' ;;
-	ecc*,ia64* | icc*,ia64*)	# Intel C compiler on ia64
-	  tmp_addflag=' -i_dynamic' ;;
-	efc*,ia64* | ifort*,ia64*)	# Intel Fortran compiler on ia64
-	  tmp_addflag=' -i_dynamic -nofor_main' ;;
-	ifc* | ifort*)			# Intel Fortran compiler
-	  tmp_addflag=' -nofor_main' ;;
-	lf95*)				# Lahey Fortran 8.1
-	  whole_archive_flag_spec_FC=
-	  tmp_sharedflag='--shared' ;;
-	xl[cC]* | bgxl[cC]* | mpixl[cC]*) # IBM XL C 8.0 on PPC (deal with xlf below)
-	  tmp_sharedflag='-qmkshrobj'
-	  tmp_addflag= ;;
-	nvcc*)	# Cuda Compiler Driver 2.2
-	  whole_archive_flag_spec_FC='${wl}--whole-archive`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  compiler_needs_object_FC=yes
-	  ;;
-	esac
-	case `$CC -V 2>&1 | sed 5q` in
-	*Sun\ C*)			# Sun C 5.9
-	  whole_archive_flag_spec_FC='${wl}--whole-archive`new_convenience=; for conv in $convenience\"\"; do test -z \"$conv\" || new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  compiler_needs_object_FC=yes
-	  tmp_sharedflag='-G' ;;
-	*Sun\ F*)			# Sun Fortran 8.3
-	  tmp_sharedflag='-G' ;;
-	esac
-	archive_cmds_FC='$CC '"$tmp_sharedflag""$tmp_addflag"' $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-
-        if test "x$supports_anon_versioning" = xyes; then
-          archive_expsym_cmds_FC='echo "{ global:" > $output_objdir/$libname.ver~
-	    cat $export_symbols | sed -e "s/\(.*\)/\1;/" >> $output_objdir/$libname.ver~
-	    echo "local: *; };" >> $output_objdir/$libname.ver~
-	    $CC '"$tmp_sharedflag""$tmp_addflag"' $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-version-script ${wl}$output_objdir/$libname.ver -o $lib'
-        fi
-
-	case $cc_basename in
-	xlf* | bgf* | bgxlf* | mpixlf*)
-	  # IBM XL Fortran 10.1 on PPC cannot create shared libs itself
-	  whole_archive_flag_spec_FC='--whole-archive$convenience --no-whole-archive'
-	  hardcode_libdir_flag_spec_FC='${wl}-rpath ${wl}$libdir'
-	  archive_cmds_FC='$LD -shared $libobjs $deplibs $linker_flags -soname $soname -o $lib'
-	  if test "x$supports_anon_versioning" = xyes; then
-	    archive_expsym_cmds_FC='echo "{ global:" > $output_objdir/$libname.ver~
-	      cat $export_symbols | sed -e "s/\(.*\)/\1;/" >> $output_objdir/$libname.ver~
-	      echo "local: *; };" >> $output_objdir/$libname.ver~
-	      $LD -shared $libobjs $deplibs $linker_flags -soname $soname -version-script $output_objdir/$libname.ver -o $lib'
-	  fi
-	  ;;
-	esac
-      else
-        ld_shlibs_FC=no
-      fi
-      ;;
-
-    netbsd* | netbsdelf*-gnu)
-      if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-	archive_cmds_FC='$LD -Bshareable $libobjs $deplibs $linker_flags -o $lib'
-	wlarc=
-      else
-	archive_cmds_FC='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	archive_expsym_cmds_FC='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-      fi
-      ;;
-
-    solaris*)
-      if $LD -v 2>&1 | $GREP 'BFD 2\.8' > /dev/null; then
-	ld_shlibs_FC=no
-	cat <<_LT_EOF 1>&2
-
-*** Warning: The releases 2.8.* of the GNU linker cannot reliably
-*** create shared libraries on Solaris systems.  Therefore, libtool
-*** is disabling shared libraries support.  We urge you to upgrade GNU
-*** binutils to release 2.9.1 or newer.  Another option is to modify
-*** your PATH or compiler configuration so that the native linker is
-*** used, and then restart.
-
-_LT_EOF
-      elif $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	archive_cmds_FC='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	archive_expsym_cmds_FC='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-      else
-	ld_shlibs_FC=no
-      fi
-      ;;
-
-    sysv5* | sco3.2v5* | sco5v6* | unixware* | OpenUNIX*)
-      case `$LD -v 2>&1` in
-        *\ [01].* | *\ 2.[0-9].* | *\ 2.1[0-5].*)
-	ld_shlibs_FC=no
-	cat <<_LT_EOF 1>&2
-
-*** Warning: Releases of the GNU linker prior to 2.16.91.0.3 can not
-*** reliably create shared libraries on SCO systems.  Therefore, libtool
-*** is disabling shared libraries support.  We urge you to upgrade GNU
-*** binutils to release 2.16.91.0.3 or newer.  Another option is to modify
-*** your PATH or compiler configuration so that the native linker is
-*** used, and then restart.
-
-_LT_EOF
-	;;
-	*)
-	  # For security reasons, it is highly recommended that you always
-	  # use absolute paths for naming shared libraries, and exclude the
-	  # DT_RUNPATH tag from executables and libraries.  But doing so
-	  # requires that you compile everything twice, which is a pain.
-	  if $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	    hardcode_libdir_flag_spec_FC='${wl}-rpath ${wl}$libdir'
-	    archive_cmds_FC='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	    archive_expsym_cmds_FC='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-	  else
-	    ld_shlibs_FC=no
-	  fi
-	;;
-      esac
-      ;;
-
-    sunos4*)
-      archive_cmds_FC='$LD -assert pure-text -Bshareable -o $lib $libobjs $deplibs $linker_flags'
-      wlarc=
-      hardcode_direct_FC=yes
-      hardcode_shlibpath_var_FC=no
-      ;;
-
-    *)
-      if $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	archive_cmds_FC='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	archive_expsym_cmds_FC='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-      else
-	ld_shlibs_FC=no
-      fi
-      ;;
-    esac
-
-    if test "$ld_shlibs_FC" = no; then
-      runpath_var=
-      hardcode_libdir_flag_spec_FC=
-      export_dynamic_flag_spec_FC=
-      whole_archive_flag_spec_FC=
-    fi
-  else
-    # PORTME fill in a description of your system's linker (not GNU ld)
-    case $host_os in
-    aix3*)
-      allow_undefined_flag_FC=unsupported
-      always_export_symbols_FC=yes
-      archive_expsym_cmds_FC='$LD -o $output_objdir/$soname $libobjs $deplibs $linker_flags -bE:$export_symbols -T512 -H512 -bM:SRE~$AR $AR_FLAGS $lib $output_objdir/$soname'
-      # Note: this linker hardcodes the directories in LIBPATH if there
-      # are no directories specified by -L.
-      hardcode_minus_L_FC=yes
-      if test "$GCC" = yes && test -z "$lt_prog_compiler_static"; then
-	# Neither direct hardcoding nor static linking is supported with a
-	# broken collect2.
-	hardcode_direct_FC=unsupported
-      fi
-      ;;
-
-    aix[4-9]*)
-      if test "$host_cpu" = ia64; then
-	# On IA64, the linker does run time linking by default, so we don't
-	# have to do anything special.
-	aix_use_runtimelinking=no
-	exp_sym_flag='-Bexport'
-	no_entry_flag=""
-      else
-	# If we're using GNU nm, then we don't want the "-C" option.
-	# -C means demangle to AIX nm, but means don't demangle with GNU nm
-	# Also, AIX nm treats weak defined symbols like other global
-	# defined symbols, whereas GNU nm marks them as "W".
-	if $NM -V 2>&1 | $GREP 'GNU' > /dev/null; then
-	  export_symbols_cmds_FC='$NM -Bpg $libobjs $convenience | awk '\''{ if (((\$ 2 == "T") || (\$ 2 == "D") || (\$ 2 == "B") || (\$ 2 == "W")) && (substr(\$ 3,1,1) != ".")) { print \$ 3 } }'\'' | sort -u > $export_symbols'
-	else
-	  export_symbols_cmds_FC='$NM -BCpg $libobjs $convenience | awk '\''{ if (((\$ 2 == "T") || (\$ 2 == "D") || (\$ 2 == "B")) && (substr(\$ 3,1,1) != ".")) { print \$ 3 } }'\'' | sort -u > $export_symbols'
-	fi
-	aix_use_runtimelinking=no
-
-	# Test if we are trying to use run time linking or normal
-	# AIX style linking. If -brtl is somewhere in LDFLAGS, we
-	# need to do runtime linking.
-	case $host_os in aix4.[23]|aix4.[23].*|aix[5-9]*)
-	  for ld_flag in $LDFLAGS; do
-	  if (test $ld_flag = "-brtl" || test $ld_flag = "-Wl,-brtl"); then
-	    aix_use_runtimelinking=yes
-	    break
-	  fi
-	  done
-	  ;;
-	esac
-
-	exp_sym_flag='-bexport'
-	no_entry_flag='-bnoentry'
-      fi
-
-      # When large executables or shared objects are built, AIX ld can
-      # have problems creating the table of contents.  If linking a library
-      # or program results in "error TOC overflow" add -mminimal-toc to
-      # CXXFLAGS/CFLAGS for g++/gcc.  In the cases where that is not
-      # enough to fix the problem, add -Wl,-bbigtoc to LDFLAGS.
-
-      archive_cmds_FC=''
-      hardcode_direct_FC=yes
-      hardcode_direct_absolute_FC=yes
-      hardcode_libdir_separator_FC=':'
-      link_all_deplibs_FC=yes
-      file_list_spec_FC='${wl}-f,'
-
-      if test "$GCC" = yes; then
-	case $host_os in aix4.[012]|aix4.[012].*)
-	# We only want to do this on AIX 4.2 and lower, the check
-	# below for broken collect2 doesn't work under 4.3+
-	  collect2name=`${CC} -print-prog-name=collect2`
-	  if test -f "$collect2name" &&
-	   strings "$collect2name" | $GREP resolve_lib_name >/dev/null
-	  then
-	  # We have reworked collect2
-	  :
-	  else
-	  # We have old collect2
-	  hardcode_direct_FC=unsupported
-	  # It fails to find uninstalled libraries when the uninstalled
-	  # path is not listed in the libpath.  Setting hardcode_minus_L
-	  # to unsupported forces relinking
-	  hardcode_minus_L_FC=yes
-	  hardcode_libdir_flag_spec_FC='-L$libdir'
-	  hardcode_libdir_separator_FC=
-	  fi
-	  ;;
-	esac
-	shared_flag='-shared'
-	if test "$aix_use_runtimelinking" = yes; then
-	  shared_flag="$shared_flag "'${wl}-G'
-	fi
-	link_all_deplibs_FC=no
-      else
-	# not using gcc
-	if test "$host_cpu" = ia64; then
-	# VisualAge C++, Version 5.5 for AIX 5L for IA-64, Beta 3 Release
-	# chokes on -Wl,-G. The following line is correct:
-	  shared_flag='-G'
-	else
-	  if test "$aix_use_runtimelinking" = yes; then
-	    shared_flag='${wl}-G'
-	  else
-	    shared_flag='${wl}-bM:SRE'
-	  fi
-	fi
-      fi
-
-      export_dynamic_flag_spec_FC='${wl}-bexpall'
-      # It seems that -bexpall does not export symbols beginning with
-      # underscore (_), so it is better to generate a list of symbols to export.
-      always_export_symbols_FC=yes
-      if test "$aix_use_runtimelinking" = yes; then
-	# Warning - without using the other runtime loading flags (-brtl),
-	# -berok will link without error, but may produce a broken library.
-	allow_undefined_flag_FC='-berok'
-        # Determine the default libpath from the value encoded in an
-        # empty executable.
-        if test "${lt_cv_aix_libpath+set}" = set; then
-  aix_libpath=$lt_cv_aix_libpath
-else
-  if ${lt_cv_aix_libpath__FC+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  cat > conftest.$ac_ext <<_ACEOF
-      program main
-
-      end
-_ACEOF
-if ac_fn_fc_try_link "$LINENO"; then :
-
-  lt_aix_libpath_sed='
-      /Import File Strings/,/^$/ {
-	  /^0/ {
-	      s/^0  *\([^ ]*\) *$/\1/
-	      p
-	  }
-      }'
-  lt_cv_aix_libpath__FC=`dump -H conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  # Check for a 64-bit object if we didn't find anything.
-  if test -z "$lt_cv_aix_libpath__FC"; then
-    lt_cv_aix_libpath__FC=`dump -HX64 conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  fi
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-  if test -z "$lt_cv_aix_libpath__FC"; then
-    lt_cv_aix_libpath__FC="/usr/lib:/lib"
-  fi
-
-fi
-
-  aix_libpath=$lt_cv_aix_libpath__FC
-fi
-
-        hardcode_libdir_flag_spec_FC='${wl}-blibpath:$libdir:'"$aix_libpath"
-        archive_expsym_cmds_FC='$CC -o $output_objdir/$soname $libobjs $deplibs '"\${wl}$no_entry_flag"' $compiler_flags `if test "x${allow_undefined_flag}" != "x"; then func_echo_all "${wl}${allow_undefined_flag}"; else :; fi` '"\${wl}$exp_sym_flag:\$export_symbols $shared_flag"
-      else
-	if test "$host_cpu" = ia64; then
-	  hardcode_libdir_flag_spec_FC='${wl}-R $libdir:/usr/lib:/lib'
-	  allow_undefined_flag_FC="-z nodefs"
-	  archive_expsym_cmds_FC="\$CC $shared_flag"' -o $output_objdir/$soname $libobjs $deplibs '"\${wl}$no_entry_flag"' $compiler_flags ${wl}${allow_undefined_flag} '"\${wl}$exp_sym_flag:\$export_symbols"
-	else
-	 # Determine the default libpath from the value encoded in an
-	 # empty executable.
-	 if test "${lt_cv_aix_libpath+set}" = set; then
-  aix_libpath=$lt_cv_aix_libpath
-else
-  if ${lt_cv_aix_libpath__FC+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  cat > conftest.$ac_ext <<_ACEOF
-      program main
-
-      end
-_ACEOF
-if ac_fn_fc_try_link "$LINENO"; then :
-
-  lt_aix_libpath_sed='
-      /Import File Strings/,/^$/ {
-	  /^0/ {
-	      s/^0  *\([^ ]*\) *$/\1/
-	      p
-	  }
-      }'
-  lt_cv_aix_libpath__FC=`dump -H conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  # Check for a 64-bit object if we didn't find anything.
-  if test -z "$lt_cv_aix_libpath__FC"; then
-    lt_cv_aix_libpath__FC=`dump -HX64 conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  fi
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-  if test -z "$lt_cv_aix_libpath__FC"; then
-    lt_cv_aix_libpath__FC="/usr/lib:/lib"
-  fi
-
-fi
-
-  aix_libpath=$lt_cv_aix_libpath__FC
-fi
-
-	 hardcode_libdir_flag_spec_FC='${wl}-blibpath:$libdir:'"$aix_libpath"
-	  # Warning - without using the other run time loading flags,
-	  # -berok will link without error, but may produce a broken library.
-	  no_undefined_flag_FC=' ${wl}-bernotok'
-	  allow_undefined_flag_FC=' ${wl}-berok'
-	  if test "$with_gnu_ld" = yes; then
-	    # We only use this code for GNU lds that support --whole-archive.
-	    whole_archive_flag_spec_FC='${wl}--whole-archive$convenience ${wl}--no-whole-archive'
-	  else
-	    # Exported symbols can be pulled into shared objects from archives
-	    whole_archive_flag_spec_FC='$convenience'
-	  fi
-	  archive_cmds_need_lc_FC=yes
-	  # This is similar to how AIX traditionally builds its shared libraries.
-	  archive_expsym_cmds_FC="\$CC $shared_flag"' -o $output_objdir/$soname $libobjs $deplibs ${wl}-bnoentry $compiler_flags ${wl}-bE:$export_symbols${allow_undefined_flag}~$AR $AR_FLAGS $output_objdir/$libname$release.a $output_objdir/$soname'
-	fi
-      fi
-      ;;
-
-    amigaos*)
-      case $host_cpu in
-      powerpc)
-            # see comment about AmigaOS4 .so support
-            archive_cmds_FC='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-            archive_expsym_cmds_FC=''
-        ;;
-      m68k)
-            archive_cmds_FC='$RM $output_objdir/a2ixlibrary.data~$ECHO "#define NAME $libname" > $output_objdir/a2ixlibrary.data~$ECHO "#define LIBRARY_ID 1" >> $output_objdir/a2ixlibrary.data~$ECHO "#define VERSION $major" >> $output_objdir/a2ixlibrary.data~$ECHO "#define REVISION $revision" >> $output_objdir/a2ixlibrary.data~$AR $AR_FLAGS $lib $libobjs~$RANLIB $lib~(cd $output_objdir && a2ixlibrary -32)'
-            hardcode_libdir_flag_spec_FC='-L$libdir'
-            hardcode_minus_L_FC=yes
-        ;;
-      esac
-      ;;
-
-    bsdi[45]*)
-      export_dynamic_flag_spec_FC=-rdynamic
-      ;;
-
-    cygwin* | mingw* | pw32* | cegcc*)
-      # When not using gcc, we currently assume that we are using
-      # Microsoft Visual C++.
-      # hardcode_libdir_flag_spec is actually meaningless, as there is
-      # no search path for DLLs.
-      case $cc_basename in
-      cl*)
-	# Native MSVC
-	hardcode_libdir_flag_spec_FC=' '
-	allow_undefined_flag_FC=unsupported
-	always_export_symbols_FC=yes
-	file_list_spec_FC='@'
-	# Tell ltmain to make .lib files, not .a files.
-	libext=lib
-	# Tell ltmain to make .dll files, not .so files.
-	shrext_cmds=".dll"
-	# FIXME: Setting linknames here is a bad hack.
-	archive_cmds_FC='$CC -o $output_objdir/$soname $libobjs $compiler_flags $deplibs -Wl,-dll~linknames='
-	archive_expsym_cmds_FC='if test "x`$SED 1q $export_symbols`" = xEXPORTS; then
-	    sed -n -e 's/\\\\\\\(.*\\\\\\\)/-link\\\ -EXPORT:\\\\\\\1/' -e '1\\\!p' < $export_symbols > $output_objdir/$soname.exp;
-	  else
-	    sed -e 's/\\\\\\\(.*\\\\\\\)/-link\\\ -EXPORT:\\\\\\\1/' < $export_symbols > $output_objdir/$soname.exp;
-	  fi~
-	  $CC -o $tool_output_objdir$soname $libobjs $compiler_flags $deplibs "@$tool_output_objdir$soname.exp" -Wl,-DLL,-IMPLIB:"$tool_output_objdir$libname.dll.lib"~
-	  linknames='
-	# The linker will not automatically build a static lib if we build a DLL.
-	# _LT_TAGVAR(old_archive_from_new_cmds, FC)='true'
-	enable_shared_with_static_runtimes_FC=yes
-	exclude_expsyms_FC='_NULL_IMPORT_DESCRIPTOR|_IMPORT_DESCRIPTOR_.*'
-	export_symbols_cmds_FC='$NM $libobjs $convenience | $global_symbol_pipe | $SED -e '\''/^[BCDGRS][ ]/s/.*[ ]\([^ ]*\)/\1,DATA/'\'' | $SED -e '\''/^[AITW][ ]/s/.*[ ]//'\'' | sort | uniq > $export_symbols'
-	# Don't use ranlib
-	old_postinstall_cmds_FC='chmod 644 $oldlib'
-	postlink_cmds_FC='lt_outputfile="@OUTPUT@"~
-	  lt_tool_outputfile="@TOOL_OUTPUT@"~
-	  case $lt_outputfile in
-	    *.exe|*.EXE) ;;
-	    *)
-	      lt_outputfile="$lt_outputfile.exe"
-	      lt_tool_outputfile="$lt_tool_outputfile.exe"
-	      ;;
-	  esac~
-	  if test "$MANIFEST_TOOL" != ":" && test -f "$lt_outputfile.manifest"; then
-	    $MANIFEST_TOOL -manifest "$lt_tool_outputfile.manifest" -outputresource:"$lt_tool_outputfile" || exit 1;
-	    $RM "$lt_outputfile.manifest";
-	  fi'
-	;;
-      *)
-	# Assume MSVC wrapper
-	hardcode_libdir_flag_spec_FC=' '
-	allow_undefined_flag_FC=unsupported
-	# Tell ltmain to make .lib files, not .a files.
-	libext=lib
-	# Tell ltmain to make .dll files, not .so files.
-	shrext_cmds=".dll"
-	# FIXME: Setting linknames here is a bad hack.
-	archive_cmds_FC='$CC -o $lib $libobjs $compiler_flags `func_echo_all "$deplibs" | $SED '\''s/ -lc$//'\''` -link -dll~linknames='
-	# The linker will automatically build a .lib file if we build a DLL.
-	old_archive_from_new_cmds_FC='true'
-	# FIXME: Should let the user specify the lib program.
-	old_archive_cmds_FC='lib -OUT:$oldlib$oldobjs$old_deplibs'
-	enable_shared_with_static_runtimes_FC=yes
-	;;
-      esac
-      ;;
-
-    darwin* | rhapsody*)
-
-
-  archive_cmds_need_lc_FC=no
-  hardcode_direct_FC=no
-  hardcode_automatic_FC=yes
-  hardcode_shlibpath_var_FC=unsupported
-  if test "$lt_cv_ld_force_load" = "yes"; then
-    whole_archive_flag_spec_FC='`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience ${wl}-force_load,$conv\"; done; func_echo_all \"$new_convenience\"`'
-    compiler_needs_object_FC=yes
-  else
-    whole_archive_flag_spec_FC=''
-  fi
-  link_all_deplibs_FC=yes
-  allow_undefined_flag_FC="$_lt_dar_allow_undefined"
-  case $cc_basename in
-     ifort*) _lt_dar_can_shared=yes ;;
-     *) _lt_dar_can_shared=$GCC ;;
-  esac
-  if test "$_lt_dar_can_shared" = "yes"; then
-    output_verbose_link_cmd=func_echo_all
-    archive_cmds_FC="\$CC -dynamiclib \$allow_undefined_flag -o \$lib \$libobjs \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring $_lt_dar_single_mod${_lt_dsymutil}"
-    module_cmds_FC="\$CC \$allow_undefined_flag -o \$lib -bundle \$libobjs \$deplibs \$compiler_flags${_lt_dsymutil}"
-    archive_expsym_cmds_FC="sed 's,^,_,' < \$export_symbols > \$output_objdir/\${libname}-symbols.expsym~\$CC -dynamiclib \$allow_undefined_flag -o \$lib \$libobjs \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring ${_lt_dar_single_mod}${_lt_dar_export_syms}${_lt_dsymutil}"
-    module_expsym_cmds_FC="sed -e 's,^,_,' < \$export_symbols > \$output_objdir/\${libname}-symbols.expsym~\$CC \$allow_undefined_flag -o \$lib -bundle \$libobjs \$deplibs \$compiler_flags${_lt_dar_export_syms}${_lt_dsymutil}"
-
-  else
-  ld_shlibs_FC=no
-  fi
-
-      ;;
-
-    dgux*)
-      archive_cmds_FC='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      hardcode_libdir_flag_spec_FC='-L$libdir'
-      hardcode_shlibpath_var_FC=no
-      ;;
-
-    # FreeBSD 2.2.[012] allows us to include c++rt0.o to get C++ constructor
-    # support.  Future versions do this automatically, but an explicit c++rt0.o
-    # does not break anything, and helps significantly (at the cost of a little
-    # extra space).
-    freebsd2.2*)
-      archive_cmds_FC='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags /usr/lib/c++rt0.o'
-      hardcode_libdir_flag_spec_FC='-R$libdir'
-      hardcode_direct_FC=yes
-      hardcode_shlibpath_var_FC=no
-      ;;
-
-    # Unfortunately, older versions of FreeBSD 2 do not have this feature.
-    freebsd2.*)
-      archive_cmds_FC='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags'
-      hardcode_direct_FC=yes
-      hardcode_minus_L_FC=yes
-      hardcode_shlibpath_var_FC=no
-      ;;
-
-    # FreeBSD 3 and greater uses gcc -shared to do shared libraries.
-    freebsd* | dragonfly*)
-      archive_cmds_FC='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags'
-      hardcode_libdir_flag_spec_FC='-R$libdir'
-      hardcode_direct_FC=yes
-      hardcode_shlibpath_var_FC=no
-      ;;
-
-    hpux9*)
-      if test "$GCC" = yes; then
-	archive_cmds_FC='$RM $output_objdir/$soname~$CC -shared $pic_flag ${wl}+b ${wl}$install_libdir -o $output_objdir/$soname $libobjs $deplibs $compiler_flags~test $output_objdir/$soname = $lib || mv $output_objdir/$soname $lib'
-      else
-	archive_cmds_FC='$RM $output_objdir/$soname~$LD -b +b $install_libdir -o $output_objdir/$soname $libobjs $deplibs $linker_flags~test $output_objdir/$soname = $lib || mv $output_objdir/$soname $lib'
-      fi
-      hardcode_libdir_flag_spec_FC='${wl}+b ${wl}$libdir'
-      hardcode_libdir_separator_FC=:
-      hardcode_direct_FC=yes
-
-      # hardcode_minus_L: Not really in the search PATH,
-      # but as the default location of the library.
-      hardcode_minus_L_FC=yes
-      export_dynamic_flag_spec_FC='${wl}-E'
-      ;;
-
-    hpux10*)
-      if test "$GCC" = yes && test "$with_gnu_ld" = no; then
-	archive_cmds_FC='$CC -shared $pic_flag ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	archive_cmds_FC='$LD -b +h $soname +b $install_libdir -o $lib $libobjs $deplibs $linker_flags'
-      fi
-      if test "$with_gnu_ld" = no; then
-	hardcode_libdir_flag_spec_FC='${wl}+b ${wl}$libdir'
-	hardcode_libdir_separator_FC=:
-	hardcode_direct_FC=yes
-	hardcode_direct_absolute_FC=yes
-	export_dynamic_flag_spec_FC='${wl}-E'
-	# hardcode_minus_L: Not really in the search PATH,
-	# but as the default location of the library.
-	hardcode_minus_L_FC=yes
-      fi
-      ;;
-
-    hpux11*)
-      if test "$GCC" = yes && test "$with_gnu_ld" = no; then
-	case $host_cpu in
-	hppa*64*)
-	  archive_cmds_FC='$CC -shared ${wl}+h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	ia64*)
-	  archive_cmds_FC='$CC -shared $pic_flag ${wl}+h ${wl}$soname ${wl}+nodefaultrpath -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	*)
-	  archive_cmds_FC='$CC -shared $pic_flag ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	esac
-      else
-	case $host_cpu in
-	hppa*64*)
-	  archive_cmds_FC='$CC -b ${wl}+h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	ia64*)
-	  archive_cmds_FC='$CC -b ${wl}+h ${wl}$soname ${wl}+nodefaultrpath -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	*)
-	archive_cmds_FC='$CC -b ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	esac
-      fi
-      if test "$with_gnu_ld" = no; then
-	hardcode_libdir_flag_spec_FC='${wl}+b ${wl}$libdir'
-	hardcode_libdir_separator_FC=:
-
-	case $host_cpu in
-	hppa*64*|ia64*)
-	  hardcode_direct_FC=no
-	  hardcode_shlibpath_var_FC=no
-	  ;;
-	*)
-	  hardcode_direct_FC=yes
-	  hardcode_direct_absolute_FC=yes
-	  export_dynamic_flag_spec_FC='${wl}-E'
-
-	  # hardcode_minus_L: Not really in the search PATH,
-	  # but as the default location of the library.
-	  hardcode_minus_L_FC=yes
-	  ;;
-	esac
-      fi
-      ;;
-
-    irix5* | irix6* | nonstopux*)
-      if test "$GCC" = yes; then
-	archive_cmds_FC='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-	# Try to use the -exported_symbol ld option, if it does not
-	# work, assume that -exports_file does not work either and
-	# implicitly export all symbols.
-	# This should be the same for all languages, so no per-tag cache variable.
-	{ $as_echo "$as_me:${as_lineno-$LINENO}: checking whether the $host_os linker accepts -exported_symbol" >&5
-$as_echo_n "checking whether the $host_os linker accepts -exported_symbol... " >&6; }
-if ${lt_cv_irix_exported_symbol+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  save_LDFLAGS="$LDFLAGS"
-	   LDFLAGS="$LDFLAGS -shared ${wl}-exported_symbol ${wl}foo ${wl}-update_registry ${wl}/dev/null"
-	   cat > conftest.$ac_ext <<_ACEOF
-
-      subroutine foo
-      end
-_ACEOF
-if ac_fn_fc_try_link "$LINENO"; then :
-  lt_cv_irix_exported_symbol=yes
-else
-  lt_cv_irix_exported_symbol=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-           LDFLAGS="$save_LDFLAGS"
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_irix_exported_symbol" >&5
-$as_echo "$lt_cv_irix_exported_symbol" >&6; }
-	if test "$lt_cv_irix_exported_symbol" = yes; then
-          archive_expsym_cmds_FC='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations ${wl}-exports_file ${wl}$export_symbols -o $lib'
-	fi
-      else
-	archive_cmds_FC='$CC -shared $libobjs $deplibs $compiler_flags -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-	archive_expsym_cmds_FC='$CC -shared $libobjs $deplibs $compiler_flags -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -exports_file $export_symbols -o $lib'
-      fi
-      archive_cmds_need_lc_FC='no'
-      hardcode_libdir_flag_spec_FC='${wl}-rpath ${wl}$libdir'
-      hardcode_libdir_separator_FC=:
-      inherit_rpath_FC=yes
-      link_all_deplibs_FC=yes
-      ;;
-
-    netbsd* | netbsdelf*-gnu)
-      if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-	archive_cmds_FC='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags'  # a.out
-      else
-	archive_cmds_FC='$LD -shared -o $lib $libobjs $deplibs $linker_flags'      # ELF
-      fi
-      hardcode_libdir_flag_spec_FC='-R$libdir'
-      hardcode_direct_FC=yes
-      hardcode_shlibpath_var_FC=no
-      ;;
-
-    newsos6)
-      archive_cmds_FC='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      hardcode_direct_FC=yes
-      hardcode_libdir_flag_spec_FC='${wl}-rpath ${wl}$libdir'
-      hardcode_libdir_separator_FC=:
-      hardcode_shlibpath_var_FC=no
-      ;;
-
-    *nto* | *qnx*)
-      ;;
-
-    openbsd*)
-      if test -f /usr/libexec/ld.so; then
-	hardcode_direct_FC=yes
-	hardcode_shlibpath_var_FC=no
-	hardcode_direct_absolute_FC=yes
-	if test -z "`echo __ELF__ | $CC -E - | $GREP __ELF__`" || test "$host_os-$host_cpu" = "openbsd2.8-powerpc"; then
-	  archive_cmds_FC='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags'
-	  archive_expsym_cmds_FC='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags ${wl}-retain-symbols-file,$export_symbols'
-	  hardcode_libdir_flag_spec_FC='${wl}-rpath,$libdir'
-	  export_dynamic_flag_spec_FC='${wl}-E'
-	else
-	  case $host_os in
-	   openbsd[01].* | openbsd2.[0-7] | openbsd2.[0-7].*)
-	     archive_cmds_FC='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags'
-	     hardcode_libdir_flag_spec_FC='-R$libdir'
-	     ;;
-	   *)
-	     archive_cmds_FC='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags'
-	     hardcode_libdir_flag_spec_FC='${wl}-rpath,$libdir'
-	     ;;
-	  esac
-	fi
-      else
-	ld_shlibs_FC=no
-      fi
-      ;;
-
-    os2*)
-      hardcode_libdir_flag_spec_FC='-L$libdir'
-      hardcode_minus_L_FC=yes
-      allow_undefined_flag_FC=unsupported
-      archive_cmds_FC='$ECHO "LIBRARY $libname INITINSTANCE" > $output_objdir/$libname.def~$ECHO "DESCRIPTION \"$libname\"" >> $output_objdir/$libname.def~echo DATA >> $output_objdir/$libname.def~echo " SINGLE NONSHARED" >> $output_objdir/$libname.def~echo EXPORTS >> $output_objdir/$libname.def~emxexp $libobjs >> $output_objdir/$libname.def~$CC -Zdll -Zcrtdll -o $lib $libobjs $deplibs $compiler_flags $output_objdir/$libname.def'
-      old_archive_from_new_cmds_FC='emximp -o $output_objdir/$libname.a $output_objdir/$libname.def'
-      ;;
-
-    osf3*)
-      if test "$GCC" = yes; then
-	allow_undefined_flag_FC=' ${wl}-expect_unresolved ${wl}\*'
-	archive_cmds_FC='$CC -shared${allow_undefined_flag} $libobjs $deplibs $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-      else
-	allow_undefined_flag_FC=' -expect_unresolved \*'
-	archive_cmds_FC='$CC -shared${allow_undefined_flag} $libobjs $deplibs $compiler_flags -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-      fi
-      archive_cmds_need_lc_FC='no'
-      hardcode_libdir_flag_spec_FC='${wl}-rpath ${wl}$libdir'
-      hardcode_libdir_separator_FC=:
-      ;;
-
-    osf4* | osf5*)	# as osf3* with the addition of -msym flag
-      if test "$GCC" = yes; then
-	allow_undefined_flag_FC=' ${wl}-expect_unresolved ${wl}\*'
-	archive_cmds_FC='$CC -shared${allow_undefined_flag} $pic_flag $libobjs $deplibs $compiler_flags ${wl}-msym ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-	hardcode_libdir_flag_spec_FC='${wl}-rpath ${wl}$libdir'
-      else
-	allow_undefined_flag_FC=' -expect_unresolved \*'
-	archive_cmds_FC='$CC -shared${allow_undefined_flag} $libobjs $deplibs $compiler_flags -msym -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-	archive_expsym_cmds_FC='for i in `cat $export_symbols`; do printf "%s %s\\n" -exported_symbol "\$i" >> $lib.exp; done; printf "%s\\n" "-hidden">> $lib.exp~
-	$CC -shared${allow_undefined_flag} ${wl}-input ${wl}$lib.exp $compiler_flags $libobjs $deplibs -soname $soname `test -n "$verstring" && $ECHO "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib~$RM $lib.exp'
-
-	# Both c and cxx compiler support -rpath directly
-	hardcode_libdir_flag_spec_FC='-rpath $libdir'
-      fi
-      archive_cmds_need_lc_FC='no'
-      hardcode_libdir_separator_FC=:
-      ;;
-
-    solaris*)
-      no_undefined_flag_FC=' -z defs'
-      if test "$GCC" = yes; then
-	wlarc='${wl}'
-	archive_cmds_FC='$CC -shared $pic_flag ${wl}-z ${wl}text ${wl}-h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags'
-	archive_expsym_cmds_FC='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-	  $CC -shared $pic_flag ${wl}-z ${wl}text ${wl}-M ${wl}$lib.exp ${wl}-h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags~$RM $lib.exp'
-      else
-	case `$CC -V 2>&1` in
-	*"Compilers 5.0"*)
-	  wlarc=''
-	  archive_cmds_FC='$LD -G${allow_undefined_flag} -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	  archive_expsym_cmds_FC='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-	  $LD -G${allow_undefined_flag} -M $lib.exp -h $soname -o $lib $libobjs $deplibs $linker_flags~$RM $lib.exp'
-	  ;;
-	*)
-	  wlarc='${wl}'
-	  archive_cmds_FC='$CC -G${allow_undefined_flag} -h $soname -o $lib $libobjs $deplibs $compiler_flags'
-	  archive_expsym_cmds_FC='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-	  $CC -G${allow_undefined_flag} -M $lib.exp -h $soname -o $lib $libobjs $deplibs $compiler_flags~$RM $lib.exp'
-	  ;;
-	esac
-      fi
-      hardcode_libdir_flag_spec_FC='-R$libdir'
-      hardcode_shlibpath_var_FC=no
-      case $host_os in
-      solaris2.[0-5] | solaris2.[0-5].*) ;;
-      *)
-	# The compiler driver will combine and reorder linker options,
-	# but understands `-z linker_flag'.  GCC discards it without `$wl',
-	# but is careful enough not to reorder.
-	# Supported since Solaris 2.6 (maybe 2.5.1?)
-	if test "$GCC" = yes; then
-	  whole_archive_flag_spec_FC='${wl}-z ${wl}allextract$convenience ${wl}-z ${wl}defaultextract'
-	else
-	  whole_archive_flag_spec_FC='-z allextract$convenience -z defaultextract'
-	fi
-	;;
-      esac
-      link_all_deplibs_FC=yes
-      ;;
-
-    sunos4*)
-      if test "x$host_vendor" = xsequent; then
-	# Use $CC to link under sequent, because it throws in some extra .o
-	# files that make .init and .fini sections work.
-	archive_cmds_FC='$CC -G ${wl}-h $soname -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	archive_cmds_FC='$LD -assert pure-text -Bstatic -o $lib $libobjs $deplibs $linker_flags'
-      fi
-      hardcode_libdir_flag_spec_FC='-L$libdir'
-      hardcode_direct_FC=yes
-      hardcode_minus_L_FC=yes
-      hardcode_shlibpath_var_FC=no
-      ;;
-
-    sysv4)
-      case $host_vendor in
-	sni)
-	  archive_cmds_FC='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	  hardcode_direct_FC=yes # is this really true???
-	;;
-	siemens)
-	  ## LD is ld it makes a PLAMLIB
-	  ## CC just makes a GrossModule.
-	  archive_cmds_FC='$LD -G -o $lib $libobjs $deplibs $linker_flags'
-	  reload_cmds_FC='$CC -r -o $output$reload_objs'
-	  hardcode_direct_FC=no
-        ;;
-	motorola)
-	  archive_cmds_FC='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	  hardcode_direct_FC=no #Motorola manual says yes, but my tests say they lie
-	;;
-      esac
-      runpath_var='LD_RUN_PATH'
-      hardcode_shlibpath_var_FC=no
-      ;;
-
-    sysv4.3*)
-      archive_cmds_FC='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      hardcode_shlibpath_var_FC=no
-      export_dynamic_flag_spec_FC='-Bexport'
-      ;;
-
-    sysv4*MP*)
-      if test -d /usr/nec; then
-	archive_cmds_FC='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	hardcode_shlibpath_var_FC=no
-	runpath_var=LD_RUN_PATH
-	hardcode_runpath_var=yes
-	ld_shlibs_FC=yes
-      fi
-      ;;
-
-    sysv4*uw2* | sysv5OpenUNIX* | sysv5UnixWare7.[01].[10]* | unixware7* | sco3.2v5.0.[024]*)
-      no_undefined_flag_FC='${wl}-z,text'
-      archive_cmds_need_lc_FC=no
-      hardcode_shlibpath_var_FC=no
-      runpath_var='LD_RUN_PATH'
-
-      if test "$GCC" = yes; then
-	archive_cmds_FC='$CC -shared ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	archive_expsym_cmds_FC='$CC -shared ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	archive_cmds_FC='$CC -G ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	archive_expsym_cmds_FC='$CC -G ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      fi
-      ;;
-
-    sysv5* | sco3.2v5* | sco5v6*)
-      # Note: We can NOT use -z defs as we might desire, because we do not
-      # link with -lc, and that would cause any symbols used from libc to
-      # always be unresolved, which means just about no library would
-      # ever link correctly.  If we're not using GNU ld we use -z text
-      # though, which does catch some bad symbols but isn't as heavy-handed
-      # as -z defs.
-      no_undefined_flag_FC='${wl}-z,text'
-      allow_undefined_flag_FC='${wl}-z,nodefs'
-      archive_cmds_need_lc_FC=no
-      hardcode_shlibpath_var_FC=no
-      hardcode_libdir_flag_spec_FC='${wl}-R,$libdir'
-      hardcode_libdir_separator_FC=':'
-      link_all_deplibs_FC=yes
-      export_dynamic_flag_spec_FC='${wl}-Bexport'
-      runpath_var='LD_RUN_PATH'
-
-      if test "$GCC" = yes; then
-	archive_cmds_FC='$CC -shared ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	archive_expsym_cmds_FC='$CC -shared ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	archive_cmds_FC='$CC -G ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	archive_expsym_cmds_FC='$CC -G ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      fi
-      ;;
-
-    uts4*)
-      archive_cmds_FC='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      hardcode_libdir_flag_spec_FC='-L$libdir'
-      hardcode_shlibpath_var_FC=no
-      ;;
-
-    *)
-      ld_shlibs_FC=no
-      ;;
-    esac
-
-    if test x$host_vendor = xsni; then
-      case $host in
-      sysv4 | sysv4.2uw2* | sysv4.3* | sysv5*)
-	export_dynamic_flag_spec_FC='${wl}-Blargedynsym'
-	;;
-      esac
-    fi
-  fi
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ld_shlibs_FC" >&5
-$as_echo "$ld_shlibs_FC" >&6; }
-test "$ld_shlibs_FC" = no && can_build_shared=no
-
-with_gnu_ld_FC=$with_gnu_ld
-
-
-
-
-
-
-#
-# Do we need to explicitly link libc?
-#
-case "x$archive_cmds_need_lc_FC" in
-x|xyes)
-  # Assume -lc should be added
-  archive_cmds_need_lc_FC=yes
-
-  if test "$enable_shared" = yes && test "$GCC" = yes; then
-    case $archive_cmds_FC in
-    *'~'*)
-      # FIXME: we may have to deal with multi-command sequences.
-      ;;
-    '$CC '*)
-      # Test whether the compiler implicitly links with -lc since on some
-      # systems, -lgcc has to come before -lc. If gcc already passes -lc
-      # to ld, don't add -lc before -lgcc.
-      { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether -lc should be explicitly linked in" >&5
-$as_echo_n "checking whether -lc should be explicitly linked in... " >&6; }
-if ${lt_cv_archive_cmds_need_lc_FC+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  $RM conftest*
-	echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-
-	if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$ac_compile\""; } >&5
-  (eval $ac_compile) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; } 2>conftest.err; then
-	  soname=conftest
-	  lib=conftest
-	  libobjs=conftest.$ac_objext
-	  deplibs=
-	  wl=$lt_prog_compiler_wl_FC
-	  pic_flag=$lt_prog_compiler_pic_FC
-	  compiler_flags=-v
-	  linker_flags=-v
-	  verstring=
-	  output_objdir=.
-	  libname=conftest
-	  lt_save_allow_undefined_flag=$allow_undefined_flag_FC
-	  allow_undefined_flag_FC=
-	  if { { eval echo "\"\$as_me\":${as_lineno-$LINENO}: \"$archive_cmds_FC 2\>\&1 \| $GREP \" -lc \" \>/dev/null 2\>\&1\""; } >&5
-  (eval $archive_cmds_FC 2\>\&1 \| $GREP \" -lc \" \>/dev/null 2\>\&1) 2>&5
-  ac_status=$?
-  $as_echo "$as_me:${as_lineno-$LINENO}: \$? = $ac_status" >&5
-  test $ac_status = 0; }
-	  then
-	    lt_cv_archive_cmds_need_lc_FC=no
-	  else
-	    lt_cv_archive_cmds_need_lc_FC=yes
-	  fi
-	  allow_undefined_flag_FC=$lt_save_allow_undefined_flag
-	else
-	  cat conftest.err 1>&5
-	fi
-	$RM conftest*
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $lt_cv_archive_cmds_need_lc_FC" >&5
-$as_echo "$lt_cv_archive_cmds_need_lc_FC" >&6; }
-      archive_cmds_need_lc_FC=$lt_cv_archive_cmds_need_lc_FC
-      ;;
-    esac
-  fi
-  ;;
-esac
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking dynamic linker characteristics" >&5
-$as_echo_n "checking dynamic linker characteristics... " >&6; }
-
-library_names_spec=
-libname_spec='lib$name'
-soname_spec=
-shrext_cmds=".so"
-postinstall_cmds=
-postuninstall_cmds=
-finish_cmds=
-finish_eval=
-shlibpath_var=
-shlibpath_overrides_runpath=unknown
-version_type=none
-dynamic_linker="$host_os ld.so"
-sys_lib_dlsearch_path_spec="/lib /usr/lib"
-need_lib_prefix=unknown
-hardcode_into_libs=no
-
-# when you set need_version to no, make sure it does not cause -set_version
-# flags to be left without arguments
-need_version=unknown
-
-case $host_os in
-aix3*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix $libname.a'
-  shlibpath_var=LIBPATH
-
-  # AIX 3 has no versioning support, so we append a major version to the name.
-  soname_spec='${libname}${release}${shared_ext}$major'
-  ;;
-
-aix[4-9]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  hardcode_into_libs=yes
-  if test "$host_cpu" = ia64; then
-    # AIX 5 supports IA64
-    library_names_spec='${libname}${release}${shared_ext}$major ${libname}${release}${shared_ext}$versuffix $libname${shared_ext}'
-    shlibpath_var=LD_LIBRARY_PATH
-  else
-    # With GCC up to 2.95.x, collect2 would create an import file
-    # for dependence libraries.  The import file would start with
-    # the line `#! .'.  This would cause the generated library to
-    # depend on `.', always an invalid library.  This was fixed in
-    # development snapshots of GCC prior to 3.0.
-    case $host_os in
-      aix4 | aix4.[01] | aix4.[01].*)
-      if { echo '#if __GNUC__ > 2 || (__GNUC__ == 2 && __GNUC_MINOR__ >= 97)'
-	   echo ' yes '
-	   echo '#endif'; } | ${CC} -E - | $GREP yes > /dev/null; then
-	:
-      else
-	can_build_shared=no
-      fi
-      ;;
-    esac
-    # AIX (on Power*) has no versioning support, so currently we can not hardcode correct
-    # soname into executable. Probably we can add versioning support to
-    # collect2, so additional links can be useful in future.
-    if test "$aix_use_runtimelinking" = yes; then
-      # If using run time linking (on AIX 4.2 or later) use lib<name>.so
-      # instead of lib<name>.a to let people know that these are not
-      # typical AIX shared libraries.
-      library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    else
-      # We preserve .a as extension for shared libraries through AIX4.2
-      # and later when we are not doing run time linking.
-      library_names_spec='${libname}${release}.a $libname.a'
-      soname_spec='${libname}${release}${shared_ext}$major'
-    fi
-    shlibpath_var=LIBPATH
-  fi
-  ;;
-
-amigaos*)
-  case $host_cpu in
-  powerpc)
-    # Since July 2007 AmigaOS4 officially supports .so libraries.
-    # When compiling the executable, add -use-dynld -Lsobjs: to the compileline.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    ;;
-  m68k)
-    library_names_spec='$libname.ixlibrary $libname.a'
-    # Create ${libname}_ixlibrary.a entries in /sys/libs.
-    finish_eval='for lib in `ls $libdir/*.ixlibrary 2>/dev/null`; do libname=`func_echo_all "$lib" | $SED '\''s%^.*/\([^/]*\)\.ixlibrary$%\1%'\''`; test $RM /sys/libs/${libname}_ixlibrary.a; $show "cd /sys/libs && $LN_S $lib ${libname}_ixlibrary.a"; cd /sys/libs && $LN_S $lib ${libname}_ixlibrary.a || exit 1; done'
-    ;;
-  esac
-  ;;
-
-beos*)
-  library_names_spec='${libname}${shared_ext}'
-  dynamic_linker="$host_os ld.so"
-  shlibpath_var=LIBRARY_PATH
-  ;;
-
-bsdi[45]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  sys_lib_search_path_spec="/shlib /usr/lib /usr/X11/lib /usr/contrib/lib /lib /usr/local/lib"
-  sys_lib_dlsearch_path_spec="/shlib /usr/lib /usr/local/lib"
-  # the default ld.so.conf also contains /usr/contrib/lib and
-  # /usr/X11R6/lib (/usr/X11 is a link to /usr/X11R6), but let us allow
-  # libtool to hard-code these into programs
-  ;;
-
-cygwin* | mingw* | pw32* | cegcc*)
-  version_type=windows
-  shrext_cmds=".dll"
-  need_version=no
-  need_lib_prefix=no
-
-  case $GCC,$cc_basename in
-  yes,*)
-    # gcc
-    library_names_spec='$libname.dll.a'
-    # DLL is installed to $(libdir)/../bin by postinstall_cmds
-    postinstall_cmds='base_file=`basename \${file}`~
-      dlpath=`$SHELL 2>&1 -c '\''. $dir/'\''\${base_file}'\''i; echo \$dlname'\''`~
-      dldir=$destdir/`dirname \$dlpath`~
-      test -d \$dldir || mkdir -p \$dldir~
-      $install_prog $dir/$dlname \$dldir/$dlname~
-      chmod a+x \$dldir/$dlname~
-      if test -n '\''$stripme'\'' && test -n '\''$striplib'\''; then
-        eval '\''$striplib \$dldir/$dlname'\'' || exit \$?;
-      fi'
-    postuninstall_cmds='dldll=`$SHELL 2>&1 -c '\''. $file; echo \$dlname'\''`~
-      dlpath=$dir/\$dldll~
-       $RM \$dlpath'
-    shlibpath_overrides_runpath=yes
-
-    case $host_os in
-    cygwin*)
-      # Cygwin DLLs use 'cyg' prefix rather than 'lib'
-      soname_spec='`echo ${libname} | sed -e 's/^lib/cyg/'``echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-
-      ;;
-    mingw* | cegcc*)
-      # MinGW DLLs use traditional 'lib' prefix
-      soname_spec='${libname}`echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-      ;;
-    pw32*)
-      # pw32 DLLs use 'pw' prefix rather than 'lib'
-      library_names_spec='`echo ${libname} | sed -e 's/^lib/pw/'``echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-      ;;
-    esac
-    dynamic_linker='Win32 ld.exe'
-    ;;
-
-  *,cl*)
-    # Native MSVC
-    libname_spec='$name'
-    soname_spec='${libname}`echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext}'
-    library_names_spec='${libname}.dll.lib'
-
-    case $build_os in
-    mingw*)
-      sys_lib_search_path_spec=
-      lt_save_ifs=$IFS
-      IFS=';'
-      for lt_path in $LIB
-      do
-        IFS=$lt_save_ifs
-        # Let DOS variable expansion print the short 8.3 style file name.
-        lt_path=`cd "$lt_path" 2>/dev/null && cmd //C "for %i in (".") do @echo %~si"`
-        sys_lib_search_path_spec="$sys_lib_search_path_spec $lt_path"
-      done
-      IFS=$lt_save_ifs
-      # Convert to MSYS style.
-      sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | sed -e 's|\\\\|/|g' -e 's| \\([a-zA-Z]\\):| /\\1|g' -e 's|^ ||'`
-      ;;
-    cygwin*)
-      # Convert to unix form, then to dos form, then back to unix form
-      # but this time dos style (no spaces!) so that the unix form looks
-      # like /cygdrive/c/PROGRA~1:/cygdr...
-      sys_lib_search_path_spec=`cygpath --path --unix "$LIB"`
-      sys_lib_search_path_spec=`cygpath --path --dos "$sys_lib_search_path_spec" 2>/dev/null`
-      sys_lib_search_path_spec=`cygpath --path --unix "$sys_lib_search_path_spec" | $SED -e "s/$PATH_SEPARATOR/ /g"`
-      ;;
-    *)
-      sys_lib_search_path_spec="$LIB"
-      if $ECHO "$sys_lib_search_path_spec" | $GREP ';[c-zC-Z]:/' >/dev/null; then
-        # It is most probably a Windows format PATH.
-        sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | $SED -e 's/;/ /g'`
-      else
-        sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | $SED -e "s/$PATH_SEPARATOR/ /g"`
-      fi
-      # FIXME: find the short name or the path components, as spaces are
-      # common. (e.g. "Program Files" -> "PROGRA~1")
-      ;;
-    esac
-
-    # DLL is installed to $(libdir)/../bin by postinstall_cmds
-    postinstall_cmds='base_file=`basename \${file}`~
-      dlpath=`$SHELL 2>&1 -c '\''. $dir/'\''\${base_file}'\''i; echo \$dlname'\''`~
-      dldir=$destdir/`dirname \$dlpath`~
-      test -d \$dldir || mkdir -p \$dldir~
-      $install_prog $dir/$dlname \$dldir/$dlname'
-    postuninstall_cmds='dldll=`$SHELL 2>&1 -c '\''. $file; echo \$dlname'\''`~
-      dlpath=$dir/\$dldll~
-       $RM \$dlpath'
-    shlibpath_overrides_runpath=yes
-    dynamic_linker='Win32 link.exe'
-    ;;
-
-  *)
-    # Assume MSVC wrapper
-    library_names_spec='${libname}`echo ${release} | $SED -e 's/[.]/-/g'`${versuffix}${shared_ext} $libname.lib'
-    dynamic_linker='Win32 ld.exe'
-    ;;
-  esac
-  # FIXME: first we should search . and the directory the executable is in
-  shlibpath_var=PATH
-  ;;
-
-darwin* | rhapsody*)
-  dynamic_linker="$host_os dyld"
-  version_type=darwin
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${major}$shared_ext ${libname}$shared_ext'
-  soname_spec='${libname}${release}${major}$shared_ext'
-  shlibpath_overrides_runpath=yes
-  shlibpath_var=DYLD_LIBRARY_PATH
-  shrext_cmds='`test .$module = .yes && echo .so || echo .dylib`'
-
-  sys_lib_dlsearch_path_spec='/usr/local/lib /lib /usr/lib'
-  ;;
-
-dgux*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname$shared_ext'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  ;;
-
-freebsd* | dragonfly*)
-  # DragonFly does not have aout.  When/if they implement a new
-  # versioning mechanism, adjust this.
-  if test -x /usr/bin/objformat; then
-    objformat=`/usr/bin/objformat`
-  else
-    case $host_os in
-    freebsd[23].*) objformat=aout ;;
-    *) objformat=elf ;;
-    esac
-  fi
-  version_type=freebsd-$objformat
-  case $version_type in
-    freebsd-elf*)
-      library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext} $libname${shared_ext}'
-      need_version=no
-      need_lib_prefix=no
-      ;;
-    freebsd-*)
-      library_names_spec='${libname}${release}${shared_ext}$versuffix $libname${shared_ext}$versuffix'
-      need_version=yes
-      ;;
-  esac
-  shlibpath_var=LD_LIBRARY_PATH
-  case $host_os in
-  freebsd2.*)
-    shlibpath_overrides_runpath=yes
-    ;;
-  freebsd3.[01]* | freebsdelf3.[01]*)
-    shlibpath_overrides_runpath=yes
-    hardcode_into_libs=yes
-    ;;
-  freebsd3.[2-9]* | freebsdelf3.[2-9]* | \
-  freebsd4.[0-5] | freebsdelf4.[0-5] | freebsd4.1.1 | freebsdelf4.1.1)
-    shlibpath_overrides_runpath=no
-    hardcode_into_libs=yes
-    ;;
-  *) # from 4.6 on, and DragonFly
-    shlibpath_overrides_runpath=yes
-    hardcode_into_libs=yes
-    ;;
-  esac
-  ;;
-
-gnu*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}${major} ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-haiku*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  dynamic_linker="$host_os runtime_loader"
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}${major} ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  sys_lib_dlsearch_path_spec='/boot/home/config/lib /boot/common/lib /boot/system/lib'
-  hardcode_into_libs=yes
-  ;;
-
-hpux9* | hpux10* | hpux11*)
-  # Give a soname corresponding to the major version so that dld.sl refuses to
-  # link against other versions.
-  version_type=sunos
-  need_lib_prefix=no
-  need_version=no
-  case $host_cpu in
-  ia64*)
-    shrext_cmds='.so'
-    hardcode_into_libs=yes
-    dynamic_linker="$host_os dld.so"
-    shlibpath_var=LD_LIBRARY_PATH
-    shlibpath_overrides_runpath=yes # Unless +noenvvar is specified.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    if test "X$HPUX_IA64_MODE" = X32; then
-      sys_lib_search_path_spec="/usr/lib/hpux32 /usr/local/lib/hpux32 /usr/local/lib"
-    else
-      sys_lib_search_path_spec="/usr/lib/hpux64 /usr/local/lib/hpux64"
-    fi
-    sys_lib_dlsearch_path_spec=$sys_lib_search_path_spec
-    ;;
-  hppa*64*)
-    shrext_cmds='.sl'
-    hardcode_into_libs=yes
-    dynamic_linker="$host_os dld.sl"
-    shlibpath_var=LD_LIBRARY_PATH # How should we handle SHLIB_PATH
-    shlibpath_overrides_runpath=yes # Unless +noenvvar is specified.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    sys_lib_search_path_spec="/usr/lib/pa20_64 /usr/ccs/lib/pa20_64"
-    sys_lib_dlsearch_path_spec=$sys_lib_search_path_spec
-    ;;
-  *)
-    shrext_cmds='.sl'
-    dynamic_linker="$host_os dld.sl"
-    shlibpath_var=SHLIB_PATH
-    shlibpath_overrides_runpath=no # +s is required to enable SHLIB_PATH
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    ;;
-  esac
-  # HP-UX runs *really* slowly unless shared libraries are mode 555, ...
-  postinstall_cmds='chmod 555 $lib'
-  # or fails outright, so override atomically:
-  install_override_mode=555
-  ;;
-
-interix[3-9]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  dynamic_linker='Interix 3.x ld.so.1 (PE, like ELF)'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-irix5* | irix6* | nonstopux*)
-  case $host_os in
-    nonstopux*) version_type=nonstopux ;;
-    *)
-	if test "$lt_cv_prog_gnu_ld" = yes; then
-		version_type=linux # correct to gnu/linux during the next big refactor
-	else
-		version_type=irix
-	fi ;;
-  esac
-  need_lib_prefix=no
-  need_version=no
-  soname_spec='${libname}${release}${shared_ext}$major'
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${release}${shared_ext} $libname${shared_ext}'
-  case $host_os in
-  irix5* | nonstopux*)
-    libsuff= shlibsuff=
-    ;;
-  *)
-    case $LD in # libtool.m4 will add one of these switches to LD
-    *-32|*"-32 "|*-melf32bsmip|*"-melf32bsmip ")
-      libsuff= shlibsuff= libmagic=32-bit;;
-    *-n32|*"-n32 "|*-melf32bmipn32|*"-melf32bmipn32 ")
-      libsuff=32 shlibsuff=N32 libmagic=N32;;
-    *-64|*"-64 "|*-melf64bmip|*"-melf64bmip ")
-      libsuff=64 shlibsuff=64 libmagic=64-bit;;
-    *) libsuff= shlibsuff= libmagic=never-match;;
-    esac
-    ;;
-  esac
-  shlibpath_var=LD_LIBRARY${shlibsuff}_PATH
-  shlibpath_overrides_runpath=no
-  sys_lib_search_path_spec="/usr/lib${libsuff} /lib${libsuff} /usr/local/lib${libsuff}"
-  sys_lib_dlsearch_path_spec="/usr/lib${libsuff} /lib${libsuff}"
-  hardcode_into_libs=yes
-  ;;
-
-# No shared lib support for Linux oldld, aout, or coff.
-linux*oldld* | linux*aout* | linux*coff*)
-  dynamic_linker=no
-  ;;
-
-# This must be glibc/ELF.
-linux* | k*bsd*-gnu | kopensolaris*-gnu)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig -n $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-
-  # Some binutils ld are patched to set DT_RUNPATH
-  if ${lt_cv_shlibpath_overrides_runpath+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  lt_cv_shlibpath_overrides_runpath=no
-    save_LDFLAGS=$LDFLAGS
-    save_libdir=$libdir
-    eval "libdir=/foo; wl=\"$lt_prog_compiler_wl_FC\"; \
-	 LDFLAGS=\"\$LDFLAGS $hardcode_libdir_flag_spec_FC\""
-    cat > conftest.$ac_ext <<_ACEOF
-      program main
-
-      end
-_ACEOF
-if ac_fn_fc_try_link "$LINENO"; then :
-  if  ($OBJDUMP -p conftest$ac_exeext) 2>/dev/null | grep "RUNPATH.*$libdir" >/dev/null; then :
-  lt_cv_shlibpath_overrides_runpath=yes
-fi
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-    LDFLAGS=$save_LDFLAGS
-    libdir=$save_libdir
-
-fi
-
-  shlibpath_overrides_runpath=$lt_cv_shlibpath_overrides_runpath
-
-  # This implies no fast_install, which is unacceptable.
-  # Some rework will be needed to allow for fast_install
-  # before this can be enabled.
-  hardcode_into_libs=yes
-
-  # Append ld.so.conf contents to the search path
-  if test -f /etc/ld.so.conf; then
-    lt_ld_extra=`awk '/^include / { system(sprintf("cd /etc; cat %s 2>/dev/null", \$2)); skip = 1; } { if (!skip) print \$0; skip = 0; }' < /etc/ld.so.conf | $SED -e 's/#.*//;/^[	 ]*hwcap[	 ]/d;s/[:,	]/ /g;s/=[^=]*$//;s/=[^= ]* / /g;s/"//g;/^$/d' | tr '\n' ' '`
-    sys_lib_dlsearch_path_spec="/lib /usr/lib $lt_ld_extra"
-  fi
-
-  # We used to test for /lib/ld.so.1 and disable shared libraries on
-  # powerpc, because MkLinux only supported shared libraries with the
-  # GNU dynamic linker.  Since this was broken with cross compilers,
-  # most powerpc-linux boxes support dynamic linking these days and
-  # people can always --disable-shared, the test was removed, and we
-  # assume the GNU/Linux dynamic linker is in use.
-  dynamic_linker='GNU/Linux ld.so'
-  ;;
-
-netbsdelf*-gnu)
-  version_type=linux
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  dynamic_linker='NetBSD ld.elf_so'
-  ;;
-
-netbsd*)
-  version_type=sunos
-  need_lib_prefix=no
-  need_version=no
-  if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-    finish_cmds='PATH="\$PATH:/sbin" ldconfig -m $libdir'
-    dynamic_linker='NetBSD (a.out) ld.so'
-  else
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    dynamic_linker='NetBSD ld.elf_so'
-  fi
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  ;;
-
-newsos6)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  ;;
-
-*nto* | *qnx*)
-  version_type=qnx
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  dynamic_linker='ldqnx.so'
-  ;;
-
-openbsd*)
-  version_type=sunos
-  sys_lib_dlsearch_path_spec="/usr/lib"
-  need_lib_prefix=no
-  # Some older versions of OpenBSD (3.3 at least) *do* need versioned libs.
-  case $host_os in
-    openbsd3.3 | openbsd3.3.*)	need_version=yes ;;
-    *)				need_version=no  ;;
-  esac
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig -m $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  if test -z "`echo __ELF__ | $CC -E - | $GREP __ELF__`" || test "$host_os-$host_cpu" = "openbsd2.8-powerpc"; then
-    case $host_os in
-      openbsd2.[89] | openbsd2.[89].*)
-	shlibpath_overrides_runpath=no
-	;;
-      *)
-	shlibpath_overrides_runpath=yes
-	;;
-      esac
-  else
-    shlibpath_overrides_runpath=yes
-  fi
-  ;;
-
-os2*)
-  libname_spec='$name'
-  shrext_cmds=".dll"
-  need_lib_prefix=no
-  library_names_spec='$libname${shared_ext} $libname.a'
-  dynamic_linker='OS/2 ld.exe'
-  shlibpath_var=LIBPATH
-  ;;
-
-osf3* | osf4* | osf5*)
-  version_type=osf
-  need_lib_prefix=no
-  need_version=no
-  soname_spec='${libname}${release}${shared_ext}$major'
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  sys_lib_search_path_spec="/usr/shlib /usr/ccs/lib /usr/lib/cmplrs/cc /usr/lib /usr/local/lib /var/shlib"
-  sys_lib_dlsearch_path_spec="$sys_lib_search_path_spec"
-  ;;
-
-rdos*)
-  dynamic_linker=no
-  ;;
-
-solaris*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  # ldd complains unless libraries are executable
-  postinstall_cmds='chmod +x $lib'
-  ;;
-
-sunos4*)
-  version_type=sunos
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-  finish_cmds='PATH="\$PATH:/usr/etc" ldconfig $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  if test "$with_gnu_ld" = yes; then
-    need_lib_prefix=no
-  fi
-  need_version=yes
-  ;;
-
-sysv4 | sysv4.3*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  case $host_vendor in
-    sni)
-      shlibpath_overrides_runpath=no
-      need_lib_prefix=no
-      runpath_var=LD_RUN_PATH
-      ;;
-    siemens)
-      need_lib_prefix=no
-      ;;
-    motorola)
-      need_lib_prefix=no
-      need_version=no
-      shlibpath_overrides_runpath=no
-      sys_lib_search_path_spec='/lib /usr/lib /usr/ccs/lib'
-      ;;
-  esac
-  ;;
-
-sysv4*MP*)
-  if test -d /usr/nec ;then
-    version_type=linux # correct to gnu/linux during the next big refactor
-    library_names_spec='$libname${shared_ext}.$versuffix $libname${shared_ext}.$major $libname${shared_ext}'
-    soname_spec='$libname${shared_ext}.$major'
-    shlibpath_var=LD_LIBRARY_PATH
-  fi
-  ;;
-
-sysv5* | sco3.2v5* | sco5v6* | unixware* | OpenUNIX* | sysv4*uw2*)
-  version_type=freebsd-elf
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext} $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  if test "$with_gnu_ld" = yes; then
-    sys_lib_search_path_spec='/usr/local/lib /usr/gnu/lib /usr/ccs/lib /usr/lib /lib'
-  else
-    sys_lib_search_path_spec='/usr/ccs/lib /usr/lib'
-    case $host_os in
-      sco3.2v5*)
-        sys_lib_search_path_spec="$sys_lib_search_path_spec /lib"
-	;;
-    esac
-  fi
-  sys_lib_dlsearch_path_spec='/usr/lib'
-  ;;
-
-tpf*)
-  # TPF is a cross-target only.  Preferred cross-host = GNU/Linux.
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-uts4*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  ;;
-
-*)
-  dynamic_linker=no
-  ;;
-esac
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $dynamic_linker" >&5
-$as_echo "$dynamic_linker" >&6; }
-test "$dynamic_linker" = no && can_build_shared=no
-
-variables_saved_for_relink="PATH $shlibpath_var $runpath_var"
-if test "$GCC" = yes; then
-  variables_saved_for_relink="$variables_saved_for_relink GCC_EXEC_PREFIX COMPILER_PATH LIBRARY_PATH"
-fi
-
-if test "${lt_cv_sys_lib_search_path_spec+set}" = set; then
-  sys_lib_search_path_spec="$lt_cv_sys_lib_search_path_spec"
-fi
-if test "${lt_cv_sys_lib_dlsearch_path_spec+set}" = set; then
-  sys_lib_dlsearch_path_spec="$lt_cv_sys_lib_dlsearch_path_spec"
-fi
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-    { $as_echo "$as_me:${as_lineno-$LINENO}: checking how to hardcode library paths into programs" >&5
-$as_echo_n "checking how to hardcode library paths into programs... " >&6; }
-hardcode_action_FC=
-if test -n "$hardcode_libdir_flag_spec_FC" ||
-   test -n "$runpath_var_FC" ||
-   test "X$hardcode_automatic_FC" = "Xyes" ; then
-
-  # We can hardcode non-existent directories.
-  if test "$hardcode_direct_FC" != no &&
-     # If the only mechanism to avoid hardcoding is shlibpath_var, we
-     # have to relink, otherwise we might link with an installed library
-     # when we should be linking with a yet-to-be-installed one
-     ## test "$_LT_TAGVAR(hardcode_shlibpath_var, FC)" != no &&
-     test "$hardcode_minus_L_FC" != no; then
-    # Linking always hardcodes the temporary library directory.
-    hardcode_action_FC=relink
-  else
-    # We can link without hardcoding, and we can hardcode nonexisting dirs.
-    hardcode_action_FC=immediate
-  fi
-else
-  # We cannot hardcode anything, or else we can only hardcode existing
-  # directories.
-  hardcode_action_FC=unsupported
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $hardcode_action_FC" >&5
-$as_echo "$hardcode_action_FC" >&6; }
-
-if test "$hardcode_action_FC" = relink ||
-   test "$inherit_rpath_FC" = yes; then
-  # Fast installation is not supported
-  enable_fast_install=no
-elif test "$shlibpath_overrides_runpath" = yes ||
-     test "$enable_shared" = no; then
-  # Fast installation is not necessary
-  enable_fast_install=needless
-fi
-
-
-
-
-
-
-
-  fi # test -n "$compiler"
-
-  GCC=$lt_save_GCC
-  CC=$lt_save_CC
-  CFLAGS=$lt_save_CFLAGS
-fi # test "$_lt_disable_FC" != yes
-
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-
-
-
-
-
-
-
-
-
-
-
-        ac_config_commands="$ac_config_commands libtool"
-
-
-
-
-# Only expand once:
-
-
-
-
-
-acx_blas_ok=no
-
-
-# Check whether --with-blas was given.
-if test "${with_blas+set}" = set; then :
-  withval=$with_blas;
-fi
-
-case $with_blas in
-        yes | "") ;;
-        no) acx_blas_ok=disable ;;
-        -* | */* | *.a | *.so | *.so.* | *.o| builtin) BLAS_LIBS="$with_blas" ;;
-        *) BLAS_LIBS="-l$with_blas" ;;
-esac
-
-# Get fortran linker names of BLAS functions to check for.
-if test x"$FC" = "x"; then
-  echo "No fortran compiler found, assuming c-name for SGEMM is 'sgemm_'"
-  sgemm=sgemm_
-  dgemm=dgemm_
-else
-  ac_ext=${ac_fc_srcext-f}
-ac_compile='$FC -c $FCFLAGS $ac_fcflags_srcext conftest.$ac_ext >&5'
-ac_link='$FC -o conftest$ac_exeext $FCFLAGS $LDFLAGS $ac_fcflags_srcext conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_fc_compiler_gnu
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for dummy main to link with Fortran libraries" >&5
-$as_echo_n "checking for dummy main to link with Fortran libraries... " >&6; }
-if ${ac_cv_fc_dummy_main+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_fc_dm_save_LIBS=$LIBS
- LIBS="$LIBS $FCLIBS"
- ac_fortran_dm_var=FC_DUMMY_MAIN
- ac_ext=c
-ac_cpp='$CPP $CPPFLAGS'
-ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_c_compiler_gnu
-
- # First, try linking without a dummy main:
- cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  ac_cv_fortran_dummy_main=none
-else
-  ac_cv_fortran_dummy_main=unknown
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-
- if test $ac_cv_fortran_dummy_main = unknown; then
-   for ac_func in MAIN__ MAIN_ __main MAIN _MAIN __MAIN main_ main__ _main; do
-     cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-#define $ac_fortran_dm_var $ac_func
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  ac_cv_fortran_dummy_main=$ac_func; break
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-   done
- fi
- ac_ext=${ac_fc_srcext-f}
-ac_compile='$FC -c $FCFLAGS $ac_fcflags_srcext conftest.$ac_ext >&5'
-ac_link='$FC -o conftest$ac_exeext $FCFLAGS $LDFLAGS $ac_fcflags_srcext conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_fc_compiler_gnu
- ac_cv_fc_dummy_main=$ac_cv_fortran_dummy_main
- rm -rf conftest*
- LIBS=$ac_fc_dm_save_LIBS
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_fc_dummy_main" >&5
-$as_echo "$ac_cv_fc_dummy_main" >&6; }
-FC_DUMMY_MAIN=$ac_cv_fc_dummy_main
-if test "$FC_DUMMY_MAIN" != unknown; then :
-  if test $FC_DUMMY_MAIN != none; then
-
-cat >>confdefs.h <<_ACEOF
-#define FC_DUMMY_MAIN $FC_DUMMY_MAIN
-_ACEOF
-
-  if test "x$ac_cv_fc_dummy_main" = "x$ac_cv_f77_dummy_main"; then
-
-$as_echo "#define FC_DUMMY_MAIN_EQ_F77 1" >>confdefs.h
-
-  fi
-fi
-else
-  { { $as_echo "$as_me:${as_lineno-$LINENO}: error: in \`$ac_pwd':" >&5
-$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
-as_fn_error $? "linking to Fortran libraries from C fails
-See \`config.log' for more details" "$LINENO" 5; }
-fi
-
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-
-ac_ext=${ac_fc_srcext-f}
-ac_compile='$FC -c $FCFLAGS $ac_fcflags_srcext conftest.$ac_ext >&5'
-ac_link='$FC -o conftest$ac_exeext $FCFLAGS $LDFLAGS $ac_fcflags_srcext conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_fc_compiler_gnu
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for Fortran name-mangling scheme" >&5
-$as_echo_n "checking for Fortran name-mangling scheme... " >&6; }
-if ${ac_cv_fc_mangling+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  cat > conftest.$ac_ext <<_ACEOF
-      subroutine foobar()
-      return
-      end
-      subroutine foo_bar()
-      return
-      end
-_ACEOF
-if ac_fn_fc_try_compile "$LINENO"; then :
-  mv conftest.$ac_objext cfortran_test.$ac_objext
-
-  ac_save_LIBS=$LIBS
-  LIBS="cfortran_test.$ac_objext $LIBS $FCLIBS"
-
-  ac_ext=c
-ac_cpp='$CPP $CPPFLAGS'
-ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_c_compiler_gnu
-  ac_success=no
-  for ac_foobar in foobar FOOBAR; do
-    for ac_underscore in "" "_"; do
-      ac_func="$ac_foobar$ac_underscore"
-      cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $ac_func ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $ac_func ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  ac_success=yes; break 2
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-    done
-  done
-  ac_ext=${ac_fc_srcext-f}
-ac_compile='$FC -c $FCFLAGS $ac_fcflags_srcext conftest.$ac_ext >&5'
-ac_link='$FC -o conftest$ac_exeext $FCFLAGS $LDFLAGS $ac_fcflags_srcext conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_fc_compiler_gnu
-
-  if test "$ac_success" = "yes"; then
-     case $ac_foobar in
-	foobar)
-	   ac_case=lower
-	   ac_foo_bar=foo_bar
-	   ;;
-	FOOBAR)
-	   ac_case=upper
-	   ac_foo_bar=FOO_BAR
-	   ;;
-     esac
-
-     ac_ext=c
-ac_cpp='$CPP $CPPFLAGS'
-ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_c_compiler_gnu
-     ac_success_extra=no
-     for ac_extra in "" "_"; do
-	ac_func="$ac_foo_bar$ac_underscore$ac_extra"
-	cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $ac_func ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $ac_func ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_c_try_link "$LINENO"; then :
-  ac_success_extra=yes; break
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-     done
-     ac_ext=${ac_fc_srcext-f}
-ac_compile='$FC -c $FCFLAGS $ac_fcflags_srcext conftest.$ac_ext >&5'
-ac_link='$FC -o conftest$ac_exeext $FCFLAGS $LDFLAGS $ac_fcflags_srcext conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_fc_compiler_gnu
-
-     if test "$ac_success_extra" = "yes"; then
-	ac_cv_fc_mangling="$ac_case case"
-	if test -z "$ac_underscore"; then
-	   ac_cv_fc_mangling="$ac_cv_fc_mangling, no underscore"
-	else
-	   ac_cv_fc_mangling="$ac_cv_fc_mangling, underscore"
-	fi
-	if test -z "$ac_extra"; then
-	   ac_cv_fc_mangling="$ac_cv_fc_mangling, no extra underscore"
-	else
-	   ac_cv_fc_mangling="$ac_cv_fc_mangling, extra underscore"
-	fi
-      else
-	ac_cv_fc_mangling="unknown"
-      fi
-  else
-     ac_cv_fc_mangling="unknown"
-  fi
-
-  LIBS=$ac_save_LIBS
-  rm -rf conftest*
-  rm -f cfortran_test*
-else
-  { { $as_echo "$as_me:${as_lineno-$LINENO}: error: in \`$ac_pwd':" >&5
-$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
-as_fn_error $? "cannot compile a simple Fortran program
-See \`config.log' for more details" "$LINENO" 5; }
-fi
-rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
-
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_fc_mangling" >&5
-$as_echo "$ac_cv_fc_mangling" >&6; }
-
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-
-ac_ext=${ac_fc_srcext-f}
-ac_compile='$FC -c $FCFLAGS $ac_fcflags_srcext conftest.$ac_ext >&5'
-ac_link='$FC -o conftest$ac_exeext $FCFLAGS $LDFLAGS $ac_fcflags_srcext conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_fc_compiler_gnu
-case $ac_cv_fc_mangling in
-  upper*) ac_val="SGEMM" ;;
-  lower*) ac_val="sgemm" ;;
-  *)      ac_val="unknown" ;;
-esac
-case $ac_cv_fc_mangling in *," underscore"*) ac_val="$ac_val"_ ;; esac
-
-sgemm="$ac_val"
-
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-
-  ac_ext=${ac_fc_srcext-f}
-ac_compile='$FC -c $FCFLAGS $ac_fcflags_srcext conftest.$ac_ext >&5'
-ac_link='$FC -o conftest$ac_exeext $FCFLAGS $LDFLAGS $ac_fcflags_srcext conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_fc_compiler_gnu
-case $ac_cv_fc_mangling in
-  upper*) ac_val="DGEMM" ;;
-  lower*) ac_val="dgemm" ;;
-  *)      ac_val="unknown" ;;
-esac
-case $ac_cv_fc_mangling in *," underscore"*) ac_val="$ac_val"_ ;; esac
-
-dgemm="$ac_val"
-
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-
-fi
-acx_blas_save_LIBS="$LIBS"
-LIBS="$LIBS $FLIBS"
-echo "BLAS_LIBS=$BLAS_LIBS"
-# First, check BLAS_LIBS environment variable
-if test "x$BLAS_LIBS" = xbuiltin; then
-  echo "Using builtin blas lib";
-  BLAS_LIBS=""
-else
-
-if test $acx_blas_ok = no; then
-  if test "x$BLAS_LIBS" != x; then
-        save_LIBS="$LIBS"; LIBS="$BLAS_LIBS $LIBS"
-        { $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in $BLAS_LIBS" >&5
-$as_echo_n "checking for $sgemm in $BLAS_LIBS... " >&6; }
-        cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  acx_blas_ok=yes
-else
-  BLAS_LIBS=""
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-        { $as_echo "$as_me:${as_lineno-$LINENO}: result: $acx_blas_ok" >&5
-$as_echo "$acx_blas_ok" >&6; }
-        LIBS="$save_LIBS"
-  fi
-fi
-
-# BLAS linked to by default?  (happens on some supercomputers)
-if test $acx_blas_ok = no; then
-        save_LIBS="$LIBS"; LIBS="$LIBS"
-        as_ac_var=`$as_echo "ac_cv_func_$sgemm" | $as_tr_sh`
-ac_fn_cxx_check_func "$LINENO" "$sgemm" "$as_ac_var"
-if eval test \"x\$"$as_ac_var"\" = x"yes"; then :
-  acx_blas_ok=yes
-fi
-
-        LIBS="$save_LIBS"
-fi
-
-# BLAS in ATLAS library? (http://math-atlas.sourceforge.net/)
-if test $acx_blas_ok = no; then
-        { $as_echo "$as_me:${as_lineno-$LINENO}: checking for ATL_xerbla in -latlas" >&5
-$as_echo_n "checking for ATL_xerbla in -latlas... " >&6; }
-if ${ac_cv_lib_atlas_ATL_xerbla+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-latlas  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char ATL_xerbla ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return ATL_xerbla ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_lib_atlas_ATL_xerbla=yes
-else
-  ac_cv_lib_atlas_ATL_xerbla=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_atlas_ATL_xerbla" >&5
-$as_echo "$ac_cv_lib_atlas_ATL_xerbla" >&6; }
-if test "x$ac_cv_lib_atlas_ATL_xerbla" = xyes; then :
-  as_ac_Lib=`$as_echo "ac_cv_lib_f77blas_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -lf77blas" >&5
-$as_echo_n "checking for $sgemm in -lf77blas... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lf77blas -latlas $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for cblas_dgemm in -lcblas" >&5
-$as_echo_n "checking for cblas_dgemm in -lcblas... " >&6; }
-if ${ac_cv_lib_cblas_cblas_dgemm+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lcblas -lf77blas -latlas $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char cblas_dgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return cblas_dgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_lib_cblas_cblas_dgemm=yes
-else
-  ac_cv_lib_cblas_cblas_dgemm=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_cblas_cblas_dgemm" >&5
-$as_echo "$ac_cv_lib_cblas_cblas_dgemm" >&6; }
-if test "x$ac_cv_lib_cblas_cblas_dgemm" = xyes; then :
-  acx_blas_ok=yes
-                         BLAS_LIBS="-lf77blas -latlas $FCLIBS"
-fi
-
-fi
-
-fi
-
-fi
-
-# BLAS in PhiPACK libraries? (requires generic BLAS lib, too)
-if test $acx_blas_ok = no; then
-        as_ac_Lib=`$as_echo "ac_cv_lib_blas_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -lblas" >&5
-$as_echo_n "checking for $sgemm in -lblas... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lblas  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  as_ac_Lib=`$as_echo "ac_cv_lib_dgemm_$dgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $dgemm in -ldgemm" >&5
-$as_echo_n "checking for $dgemm in -ldgemm... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-ldgemm -lblas $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $dgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $dgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  as_ac_Lib=`$as_echo "ac_cv_lib_sgemm_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -lsgemm" >&5
-$as_echo_n "checking for $sgemm in -lsgemm... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lsgemm -lblas $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  acx_blas_ok=yes; BLAS_LIBS="-lsgemm -ldgemm -lblas"
-fi
-
-fi
-
-fi
-
-fi
-
-# BLAS in Alpha CXML library?
-if test $acx_blas_ok = no; then
-        as_ac_Lib=`$as_echo "ac_cv_lib_cxml_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -lcxml" >&5
-$as_echo_n "checking for $sgemm in -lcxml... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lcxml  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  acx_blas_ok=yes;BLAS_LIBS="-lcxml"
-fi
-
-fi
-
-# BLAS in Alpha DXML library? (now called CXML, see above)
-if test $acx_blas_ok = no; then
-        as_ac_Lib=`$as_echo "ac_cv_lib_dxml_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -ldxml" >&5
-$as_echo_n "checking for $sgemm in -ldxml... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-ldxml  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  acx_blas_ok=yes;BLAS_LIBS="-ldxml"
-fi
-
-fi
-
-# BLAS in Sun Performance library?
-if test $acx_blas_ok = no; then
-        if test "x$GCC" != xyes; then # only works with Sun CC
-                { $as_echo "$as_me:${as_lineno-$LINENO}: checking for acosp in -lsunmath" >&5
-$as_echo_n "checking for acosp in -lsunmath... " >&6; }
-if ${ac_cv_lib_sunmath_acosp+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lsunmath  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char acosp ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return acosp ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_lib_sunmath_acosp=yes
-else
-  ac_cv_lib_sunmath_acosp=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_sunmath_acosp" >&5
-$as_echo "$ac_cv_lib_sunmath_acosp" >&6; }
-if test "x$ac_cv_lib_sunmath_acosp" = xyes; then :
-  as_ac_Lib=`$as_echo "ac_cv_lib_sunperf_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -lsunperf" >&5
-$as_echo_n "checking for $sgemm in -lsunperf... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lsunperf -lsunmath $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  BLAS_LIBS="-xlic_lib=sunperf -lsunmath"
-                                 acx_blas_ok=yes
-fi
-
-fi
-
-        fi
-fi
-
-# BLAS in SCSL library?  (SGI/Cray Scientific Library)
-if test $acx_blas_ok = no; then
-        as_ac_Lib=`$as_echo "ac_cv_lib_scs_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -lscs" >&5
-$as_echo_n "checking for $sgemm in -lscs... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lscs  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  acx_blas_ok=yes; BLAS_LIBS="-lscs"
-fi
-
-fi
-
-# BLAS in SGIMATH library?
-if test $acx_blas_ok = no; then
-        as_ac_Lib=`$as_echo "ac_cv_lib_complib.sgimath_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -lcomplib.sgimath" >&5
-$as_echo_n "checking for $sgemm in -lcomplib.sgimath... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lcomplib.sgimath  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  acx_blas_ok=yes; BLAS_LIBS="-lcomplib.sgimath"
-fi
-
-fi
-
-# BLAS in IBM ESSL library? (requires generic BLAS lib, too)
-if test $acx_blas_ok = no; then
-        as_ac_Lib=`$as_echo "ac_cv_lib_blas_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -lblas" >&5
-$as_echo_n "checking for $sgemm in -lblas... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lblas  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  as_ac_Lib=`$as_echo "ac_cv_lib_essl_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -lessl" >&5
-$as_echo_n "checking for $sgemm in -lessl... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lessl -lblas $FLIBS $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  acx_blas_ok=yes; BLAS_LIBS="-lessl -lblas"
-fi
-
-fi
-
-fi
-
-# Generic BLAS library?
-if test $acx_blas_ok = no; then
-        as_ac_Lib=`$as_echo "ac_cv_lib_blas_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -lblas" >&5
-$as_echo_n "checking for $sgemm in -lblas... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lblas  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  acx_blas_ok=yes; BLAS_LIBS="-lblas"
-fi
-
-fi
-
-if test $acx_blas_ok = no; then
-        as_ac_Lib=`$as_echo "ac_cv_lib_blas_$sgemm" | $as_tr_sh`
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $sgemm in -lblas" >&5
-$as_echo_n "checking for $sgemm in -lblas... " >&6; }
-if eval \${$as_ac_Lib+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lblas  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char $sgemm ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return $sgemm ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  eval "$as_ac_Lib=yes"
-else
-  eval "$as_ac_Lib=no"
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-eval ac_res=\$$as_ac_Lib
-	       { $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_res" >&5
-$as_echo "$ac_res" >&6; }
-if eval test \"x\$"$as_ac_Lib"\" = x"yes"; then :
-  acx_blas_ok=yes; BLAS_LIBS="-lblas $FCLIBS"
-fi
-
-fi
-
-fi # if BLAS_LIBS=builtin
-
-
-
-LIBS="$acx_blas_save_LIBS"
-
-# Finally, execute ACTION-IF-FOUND/ACTION-IF-NOT-FOUND:
-if test x"$acx_blas_ok" = xyes; then
-	echo "OK, You have working BLAS libs ! Using $BLAS_LIBS" ; HAVE_VENDOR_BLAS=1
-else
-        echo " *** YOU DONT HAVE BLAS! *** Using a cheap replacement" ; HAVE_VENDOR_BLAS=0
-fi
-
-LIBS="$LIBS $BLAS_LIBS"
-CPPFLAGS="$CPPFLAGS -DGMM_USES_BLAS"
-
-
-# Check whether --enable-superlu was given.
-if test "${enable_superlu+set}" = set; then :
-  enableval=$enable_superlu; case "${enableval}" in
-   yes) usesuperlu=YES ;;
-   no)  usesuperlu=NO ;;
-   *) as_fn_error $? "bad value ${enableval} for --enable-superlu" "$LINENO" 5 ;;
- esac
-else
-  usesuperlu=YES
-fi
-
-
-SUPERLU_CPPFLAGS=""
-SUPERLU_SRC=""
-SUPERLU_LIBS=""
-SUPERLU_MAKEFILE=""
-
-if test x$usesuperlu = xYES; then
-  echo "Building with SuperLU support (use --enable-superlu=no to disable it)"
-  if test x"$FC" = "x"; then
-    sgemm="sgemm_"
-  else
-    ac_ext=${ac_fc_srcext-f}
-ac_compile='$FC -c $FCFLAGS $ac_fcflags_srcext conftest.$ac_ext >&5'
-ac_link='$FC -o conftest$ac_exeext $FCFLAGS $LDFLAGS $ac_fcflags_srcext conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_fc_compiler_gnu
-case $ac_cv_fc_mangling in
-  upper*) ac_val="SGEMM" ;;
-  lower*) ac_val="sgemm" ;;
-  *)      ac_val="unknown" ;;
-esac
-case $ac_cv_fc_mangling in *," underscore"*) ac_val="$ac_val"_ ;; esac
-
-sgemm="$ac_val"
-
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-
-    echo "FC=$FC"
-  fi
-  case $sgemm in
-    sgemm)
-          F77_CALL_C="NOCHANGE";
-          ;;
-    sgemm_)
-          F77_CALL_C="ADD_";
-          ;;
-    SGEMM)
-          F77_CALL_C="UPCASE";
-          ;;
-    sgemm__)
-          F77_CALL_C="ADD__";
-          ;;
-    *)
-          as_fn_error $? "\"superlu won't handle this calling convention: sgemm -> $sgemm\"" "$LINENO" 5
-          ;;
-  esac
-  SUPERLU_CPPFLAGS="$CPPFLAGS -DUSE_VENDOR_BLAS -DF77_CALL_C=$F77_CALL_C"
-  SUPERLU_SRC="superlu"
-  SUPERLU_LIBS="../$SUPERLU_SRC/libsuperlu.la"
-  SUPERLU_MAKEFILE="$SUPERLU_SRC/Makefile"
-else
-  echo "Building without SuperLU support (use --enable-superlu=yes to enable it)"
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for dCreate_CompCol_Matrix in -lsuperlu" >&5
-$as_echo_n "checking for dCreate_CompCol_Matrix in -lsuperlu... " >&6; }
-if ${ac_cv_lib_superlu_dCreate_CompCol_Matrix+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lsuperlu  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char dCreate_CompCol_Matrix ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return dCreate_CompCol_Matrix ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_lib_superlu_dCreate_CompCol_Matrix=yes
-else
-  ac_cv_lib_superlu_dCreate_CompCol_Matrix=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_superlu_dCreate_CompCol_Matrix" >&5
-$as_echo "$ac_cv_lib_superlu_dCreate_CompCol_Matrix" >&6; }
-if test "x$ac_cv_lib_superlu_dCreate_CompCol_Matrix" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_LIBSUPERLU 1
-_ACEOF
-
-  LIBS="-lsuperlu $LIBS"
-
-else
-  as_fn_error $? "SuperLU library not found" "$LINENO" 5
-fi
-
-
-
-for ac_header in superlu/colamd.h superlu/slu_Cnames.h \
-   superlu/slu_cdefs.h superlu/slu_ddefs.h superlu/slu_sdefs.h superlu/slu_zdefs.h \
-   superlu/slu_dcomplex.h superlu/slu_scomplex.h
-do :
-  as_ac_Header=`$as_echo "ac_cv_header_$ac_header" | $as_tr_sh`
-ac_fn_cxx_check_header_mongrel "$LINENO" "$ac_header" "$as_ac_Header" "$ac_includes_default"
-if eval test \"x\$"$as_ac_Header"\" = x"yes"; then :
-  cat >>confdefs.h <<_ACEOF
-#define `$as_echo "HAVE_$ac_header" | $as_tr_cpp` 1
-_ACEOF
- usesuperlu="YES"
-else
-
-    if test "x$usesuperlu" = "xYES"; then
-      as_fn_error $? "header files of superlu not found. Use --enable-superlu=yes flag" "$LINENO" 5;
-    fi;
-
-fi
-
-done
-
-
-  SUPERLU_LIBS="-lsuperlu"
-  LIBS="$LIBS $SUPERLU_LIBS"
-fi
-
-
-
-
- if test x$HAVE_VENDOR_BLAS = x0; then
-  USEBLASLITE_TRUE=
-  USEBLASLITE_FALSE='#'
-else
-  USEBLASLITE_TRUE='#'
-  USEBLASLITE_FALSE=
-fi
-
-echo "Configuration of SuperLU done"
-
-
-EXPER=""
-# Check whether --enable-experimental was given.
-if test "${enable_experimental+set}" = set; then :
-  enableval=$enable_experimental;  if   test "x$enableval" = "xyes" ; then EXPER="-DEXPERIMENTAL_PURPOSE_ONLY"; fi
-else
-  EXPER=""
-fi
-
-CPPFLAGS="$CPPFLAGS $EXPER"
-
-
-# Check whether --with-qd-lib-dir was given.
-if test "${with_qd_lib_dir+set}" = set; then :
-  withval=$with_qd_lib_dir; QDLIB="$withval/libqd.a"
-else
-  QDLIB="$GFPREFIX/lib/libqd.a"
-fi
-
-
-# Check whether --with-qd-include-dir was given.
-if test "${with_qd_include_dir+set}" = set; then :
-  withval=$with_qd_include_dir; QDINC="-I$withval"
-else
-  QDINC="-I$GFPREFIX/include"
-fi
-
-# Check whether --enable-dd was given.
-if test "${enable_dd+set}" = set; then :
-  enableval=$enable_dd;  if   test "x$enableval" = "xyes" ; then useQDlib="yes"; QD_PREC="double"; fi
-else
-  useQDlib="no"
-fi
-
-# Check whether --enable-qd was given.
-if test "${enable_qd+set}" = set; then :
-  enableval=$enable_qd;  if   test "x$enableval" = "xyes" ; then useQDlib="yes"; QD_PREC="quad"; fi
-else
-  if test "x$useQDlib" = "xyes"; then useQDlib="yes"; else useQDlib="no"; fi
-fi
-
-if test "x$useQDlib" = "xyes" ; then
-  LIBS="$LIBS $QDLIB -lm"
-  CPPFLAGS="$CPPFLAGS $QDINC"
-  if test "$cross_compiling" = yes; then :
-  { { $as_echo "$as_me:${as_lineno-$LINENO}: error: in \`$ac_pwd':" >&5
-$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
-as_fn_error $? "cannot run test program while cross compiling
-See \`config.log' for more details" "$LINENO" 5; }
-else
-  cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-#include <qd/qd.h>
-#include <qd/dd.h>
-#include <qd/fpu.h>
-#include <iostream>
-int main() {
-  unsigned int old_cw;
-  int ok;
-  fpu_fix_start(&old_cw);
-  qd_real q = 1.0;
-  qd_real qq = qd_real("0.01");
-  qd_real qqq = "1.010101010101010101010101010101010101010101010101010101010101010E0";
-  dd_real d = 1.0;
-  dd_real dd = dd_real("0.1");
-  dd_real ddd = "1.1111111111111111111111111111111E0";
-  for (int i=0; i < 100; ++i) { d += dd; dd *= dd_real("0.1"); }
-  for (int i=0; i < 100; ++i) { q += qq; qq *= qd_real("0.01"); }
-  std::cerr << "d = " << d << std::endl << "q = " << q << std::endl;
-  std::cerr << abs(q - qqq) << std::endl;
-  std::cerr << abs(d - ddd) << std::endl;
-  if (abs(q - qqq) < 1e-63 && abs(d -ddd) < 1e-31) ok = 1;
-  else ok = 0;
-  fpu_fix_end(&old_cw); return 1-ok;
-}
-
-_ACEOF
-if ac_fn_cxx_try_run "$LINENO"; then :
-  echo "checking if qd library is working...yes"
-else
-   echo "QD library is not working (check config.log)"; exit 1
-fi
-rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext \
-  conftest.$ac_objext conftest.beam conftest.$ac_ext
-fi
-
-
-cat >>confdefs.h <<_ACEOF
-#define HAVE_QDLIB 1
-_ACEOF
-
-  HAVE_QDLIB=1;
-  if test "x$QD_PREC" = "xquad"; then
-
-cat >>confdefs.h <<_ACEOF
-#define QDLIB_USE_QUAD 1
-_ACEOF
-
-  fi;
-fi;
-
-useQHULL="no"
-# Check whether --enable-qhull was given.
-if test "${enable_qhull+set}" = set; then :
-  enableval=$enable_qhull;  if   test "x$enableval" = "xyes" ; then useQHULL="yes"; fi
-else
-  useQHULL="test"
-fi
-
-QHULL_LIBS=""
-
-if test "x$useQHULL" = "xno"; then
-  echo "Building with libqhull explicitly disabled";
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for qh_new_qhull in -lqhull" >&5
-$as_echo_n "checking for qh_new_qhull in -lqhull... " >&6; }
-if ${ac_cv_lib_qhull_qh_new_qhull+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lqhull  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char qh_new_qhull ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return qh_new_qhull ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_lib_qhull_qh_new_qhull=yes
-else
-  ac_cv_lib_qhull_qh_new_qhull=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_qhull_qh_new_qhull" >&5
-$as_echo "$ac_cv_lib_qhull_qh_new_qhull" >&6; }
-if test "x$ac_cv_lib_qhull_qh_new_qhull" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_LIBQHULL 1
-_ACEOF
-
-  LIBS="-lqhull $LIBS"
-
-fi
-
-  for ac_header in qhull/qhull.h
-do :
-  ac_fn_cxx_check_header_mongrel "$LINENO" "qhull/qhull.h" "ac_cv_header_qhull_qhull_h" "$ac_includes_default"
-if test "x$ac_cv_header_qhull_qhull_h" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_QHULL_QHULL_H 1
-_ACEOF
- useQHULL="yes"
-else
-
-    if test "x$useQHULL" = "xyes"; then
-      as_fn_error $? "header files qhull/qhull.h not found. Use --enable-qhull=no flag" "$LINENO" 5;
-      useQHULL="no"
-    fi;
-
-fi
-
-done
-
-  if test "x$useQHULL" = "xyes"; then
-    QHULL_LIBS="-lqhull"
-  fi;
-  echo "Building with libqhull (use --enable-qhull=no to disable it)"
-fi;
- if test x$useQHULL = xyes; then
-  QHULL_TRUE=
-  QHULL_FALSE='#'
-else
-  QHULL_TRUE='#'
-  QHULL_FALSE=
-fi
-
-
-
-echo "Configuration of qhull done"
-
-MUPARSERSINC=""
-
-# Check whether --with-muparser-include-dir was given.
-if test "${with_muparser_include_dir+set}" = set; then :
-  withval=$with_muparser_include_dir; case $withval in
-   -I* ) MUPARSERINC="$withval";;
-   * ) MUPARSERINC="-I$withval";;
-  esac
-else
-  MUPARSERINC="-I$GFPREFIX/include"
-
-fi
-
-CPPFLAGS="$CPPFLAGS $MUPARSERINC"
-
-usemuparser="no"
-# Check whether --enable-muparser was given.
-if test "${enable_muparser+set}" = set; then :
-  enableval=$enable_muparser;  if test "x$enableval" = "xyes" ; then usemuparser="yes"; fi
-else
-  usemuparser="test"
-fi
-
-MUPARSER_LIBS=""
-
-if test "x$usemuparser" = "xno"; then
-  echo "Building with muParser explicitly disabled";
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for _init in -lmuparser" >&5
-$as_echo_n "checking for _init in -lmuparser... " >&6; }
-if ${ac_cv_lib_muparser__init+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lmuparser  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char _init ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return _init ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_lib_muparser__init=yes
-else
-  ac_cv_lib_muparser__init=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_muparser__init" >&5
-$as_echo "$ac_cv_lib_muparser__init" >&6; }
-if test "x$ac_cv_lib_muparser__init" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_LIBMUPARSER 1
-_ACEOF
-
-  LIBS="-lmuparser $LIBS"
-
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for mupEval in -lmuparser" >&5
-$as_echo_n "checking for mupEval in -lmuparser... " >&6; }
-if ${ac_cv_lib_muparser_mupEval+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lmuparser  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char mupEval ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return mupEval ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_lib_muparser_mupEval=yes
-else
-  ac_cv_lib_muparser_mupEval=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_muparser_mupEval" >&5
-$as_echo "$ac_cv_lib_muparser_mupEval" >&6; }
-if test "x$ac_cv_lib_muparser_mupEval" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_LIBMUPARSER 1
-_ACEOF
-
-  LIBS="-lmuparser $LIBS"
-
-fi
-
-fi
-
-   for ac_header in muParser/muParser.h
-do :
-  ac_fn_cxx_check_header_mongrel "$LINENO" "muParser/muParser.h" "ac_cv_header_muParser_muParser_h" "$ac_includes_default"
-if test "x$ac_cv_header_muParser_muParser_h" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_MUPARSER_MUPARSER_H 1
-_ACEOF
- usemuparser="yes"
-else
-
-     for ac_header in muParser.h
-do :
-  ac_fn_cxx_check_header_mongrel "$LINENO" "muParser.h" "ac_cv_header_muParser_h" "$ac_includes_default"
-if test "x$ac_cv_header_muParser_h" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_MUPARSER_H 1
-_ACEOF
- usemuparser="yes"
-else
-
-     if test "x$usemuparser" = "xyes"; then
-     	as_fn_error $? "header file muParser.h or muParser/muParser.h not found. Use --enable-muparser=no flag" "$LINENO" 5;
-	usemuparser="no"
-   	fi;
-
-fi
-
-done
-
-
-fi
-
-done
-
-
-  if test "x$usemuparser" = "xyes"; then
-    MUPARSER_LIBS="-lmuparser"
-  fi;
-  echo "Building with muParser (use --enable-muparser=no to disable it)"
-fi;
-
- if test x$usemuparser = xyes; then
-  MUPARSER_TRUE=
-  MUPARSER_FALSE='#'
-else
-  MUPARSER_TRUE='#'
-  MUPARSER_FALSE=
-fi
-
-
-echo "Configuration of muParser done"
-
-MUMPSINC=""
-
-# Check whether --with-mumps-include-dir was given.
-if test "${with_mumps_include_dir+set}" = set; then :
-  withval=$with_mumps_include_dir; case $withval in
-   -I* ) MUMPSINC="$withval";;
-   * ) MUMPSINC="-I$withval";;
-  esac
-else
-  MUMPSINC="-I$GFPREFIX/include"
-
-fi
-
-CPPFLAGS="$CPPFLAGS $MUMPSINC"
-
-MUMPS_LIBS=""
-acx_mumps_ok="no"
-usemumps="no"
-# Check whether --enable-mumps was given.
-if test "${enable_mumps+set}" = set; then :
-  enableval=$enable_mumps; case $enableval in
-   yes | "") usemumps="yes"; acx_mumps_ok="yes"; MUMPS_LIBS="-lsmumps_seq -ldmumps_seq -lcmumps_seq -lzmumps_seq";;
-   no) usemumps="no";;
-  esac
-else
-  usemumps="test"; acx_mumps_ok="test"; MUMPS_LIBS="-lsmumps_seq -ldmumps_seq -lcmumps_seq -lzmumps_seq"
-
-fi
-
-
-# Check whether --enable-par-mumps was given.
-if test "${enable_par_mumps+set}" = set; then :
-  enableval=$enable_par_mumps; case $enableval in
-   yes | "") usemumps="yes"; MUMPS_LIBS="-lsmumps -ldmumps -lcmumps -lzmumps";;
-   no) usemumps="no";;
-  esac
-
-fi
-
-
-
-# Check whether --with-mumps was given.
-if test "${with_mumps+set}" = set; then :
-  withval=$with_mumps; case $with_mumps in
-   yes | "") usemumps="yes";;
-   no) acx_mumps_ok="no" ;;
-   -* | */* | *.a | *.so | *.so.* | *.o| builtin) MUMPS_LIBS="$with_mumps"; acx_mumps_ok="yes" ;;
-   *) MUMPS_LIBS=`echo $with_mumps | sed -e 's/^/-l/g;s/ / -l/g'` ; usemumps="yes";;
-  esac
-
-fi
-
-
-
-if test "x$usemumps" = "xno" -o "x$acx_mumps_ok" = "xno"; then
-  echo "Building with MUMPS explicitly disabled";
-else
- { $as_echo "$as_me:${as_lineno-$LINENO}: checking for library containing smumps_c" >&5
-$as_echo_n "checking for library containing smumps_c... " >&6; }
-if ${ac_cv_search_smumps_c+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_func_search_save_LIBS=$LIBS
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char smumps_c ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return smumps_c ();
-  ;
-  return 0;
-}
-_ACEOF
-for ac_lib in '' `echo $MUMPS_LIBS | sed -e 's/^-l//g;s/ -l/ /g'`; do
-  if test -z "$ac_lib"; then
-    ac_res="none required"
-  else
-    ac_res=-l$ac_lib
-    LIBS="-l$ac_lib  $ac_func_search_save_LIBS"
-  fi
-  if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_search_smumps_c=$ac_res
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext
-  if ${ac_cv_search_smumps_c+:} false; then :
-  break
-fi
-done
-if ${ac_cv_search_smumps_c+:} false; then :
-
-else
-  ac_cv_search_smumps_c=no
-fi
-rm conftest.$ac_ext
-LIBS=$ac_func_search_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_search_smumps_c" >&5
-$as_echo "$ac_cv_search_smumps_c" >&6; }
-ac_res=$ac_cv_search_smumps_c
-if test "$ac_res" != no; then :
-  test "$ac_res" = "none required" || LIBS="$ac_res $LIBS"
-  usemumps="yes"
-else
-  if test "x$acx_mumps_ok" = "xyes"; then
-     as_fn_error $? "The function smumps_c couldn't be found in the provided MUMPS libraries." "$LINENO" 5;
-    fi;
-    usemumps="no"
-
-fi
-
- { $as_echo "$as_me:${as_lineno-$LINENO}: checking for library containing dmumps_c" >&5
-$as_echo_n "checking for library containing dmumps_c... " >&6; }
-if ${ac_cv_search_dmumps_c+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_func_search_save_LIBS=$LIBS
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char dmumps_c ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return dmumps_c ();
-  ;
-  return 0;
-}
-_ACEOF
-for ac_lib in '' `echo $MUMPS_LIBS | sed -e 's/^-l//g;s/ -l/ /g'`; do
-  if test -z "$ac_lib"; then
-    ac_res="none required"
-  else
-    ac_res=-l$ac_lib
-    LIBS="-l$ac_lib  $ac_func_search_save_LIBS"
-  fi
-  if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_search_dmumps_c=$ac_res
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext
-  if ${ac_cv_search_dmumps_c+:} false; then :
-  break
-fi
-done
-if ${ac_cv_search_dmumps_c+:} false; then :
-
-else
-  ac_cv_search_dmumps_c=no
-fi
-rm conftest.$ac_ext
-LIBS=$ac_func_search_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_search_dmumps_c" >&5
-$as_echo "$ac_cv_search_dmumps_c" >&6; }
-ac_res=$ac_cv_search_dmumps_c
-if test "$ac_res" != no; then :
-  test "$ac_res" = "none required" || LIBS="$ac_res $LIBS"
-  usemumps="yes"
-else
-  if test "x$acx_mumps_ok" = "xyes"; then
-     as_fn_error $? "The function dmumps_c couldn't be found in the provided MUMPS libraries." "$LINENO" 5;
-    fi;
-    usemumps="no"
-
-fi
-
- { $as_echo "$as_me:${as_lineno-$LINENO}: checking for library containing cmumps_c" >&5
-$as_echo_n "checking for library containing cmumps_c... " >&6; }
-if ${ac_cv_search_cmumps_c+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_func_search_save_LIBS=$LIBS
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char cmumps_c ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return cmumps_c ();
-  ;
-  return 0;
-}
-_ACEOF
-for ac_lib in '' `echo $MUMPS_LIBS | sed -e 's/^-l//g;s/ -l/ /g'`; do
-  if test -z "$ac_lib"; then
-    ac_res="none required"
-  else
-    ac_res=-l$ac_lib
-    LIBS="-l$ac_lib  $ac_func_search_save_LIBS"
-  fi
-  if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_search_cmumps_c=$ac_res
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext
-  if ${ac_cv_search_cmumps_c+:} false; then :
-  break
-fi
-done
-if ${ac_cv_search_cmumps_c+:} false; then :
-
-else
-  ac_cv_search_cmumps_c=no
-fi
-rm conftest.$ac_ext
-LIBS=$ac_func_search_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_search_cmumps_c" >&5
-$as_echo "$ac_cv_search_cmumps_c" >&6; }
-ac_res=$ac_cv_search_cmumps_c
-if test "$ac_res" != no; then :
-  test "$ac_res" = "none required" || LIBS="$ac_res $LIBS"
-  usemumps="yes"
-else
-  if test "x$acx_mumps_ok" = "xyes"; then
-     as_fn_error $? "The function cmumps_c couldn't be found in the provided MUMPS libraries." "$LINENO" 5;
-    fi;
-    usemumps="no"
-
-fi
-
- { $as_echo "$as_me:${as_lineno-$LINENO}: checking for library containing zmumps_c" >&5
-$as_echo_n "checking for library containing zmumps_c... " >&6; }
-if ${ac_cv_search_zmumps_c+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_func_search_save_LIBS=$LIBS
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char zmumps_c ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return zmumps_c ();
-  ;
-  return 0;
-}
-_ACEOF
-for ac_lib in '' `echo $MUMPS_LIBS | sed -e 's/^-l//g;s/ -l/ /g'`; do
-  if test -z "$ac_lib"; then
-    ac_res="none required"
-  else
-    ac_res=-l$ac_lib
-    LIBS="-l$ac_lib  $ac_func_search_save_LIBS"
-  fi
-  if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_search_zmumps_c=$ac_res
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext
-  if ${ac_cv_search_zmumps_c+:} false; then :
-  break
-fi
-done
-if ${ac_cv_search_zmumps_c+:} false; then :
-
-else
-  ac_cv_search_zmumps_c=no
-fi
-rm conftest.$ac_ext
-LIBS=$ac_func_search_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_search_zmumps_c" >&5
-$as_echo "$ac_cv_search_zmumps_c" >&6; }
-ac_res=$ac_cv_search_zmumps_c
-if test "$ac_res" != no; then :
-  test "$ac_res" = "none required" || LIBS="$ac_res $LIBS"
-  usemumps="yes"
-else
-  if test "x$acx_mumps_ok" = "xyes"; then
-     as_fn_error $? "The function zmumps_c couldn't be found in the provided MUMPS libraries." "$LINENO" 5;
-    fi;
-    usemumps="no"
-
-fi
-
- for ac_header in smumps_c.h dmumps_c.h cmumps_c.h zmumps_c.h
-do :
-  as_ac_Header=`$as_echo "ac_cv_header_$ac_header" | $as_tr_sh`
-ac_fn_cxx_check_header_mongrel "$LINENO" "$ac_header" "$as_ac_Header" "$ac_includes_default"
-if eval test \"x\$"$as_ac_Header"\" = x"yes"; then :
-  cat >>confdefs.h <<_ACEOF
-#define `$as_echo "HAVE_$ac_header" | $as_tr_cpp` 1
-_ACEOF
- usemumps="yes"
-else
-  if test "x$acx_mumps_ok" = "xyes"; then
-     as_fn_error $? "header file dmumps_c.h not found." "$LINENO" 5;
-    fi;
-    usemumps="no"
-
-fi
-
-done
-
-
- if test "x$usemumps" = "xyes"; then
-   echo "Building with MUMPS (use --enable-mumps=no to disable it)"
- else
-   MUMPS_LIBS=""
- fi;
-fi;
-
- if test x$usemumps = xyes; then
-  MUMPS_TRUE=
-  MUMPS_FALSE='#'
-else
-  MUMPS_TRUE='#'
-  MUMPS_FALSE=
-fi
-
-
-echo "Configuration of MUMPS done"
-
-paralevel=0
-# Check whether --enable-paralevel was given.
-if test "${enable_paralevel+set}" = set; then :
-  enableval=$enable_paralevel;  case $enableval in
-        yes | "") paralevel=2;;
-        no) ;;
-        *) paralevel=$enableval ;;
-     esac
-
-fi
-
-
-if test $paralevel -ge 1; then
-  CPPFLAGS="$CPPFLAGS -DGETFEM_PARA_LEVEL=$paralevel"
-fi;
-
-usemetis="no"
-if test $paralevel -ge 2; then
-  usemetis="yes"
-fi;
-
-METIS_LIBS=""
-# Check whether --enable-metis was given.
-if test "${enable_metis+set}" = set; then :
-  enableval=$enable_metis; case $enableval in
-   yes | "") usemetis="yes" ;;
-   no) usemetis="no"; METIS_LIBS="" ;;
-  esac
-else
-  usemetis="test"
-
-fi
-
-
-if test "x$usemetis" = "xno"; then
-  echo "Building without METIS";
-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for SelectQueueOneWay in -lmetis" >&5
-$as_echo_n "checking for SelectQueueOneWay in -lmetis... " >&6; }
-if ${ac_cv_lib_metis_SelectQueueOneWay+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lmetis  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char SelectQueueOneWay ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return SelectQueueOneWay ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_lib_metis_SelectQueueOneWay=yes
-else
-  ac_cv_lib_metis_SelectQueueOneWay=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_metis_SelectQueueOneWay" >&5
-$as_echo "$ac_cv_lib_metis_SelectQueueOneWay" >&6; }
-if test "x$ac_cv_lib_metis_SelectQueueOneWay" = xyes; then :
-  usemetis="yes"
-else
-  usemetis="no"
-fi
-
-
-  if test "x$usemetis" = "xyes"; then
-    METIS_LIBS="-lmetis"
-    LIBS="$LIBS $METIS_LIBS"
-
-cat >>confdefs.h <<_ACEOF
-#define HAVE_METIS 1
-_ACEOF
-
-    echo "Building with METIS (use --enable-metis=no to disable it)"
-  else
-    echo "Building without METIS";
-  fi;
-fi;
-
- if test x$usemetis = xyes; then
-  METIS_TRUE=
-  METIS_FALSE='#'
-else
-  METIS_TRUE='#'
-  METIS_FALSE=
-fi
-
-
-
-
-
-
-
-usempi="no"
-MPI_LIBS=""
-
-if test $paralevel -ge 2; then
-  usempi="yes"
-  MPI_LIBS=""
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for MPI_Test in -lmpich" >&5
-$as_echo_n "checking for MPI_Test in -lmpich... " >&6; }
-if ${ac_cv_lib_mpich_MPI_Test+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lmpich  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char MPI_Test ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return MPI_Test ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_lib_mpich_MPI_Test=yes
-else
-  ac_cv_lib_mpich_MPI_Test=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_mpich_MPI_Test" >&5
-$as_echo "$ac_cv_lib_mpich_MPI_Test" >&6; }
-if test "x$ac_cv_lib_mpich_MPI_Test" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_LIBMPICH 1
-_ACEOF
-
-  LIBS="-lmpich $LIBS"
-
-fi
-
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for MPI_Test in -lmpichcxx" >&5
-$as_echo_n "checking for MPI_Test in -lmpichcxx... " >&6; }
-if ${ac_cv_lib_mpichcxx_MPI_Test+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-lmpichcxx  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char MPI_Test ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return MPI_Test ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_lib_mpichcxx_MPI_Test=yes
-else
-  ac_cv_lib_mpichcxx_MPI_Test=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_mpichcxx_MPI_Test" >&5
-$as_echo "$ac_cv_lib_mpichcxx_MPI_Test" >&6; }
-if test "x$ac_cv_lib_mpichcxx_MPI_Test" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_LIBMPICHCXX 1
-_ACEOF
-
-  LIBS="-lmpichcxx $LIBS"
-
-fi
-
-  CPPFLAGS="$CPPFLAGS -DGETFEM_HAVE_MPI_MPI_H=1 -I/usr/include/mpi"
-  if test "x$usempi" = "xyes"; then
-    MPI_LIBS="-lmpi -lmpi++"
-  fi;
-  echo "Building with MPI (use --enable-mpi=no to disable it)"
-fi;
-
- if test x$usempi = xyes; then
-  MPI_TRUE=
-  MPI_FALSE='#'
-else
-  MPI_TRUE='#'
-  MPI_FALSE=
-fi
-
-
-
-
-
-
-
-if test x"$acx_blas_ok" = xyes; then
-  if test x"$FC" = "x"; then
-    dgetrf=dgetrf_
-  else
-    ac_ext=${ac_fc_srcext-f}
-ac_compile='$FC -c $FCFLAGS $ac_fcflags_srcext conftest.$ac_ext >&5'
-ac_link='$FC -o conftest$ac_exeext $FCFLAGS $LDFLAGS $ac_fcflags_srcext conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_fc_compiler_gnu
-case $ac_cv_fc_mangling in
-  upper*) ac_val="DGETRF" ;;
-  lower*) ac_val="dgetrf" ;;
-  *)      ac_val="unknown" ;;
-esac
-case $ac_cv_fc_mangling in *," underscore"*) ac_val="$ac_val"_ ;; esac
-
-dgetrf="$ac_val"
-
-ac_ext=cpp
-ac_cpp='$CXXCPP $CPPFLAGS'
-ac_compile='$CXX -c $CXXFLAGS $CPPFLAGS conftest.$ac_ext >&5'
-ac_link='$CXX -o conftest$ac_exeext $CXXFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
-ac_compiler_gnu=$ac_cv_cxx_compiler_gnu
-
-  fi;
-
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for dgetrf_ in -llapack" >&5
-$as_echo_n "checking for dgetrf_ in -llapack... " >&6; }
-if ${ac_cv_lib_lapack_dgetrf_+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  ac_check_lib_save_LIBS=$LIBS
-LIBS="-llapack  $LIBS"
-cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-/* Override any GCC internal prototype to avoid an error.
-   Use char because int might match the return type of a GCC
-   builtin and then its argument prototype would still apply.  */
-#ifdef __cplusplus
-extern "C"
-#endif
-char dgetrf_ ();
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-return dgetrf_ ();
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_link "$LINENO"; then :
-  ac_cv_lib_lapack_dgetrf_=yes
-else
-  ac_cv_lib_lapack_dgetrf_=no
-fi
-rm -f core conftest.err conftest.$ac_objext \
-    conftest$ac_exeext conftest.$ac_ext
-LIBS=$ac_check_lib_save_LIBS
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_lib_lapack_dgetrf_" >&5
-$as_echo "$ac_cv_lib_lapack_dgetrf_" >&6; }
-if test "x$ac_cv_lib_lapack_dgetrf_" = xyes; then :
-  acx_lapack_ok=yes; LAPACK_LIBS="-llapack "
-fi
-
-
-  if test x"$acx_lapack_ok" = xyes; then
-     CPPFLAGS="$CPPFLAGS -DGMM_USES_LAPACK"
-     LIBS="$LIBS $LAPACK_LIBS"
-  fi
-fi
-
-
-
-if test "$MPI_CFLAGS" -o "$MPI_LIBS"; then
-  echo "You are using MPI! Trying to build a parallelised version of getfem (require METIS)"
-    LIBS="$LIBS $MPI_LIBS -lmetis"
-  CXXFLAGS="$CXXFLAGS $MPI_CFLAGS -DGETFEM_PARA_LEVEL=2"
-
-
-fi
-
-
-
-
-for ac_header in sys/times.h
-do :
-  ac_fn_cxx_check_header_mongrel "$LINENO" "sys/times.h" "ac_cv_header_sys_times_h" "$ac_includes_default"
-if test "x$ac_cv_header_sys_times_h" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_SYS_TIMES_H 1
-_ACEOF
-
-else
-  SUPERLU_CPPFLAGS="$SUPERLU_CPPFLAGS -DNO_TIMER"
-fi
-
-done
-
-for ac_header in cxxabi.h
-do :
-  ac_fn_cxx_check_header_mongrel "$LINENO" "cxxabi.h" "ac_cv_header_cxxabi_h" "$ac_includes_default"
-if test "x$ac_cv_header_cxxabi_h" = xyes; then :
-  cat >>confdefs.h <<_ACEOF
-#define HAVE_CXXABI_H 1
-_ACEOF
-
-fi
-
-done
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for __PRETTY_FUNCTION__" >&5
-$as_echo_n "checking for __PRETTY_FUNCTION__... " >&6; }
-if ${ac_cv_have_pretty_function+:} false; then :
-  $as_echo_n "(cached) " >&6
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-
-        cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
-
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
-
-                 const char *s = __PRETTY_FUNCTION__;
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_compile "$LINENO"; then :
-   ac_cv_have_pretty_function="yes"
-else
-   ac_cv_have_pretty_function=="no"
-fi
-rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_have_pretty_function" >&5
-$as_echo "$ac_cv_have_pretty_function" >&6; }
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-
-cat >>confdefs.h <<_ACEOF
-#define HAVE_PRETTY_FUNCTION 1
-_ACEOF
-
-fi;
-
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for execinfo.h and backtrace" >&5
-$as_echo_n "checking for execinfo.h and backtrace... " >&6; }
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-  $as_echo_n "(cached) " >&6
-else
-
-        cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
- #include <execinfo.h>
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
- void* trace[256]; int n = backtrace(trace, 256);
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_compile "$LINENO"; then :
-   ac_cv_have_backtrace="yes"
-else
-   ac_cv_have_backtrace="no"
-fi
-rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_have_backtrace" >&5
-$as_echo "$ac_cv_have_backtrace" >&6; }
-if test "x$ac_cv_have_backtrace" = "xyes"; then
-
-cat >>confdefs.h <<_ACEOF
-#define HAVE_BACKTRACE 1
-_ACEOF
-
-fi;
-
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for fenv.h and feenableexcept" >&5
-$as_echo_n "checking for fenv.h and feenableexcept... " >&6; }
-if ${ac_cv_have_feenableexcept+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-
-        cat confdefs.h - <<_ACEOF >conftest.$ac_ext
-/* end confdefs.h.  */
- #include <fenv.h>
-#ifdef FC_DUMMY_MAIN
-#ifndef FC_DUMMY_MAIN_EQ_F77
-#  ifdef __cplusplus
-     extern "C"
-#  endif
-   int FC_DUMMY_MAIN() { return 1; }
-#endif
-#endif
-int
-main ()
-{
- feenableexcept(FE_DIVBYZERO | FE_INVALID);
-  ;
-  return 0;
-}
-_ACEOF
-if ac_fn_cxx_try_compile "$LINENO"; then :
-   ac_cv_have_feenableexcept="yes"
-else
-   ac_cv_have_feenableexcept="no"
-fi
-rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $ac_cv_have_feenableexcept" >&5
-$as_echo "$ac_cv_have_feenableexcept" >&6; }
-if test "x$ac_cv_have_feenableexcept" = "xyes"; then
-
-cat >>confdefs.h <<_ACEOF
-#define HAVE_FEENABLEEXCEPT 1
-_ACEOF
-
-fi;
-
-BUILDER=`whoami`
-
-BUILDDATE=`date +%D,%H:%M:%S`
-
-CONFIGURE_ARGS=$ac_configure_args
-
-LIBTOOL_VERSION_INFO="-version-info ${MAJOR_VERSION}:${MINOR_VERSION}:0"
-
-
-
-
-j="tests/meshes/disc_P2_h4.mesh"
-if test -L $j || test ! -f $j; then
-  DISTCLEANMESH="";
-else
-  DISTCLEANMESH="#";
-fi;
-
-
-
-
-# Check whether --enable-boost was given.
-if test "${enable_boost+set}" = set; then :
-  enableval=$enable_boost; case "${enableval}" in
-  yes) useboost=YES ;;
-  no)  useboost=NO ;;
-  *) as_fn_error $? "bad value ${enableval} for --enable-boost" "$LINENO" 5 ;;
- esac
-else
-  useboost=NO
-fi
-
-
-if test "x$useboost" = "xYES"; then
-
-cat >>confdefs.h <<_ACEOF
-#define HAVE_BOOST 1
-_ACEOF
-
-fi;
-
-
-
-# list of pseud functions
-PSEUDO_FUNCTIONS_LOC=`$srcdir/bin/extract_doc $srcdir/interface/src pseudo_loc`
-PSEUDO_FUNCTIONS=`$srcdir/bin/extract_doc $srcdir/interface/src pseudo_gen`
-MATLAB_OBJ_DIRS=`$srcdir/bin/extract_doc $srcdir/interface/src mobj_dirs`
-
-
-
-
-# Check whether --enable-matlab was given.
-if test "${enable_matlab+set}" = set; then :
-  enableval=$enable_matlab; case "${enableval}" in
-   yes) usematlab=YES ;;
-   no)  usematlab=NO ;;
-   *) as_fn_error $? "bad value ${enableval} for --enable-matlab" "$LINENO" 5 ;;
- esac
-else
-  usematlab=NO
-fi
-
-
-
-# Check whether --with-matlab-toolbox-dir was given.
-if test "${with_matlab_toolbox_dir+set}" = set; then :
-  withval=$with_matlab_toolbox_dir; TOOLBOXDIR="$withval"
-else
-  TOOLBOXDIR="$GFPREFIX/getfem_toolbox"
-fi
-
-
-
-# Check whether --enable-python was given.
-if test "${enable_python+set}" = set; then :
-  enableval=$enable_python; case "${enableval}" in
-   yes) usepython=YES ;;
-   no)  usepython=NO ;;
-   *) as_fn_error $? "bad value ${enableval} for --enable-python" "$LINENO" 5 ;;
- esac
-else
-  usepython=YES
-fi
-
-
-if test "$usematlab" != NO; then
-  for ac_prog in mex
-do
-  # Extract the first word of "$ac_prog", so it can be a program name with args.
-set dummy $ac_prog; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_MEX+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$MEX"; then
-  ac_cv_prog_MEX="$MEX" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
-    for ac_exec_ext in '' $ac_executable_extensions; do
-  if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
-    ac_cv_prog_MEX="$ac_prog"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-MEX=$ac_cv_prog_MEX
-if test -n "$MEX"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $MEX" >&5
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-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
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-
-
-  test -n "$MEX" && break
-done
-
-  if test x"$MEX" = x""; then
-    for ac_prog in mex.bat
-do
-  # Extract the first word of "$ac_prog", so it can be a program name with args.
-set dummy $ac_prog; ac_word=$2
-{ $as_echo "$as_me:${as_lineno-$LINENO}: checking for $ac_word" >&5
-$as_echo_n "checking for $ac_word... " >&6; }
-if ${ac_cv_prog_MEX+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-  if test -n "$MEX"; then
-  ac_cv_prog_MEX="$MEX" # Let the user override the test.
-else
-as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
-for as_dir in $PATH
-do
-  IFS=$as_save_IFS
-  test -z "$as_dir" && as_dir=.
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-    ac_cv_prog_MEX="$ac_prog"
-    $as_echo "$as_me:${as_lineno-$LINENO}: found $as_dir/$ac_word$ac_exec_ext" >&5
-    break 2
-  fi
-done
-  done
-IFS=$as_save_IFS
-
-fi
-fi
-MEX=$ac_cv_prog_MEX
-if test -n "$MEX"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: $MEX" >&5
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-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
-$as_echo "no" >&6; }
-fi
-
-
-  test -n "$MEX" && break
-done
-
-    if test x"$MEX" = x""; then
-      if test x$usematlab = xYES; then
-        as_fn_error $? "Impossible to build the matlab interface without mex -- specify its full path with the MEX=/path/to/mex option, or use --enable-matlab-interface=no" "$LINENO" 5
-        exit 1
-      fi
-    else
-      MEX=gnumex;
-      MATLAB_COM_EXT=".dll";
-      echo "You are using Matlab on a windows platform (assuming MingW compiler)";
-      if test -f gnumex.opts; then
-         echo "sourcing gnumex.opts.."
-         source gnumex.opts;
-         echo "MATLAB_ROOT=$MATLAB_ROOT"
-         echo "Matlab release is : R$MATLAB_RELEASE"
-      elif test x$usematlab = xYES; then
-        echo "You need to fill the gnumex.opts file, for example (use MSys-style paths, not DOS-style paths)"
-        echo '#!/bin/sh'
-        echo 'MATLAB_ROOT="c:\\MATLAB6p5"'
-        echo 'MATLAB_RELEASE=13'
-        echo 'MATLAB_INC_DIR="$MATLAB_ROOT\\extern\\include"'
-        echo 'MEXOPTS=c:\\gnumex\\mexopts.bat'
-        echo "when this is done, check that the gnumex script works correctly"
-        echo " (i.e. gnumex gnumex.opts -v prints the rights options to use the MinGW gcc)"
-        exit 1
-      fi
-    fi
-  else
-          if $(echo "" | $MEX 2>&1 | grep 'This is .*TeX'); then
-	  as_fn_error $? "the mex binary which is in the PATH appears to be part of LaTeX, not matlab !! run ./configure MEX=/path/to/matlab/mex" "$LINENO" 5;
-     fi;
-     MATLAB_ROOT=`$MEX -v 2>&1 | grep "MATLAB " | awk '{print $4}'|sed -e '2,$d'`
-     MATLAB_INC_DIR=$MATLAB_ROOT/extern/include
-     echo "checking for matlab path... " $MATLAB_ROOT
-     MATLAB_COM_EXT=`$MEX -v 2>&1 | grep "LDEXTENSION " | awk '{print $3}'`
-     echo "checking for mex extension... " $MATLAB_COM_EXT
-#    MATLAB_RELEASE=`grep "MATLAB R" $MATLAB_ROOT/extern/src/mexversion.c | awk '{print $4}' | sed -e 's/R//'`
-     MATLAB_RELEASE=`grep "full_ver=" $(which $MEX) | sed 's/[^0-9]//g'` # double brackets are for escaping reasons.
-     echo "Matlab release is : R$MATLAB_RELEASE"
-  fi
-fi
- if test x$usematlab = xYES; then
-  BUILDMEX_TRUE=
-  BUILDMEX_FALSE='#'
-else
-  BUILDMEX_TRUE='#'
-  BUILDMEX_FALSE=
-fi
-
-
-
-
-
-
-
-
-
-
- if test x"$MATLAB_COM_EXT" = x".dll"; then
-  USE_MINGW_MEX_TRUE=
-  USE_MINGW_MEX_FALSE='#'
-else
-  USE_MINGW_MEX_TRUE='#'
-  USE_MINGW_MEX_FALSE=
-fi
-
-
-
-
-GETFEM_SERVER="";
-use_rpc="no";
-# Check whether --enable-matlab-rpc was given.
-if test "${enable_matlab_rpc+set}" = set; then :
-  enableval=$enable_matlab_rpc;  matlab_rpc="yes"; use_rpc="yes";
-   echo "Matlab mex-file will use sun RPCs in order to communicate with the getfem server"
-else
-  matlab_rpc="no"
-fi
-
-
-if test x$use_rpc = xyes; then
-  GETFEM_SERVER="getfem_server";
-
-# Check whether --with-rpc-include was given.
-if test "${with_rpc_include+set}" = set; then :
-  withval=$with_rpc_include; RPC_INC_DIR="-I$withval"
-else
-  RPC_INC_DIR=""
-fi
-
-  case $host in
-        *alpha*)
-                RPC_LIB="-lrpc";
-                ;;
-	*darwin*)
-	        RPC_LIB="";
-		;;
-        *)
-                RPC_LIB="-lnsl";
-                ;;
-  esac
-
-# Check whether --with-rpc-lib was given.
-if test "${with_rpc_lib+set}" = set; then :
-  withval=$with_rpc_lib; RPC_LIB="$withval"
-fi
-
-
-
-
-cat >>confdefs.h <<_ACEOF
-#define USE_RPC 1
-_ACEOF
-
-fi;
-
- if test x$matlab_rpc = xyes; then
-  BUILDMEXRPC_TRUE=
-  BUILDMEXRPC_FALSE='#'
-else
-  BUILDMEXRPC_TRUE='#'
-  BUILDMEXRPC_FALSE=
-fi
-
-
-
-STDCPP_STATICLIBS=""
-
-if test $usematlab = xYES; then
-      compiler_type=dontcare
-  case $CXX in
-   *g++* | c++)
-	case $host in
-	x86_64-*)
-	       echo "Compiling on an x86_64 architecture..."
-	       ;;
-        *-darwin*)
-               echo "Compiling on Darwin (MacOS)"
-		;;
-	*)
-		STDCPP_STATICLIBS=$($CXX -print-file-name=libstdc++.a)
-		echo "The MEX file will be linked against the static c++ library '$STDCPP_STATICLIBS'"
-		;;
-	esac
-	;;
-   *icc | *icpc)
-							GFSERVERFLAGS="-Wl,-static -static"
-	;;
-   *)
-	;;
-  esac
-fi
-
-
-
-
-
-
-if test x$usepython = xYES; then
-
-
-
-
-
-
-        if test -n "$PYTHON"; then
-      # If the user set $PYTHON, use it and don't search something else.
-      { $as_echo "$as_me:${as_lineno-$LINENO}: checking whether $PYTHON version >= 2.2" >&5
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-      prog="import sys
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-# because we need at least 4 digits for the hex conversion.
-# map returns an iterator in Python 3.0 and a list in 2.x
-minver = list(map(int, '2.2'.split('.'))) + [0, 0, 0]
-minverhex = 0
-# xrange is not present in Python 3.0 and range returns an iterator
-for i in list(range(0, 4)): minverhex = (minverhex << 8) + minver[i]
-sys.exit(sys.hexversion < minverhex)"
-  if { echo "$as_me:$LINENO: $PYTHON -c "$prog"" >&5
-   ($PYTHON -c "$prog") >&5 2>&5
-   ac_status=$?
-   echo "$as_me:$LINENO: \$? = $ac_status" >&5
-   (exit $ac_status); }; then :
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: yes" >&5
-$as_echo "yes" >&6; }
-else
-  as_fn_error $? "too old" "$LINENO" 5
-fi
-      am_display_PYTHON=$PYTHON
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-      # Otherwise, try each interpreter until we find one that satisfies
-      # VERSION.
-      { $as_echo "$as_me:${as_lineno-$LINENO}: checking for a Python interpreter with version >= 2.2" >&5
-$as_echo_n "checking for a Python interpreter with version >= 2.2... " >&6; }
-if ${am_cv_pathless_PYTHON+:} false; then :
-  $as_echo_n "(cached) " >&6
-else
-
-	for am_cv_pathless_PYTHON in python python2 python3 python3.2 python3.1 python3.0 python2.7  python2.6 python2.5 python2.4 python2.3 python2.2 python2.1 python2.0 none; do
-	  test "$am_cv_pathless_PYTHON" = none && break
-	  prog="import sys
-# split strings by '.' and convert to numeric.  Append some zeros
-# because we need at least 4 digits for the hex conversion.
-# map returns an iterator in Python 3.0 and a list in 2.x
-minver = list(map(int, '2.2'.split('.'))) + [0, 0, 0]
-minverhex = 0
-# xrange is not present in Python 3.0 and range returns an iterator
-for i in list(range(0, 4)): minverhex = (minverhex << 8) + minver[i]
-sys.exit(sys.hexversion < minverhex)"
-  if { echo "$as_me:$LINENO: $am_cv_pathless_PYTHON -c "$prog"" >&5
-   ($am_cv_pathless_PYTHON -c "$prog") >&5 2>&5
-   ac_status=$?
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-	PYTHON=:
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-set dummy $am_cv_pathless_PYTHON; ac_word=$2
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-  ;;
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-PYTHON=$ac_cv_path_PYTHON
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-else
-  { $as_echo "$as_me:${as_lineno-$LINENO}: result: no" >&5
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-
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-  am_cv_python_version=`$PYTHON -c "import sys; sys.stdout.write(sys.version[:3])"`
-fi
-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $am_cv_python_version" >&5
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-
-
-  PYTHON_PREFIX='${prefix}'
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-  PYTHON_EXEC_PREFIX='${exec_prefix}'
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-
-
-  { $as_echo "$as_me:${as_lineno-$LINENO}: checking for $am_display_PYTHON platform" >&5
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-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $am_cv_python_platform" >&5
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-  PYTHON_PLATFORM=$am_cv_python_platform
-
-
-
-
-            { $as_echo "$as_me:${as_lineno-$LINENO}: checking for $am_display_PYTHON script directory" >&5
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-       am_py_prefix=$ac_default_prefix
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-       am_py_prefix=$prefix
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-     am_cv_python_pythondir=`$PYTHON -c "import sys; from distutils import sysconfig; sys.stdout.write(sysconfig.get_python_lib(0,0,prefix='$am_py_prefix'))" 2>/dev/null`
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-       ;;
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-       case $am_py_prefix in
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-{ $as_echo "$as_me:${as_lineno-$LINENO}: result: $am_cv_python_pyexecdir" >&5
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-	if test -z "$PYTHON_EXTRA_LDFLAGS"; then
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-  as_fn_error $? "conditional \"USEBLASLITE\" was never defined.
-Usually this means the macro was only invoked conditionally." "$LINENO" 5
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-if test -z "${QHULL_TRUE}" && test -z "${QHULL_FALSE}"; then
-  as_fn_error $? "conditional \"QHULL\" was never defined.
-Usually this means the macro was only invoked conditionally." "$LINENO" 5
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-  as_fn_error $? "conditional \"MUPARSER\" was never defined.
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-  as_fn_error $? "conditional \"MUMPS\" was never defined.
-Usually this means the macro was only invoked conditionally." "$LINENO" 5
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-if test -z "${METIS_TRUE}" && test -z "${METIS_FALSE}"; then
-  as_fn_error $? "conditional \"METIS\" was never defined.
-Usually this means the macro was only invoked conditionally." "$LINENO" 5
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-  as_fn_error $? "conditional \"MPI\" was never defined.
-Usually this means the macro was only invoked conditionally." "$LINENO" 5
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-  as_fn_error $? "conditional \"BUILDMEX\" was never defined.
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-  as_fn_error $? "conditional \"USE_MINGW_MEX\" was never defined.
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-  as_fn_error $? "conditional \"BUILDMEXRPC\" was never defined.
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-  as_fn_error $? "conditional \"BUILDPYTHON\" was never defined.
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-  as_fn_error $? "conditional \"BUILDSCILAB\" was never defined.
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-
-: "${CONFIG_STATUS=./config.status}"
-ac_write_fail=0
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-
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-ac_cs_recheck=false
-ac_cs_silent=false
-
-SHELL=\${CONFIG_SHELL-$SHELL}
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-# CDPATH.
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-# as_fn_error STATUS ERROR [LINENO LOG_FD]
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-{
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-{
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-{
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-
-} # as_fn_mkdir_p
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-if test -x / >/dev/null 2>&1; then
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-  $as_echo "$ac_log"
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-
-_ACEOF
-cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
-#
-# INIT-COMMANDS
-#
-PACKAGE="$PACKAGE"
-AMDEP_TRUE="$AMDEP_TRUE" ac_aux_dir="$ac_aux_dir"
-
-
-# The HP-UX ksh and POSIX shell print the target directory to stdout
-# if CDPATH is set.
-(unset CDPATH) >/dev/null 2>&1 && unset CDPATH
-
-sed_quote_subst='$sed_quote_subst'
-double_quote_subst='$double_quote_subst'
-delay_variable_subst='$delay_variable_subst'
-macro_version='`$ECHO "$macro_version" | $SED "$delay_single_quote_subst"`'
-macro_revision='`$ECHO "$macro_revision" | $SED "$delay_single_quote_subst"`'
-pic_mode='`$ECHO "$pic_mode" | $SED "$delay_single_quote_subst"`'
-enable_shared='`$ECHO "$enable_shared" | $SED "$delay_single_quote_subst"`'
-enable_static='`$ECHO "$enable_static" | $SED "$delay_single_quote_subst"`'
-enable_fast_install='`$ECHO "$enable_fast_install" | $SED "$delay_single_quote_subst"`'
-SHELL='`$ECHO "$SHELL" | $SED "$delay_single_quote_subst"`'
-ECHO='`$ECHO "$ECHO" | $SED "$delay_single_quote_subst"`'
-PATH_SEPARATOR='`$ECHO "$PATH_SEPARATOR" | $SED "$delay_single_quote_subst"`'
-host_alias='`$ECHO "$host_alias" | $SED "$delay_single_quote_subst"`'
-host='`$ECHO "$host" | $SED "$delay_single_quote_subst"`'
-host_os='`$ECHO "$host_os" | $SED "$delay_single_quote_subst"`'
-build_alias='`$ECHO "$build_alias" | $SED "$delay_single_quote_subst"`'
-build='`$ECHO "$build" | $SED "$delay_single_quote_subst"`'
-build_os='`$ECHO "$build_os" | $SED "$delay_single_quote_subst"`'
-SED='`$ECHO "$SED" | $SED "$delay_single_quote_subst"`'
-Xsed='`$ECHO "$Xsed" | $SED "$delay_single_quote_subst"`'
-GREP='`$ECHO "$GREP" | $SED "$delay_single_quote_subst"`'
-EGREP='`$ECHO "$EGREP" | $SED "$delay_single_quote_subst"`'
-FGREP='`$ECHO "$FGREP" | $SED "$delay_single_quote_subst"`'
-LD='`$ECHO "$LD" | $SED "$delay_single_quote_subst"`'
-NM='`$ECHO "$NM" | $SED "$delay_single_quote_subst"`'
-LN_S='`$ECHO "$LN_S" | $SED "$delay_single_quote_subst"`'
-max_cmd_len='`$ECHO "$max_cmd_len" | $SED "$delay_single_quote_subst"`'
-ac_objext='`$ECHO "$ac_objext" | $SED "$delay_single_quote_subst"`'
-exeext='`$ECHO "$exeext" | $SED "$delay_single_quote_subst"`'
-lt_unset='`$ECHO "$lt_unset" | $SED "$delay_single_quote_subst"`'
-lt_SP2NL='`$ECHO "$lt_SP2NL" | $SED "$delay_single_quote_subst"`'
-lt_NL2SP='`$ECHO "$lt_NL2SP" | $SED "$delay_single_quote_subst"`'
-lt_cv_to_host_file_cmd='`$ECHO "$lt_cv_to_host_file_cmd" | $SED "$delay_single_quote_subst"`'
-lt_cv_to_tool_file_cmd='`$ECHO "$lt_cv_to_tool_file_cmd" | $SED "$delay_single_quote_subst"`'
-reload_flag='`$ECHO "$reload_flag" | $SED "$delay_single_quote_subst"`'
-reload_cmds='`$ECHO "$reload_cmds" | $SED "$delay_single_quote_subst"`'
-OBJDUMP='`$ECHO "$OBJDUMP" | $SED "$delay_single_quote_subst"`'
-deplibs_check_method='`$ECHO "$deplibs_check_method" | $SED "$delay_single_quote_subst"`'
-file_magic_cmd='`$ECHO "$file_magic_cmd" | $SED "$delay_single_quote_subst"`'
-file_magic_glob='`$ECHO "$file_magic_glob" | $SED "$delay_single_quote_subst"`'
-want_nocaseglob='`$ECHO "$want_nocaseglob" | $SED "$delay_single_quote_subst"`'
-DLLTOOL='`$ECHO "$DLLTOOL" | $SED "$delay_single_quote_subst"`'
-sharedlib_from_linklib_cmd='`$ECHO "$sharedlib_from_linklib_cmd" | $SED "$delay_single_quote_subst"`'
-AR='`$ECHO "$AR" | $SED "$delay_single_quote_subst"`'
-AR_FLAGS='`$ECHO "$AR_FLAGS" | $SED "$delay_single_quote_subst"`'
-archiver_list_spec='`$ECHO "$archiver_list_spec" | $SED "$delay_single_quote_subst"`'
-STRIP='`$ECHO "$STRIP" | $SED "$delay_single_quote_subst"`'
-RANLIB='`$ECHO "$RANLIB" | $SED "$delay_single_quote_subst"`'
-old_postinstall_cmds='`$ECHO "$old_postinstall_cmds" | $SED "$delay_single_quote_subst"`'
-old_postuninstall_cmds='`$ECHO "$old_postuninstall_cmds" | $SED "$delay_single_quote_subst"`'
-old_archive_cmds='`$ECHO "$old_archive_cmds" | $SED "$delay_single_quote_subst"`'
-lock_old_archive_extraction='`$ECHO "$lock_old_archive_extraction" | $SED "$delay_single_quote_subst"`'
-CC='`$ECHO "$CC" | $SED "$delay_single_quote_subst"`'
-CFLAGS='`$ECHO "$CFLAGS" | $SED "$delay_single_quote_subst"`'
-compiler='`$ECHO "$compiler" | $SED "$delay_single_quote_subst"`'
-GCC='`$ECHO "$GCC" | $SED "$delay_single_quote_subst"`'
-lt_cv_sys_global_symbol_pipe='`$ECHO "$lt_cv_sys_global_symbol_pipe" | $SED "$delay_single_quote_subst"`'
-lt_cv_sys_global_symbol_to_cdecl='`$ECHO "$lt_cv_sys_global_symbol_to_cdecl" | $SED "$delay_single_quote_subst"`'
-lt_cv_sys_global_symbol_to_c_name_address='`$ECHO "$lt_cv_sys_global_symbol_to_c_name_address" | $SED "$delay_single_quote_subst"`'
-lt_cv_sys_global_symbol_to_c_name_address_lib_prefix='`$ECHO "$lt_cv_sys_global_symbol_to_c_name_address_lib_prefix" | $SED "$delay_single_quote_subst"`'
-nm_file_list_spec='`$ECHO "$nm_file_list_spec" | $SED "$delay_single_quote_subst"`'
-lt_sysroot='`$ECHO "$lt_sysroot" | $SED "$delay_single_quote_subst"`'
-objdir='`$ECHO "$objdir" | $SED "$delay_single_quote_subst"`'
-MAGIC_CMD='`$ECHO "$MAGIC_CMD" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_no_builtin_flag='`$ECHO "$lt_prog_compiler_no_builtin_flag" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_pic='`$ECHO "$lt_prog_compiler_pic" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_wl='`$ECHO "$lt_prog_compiler_wl" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_static='`$ECHO "$lt_prog_compiler_static" | $SED "$delay_single_quote_subst"`'
-lt_cv_prog_compiler_c_o='`$ECHO "$lt_cv_prog_compiler_c_o" | $SED "$delay_single_quote_subst"`'
-need_locks='`$ECHO "$need_locks" | $SED "$delay_single_quote_subst"`'
-MANIFEST_TOOL='`$ECHO "$MANIFEST_TOOL" | $SED "$delay_single_quote_subst"`'
-DSYMUTIL='`$ECHO "$DSYMUTIL" | $SED "$delay_single_quote_subst"`'
-NMEDIT='`$ECHO "$NMEDIT" | $SED "$delay_single_quote_subst"`'
-LIPO='`$ECHO "$LIPO" | $SED "$delay_single_quote_subst"`'
-OTOOL='`$ECHO "$OTOOL" | $SED "$delay_single_quote_subst"`'
-OTOOL64='`$ECHO "$OTOOL64" | $SED "$delay_single_quote_subst"`'
-libext='`$ECHO "$libext" | $SED "$delay_single_quote_subst"`'
-shrext_cmds='`$ECHO "$shrext_cmds" | $SED "$delay_single_quote_subst"`'
-extract_expsyms_cmds='`$ECHO "$extract_expsyms_cmds" | $SED "$delay_single_quote_subst"`'
-archive_cmds_need_lc='`$ECHO "$archive_cmds_need_lc" | $SED "$delay_single_quote_subst"`'
-enable_shared_with_static_runtimes='`$ECHO "$enable_shared_with_static_runtimes" | $SED "$delay_single_quote_subst"`'
-export_dynamic_flag_spec='`$ECHO "$export_dynamic_flag_spec" | $SED "$delay_single_quote_subst"`'
-whole_archive_flag_spec='`$ECHO "$whole_archive_flag_spec" | $SED "$delay_single_quote_subst"`'
-compiler_needs_object='`$ECHO "$compiler_needs_object" | $SED "$delay_single_quote_subst"`'
-old_archive_from_new_cmds='`$ECHO "$old_archive_from_new_cmds" | $SED "$delay_single_quote_subst"`'
-old_archive_from_expsyms_cmds='`$ECHO "$old_archive_from_expsyms_cmds" | $SED "$delay_single_quote_subst"`'
-archive_cmds='`$ECHO "$archive_cmds" | $SED "$delay_single_quote_subst"`'
-archive_expsym_cmds='`$ECHO "$archive_expsym_cmds" | $SED "$delay_single_quote_subst"`'
-module_cmds='`$ECHO "$module_cmds" | $SED "$delay_single_quote_subst"`'
-module_expsym_cmds='`$ECHO "$module_expsym_cmds" | $SED "$delay_single_quote_subst"`'
-with_gnu_ld='`$ECHO "$with_gnu_ld" | $SED "$delay_single_quote_subst"`'
-allow_undefined_flag='`$ECHO "$allow_undefined_flag" | $SED "$delay_single_quote_subst"`'
-no_undefined_flag='`$ECHO "$no_undefined_flag" | $SED "$delay_single_quote_subst"`'
-hardcode_libdir_flag_spec='`$ECHO "$hardcode_libdir_flag_spec" | $SED "$delay_single_quote_subst"`'
-hardcode_libdir_separator='`$ECHO "$hardcode_libdir_separator" | $SED "$delay_single_quote_subst"`'
-hardcode_direct='`$ECHO "$hardcode_direct" | $SED "$delay_single_quote_subst"`'
-hardcode_direct_absolute='`$ECHO "$hardcode_direct_absolute" | $SED "$delay_single_quote_subst"`'
-hardcode_minus_L='`$ECHO "$hardcode_minus_L" | $SED "$delay_single_quote_subst"`'
-hardcode_shlibpath_var='`$ECHO "$hardcode_shlibpath_var" | $SED "$delay_single_quote_subst"`'
-hardcode_automatic='`$ECHO "$hardcode_automatic" | $SED "$delay_single_quote_subst"`'
-inherit_rpath='`$ECHO "$inherit_rpath" | $SED "$delay_single_quote_subst"`'
-link_all_deplibs='`$ECHO "$link_all_deplibs" | $SED "$delay_single_quote_subst"`'
-always_export_symbols='`$ECHO "$always_export_symbols" | $SED "$delay_single_quote_subst"`'
-export_symbols_cmds='`$ECHO "$export_symbols_cmds" | $SED "$delay_single_quote_subst"`'
-exclude_expsyms='`$ECHO "$exclude_expsyms" | $SED "$delay_single_quote_subst"`'
-include_expsyms='`$ECHO "$include_expsyms" | $SED "$delay_single_quote_subst"`'
-prelink_cmds='`$ECHO "$prelink_cmds" | $SED "$delay_single_quote_subst"`'
-postlink_cmds='`$ECHO "$postlink_cmds" | $SED "$delay_single_quote_subst"`'
-file_list_spec='`$ECHO "$file_list_spec" | $SED "$delay_single_quote_subst"`'
-variables_saved_for_relink='`$ECHO "$variables_saved_for_relink" | $SED "$delay_single_quote_subst"`'
-need_lib_prefix='`$ECHO "$need_lib_prefix" | $SED "$delay_single_quote_subst"`'
-need_version='`$ECHO "$need_version" | $SED "$delay_single_quote_subst"`'
-version_type='`$ECHO "$version_type" | $SED "$delay_single_quote_subst"`'
-runpath_var='`$ECHO "$runpath_var" | $SED "$delay_single_quote_subst"`'
-shlibpath_var='`$ECHO "$shlibpath_var" | $SED "$delay_single_quote_subst"`'
-shlibpath_overrides_runpath='`$ECHO "$shlibpath_overrides_runpath" | $SED "$delay_single_quote_subst"`'
-libname_spec='`$ECHO "$libname_spec" | $SED "$delay_single_quote_subst"`'
-library_names_spec='`$ECHO "$library_names_spec" | $SED "$delay_single_quote_subst"`'
-soname_spec='`$ECHO "$soname_spec" | $SED "$delay_single_quote_subst"`'
-install_override_mode='`$ECHO "$install_override_mode" | $SED "$delay_single_quote_subst"`'
-postinstall_cmds='`$ECHO "$postinstall_cmds" | $SED "$delay_single_quote_subst"`'
-postuninstall_cmds='`$ECHO "$postuninstall_cmds" | $SED "$delay_single_quote_subst"`'
-finish_cmds='`$ECHO "$finish_cmds" | $SED "$delay_single_quote_subst"`'
-finish_eval='`$ECHO "$finish_eval" | $SED "$delay_single_quote_subst"`'
-hardcode_into_libs='`$ECHO "$hardcode_into_libs" | $SED "$delay_single_quote_subst"`'
-sys_lib_search_path_spec='`$ECHO "$sys_lib_search_path_spec" | $SED "$delay_single_quote_subst"`'
-sys_lib_dlsearch_path_spec='`$ECHO "$sys_lib_dlsearch_path_spec" | $SED "$delay_single_quote_subst"`'
-hardcode_action='`$ECHO "$hardcode_action" | $SED "$delay_single_quote_subst"`'
-enable_dlopen='`$ECHO "$enable_dlopen" | $SED "$delay_single_quote_subst"`'
-enable_dlopen_self='`$ECHO "$enable_dlopen_self" | $SED "$delay_single_quote_subst"`'
-enable_dlopen_self_static='`$ECHO "$enable_dlopen_self_static" | $SED "$delay_single_quote_subst"`'
-old_striplib='`$ECHO "$old_striplib" | $SED "$delay_single_quote_subst"`'
-striplib='`$ECHO "$striplib" | $SED "$delay_single_quote_subst"`'
-compiler_lib_search_dirs='`$ECHO "$compiler_lib_search_dirs" | $SED "$delay_single_quote_subst"`'
-predep_objects='`$ECHO "$predep_objects" | $SED "$delay_single_quote_subst"`'
-postdep_objects='`$ECHO "$postdep_objects" | $SED "$delay_single_quote_subst"`'
-predeps='`$ECHO "$predeps" | $SED "$delay_single_quote_subst"`'
-postdeps='`$ECHO "$postdeps" | $SED "$delay_single_quote_subst"`'
-compiler_lib_search_path='`$ECHO "$compiler_lib_search_path" | $SED "$delay_single_quote_subst"`'
-LD_CXX='`$ECHO "$LD_CXX" | $SED "$delay_single_quote_subst"`'
-LD_FC='`$ECHO "$LD_FC" | $SED "$delay_single_quote_subst"`'
-reload_flag_CXX='`$ECHO "$reload_flag_CXX" | $SED "$delay_single_quote_subst"`'
-reload_flag_FC='`$ECHO "$reload_flag_FC" | $SED "$delay_single_quote_subst"`'
-reload_cmds_CXX='`$ECHO "$reload_cmds_CXX" | $SED "$delay_single_quote_subst"`'
-reload_cmds_FC='`$ECHO "$reload_cmds_FC" | $SED "$delay_single_quote_subst"`'
-old_archive_cmds_CXX='`$ECHO "$old_archive_cmds_CXX" | $SED "$delay_single_quote_subst"`'
-old_archive_cmds_FC='`$ECHO "$old_archive_cmds_FC" | $SED "$delay_single_quote_subst"`'
-compiler_CXX='`$ECHO "$compiler_CXX" | $SED "$delay_single_quote_subst"`'
-compiler_FC='`$ECHO "$compiler_FC" | $SED "$delay_single_quote_subst"`'
-GCC_CXX='`$ECHO "$GCC_CXX" | $SED "$delay_single_quote_subst"`'
-GCC_FC='`$ECHO "$GCC_FC" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_no_builtin_flag_CXX='`$ECHO "$lt_prog_compiler_no_builtin_flag_CXX" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_no_builtin_flag_FC='`$ECHO "$lt_prog_compiler_no_builtin_flag_FC" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_pic_CXX='`$ECHO "$lt_prog_compiler_pic_CXX" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_pic_FC='`$ECHO "$lt_prog_compiler_pic_FC" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_wl_CXX='`$ECHO "$lt_prog_compiler_wl_CXX" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_wl_FC='`$ECHO "$lt_prog_compiler_wl_FC" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_static_CXX='`$ECHO "$lt_prog_compiler_static_CXX" | $SED "$delay_single_quote_subst"`'
-lt_prog_compiler_static_FC='`$ECHO "$lt_prog_compiler_static_FC" | $SED "$delay_single_quote_subst"`'
-lt_cv_prog_compiler_c_o_CXX='`$ECHO "$lt_cv_prog_compiler_c_o_CXX" | $SED "$delay_single_quote_subst"`'
-lt_cv_prog_compiler_c_o_FC='`$ECHO "$lt_cv_prog_compiler_c_o_FC" | $SED "$delay_single_quote_subst"`'
-archive_cmds_need_lc_CXX='`$ECHO "$archive_cmds_need_lc_CXX" | $SED "$delay_single_quote_subst"`'
-archive_cmds_need_lc_FC='`$ECHO "$archive_cmds_need_lc_FC" | $SED "$delay_single_quote_subst"`'
-enable_shared_with_static_runtimes_CXX='`$ECHO "$enable_shared_with_static_runtimes_CXX" | $SED "$delay_single_quote_subst"`'
-enable_shared_with_static_runtimes_FC='`$ECHO "$enable_shared_with_static_runtimes_FC" | $SED "$delay_single_quote_subst"`'
-export_dynamic_flag_spec_CXX='`$ECHO "$export_dynamic_flag_spec_CXX" | $SED "$delay_single_quote_subst"`'
-export_dynamic_flag_spec_FC='`$ECHO "$export_dynamic_flag_spec_FC" | $SED "$delay_single_quote_subst"`'
-whole_archive_flag_spec_CXX='`$ECHO "$whole_archive_flag_spec_CXX" | $SED "$delay_single_quote_subst"`'
-whole_archive_flag_spec_FC='`$ECHO "$whole_archive_flag_spec_FC" | $SED "$delay_single_quote_subst"`'
-compiler_needs_object_CXX='`$ECHO "$compiler_needs_object_CXX" | $SED "$delay_single_quote_subst"`'
-compiler_needs_object_FC='`$ECHO "$compiler_needs_object_FC" | $SED "$delay_single_quote_subst"`'
-old_archive_from_new_cmds_CXX='`$ECHO "$old_archive_from_new_cmds_CXX" | $SED "$delay_single_quote_subst"`'
-old_archive_from_new_cmds_FC='`$ECHO "$old_archive_from_new_cmds_FC" | $SED "$delay_single_quote_subst"`'
-old_archive_from_expsyms_cmds_CXX='`$ECHO "$old_archive_from_expsyms_cmds_CXX" | $SED "$delay_single_quote_subst"`'
-old_archive_from_expsyms_cmds_FC='`$ECHO "$old_archive_from_expsyms_cmds_FC" | $SED "$delay_single_quote_subst"`'
-archive_cmds_CXX='`$ECHO "$archive_cmds_CXX" | $SED "$delay_single_quote_subst"`'
-archive_cmds_FC='`$ECHO "$archive_cmds_FC" | $SED "$delay_single_quote_subst"`'
-archive_expsym_cmds_CXX='`$ECHO "$archive_expsym_cmds_CXX" | $SED "$delay_single_quote_subst"`'
-archive_expsym_cmds_FC='`$ECHO "$archive_expsym_cmds_FC" | $SED "$delay_single_quote_subst"`'
-module_cmds_CXX='`$ECHO "$module_cmds_CXX" | $SED "$delay_single_quote_subst"`'
-module_cmds_FC='`$ECHO "$module_cmds_FC" | $SED "$delay_single_quote_subst"`'
-module_expsym_cmds_CXX='`$ECHO "$module_expsym_cmds_CXX" | $SED "$delay_single_quote_subst"`'
-module_expsym_cmds_FC='`$ECHO "$module_expsym_cmds_FC" | $SED "$delay_single_quote_subst"`'
-with_gnu_ld_CXX='`$ECHO "$with_gnu_ld_CXX" | $SED "$delay_single_quote_subst"`'
-with_gnu_ld_FC='`$ECHO "$with_gnu_ld_FC" | $SED "$delay_single_quote_subst"`'
-allow_undefined_flag_CXX='`$ECHO "$allow_undefined_flag_CXX" | $SED "$delay_single_quote_subst"`'
-allow_undefined_flag_FC='`$ECHO "$allow_undefined_flag_FC" | $SED "$delay_single_quote_subst"`'
-no_undefined_flag_CXX='`$ECHO "$no_undefined_flag_CXX" | $SED "$delay_single_quote_subst"`'
-no_undefined_flag_FC='`$ECHO "$no_undefined_flag_FC" | $SED "$delay_single_quote_subst"`'
-hardcode_libdir_flag_spec_CXX='`$ECHO "$hardcode_libdir_flag_spec_CXX" | $SED "$delay_single_quote_subst"`'
-hardcode_libdir_flag_spec_FC='`$ECHO "$hardcode_libdir_flag_spec_FC" | $SED "$delay_single_quote_subst"`'
-hardcode_libdir_separator_CXX='`$ECHO "$hardcode_libdir_separator_CXX" | $SED "$delay_single_quote_subst"`'
-hardcode_libdir_separator_FC='`$ECHO "$hardcode_libdir_separator_FC" | $SED "$delay_single_quote_subst"`'
-hardcode_direct_CXX='`$ECHO "$hardcode_direct_CXX" | $SED "$delay_single_quote_subst"`'
-hardcode_direct_FC='`$ECHO "$hardcode_direct_FC" | $SED "$delay_single_quote_subst"`'
-hardcode_direct_absolute_CXX='`$ECHO "$hardcode_direct_absolute_CXX" | $SED "$delay_single_quote_subst"`'
-hardcode_direct_absolute_FC='`$ECHO "$hardcode_direct_absolute_FC" | $SED "$delay_single_quote_subst"`'
-hardcode_minus_L_CXX='`$ECHO "$hardcode_minus_L_CXX" | $SED "$delay_single_quote_subst"`'
-hardcode_minus_L_FC='`$ECHO "$hardcode_minus_L_FC" | $SED "$delay_single_quote_subst"`'
-hardcode_shlibpath_var_CXX='`$ECHO "$hardcode_shlibpath_var_CXX" | $SED "$delay_single_quote_subst"`'
-hardcode_shlibpath_var_FC='`$ECHO "$hardcode_shlibpath_var_FC" | $SED "$delay_single_quote_subst"`'
-hardcode_automatic_CXX='`$ECHO "$hardcode_automatic_CXX" | $SED "$delay_single_quote_subst"`'
-hardcode_automatic_FC='`$ECHO "$hardcode_automatic_FC" | $SED "$delay_single_quote_subst"`'
-inherit_rpath_CXX='`$ECHO "$inherit_rpath_CXX" | $SED "$delay_single_quote_subst"`'
-inherit_rpath_FC='`$ECHO "$inherit_rpath_FC" | $SED "$delay_single_quote_subst"`'
-link_all_deplibs_CXX='`$ECHO "$link_all_deplibs_CXX" | $SED "$delay_single_quote_subst"`'
-link_all_deplibs_FC='`$ECHO "$link_all_deplibs_FC" | $SED "$delay_single_quote_subst"`'
-always_export_symbols_CXX='`$ECHO "$always_export_symbols_CXX" | $SED "$delay_single_quote_subst"`'
-always_export_symbols_FC='`$ECHO "$always_export_symbols_FC" | $SED "$delay_single_quote_subst"`'
-export_symbols_cmds_CXX='`$ECHO "$export_symbols_cmds_CXX" | $SED "$delay_single_quote_subst"`'
-export_symbols_cmds_FC='`$ECHO "$export_symbols_cmds_FC" | $SED "$delay_single_quote_subst"`'
-exclude_expsyms_CXX='`$ECHO "$exclude_expsyms_CXX" | $SED "$delay_single_quote_subst"`'
-exclude_expsyms_FC='`$ECHO "$exclude_expsyms_FC" | $SED "$delay_single_quote_subst"`'
-include_expsyms_CXX='`$ECHO "$include_expsyms_CXX" | $SED "$delay_single_quote_subst"`'
-include_expsyms_FC='`$ECHO "$include_expsyms_FC" | $SED "$delay_single_quote_subst"`'
-prelink_cmds_CXX='`$ECHO "$prelink_cmds_CXX" | $SED "$delay_single_quote_subst"`'
-prelink_cmds_FC='`$ECHO "$prelink_cmds_FC" | $SED "$delay_single_quote_subst"`'
-postlink_cmds_CXX='`$ECHO "$postlink_cmds_CXX" | $SED "$delay_single_quote_subst"`'
-postlink_cmds_FC='`$ECHO "$postlink_cmds_FC" | $SED "$delay_single_quote_subst"`'
-file_list_spec_CXX='`$ECHO "$file_list_spec_CXX" | $SED "$delay_single_quote_subst"`'
-file_list_spec_FC='`$ECHO "$file_list_spec_FC" | $SED "$delay_single_quote_subst"`'
-hardcode_action_CXX='`$ECHO "$hardcode_action_CXX" | $SED "$delay_single_quote_subst"`'
-hardcode_action_FC='`$ECHO "$hardcode_action_FC" | $SED "$delay_single_quote_subst"`'
-compiler_lib_search_dirs_CXX='`$ECHO "$compiler_lib_search_dirs_CXX" | $SED "$delay_single_quote_subst"`'
-compiler_lib_search_dirs_FC='`$ECHO "$compiler_lib_search_dirs_FC" | $SED "$delay_single_quote_subst"`'
-predep_objects_CXX='`$ECHO "$predep_objects_CXX" | $SED "$delay_single_quote_subst"`'
-predep_objects_FC='`$ECHO "$predep_objects_FC" | $SED "$delay_single_quote_subst"`'
-postdep_objects_CXX='`$ECHO "$postdep_objects_CXX" | $SED "$delay_single_quote_subst"`'
-postdep_objects_FC='`$ECHO "$postdep_objects_FC" | $SED "$delay_single_quote_subst"`'
-predeps_CXX='`$ECHO "$predeps_CXX" | $SED "$delay_single_quote_subst"`'
-predeps_FC='`$ECHO "$predeps_FC" | $SED "$delay_single_quote_subst"`'
-postdeps_CXX='`$ECHO "$postdeps_CXX" | $SED "$delay_single_quote_subst"`'
-postdeps_FC='`$ECHO "$postdeps_FC" | $SED "$delay_single_quote_subst"`'
-compiler_lib_search_path_CXX='`$ECHO "$compiler_lib_search_path_CXX" | $SED "$delay_single_quote_subst"`'
-compiler_lib_search_path_FC='`$ECHO "$compiler_lib_search_path_FC" | $SED "$delay_single_quote_subst"`'
-
-LTCC='$LTCC'
-LTCFLAGS='$LTCFLAGS'
-compiler='$compiler_DEFAULT'
-
-# A function that is used when there is no print builtin or printf.
-func_fallback_echo ()
-{
-  eval 'cat <<_LTECHO_EOF
-\$1
-_LTECHO_EOF'
-}
-
-# Quote evaled strings.
-for var in SHELL \
-ECHO \
-PATH_SEPARATOR \
-SED \
-GREP \
-EGREP \
-FGREP \
-LD \
-NM \
-LN_S \
-lt_SP2NL \
-lt_NL2SP \
-reload_flag \
-OBJDUMP \
-deplibs_check_method \
-file_magic_cmd \
-file_magic_glob \
-want_nocaseglob \
-DLLTOOL \
-sharedlib_from_linklib_cmd \
-AR \
-AR_FLAGS \
-archiver_list_spec \
-STRIP \
-RANLIB \
-CC \
-CFLAGS \
-compiler \
-lt_cv_sys_global_symbol_pipe \
-lt_cv_sys_global_symbol_to_cdecl \
-lt_cv_sys_global_symbol_to_c_name_address \
-lt_cv_sys_global_symbol_to_c_name_address_lib_prefix \
-nm_file_list_spec \
-lt_prog_compiler_no_builtin_flag \
-lt_prog_compiler_pic \
-lt_prog_compiler_wl \
-lt_prog_compiler_static \
-lt_cv_prog_compiler_c_o \
-need_locks \
-MANIFEST_TOOL \
-DSYMUTIL \
-NMEDIT \
-LIPO \
-OTOOL \
-OTOOL64 \
-shrext_cmds \
-export_dynamic_flag_spec \
-whole_archive_flag_spec \
-compiler_needs_object \
-with_gnu_ld \
-allow_undefined_flag \
-no_undefined_flag \
-hardcode_libdir_flag_spec \
-hardcode_libdir_separator \
-exclude_expsyms \
-include_expsyms \
-file_list_spec \
-variables_saved_for_relink \
-libname_spec \
-library_names_spec \
-soname_spec \
-install_override_mode \
-finish_eval \
-old_striplib \
-striplib \
-compiler_lib_search_dirs \
-predep_objects \
-postdep_objects \
-predeps \
-postdeps \
-compiler_lib_search_path \
-LD_CXX \
-LD_FC \
-reload_flag_CXX \
-reload_flag_FC \
-compiler_CXX \
-compiler_FC \
-lt_prog_compiler_no_builtin_flag_CXX \
-lt_prog_compiler_no_builtin_flag_FC \
-lt_prog_compiler_pic_CXX \
-lt_prog_compiler_pic_FC \
-lt_prog_compiler_wl_CXX \
-lt_prog_compiler_wl_FC \
-lt_prog_compiler_static_CXX \
-lt_prog_compiler_static_FC \
-lt_cv_prog_compiler_c_o_CXX \
-lt_cv_prog_compiler_c_o_FC \
-export_dynamic_flag_spec_CXX \
-export_dynamic_flag_spec_FC \
-whole_archive_flag_spec_CXX \
-whole_archive_flag_spec_FC \
-compiler_needs_object_CXX \
-compiler_needs_object_FC \
-with_gnu_ld_CXX \
-with_gnu_ld_FC \
-allow_undefined_flag_CXX \
-allow_undefined_flag_FC \
-no_undefined_flag_CXX \
-no_undefined_flag_FC \
-hardcode_libdir_flag_spec_CXX \
-hardcode_libdir_flag_spec_FC \
-hardcode_libdir_separator_CXX \
-hardcode_libdir_separator_FC \
-exclude_expsyms_CXX \
-exclude_expsyms_FC \
-include_expsyms_CXX \
-include_expsyms_FC \
-file_list_spec_CXX \
-file_list_spec_FC \
-compiler_lib_search_dirs_CXX \
-compiler_lib_search_dirs_FC \
-predep_objects_CXX \
-predep_objects_FC \
-postdep_objects_CXX \
-postdep_objects_FC \
-predeps_CXX \
-predeps_FC \
-postdeps_CXX \
-postdeps_FC \
-compiler_lib_search_path_CXX \
-compiler_lib_search_path_FC; do
-    case \`eval \\\\\$ECHO \\\\""\\\\\$\$var"\\\\"\` in
-    *[\\\\\\\`\\"\\\$]*)
-      eval "lt_\$var=\\\\\\"\\\`\\\$ECHO \\"\\\$\$var\\" | \\\$SED \\"\\\$sed_quote_subst\\"\\\`\\\\\\""
-      ;;
-    *)
-      eval "lt_\$var=\\\\\\"\\\$\$var\\\\\\""
-      ;;
-    esac
-done
-
-# Double-quote double-evaled strings.
-for var in reload_cmds \
-old_postinstall_cmds \
-old_postuninstall_cmds \
-old_archive_cmds \
-extract_expsyms_cmds \
-old_archive_from_new_cmds \
-old_archive_from_expsyms_cmds \
-archive_cmds \
-archive_expsym_cmds \
-module_cmds \
-module_expsym_cmds \
-export_symbols_cmds \
-prelink_cmds \
-postlink_cmds \
-postinstall_cmds \
-postuninstall_cmds \
-finish_cmds \
-sys_lib_search_path_spec \
-sys_lib_dlsearch_path_spec \
-reload_cmds_CXX \
-reload_cmds_FC \
-old_archive_cmds_CXX \
-old_archive_cmds_FC \
-old_archive_from_new_cmds_CXX \
-old_archive_from_new_cmds_FC \
-old_archive_from_expsyms_cmds_CXX \
-old_archive_from_expsyms_cmds_FC \
-archive_cmds_CXX \
-archive_cmds_FC \
-archive_expsym_cmds_CXX \
-archive_expsym_cmds_FC \
-module_cmds_CXX \
-module_cmds_FC \
-module_expsym_cmds_CXX \
-module_expsym_cmds_FC \
-export_symbols_cmds_CXX \
-export_symbols_cmds_FC \
-prelink_cmds_CXX \
-prelink_cmds_FC \
-postlink_cmds_CXX \
-postlink_cmds_FC; do
-    case \`eval \\\\\$ECHO \\\\""\\\\\$\$var"\\\\"\` in
-    *[\\\\\\\`\\"\\\$]*)
-      eval "lt_\$var=\\\\\\"\\\`\\\$ECHO \\"\\\$\$var\\" | \\\$SED -e \\"\\\$double_quote_subst\\" -e \\"\\\$sed_quote_subst\\" -e \\"\\\$delay_variable_subst\\"\\\`\\\\\\""
-      ;;
-    *)
-      eval "lt_\$var=\\\\\\"\\\$\$var\\\\\\""
-      ;;
-    esac
-done
-
-ac_aux_dir='$ac_aux_dir'
-xsi_shell='$xsi_shell'
-lt_shell_append='$lt_shell_append'
-
-# See if we are running on zsh, and set the options which allow our
-# commands through without removal of \ escapes INIT.
-if test -n "\${ZSH_VERSION+set}" ; then
-   setopt NO_GLOB_SUBST
-fi
-
-
-    PACKAGE='$PACKAGE'
-    VERSION='$VERSION'
-    TIMESTAMP='$TIMESTAMP'
-    RM='$RM'
-    ofile='$ofile'
-
-
-
-
-
-
-
-
-_ACEOF
-
-cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
-
-# Handling of arguments.
-for ac_config_target in $ac_config_targets
-do
-  case $ac_config_target in
-    "config.h") CONFIG_HEADERS="$CONFIG_HEADERS config.h" ;;
-    "src/getfem/getfem_arch_config.h") CONFIG_COMMANDS="$CONFIG_COMMANDS src/getfem/getfem_arch_config.h" ;;
-    "depfiles") CONFIG_COMMANDS="$CONFIG_COMMANDS depfiles" ;;
-    "libtool") CONFIG_COMMANDS="$CONFIG_COMMANDS libtool" ;;
-    "Makefile") CONFIG_FILES="$CONFIG_FILES Makefile" ;;
-    "m4/Makefile") CONFIG_FILES="$CONFIG_FILES m4/Makefile" ;;
-    "cubature/Makefile") CONFIG_FILES="$CONFIG_FILES cubature/Makefile" ;;
-    "$SUPERLU_MAKEFILE") CONFIG_FILES="$CONFIG_FILES $SUPERLU_MAKEFILE" ;;
-    "doc/Makefile") CONFIG_FILES="$CONFIG_FILES doc/Makefile" ;;
-    "doc/sphinx/Makefile") CONFIG_FILES="$CONFIG_FILES doc/sphinx/Makefile" ;;
-    "src/Makefile") CONFIG_FILES="$CONFIG_FILES src/Makefile" ;;
-    "tests/Makefile") CONFIG_FILES="$CONFIG_FILES tests/Makefile" ;;
-    "tests-2.0/Makefile") CONFIG_FILES="$CONFIG_FILES tests-2.0/Makefile" ;;
-    "contrib/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/Makefile" ;;
-    "contrib/icare/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/icare/Makefile" ;;
-    "contrib/delaminated_crack/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/delaminated_crack/Makefile" ;;
-    "contrib/static_friction/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/static_friction/Makefile" ;;
-    "contrib/bimaterial_crack_test/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/bimaterial_crack_test/Makefile" ;;
-    "contrib/bimat_contact_crack_test/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/bimat_contact_crack_test/Makefile" ;;
-    "contrib/xfem_stab_unilat_contact/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/xfem_stab_unilat_contact/Makefile" ;;
-    "contrib/mixed_elastostatic/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/mixed_elastostatic/Makefile" ;;
-    "contrib/contact_grd_trans/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/contact_grd_trans/Makefile" ;;
-    "contrib/mixed_dynamic_friction/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/mixed_dynamic_friction/Makefile" ;;
-    "contrib/xfem_large_strain/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/xfem_large_strain/Makefile" ;;
-    "contrib/xfem_contact/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/xfem_contact/Makefile" ;;
-    "contrib/crack_plate/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/crack_plate/Makefile" ;;
-    "contrib/inter_element_test/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/inter_element_test/Makefile" ;;
-    "contrib/aposteriori/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/aposteriori/Makefile" ;;
-    "contrib/static_contact_gears/Makefile") CONFIG_FILES="$CONFIG_FILES contrib/static_contact_gears/Makefile" ;;
-    "bin/Makefile") CONFIG_FILES="$CONFIG_FILES bin/Makefile" ;;
-    "interface/Makefile") CONFIG_FILES="$CONFIG_FILES interface/Makefile" ;;
-    "interface/src/Makefile") CONFIG_FILES="$CONFIG_FILES interface/src/Makefile" ;;
-    "interface/src/matlab/Makefile") CONFIG_FILES="$CONFIG_FILES interface/src/matlab/Makefile" ;;
-    "interface/src/matlab/private/Makefile") CONFIG_FILES="$CONFIG_FILES interface/src/matlab/private/Makefile" ;;
-    "interface/src/python/Makefile") CONFIG_FILES="$CONFIG_FILES interface/src/python/Makefile" ;;
-    "interface/src/python/setup.py") CONFIG_FILES="$CONFIG_FILES interface/src/python/setup.py" ;;
-    "interface/src/scilab/Makefile") CONFIG_FILES="$CONFIG_FILES interface/src/scilab/Makefile" ;;
-    "interface/src/scilab/sci_gateway/c/builder_gateway_c.sce") CONFIG_FILES="$CONFIG_FILES interface/src/scilab/sci_gateway/c/builder_gateway_c.sce" ;;
-    "interface/tests/Makefile") CONFIG_FILES="$CONFIG_FILES interface/tests/Makefile" ;;
-    "interface/tests/meshes/Makefile") CONFIG_FILES="$CONFIG_FILES interface/tests/meshes/Makefile" ;;
-    "interface/tests/matlab/Makefile") CONFIG_FILES="$CONFIG_FILES interface/tests/matlab/Makefile" ;;
-    "interface/tests/matlab/private/Makefile") CONFIG_FILES="$CONFIG_FILES interface/tests/matlab/private/Makefile" ;;
-    "interface/tests/python/Makefile") CONFIG_FILES="$CONFIG_FILES interface/tests/python/Makefile" ;;
-    "getfem-config") CONFIG_FILES="$CONFIG_FILES getfem-config" ;;
-    "getfem-config-notinstalled") CONFIG_FILES="$CONFIG_FILES getfem-config-notinstalled" ;;
-    "gmm-config") CONFIG_FILES="$CONFIG_FILES gmm-config" ;;
-
-  *) as_fn_error $? "invalid argument: \`$ac_config_target'" "$LINENO" 5;;
-  esac
-done
-
-
-# If the user did not use the arguments to specify the items to instantiate,
-# then the envvar interface is used.  Set only those that are not.
-# We use the long form for the default assignment because of an extremely
-# bizarre bug on SunOS 4.1.3.
-if $ac_need_defaults; then
-  test "${CONFIG_FILES+set}" = set || CONFIG_FILES=$config_files
-  test "${CONFIG_HEADERS+set}" = set || CONFIG_HEADERS=$config_headers
-  test "${CONFIG_COMMANDS+set}" = set || CONFIG_COMMANDS=$config_commands
-fi
-
-# Have a temporary directory for convenience.  Make it in the build tree
-# simply because there is no reason against having it here, and in addition,
-# creating and moving files from /tmp can sometimes cause problems.
-# Hook for its removal unless debugging.
-# Note that there is a small window in which the directory will not be cleaned:
-# after its creation but before its name has been assigned to `$tmp'.
-$debug ||
-{
-  tmp= ac_tmp=
-  trap 'exit_status=$?
-  : "${ac_tmp:=$tmp}"
-  { test ! -d "$ac_tmp" || rm -fr "$ac_tmp"; } && exit $exit_status
-' 0
-  trap 'as_fn_exit 1' 1 2 13 15
-}
-# Create a (secure) tmp directory for tmp files.
-
-{
-  tmp=`(umask 077 && mktemp -d "./confXXXXXX") 2>/dev/null` &&
-  test -d "$tmp"
-}  ||
-{
-  tmp=./conf$$-$RANDOM
-  (umask 077 && mkdir "$tmp")
-} || as_fn_error $? "cannot create a temporary directory in ." "$LINENO" 5
-ac_tmp=$tmp
-
-# Set up the scripts for CONFIG_FILES section.
-# No need to generate them if there are no CONFIG_FILES.
-# This happens for instance with `./config.status config.h'.
-if test -n "$CONFIG_FILES"; then
-
-
-ac_cr=`echo X | tr X '\015'`
-# On cygwin, bash can eat \r inside `` if the user requested igncr.
-# But we know of no other shell where ac_cr would be empty at this
-# point, so we can use a bashism as a fallback.
-if test "x$ac_cr" = x; then
-  eval ac_cr=\$\'\\r\'
-fi
-ac_cs_awk_cr=`$AWK 'BEGIN { print "a\rb" }' </dev/null 2>/dev/null`
-if test "$ac_cs_awk_cr" = "a${ac_cr}b"; then
-  ac_cs_awk_cr='\\r'
-else
-  ac_cs_awk_cr=$ac_cr
-fi
-
-echo 'BEGIN {' >"$ac_tmp/subs1.awk" &&
-_ACEOF
-
-
-{
-  echo "cat >conf$$subs.awk <<_ACEOF" &&
-  echo "$ac_subst_vars" | sed 's/.*/&!$&$ac_delim/' &&
-  echo "_ACEOF"
-} >conf$$subs.sh ||
-  as_fn_error $? "could not make $CONFIG_STATUS" "$LINENO" 5
-ac_delim_num=`echo "$ac_subst_vars" | grep -c '^'`
-ac_delim='%!_!# '
-for ac_last_try in false false false false false :; do
-  . ./conf$$subs.sh ||
-    as_fn_error $? "could not make $CONFIG_STATUS" "$LINENO" 5
-
-  ac_delim_n=`sed -n "s/.*$ac_delim\$/X/p" conf$$subs.awk | grep -c X`
-  if test $ac_delim_n = $ac_delim_num; then
-    break
-  elif $ac_last_try; then
-    as_fn_error $? "could not make $CONFIG_STATUS" "$LINENO" 5
-  else
-    ac_delim="$ac_delim!$ac_delim _$ac_delim!! "
-  fi
-done
-rm -f conf$$subs.sh
-
-cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
-cat >>"\$ac_tmp/subs1.awk" <<\\_ACAWK &&
-_ACEOF
-sed -n '
-h
-s/^/S["/; s/!.*/"]=/
-p
-g
-s/^[^!]*!//
-:repl
-t repl
-s/'"$ac_delim"'$//
-t delim
-:nl
-h
-s/\(.\{148\}\)..*/\1/
-t more1
-s/["\\]/\\&/g; s/^/"/; s/$/\\n"\\/
-p
-n
-b repl
-:more1
-s/["\\]/\\&/g; s/^/"/; s/$/"\\/
-p
-g
-s/.\{148\}//
-t nl
-:delim
-h
-s/\(.\{148\}\)..*/\1/
-t more2
-s/["\\]/\\&/g; s/^/"/; s/$/"/
-p
-b
-:more2
-s/["\\]/\\&/g; s/^/"/; s/$/"\\/
-p
-g
-s/.\{148\}//
-t delim
-' <conf$$subs.awk | sed '
-/^[^""]/{
-  N
-  s/\n//
-}
-' >>$CONFIG_STATUS || ac_write_fail=1
-rm -f conf$$subs.awk
-cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
-_ACAWK
-cat >>"\$ac_tmp/subs1.awk" <<_ACAWK &&
-  for (key in S) S_is_set[key] = 1
-  FS = ""
-
-}
-{
-  line = $ 0
-  nfields = split(line, field, "@")
-  substed = 0
-  len = length(field[1])
-  for (i = 2; i < nfields; i++) {
-    key = field[i]
-    keylen = length(key)
-    if (S_is_set[key]) {
-      value = S[key]
-      line = substr(line, 1, len) "" value "" substr(line, len + keylen + 3)
-      len += length(value) + length(field[++i])
-      substed = 1
-    } else
-      len += 1 + keylen
-  }
-
-  print line
-}
-
-_ACAWK
-_ACEOF
-cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
-if sed "s/$ac_cr//" < /dev/null > /dev/null 2>&1; then
-  sed "s/$ac_cr\$//; s/$ac_cr/$ac_cs_awk_cr/g"
-else
-  cat
-fi < "$ac_tmp/subs1.awk" > "$ac_tmp/subs.awk" \
-  || as_fn_error $? "could not setup config files machinery" "$LINENO" 5
-_ACEOF
-
-# VPATH may cause trouble with some makes, so we remove sole $(srcdir),
-# ${srcdir} and @srcdir@ entries from VPATH if srcdir is ".", strip leading and
-# trailing colons and then remove the whole line if VPATH becomes empty
-# (actually we leave an empty line to preserve line numbers).
-if test "x$srcdir" = x.; then
-  ac_vpsub='/^[	 ]*VPATH[	 ]*=[	 ]*/{
-h
-s///
-s/^/:/
-s/[	 ]*$/:/
-s/:\$(srcdir):/:/g
-s/:\${srcdir}:/:/g
-s/:@srcdir@:/:/g
-s/^:*//
-s/:*$//
-x
-s/\(=[	 ]*\).*/\1/
-G
-s/\n//
-s/^[^=]*=[	 ]*$//
-}'
-fi
-
-cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
-fi # test -n "$CONFIG_FILES"
-
-# Set up the scripts for CONFIG_HEADERS section.
-# No need to generate them if there are no CONFIG_HEADERS.
-# This happens for instance with `./config.status Makefile'.
-if test -n "$CONFIG_HEADERS"; then
-cat >"$ac_tmp/defines.awk" <<\_ACAWK ||
-BEGIN {
-_ACEOF
-
-# Transform confdefs.h into an awk script `defines.awk', embedded as
-# here-document in config.status, that substitutes the proper values into
-# config.h.in to produce config.h.
-
-# Create a delimiter string that does not exist in confdefs.h, to ease
-# handling of long lines.
-ac_delim='%!_!# '
-for ac_last_try in false false :; do
-  ac_tt=`sed -n "/$ac_delim/p" confdefs.h`
-  if test -z "$ac_tt"; then
-    break
-  elif $ac_last_try; then
-    as_fn_error $? "could not make $CONFIG_HEADERS" "$LINENO" 5
-  else
-    ac_delim="$ac_delim!$ac_delim _$ac_delim!! "
-  fi
-done
-
-# For the awk script, D is an array of macro values keyed by name,
-# likewise P contains macro parameters if any.  Preserve backslash
-# newline sequences.
-
-ac_word_re=[_$as_cr_Letters][_$as_cr_alnum]*
-sed -n '
-s/.\{148\}/&'"$ac_delim"'/g
-t rset
-:rset
-s/^[	 ]*#[	 ]*define[	 ][	 ]*/ /
-t def
-d
-:def
-s/\\$//
-t bsnl
-s/["\\]/\\&/g
-s/^ \('"$ac_word_re"'\)\(([^()]*)\)[	 ]*\(.*\)/P["\1"]="\2"\
-D["\1"]=" \3"/p
-s/^ \('"$ac_word_re"'\)[	 ]*\(.*\)/D["\1"]=" \2"/p
-d
-:bsnl
-s/["\\]/\\&/g
-s/^ \('"$ac_word_re"'\)\(([^()]*)\)[	 ]*\(.*\)/P["\1"]="\2"\
-D["\1"]=" \3\\\\\\n"\\/p
-t cont
-s/^ \('"$ac_word_re"'\)[	 ]*\(.*\)/D["\1"]=" \2\\\\\\n"\\/p
-t cont
-d
-:cont
-n
-s/.\{148\}/&'"$ac_delim"'/g
-t clear
-:clear
-s/\\$//
-t bsnlc
-s/["\\]/\\&/g; s/^/"/; s/$/"/p
-d
-:bsnlc
-s/["\\]/\\&/g; s/^/"/; s/$/\\\\\\n"\\/p
-b cont
-' <confdefs.h | sed '
-s/'"$ac_delim"'/"\\\
-"/g' >>$CONFIG_STATUS || ac_write_fail=1
-
-cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
-  for (key in D) D_is_set[key] = 1
-  FS = ""
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-    # commands through without removal of \ escapes.
-    if test -n "${ZSH_VERSION+set}" ; then
-      setopt NO_GLOB_SUBST
-    fi
-
-    cfgfile="${ofile}T"
-    trap "$RM \"$cfgfile\"; exit 1" 1 2 15
-    $RM "$cfgfile"
-
-    cat <<_LT_EOF >> "$cfgfile"
-#! $SHELL
-
-# `$ECHO "$ofile" | sed 's%^.*/%%'` - Provide generalized library-building support services.
-# Generated automatically by $as_me ($PACKAGE$TIMESTAMP) $VERSION
-# Libtool was configured on host `(hostname || uname -n) 2>/dev/null | sed 1q`:
-# NOTE: Changes made to this file will be lost: look at ltmain.sh.
-#
-#   Copyright (C) 1996, 1997, 1998, 1999, 2000, 2001, 2003, 2004, 2005,
-#                 2006, 2007, 2008, 2009, 2010, 2011 Free Software
-#                 Foundation, Inc.
-#   Written by Gordon Matzigkeit, 1996
-#
-#   This file is part of GNU Libtool.
-#
-# GNU Libtool is free software; you can redistribute it and/or
-# modify it under the terms of the GNU General Public License as
-# published by the Free Software Foundation; either version 2 of
-# the License, or (at your option) any later version.
-#
-# As a special exception to the GNU General Public License,
-# if you distribute this file as part of a program or library that
-# is built using GNU Libtool, you may include this file under the
-# same distribution terms that you use for the rest of that program.
-#
-# GNU Libtool is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
-# GNU General Public License for more details.
-#
-# You should have received a copy of the GNU General Public License
-# along with GNU Libtool; see the file COPYING.  If not, a copy
-# can be downloaded from http://www.gnu.org/licenses/gpl.html, or
-# obtained by writing to the Free Software Foundation, Inc.,
-# 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301, USA.
-
-
-# The names of the tagged configurations supported by this script.
-available_tags="CXX FC "
-
-# ### BEGIN LIBTOOL CONFIG
-
-# Which release of libtool.m4 was used?
-macro_version=$macro_version
-macro_revision=$macro_revision
-
-# What type of objects to build.
-pic_mode=$pic_mode
-
-# Whether or not to build shared libraries.
-build_libtool_libs=$enable_shared
-
-# Whether or not to build static libraries.
-build_old_libs=$enable_static
-
-# Whether or not to optimize for fast installation.
-fast_install=$enable_fast_install
-
-# Shell to use when invoking shell scripts.
-SHELL=$lt_SHELL
-
-# An echo program that protects backslashes.
-ECHO=$lt_ECHO
-
-# The PATH separator for the build system.
-PATH_SEPARATOR=$lt_PATH_SEPARATOR
-
-# The host system.
-host_alias=$host_alias
-host=$host
-host_os=$host_os
-
-# The build system.
-build_alias=$build_alias
-build=$build
-build_os=$build_os
-
-# A sed program that does not truncate output.
-SED=$lt_SED
-
-# Sed that helps us avoid accidentally triggering echo(1) options like -n.
-Xsed="\$SED -e 1s/^X//"
-
-# A grep program that handles long lines.
-GREP=$lt_GREP
-
-# An ERE matcher.
-EGREP=$lt_EGREP
-
-# A literal string matcher.
-FGREP=$lt_FGREP
-
-# A BSD- or MS-compatible name lister.
-NM=$lt_NM
-
-# Whether we need soft or hard links.
-LN_S=$lt_LN_S
-
-# What is the maximum length of a command?
-max_cmd_len=$max_cmd_len
-
-# Object file suffix (normally "o").
-objext=$ac_objext
-
-# Executable file suffix (normally "").
-exeext=$exeext
-
-# whether the shell understands "unset".
-lt_unset=$lt_unset
-
-# turn spaces into newlines.
-SP2NL=$lt_lt_SP2NL
-
-# turn newlines into spaces.
-NL2SP=$lt_lt_NL2SP
-
-# convert \$build file names to \$host format.
-to_host_file_cmd=$lt_cv_to_host_file_cmd
-
-# convert \$build files to toolchain format.
-to_tool_file_cmd=$lt_cv_to_tool_file_cmd
-
-# An object symbol dumper.
-OBJDUMP=$lt_OBJDUMP
-
-# Method to check whether dependent libraries are shared objects.
-deplibs_check_method=$lt_deplibs_check_method
-
-# Command to use when deplibs_check_method = "file_magic".
-file_magic_cmd=$lt_file_magic_cmd
-
-# How to find potential files when deplibs_check_method = "file_magic".
-file_magic_glob=$lt_file_magic_glob
-
-# Find potential files using nocaseglob when deplibs_check_method = "file_magic".
-want_nocaseglob=$lt_want_nocaseglob
-
-# DLL creation program.
-DLLTOOL=$lt_DLLTOOL
-
-# Command to associate shared and link libraries.
-sharedlib_from_linklib_cmd=$lt_sharedlib_from_linklib_cmd
-
-# The archiver.
-AR=$lt_AR
-
-# Flags to create an archive.
-AR_FLAGS=$lt_AR_FLAGS
-
-# How to feed a file listing to the archiver.
-archiver_list_spec=$lt_archiver_list_spec
-
-# A symbol stripping program.
-STRIP=$lt_STRIP
-
-# Commands used to install an old-style archive.
-RANLIB=$lt_RANLIB
-old_postinstall_cmds=$lt_old_postinstall_cmds
-old_postuninstall_cmds=$lt_old_postuninstall_cmds
-
-# Whether to use a lock for old archive extraction.
-lock_old_archive_extraction=$lock_old_archive_extraction
-
-# A C compiler.
-LTCC=$lt_CC
-
-# LTCC compiler flags.
-LTCFLAGS=$lt_CFLAGS
-
-# Take the output of nm and produce a listing of raw symbols and C names.
-global_symbol_pipe=$lt_lt_cv_sys_global_symbol_pipe
-
-# Transform the output of nm in a proper C declaration.
-global_symbol_to_cdecl=$lt_lt_cv_sys_global_symbol_to_cdecl
-
-# Transform the output of nm in a C name address pair.
-global_symbol_to_c_name_address=$lt_lt_cv_sys_global_symbol_to_c_name_address
-
-# Transform the output of nm in a C name address pair when lib prefix is needed.
-global_symbol_to_c_name_address_lib_prefix=$lt_lt_cv_sys_global_symbol_to_c_name_address_lib_prefix
-
-# Specify filename containing input files for \$NM.
-nm_file_list_spec=$lt_nm_file_list_spec
-
-# The root where to search for dependent libraries,and in which our libraries should be installed.
-lt_sysroot=$lt_sysroot
-
-# The name of the directory that contains temporary libtool files.
-objdir=$objdir
-
-# Used to examine libraries when file_magic_cmd begins with "file".
-MAGIC_CMD=$MAGIC_CMD
-
-# Must we lock files when doing compilation?
-need_locks=$lt_need_locks
-
-# Manifest tool.
-MANIFEST_TOOL=$lt_MANIFEST_TOOL
-
-# Tool to manipulate archived DWARF debug symbol files on Mac OS X.
-DSYMUTIL=$lt_DSYMUTIL
-
-# Tool to change global to local symbols on Mac OS X.
-NMEDIT=$lt_NMEDIT
-
-# Tool to manipulate fat objects and archives on Mac OS X.
-LIPO=$lt_LIPO
-
-# ldd/readelf like tool for Mach-O binaries on Mac OS X.
-OTOOL=$lt_OTOOL
-
-# ldd/readelf like tool for 64 bit Mach-O binaries on Mac OS X 10.4.
-OTOOL64=$lt_OTOOL64
-
-# Old archive suffix (normally "a").
-libext=$libext
-
-# Shared library suffix (normally ".so").
-shrext_cmds=$lt_shrext_cmds
-
-# The commands to extract the exported symbol list from a shared archive.
-extract_expsyms_cmds=$lt_extract_expsyms_cmds
-
-# Variables whose values should be saved in libtool wrapper scripts and
-# restored at link time.
-variables_saved_for_relink=$lt_variables_saved_for_relink
-
-# Do we need the "lib" prefix for modules?
-need_lib_prefix=$need_lib_prefix
-
-# Do we need a version for libraries?
-need_version=$need_version
-
-# Library versioning type.
-version_type=$version_type
-
-# Shared library runtime path variable.
-runpath_var=$runpath_var
-
-# Shared library path variable.
-shlibpath_var=$shlibpath_var
-
-# Is shlibpath searched before the hard-coded library search path?
-shlibpath_overrides_runpath=$shlibpath_overrides_runpath
-
-# Format of library name prefix.
-libname_spec=$lt_libname_spec
-
-# List of archive names.  First name is the real one, the rest are links.
-# The last name is the one that the linker finds with -lNAME
-library_names_spec=$lt_library_names_spec
-
-# The coded name of the library, if different from the real name.
-soname_spec=$lt_soname_spec
-
-# Permission mode override for installation of shared libraries.
-install_override_mode=$lt_install_override_mode
-
-# Command to use after installation of a shared archive.
-postinstall_cmds=$lt_postinstall_cmds
-
-# Command to use after uninstallation of a shared archive.
-postuninstall_cmds=$lt_postuninstall_cmds
-
-# Commands used to finish a libtool library installation in a directory.
-finish_cmds=$lt_finish_cmds
-
-# As "finish_cmds", except a single script fragment to be evaled but
-# not shown.
-finish_eval=$lt_finish_eval
-
-# Whether we should hardcode library paths into libraries.
-hardcode_into_libs=$hardcode_into_libs
-
-# Compile-time system search path for libraries.
-sys_lib_search_path_spec=$lt_sys_lib_search_path_spec
-
-# Run-time system search path for libraries.
-sys_lib_dlsearch_path_spec=$lt_sys_lib_dlsearch_path_spec
-
-# Whether dlopen is supported.
-dlopen_support=$enable_dlopen
-
-# Whether dlopen of programs is supported.
-dlopen_self=$enable_dlopen_self
-
-# Whether dlopen of statically linked programs is supported.
-dlopen_self_static=$enable_dlopen_self_static
-
-# Commands to strip libraries.
-old_striplib=$lt_old_striplib
-striplib=$lt_striplib
-
-
-# The linker used to build libraries.
-LD=$lt_LD
-
-# How to create reloadable object files.
-reload_flag=$lt_reload_flag
-reload_cmds=$lt_reload_cmds
-
-# Commands used to build an old-style archive.
-old_archive_cmds=$lt_old_archive_cmds
-
-# A language specific compiler.
-CC=$lt_compiler
-
-# Is the compiler the GNU compiler?
-with_gcc=$GCC
-
-# Compiler flag to turn off builtin functions.
-no_builtin_flag=$lt_lt_prog_compiler_no_builtin_flag
-
-# Additional compiler flags for building library objects.
-pic_flag=$lt_lt_prog_compiler_pic
-
-# How to pass a linker flag through the compiler.
-wl=$lt_lt_prog_compiler_wl
-
-# Compiler flag to prevent dynamic linking.
-link_static_flag=$lt_lt_prog_compiler_static
-
-# Does compiler simultaneously support -c and -o options?
-compiler_c_o=$lt_lt_cv_prog_compiler_c_o
-
-# Whether or not to add -lc for building shared libraries.
-build_libtool_need_lc=$archive_cmds_need_lc
-
-# Whether or not to disallow shared libs when runtime libs are static.
-allow_libtool_libs_with_static_runtimes=$enable_shared_with_static_runtimes
-
-# Compiler flag to allow reflexive dlopens.
-export_dynamic_flag_spec=$lt_export_dynamic_flag_spec
-
-# Compiler flag to generate shared objects directly from archives.
-whole_archive_flag_spec=$lt_whole_archive_flag_spec
-
-# Whether the compiler copes with passing no objects directly.
-compiler_needs_object=$lt_compiler_needs_object
-
-# Create an old-style archive from a shared archive.
-old_archive_from_new_cmds=$lt_old_archive_from_new_cmds
-
-# Create a temporary old-style archive to link instead of a shared archive.
-old_archive_from_expsyms_cmds=$lt_old_archive_from_expsyms_cmds
-
-# Commands used to build a shared archive.
-archive_cmds=$lt_archive_cmds
-archive_expsym_cmds=$lt_archive_expsym_cmds
-
-# Commands used to build a loadable module if different from building
-# a shared archive.
-module_cmds=$lt_module_cmds
-module_expsym_cmds=$lt_module_expsym_cmds
-
-# Whether we are building with GNU ld or not.
-with_gnu_ld=$lt_with_gnu_ld
-
-# Flag that allows shared libraries with undefined symbols to be built.
-allow_undefined_flag=$lt_allow_undefined_flag
-
-# Flag that enforces no undefined symbols.
-no_undefined_flag=$lt_no_undefined_flag
-
-# Flag to hardcode \$libdir into a binary during linking.
-# This must work even if \$libdir does not exist
-hardcode_libdir_flag_spec=$lt_hardcode_libdir_flag_spec
-
-# Whether we need a single "-rpath" flag with a separated argument.
-hardcode_libdir_separator=$lt_hardcode_libdir_separator
-
-# Set to "yes" if using DIR/libNAME\${shared_ext} during linking hardcodes
-# DIR into the resulting binary.
-hardcode_direct=$hardcode_direct
-
-# Set to "yes" if using DIR/libNAME\${shared_ext} during linking hardcodes
-# DIR into the resulting binary and the resulting library dependency is
-# "absolute",i.e impossible to change by setting \${shlibpath_var} if the
-# library is relocated.
-hardcode_direct_absolute=$hardcode_direct_absolute
-
-# Set to "yes" if using the -LDIR flag during linking hardcodes DIR
-# into the resulting binary.
-hardcode_minus_L=$hardcode_minus_L
-
-# Set to "yes" if using SHLIBPATH_VAR=DIR during linking hardcodes DIR
-# into the resulting binary.
-hardcode_shlibpath_var=$hardcode_shlibpath_var
-
-# Set to "yes" if building a shared library automatically hardcodes DIR
-# into the library and all subsequent libraries and executables linked
-# against it.
-hardcode_automatic=$hardcode_automatic
-
-# Set to yes if linker adds runtime paths of dependent libraries
-# to runtime path list.
-inherit_rpath=$inherit_rpath
-
-# Whether libtool must link a program against all its dependency libraries.
-link_all_deplibs=$link_all_deplibs
-
-# Set to "yes" if exported symbols are required.
-always_export_symbols=$always_export_symbols
-
-# The commands to list exported symbols.
-export_symbols_cmds=$lt_export_symbols_cmds
-
-# Symbols that should not be listed in the preloaded symbols.
-exclude_expsyms=$lt_exclude_expsyms
-
-# Symbols that must always be exported.
-include_expsyms=$lt_include_expsyms
-
-# Commands necessary for linking programs (against libraries) with templates.
-prelink_cmds=$lt_prelink_cmds
-
-# Commands necessary for finishing linking programs.
-postlink_cmds=$lt_postlink_cmds
-
-# Specify filename containing input files.
-file_list_spec=$lt_file_list_spec
-
-# How to hardcode a shared library path into an executable.
-hardcode_action=$hardcode_action
-
-# The directories searched by this compiler when creating a shared library.
-compiler_lib_search_dirs=$lt_compiler_lib_search_dirs
-
-# Dependencies to place before and after the objects being linked to
-# create a shared library.
-predep_objects=$lt_predep_objects
-postdep_objects=$lt_postdep_objects
-predeps=$lt_predeps
-postdeps=$lt_postdeps
-
-# The library search path used internally by the compiler when linking
-# a shared library.
-compiler_lib_search_path=$lt_compiler_lib_search_path
-
-# ### END LIBTOOL CONFIG
-
-_LT_EOF
-
-  case $host_os in
-  aix3*)
-    cat <<\_LT_EOF >> "$cfgfile"
-# AIX sometimes has problems with the GCC collect2 program.  For some
-# reason, if we set the COLLECT_NAMES environment variable, the problems
-# vanish in a puff of smoke.
-if test "X${COLLECT_NAMES+set}" != Xset; then
-  COLLECT_NAMES=
-  export COLLECT_NAMES
-fi
-_LT_EOF
-    ;;
-  esac
-
-
-ltmain="$ac_aux_dir/ltmain.sh"
-
-
-  # We use sed instead of cat because bash on DJGPP gets confused if
-  # if finds mixed CR/LF and LF-only lines.  Since sed operates in
-  # text mode, it properly converts lines to CR/LF.  This bash problem
-  # is reportedly fixed, but why not run on old versions too?
-  sed '$q' "$ltmain" >> "$cfgfile" \
-     || (rm -f "$cfgfile"; exit 1)
-
-  if test x"$xsi_shell" = xyes; then
-  sed -e '/^func_dirname ()$/,/^} # func_dirname /c\
-func_dirname ()\
-{\
-\    case ${1} in\
-\      */*) func_dirname_result="${1%/*}${2}" ;;\
-\      *  ) func_dirname_result="${3}" ;;\
-\    esac\
-} # Extended-shell func_dirname implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-
-  sed -e '/^func_basename ()$/,/^} # func_basename /c\
-func_basename ()\
-{\
-\    func_basename_result="${1##*/}"\
-} # Extended-shell func_basename implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-
-  sed -e '/^func_dirname_and_basename ()$/,/^} # func_dirname_and_basename /c\
-func_dirname_and_basename ()\
-{\
-\    case ${1} in\
-\      */*) func_dirname_result="${1%/*}${2}" ;;\
-\      *  ) func_dirname_result="${3}" ;;\
-\    esac\
-\    func_basename_result="${1##*/}"\
-} # Extended-shell func_dirname_and_basename implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-
-  sed -e '/^func_stripname ()$/,/^} # func_stripname /c\
-func_stripname ()\
-{\
-\    # pdksh 5.2.14 does not do ${X%$Y} correctly if both X and Y are\
-\    # positional parameters, so assign one to ordinary parameter first.\
-\    func_stripname_result=${3}\
-\    func_stripname_result=${func_stripname_result#"${1}"}\
-\    func_stripname_result=${func_stripname_result%"${2}"}\
-} # Extended-shell func_stripname implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-
-  sed -e '/^func_split_long_opt ()$/,/^} # func_split_long_opt /c\
-func_split_long_opt ()\
-{\
-\    func_split_long_opt_name=${1%%=*}\
-\    func_split_long_opt_arg=${1#*=}\
-} # Extended-shell func_split_long_opt implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-
-  sed -e '/^func_split_short_opt ()$/,/^} # func_split_short_opt /c\
-func_split_short_opt ()\
-{\
-\    func_split_short_opt_arg=${1#??}\
-\    func_split_short_opt_name=${1%"$func_split_short_opt_arg"}\
-} # Extended-shell func_split_short_opt implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-
-  sed -e '/^func_lo2o ()$/,/^} # func_lo2o /c\
-func_lo2o ()\
-{\
-\    case ${1} in\
-\      *.lo) func_lo2o_result=${1%.lo}.${objext} ;;\
-\      *)    func_lo2o_result=${1} ;;\
-\    esac\
-} # Extended-shell func_lo2o implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-
-  sed -e '/^func_xform ()$/,/^} # func_xform /c\
-func_xform ()\
-{\
-    func_xform_result=${1%.*}.lo\
-} # Extended-shell func_xform implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-
-  sed -e '/^func_arith ()$/,/^} # func_arith /c\
-func_arith ()\
-{\
-    func_arith_result=$(( $* ))\
-} # Extended-shell func_arith implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-
-  sed -e '/^func_len ()$/,/^} # func_len /c\
-func_len ()\
-{\
-    func_len_result=${#1}\
-} # Extended-shell func_len implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-fi
-
-if test x"$lt_shell_append" = xyes; then
-  sed -e '/^func_append ()$/,/^} # func_append /c\
-func_append ()\
-{\
-    eval "${1}+=\\${2}"\
-} # Extended-shell func_append implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-
-  sed -e '/^func_append_quoted ()$/,/^} # func_append_quoted /c\
-func_append_quoted ()\
-{\
-\    func_quote_for_eval "${2}"\
-\    eval "${1}+=\\\\ \\$func_quote_for_eval_result"\
-} # Extended-shell func_append_quoted implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-
-
-  # Save a `func_append' function call where possible by direct use of '+='
-  sed -e 's%func_append \([a-zA-Z_]\{1,\}\) "%\1+="%g' $cfgfile > $cfgfile.tmp \
-    && mv -f "$cfgfile.tmp" "$cfgfile" \
-      || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-  test 0 -eq $? || _lt_function_replace_fail=:
-else
-  # Save a `func_append' function call even when '+=' is not available
-  sed -e 's%func_append \([a-zA-Z_]\{1,\}\) "%\1="$\1%g' $cfgfile > $cfgfile.tmp \
-    && mv -f "$cfgfile.tmp" "$cfgfile" \
-      || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-  test 0 -eq $? || _lt_function_replace_fail=:
-fi
-
-if test x"$_lt_function_replace_fail" = x":"; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: Unable to substitute extended shell functions in $ofile" >&5
-$as_echo "$as_me: WARNING: Unable to substitute extended shell functions in $ofile" >&2;}
-fi
-
-
-   mv -f "$cfgfile" "$ofile" ||
-    (rm -f "$ofile" && cp "$cfgfile" "$ofile" && rm -f "$cfgfile")
-  chmod +x "$ofile"
-
-
-    cat <<_LT_EOF >> "$ofile"
-
-# ### BEGIN LIBTOOL TAG CONFIG: CXX
-
-# The linker used to build libraries.
-LD=$lt_LD_CXX
-
-# How to create reloadable object files.
-reload_flag=$lt_reload_flag_CXX
-reload_cmds=$lt_reload_cmds_CXX
-
-# Commands used to build an old-style archive.
-old_archive_cmds=$lt_old_archive_cmds_CXX
-
-# A language specific compiler.
-CC=$lt_compiler_CXX
-
-# Is the compiler the GNU compiler?
-with_gcc=$GCC_CXX
-
-# Compiler flag to turn off builtin functions.
-no_builtin_flag=$lt_lt_prog_compiler_no_builtin_flag_CXX
-
-# Additional compiler flags for building library objects.
-pic_flag=$lt_lt_prog_compiler_pic_CXX
-
-# How to pass a linker flag through the compiler.
-wl=$lt_lt_prog_compiler_wl_CXX
-
-# Compiler flag to prevent dynamic linking.
-link_static_flag=$lt_lt_prog_compiler_static_CXX
-
-# Does compiler simultaneously support -c and -o options?
-compiler_c_o=$lt_lt_cv_prog_compiler_c_o_CXX
-
-# Whether or not to add -lc for building shared libraries.
-build_libtool_need_lc=$archive_cmds_need_lc_CXX
-
-# Whether or not to disallow shared libs when runtime libs are static.
-allow_libtool_libs_with_static_runtimes=$enable_shared_with_static_runtimes_CXX
-
-# Compiler flag to allow reflexive dlopens.
-export_dynamic_flag_spec=$lt_export_dynamic_flag_spec_CXX
-
-# Compiler flag to generate shared objects directly from archives.
-whole_archive_flag_spec=$lt_whole_archive_flag_spec_CXX
-
-# Whether the compiler copes with passing no objects directly.
-compiler_needs_object=$lt_compiler_needs_object_CXX
-
-# Create an old-style archive from a shared archive.
-old_archive_from_new_cmds=$lt_old_archive_from_new_cmds_CXX
-
-# Create a temporary old-style archive to link instead of a shared archive.
-old_archive_from_expsyms_cmds=$lt_old_archive_from_expsyms_cmds_CXX
-
-# Commands used to build a shared archive.
-archive_cmds=$lt_archive_cmds_CXX
-archive_expsym_cmds=$lt_archive_expsym_cmds_CXX
-
-# Commands used to build a loadable module if different from building
-# a shared archive.
-module_cmds=$lt_module_cmds_CXX
-module_expsym_cmds=$lt_module_expsym_cmds_CXX
-
-# Whether we are building with GNU ld or not.
-with_gnu_ld=$lt_with_gnu_ld_CXX
-
-# Flag that allows shared libraries with undefined symbols to be built.
-allow_undefined_flag=$lt_allow_undefined_flag_CXX
-
-# Flag that enforces no undefined symbols.
-no_undefined_flag=$lt_no_undefined_flag_CXX
-
-# Flag to hardcode \$libdir into a binary during linking.
-# This must work even if \$libdir does not exist
-hardcode_libdir_flag_spec=$lt_hardcode_libdir_flag_spec_CXX
-
-# Whether we need a single "-rpath" flag with a separated argument.
-hardcode_libdir_separator=$lt_hardcode_libdir_separator_CXX
-
-# Set to "yes" if using DIR/libNAME\${shared_ext} during linking hardcodes
-# DIR into the resulting binary.
-hardcode_direct=$hardcode_direct_CXX
-
-# Set to "yes" if using DIR/libNAME\${shared_ext} during linking hardcodes
-# DIR into the resulting binary and the resulting library dependency is
-# "absolute",i.e impossible to change by setting \${shlibpath_var} if the
-# library is relocated.
-hardcode_direct_absolute=$hardcode_direct_absolute_CXX
-
-# Set to "yes" if using the -LDIR flag during linking hardcodes DIR
-# into the resulting binary.
-hardcode_minus_L=$hardcode_minus_L_CXX
-
-# Set to "yes" if using SHLIBPATH_VAR=DIR during linking hardcodes DIR
-# into the resulting binary.
-hardcode_shlibpath_var=$hardcode_shlibpath_var_CXX
-
-# Set to "yes" if building a shared library automatically hardcodes DIR
-# into the library and all subsequent libraries and executables linked
-# against it.
-hardcode_automatic=$hardcode_automatic_CXX
-
-# Set to yes if linker adds runtime paths of dependent libraries
-# to runtime path list.
-inherit_rpath=$inherit_rpath_CXX
-
-# Whether libtool must link a program against all its dependency libraries.
-link_all_deplibs=$link_all_deplibs_CXX
-
-# Set to "yes" if exported symbols are required.
-always_export_symbols=$always_export_symbols_CXX
-
-# The commands to list exported symbols.
-export_symbols_cmds=$lt_export_symbols_cmds_CXX
-
-# Symbols that should not be listed in the preloaded symbols.
-exclude_expsyms=$lt_exclude_expsyms_CXX
-
-# Symbols that must always be exported.
-include_expsyms=$lt_include_expsyms_CXX
-
-# Commands necessary for linking programs (against libraries) with templates.
-prelink_cmds=$lt_prelink_cmds_CXX
-
-# Commands necessary for finishing linking programs.
-postlink_cmds=$lt_postlink_cmds_CXX
-
-# Specify filename containing input files.
-file_list_spec=$lt_file_list_spec_CXX
-
-# How to hardcode a shared library path into an executable.
-hardcode_action=$hardcode_action_CXX
-
-# The directories searched by this compiler when creating a shared library.
-compiler_lib_search_dirs=$lt_compiler_lib_search_dirs_CXX
-
-# Dependencies to place before and after the objects being linked to
-# create a shared library.
-predep_objects=$lt_predep_objects_CXX
-postdep_objects=$lt_postdep_objects_CXX
-predeps=$lt_predeps_CXX
-postdeps=$lt_postdeps_CXX
-
-# The library search path used internally by the compiler when linking
-# a shared library.
-compiler_lib_search_path=$lt_compiler_lib_search_path_CXX
-
-# ### END LIBTOOL TAG CONFIG: CXX
-_LT_EOF
-
-
-    cat <<_LT_EOF >> "$ofile"
-
-# ### BEGIN LIBTOOL TAG CONFIG: FC
-
-# The linker used to build libraries.
-LD=$lt_LD_FC
-
-# How to create reloadable object files.
-reload_flag=$lt_reload_flag_FC
-reload_cmds=$lt_reload_cmds_FC
-
-# Commands used to build an old-style archive.
-old_archive_cmds=$lt_old_archive_cmds_FC
-
-# A language specific compiler.
-CC=$lt_compiler_FC
-
-# Is the compiler the GNU compiler?
-with_gcc=$GCC_FC
-
-# Compiler flag to turn off builtin functions.
-no_builtin_flag=$lt_lt_prog_compiler_no_builtin_flag_FC
-
-# Additional compiler flags for building library objects.
-pic_flag=$lt_lt_prog_compiler_pic_FC
-
-# How to pass a linker flag through the compiler.
-wl=$lt_lt_prog_compiler_wl_FC
-
-# Compiler flag to prevent dynamic linking.
-link_static_flag=$lt_lt_prog_compiler_static_FC
-
-# Does compiler simultaneously support -c and -o options?
-compiler_c_o=$lt_lt_cv_prog_compiler_c_o_FC
-
-# Whether or not to add -lc for building shared libraries.
-build_libtool_need_lc=$archive_cmds_need_lc_FC
-
-# Whether or not to disallow shared libs when runtime libs are static.
-allow_libtool_libs_with_static_runtimes=$enable_shared_with_static_runtimes_FC
-
-# Compiler flag to allow reflexive dlopens.
-export_dynamic_flag_spec=$lt_export_dynamic_flag_spec_FC
-
-# Compiler flag to generate shared objects directly from archives.
-whole_archive_flag_spec=$lt_whole_archive_flag_spec_FC
-
-# Whether the compiler copes with passing no objects directly.
-compiler_needs_object=$lt_compiler_needs_object_FC
-
-# Create an old-style archive from a shared archive.
-old_archive_from_new_cmds=$lt_old_archive_from_new_cmds_FC
-
-# Create a temporary old-style archive to link instead of a shared archive.
-old_archive_from_expsyms_cmds=$lt_old_archive_from_expsyms_cmds_FC
-
-# Commands used to build a shared archive.
-archive_cmds=$lt_archive_cmds_FC
-archive_expsym_cmds=$lt_archive_expsym_cmds_FC
-
-# Commands used to build a loadable module if different from building
-# a shared archive.
-module_cmds=$lt_module_cmds_FC
-module_expsym_cmds=$lt_module_expsym_cmds_FC
-
-# Whether we are building with GNU ld or not.
-with_gnu_ld=$lt_with_gnu_ld_FC
-
-# Flag that allows shared libraries with undefined symbols to be built.
-allow_undefined_flag=$lt_allow_undefined_flag_FC
-
-# Flag that enforces no undefined symbols.
-no_undefined_flag=$lt_no_undefined_flag_FC
-
-# Flag to hardcode \$libdir into a binary during linking.
-# This must work even if \$libdir does not exist
-hardcode_libdir_flag_spec=$lt_hardcode_libdir_flag_spec_FC
-
-# Whether we need a single "-rpath" flag with a separated argument.
-hardcode_libdir_separator=$lt_hardcode_libdir_separator_FC
-
-# Set to "yes" if using DIR/libNAME\${shared_ext} during linking hardcodes
-# DIR into the resulting binary.
-hardcode_direct=$hardcode_direct_FC
-
-# Set to "yes" if using DIR/libNAME\${shared_ext} during linking hardcodes
-# DIR into the resulting binary and the resulting library dependency is
-# "absolute",i.e impossible to change by setting \${shlibpath_var} if the
-# library is relocated.
-hardcode_direct_absolute=$hardcode_direct_absolute_FC
-
-# Set to "yes" if using the -LDIR flag during linking hardcodes DIR
-# into the resulting binary.
-hardcode_minus_L=$hardcode_minus_L_FC
-
-# Set to "yes" if using SHLIBPATH_VAR=DIR during linking hardcodes DIR
-# into the resulting binary.
-hardcode_shlibpath_var=$hardcode_shlibpath_var_FC
-
-# Set to "yes" if building a shared library automatically hardcodes DIR
-# into the library and all subsequent libraries and executables linked
-# against it.
-hardcode_automatic=$hardcode_automatic_FC
-
-# Set to yes if linker adds runtime paths of dependent libraries
-# to runtime path list.
-inherit_rpath=$inherit_rpath_FC
-
-# Whether libtool must link a program against all its dependency libraries.
-link_all_deplibs=$link_all_deplibs_FC
-
-# Set to "yes" if exported symbols are required.
-always_export_symbols=$always_export_symbols_FC
-
-# The commands to list exported symbols.
-export_symbols_cmds=$lt_export_symbols_cmds_FC
-
-# Symbols that should not be listed in the preloaded symbols.
-exclude_expsyms=$lt_exclude_expsyms_FC
-
-# Symbols that must always be exported.
-include_expsyms=$lt_include_expsyms_FC
-
-# Commands necessary for linking programs (against libraries) with templates.
-prelink_cmds=$lt_prelink_cmds_FC
-
-# Commands necessary for finishing linking programs.
-postlink_cmds=$lt_postlink_cmds_FC
-
-# Specify filename containing input files.
-file_list_spec=$lt_file_list_spec_FC
-
-# How to hardcode a shared library path into an executable.
-hardcode_action=$hardcode_action_FC
-
-# The directories searched by this compiler when creating a shared library.
-compiler_lib_search_dirs=$lt_compiler_lib_search_dirs_FC
-
-# Dependencies to place before and after the objects being linked to
-# create a shared library.
-predep_objects=$lt_predep_objects_FC
-postdep_objects=$lt_postdep_objects_FC
-predeps=$lt_predeps_FC
-postdeps=$lt_postdeps_FC
-
-# The library search path used internally by the compiler when linking
-# a shared library.
-compiler_lib_search_path=$lt_compiler_lib_search_path_FC
-
-# ### END LIBTOOL TAG CONFIG: FC
-_LT_EOF
-
- ;;
-
-  esac
-done # for ac_tag
-
-
-as_fn_exit 0
-_ACEOF
-ac_clean_files=$ac_clean_files_save
-
-test $ac_write_fail = 0 ||
-  as_fn_error $? "write failure creating $CONFIG_STATUS" "$LINENO" 5
-
-
-# configure is writing to config.log, and then calls config.status.
-# config.status does its own redirection, appending to config.log.
-# Unfortunately, on DOS this fails, as config.log is still kept open
-# by configure, so config.status won't be able to write to it; its
-# output is simply discarded.  So we exec the FD to /dev/null,
-# effectively closing config.log, so it can be properly (re)opened and
-# appended to by config.status.  When coming back to configure, we
-# need to make the FD available again.
-if test "$no_create" != yes; then
-  ac_cs_success=:
-  ac_config_status_args=
-  test "$silent" = yes &&
-    ac_config_status_args="$ac_config_status_args --quiet"
-  exec 5>/dev/null
-  $SHELL $CONFIG_STATUS $ac_config_status_args || ac_cs_success=false
-  exec 5>>config.log
-  # Use ||, not &&, to avoid exiting from the if with $? = 1, which
-  # would make configure fail if this is the last instruction.
-  $ac_cs_success || as_fn_exit 1
-fi
-if test -n "$ac_unrecognized_opts" && test "$enable_option_checking" != no; then
-  { $as_echo "$as_me:${as_lineno-$LINENO}: WARNING: unrecognized options: $ac_unrecognized_opts" >&5
-$as_echo "$as_me: WARNING: unrecognized options: $ac_unrecognized_opts" >&2;}
-fi
-
-chmod a+x getfem-config-notinstalled
-chmod a+x getfem-config
-chmod a+x gmm-config
-
-
-if test -z ""`echo $srcdir | grep "^/"`; then
-  addpathm="../"
-else
-  addpathm=""
-fi
-
-if test ! -d tests/meshes; then
-  ln -s $addpathm$srcdir/tests/meshes tests/meshes
-fi;
-
-
-
-echo
-echo "------------------------------------------------------------------------------"
-echo
-echo "Libraries Used:"
-echo "---------------"
-echo
-
-
-
-if test "x$useQDlib" = "xyes" ; then
-  echo "- QD library found. High precision (${QD_PREC}-double precision) polynomials"
-  echo "  and integration methods are enabled.";
-else
-  echo "- QD library not found (not recommended)."
-fi;
-
-if test "x$useQHULL" = "xyes"; then
-  echo "- Qhull found. Using the Qhull library for delaunay triangulations."
-else
-  echo "- Qhull not found. Mesh generation will be disabled."
-fi;
-
-if test "x$usemuparser" = "xyes"; then
-  echo "- MuParser found. Used for parsing mathematical expressions."
-else
-  echo "- MuParser not found. Parsing mathematical expressions will be disabled."
-fi;
-
-if test "x$usemumps" = "xyes"; then
-  echo "- Mumps found. A direct solver for large sparse linear systems."
-else
-  echo "- Mumps not found. Not using the MUMPS library for large sparse linear systems."
-fi;
-
-if test x"$acx_lapack_ok" = xyes; then
-  echo "- Lapack library found: $LAPACK_LIBS"
-else
-  echo "- Lapack library not found: generic (less effective) algorithms will be used"
-fi
-
-if test "x$HAVE_VENDOR_BLAS" = "x0"; then
-  echo "- *** No usable blas library was found ***"
-  echo "  A generic BLAS implementation will be used, however you should "
-  echo "  consider installing a faster BLAS, such as ATLAS"
-else
-  echo "- BLAS library found. Link options: $BLAS_LIBS"
-fi;
-echo "  You can give the location of your prefered blas library with either"
-echo "  the --with-blas=<lib> option, or the BLAS_LIBS environment variable"
-echo '  for example: ./configure BLAS_LIBS="-L/usr/lib/sse2/atlas/ -lblas"'
-echo
-echo
-
-
-echo "-----------------------------------------------------------------------"
-echo "Ready to build getfem"
-echo "  building MATLAB interface: $usematlab"
-echo "  building PYTHON interface: $usepython (requires numpy and scipy)"
-echo "  building SCILAB interface: $usescilab"
-echo "  If you want to build the shared library of getfem++, use --enable-shared"
-echo "  (by default, only the static one will be built)"
-echo "-----------------------------------------------------------------------"
-
-case $host in
-  x86_64-*)
-	if test $usematlab = "YES" -o $usepython = "YES"; then
-          if test $pic_mode != "yes"; then
-            echo "!!!!!"
-            echo "!!!!! Your build will fail because you did not use the --with-pic option"
-            echo "!!!!! This is required for the getfem interfaces on x86_64"
-            echo ""
-          fi
-        fi
-  ;;
-esac
-
-echo $shared_mode
diff --git a/configure.ac b/configure.ac
index 920b17c..7fd7a0f 100644
--- a/configure.ac
+++ b/configure.ac
@@ -576,14 +576,10 @@ AC_ARG_ENABLE(par-mumps,
  [case $enableval in
    yes | "") usemumps="yes"; MUMPS_LIBS="-lsmumps -ldmumps -lcmumps -lzmumps";;
    no) usemumps="no";;
-<<<<<<< HEAD:configure.in
-  esac]
-=======
   esac],
  [if test $paralevel -ge 1; then
     usemumps="test"; acx_mumps_ok="test"; MUMPS_LIBS="-lsmumps -ldmumps -lcmumps -lzmumps"
   fi;]
->>>>>>> upstream:configure.ac
 )
 
 AC_ARG_WITH(mumps,
@@ -649,32 +645,6 @@ echo "Configuration of MUMPS done"
 dnl ---------------------------END OF MUMPS TEST--------------------------
 
 dnl ---------------------------METIS--------------------------
-<<<<<<< HEAD:configure.in
-usemetis="no"
-if test $paralevel -ge 2; then
-  usemetis="yes"
-fi;
-
-METIS_LIBS=""
-AC_ARG_ENABLE(metis,
- [AS_HELP_STRING([--enable-metis],[enable the use of the METIS library.])],
- [case $enableval in
-   yes | "") usemetis="yes" ;;
-   no) usemetis="no"; METIS_LIBS="" ;;
-  esac],
- [usemetis="test"]
-)
-
-if test "x$usemetis" = "xno"; then
-  echo "Building without METIS";
-else
-  AC_CHECK_LIB(metis, SelectQueueOneWay, [usemetis="yes"], [usemetis="no"])
-dnl  AC_CHECK_HEADERS(metis.h, [usemetis="yes"],
-dnl    [ 
-dnl      AC_MSG_ERROR([header file metis.h not found]);
-dnl      usemetis="no"
-dnl    ])
-=======
 METIS_LIBS=""
 AC_ARG_ENABLE(metis,
  [AS_HELP_STRING([--enable-metis],[enable the use of the METIS library.])],
@@ -707,7 +677,6 @@ dnl                    if test $paralevel -ge 2; then
 dnl                      AC_MSG_ERROR([metis.h header required for parallel getfem was not found])
 dnl                    fi
 dnl                   ])
->>>>>>> upstream:configure.ac
 
   if test "x$usemetis" = "xyes"; then
     METIS_LIBS="-lmetis"
@@ -715,11 +684,7 @@ dnl                   ])
     AC_DEFINE_UNQUOTED([HAVE_METIS],1,[defined if the Metis library was found and is working])
     echo "Building with METIS (use --enable-metis=no to disable it)"
   else
-<<<<<<< HEAD:configure.in
-    echo "Building without METIS";
-=======
     echo "METIS library could not be found, building without METIS";
->>>>>>> upstream:configure.ac
   fi;
 fi;
 
@@ -730,46 +695,6 @@ AC_SUBST([METIS_LIBS])
 dnl ---------------------------END OF METIS--------------------------
 
 
-<<<<<<< HEAD:configure.in
-dnl ---------------------------MPI--------------------------
-
-usempi="no"
-MPI_LIBS=""
-
-if test $paralevel -ge 2; then
-  usempi="yes"
-  MPI_LIBS=""
-  AC_CHECK_LIB(mpich, MPI_Test)
-  AC_CHECK_LIB(mpichcxx, MPI_Test)
-dnl   AC_CHECK_HEADERS(mpi/mpi.h, [usempi="yes"],
-dnl    [ 
-dnl      AC_CHECK_HEADERS(mpi.h, [usempi="yes"],
-dnl      [
-dnl        AC_CHECK_HEADERS(mpich2/mpi.h, [usempi="yes"],
-dnl        [
-dnl          if test "x$usempi" = "xyes"; then
-dnl      	   AC_MSG_ERROR([header file mpi.h not found.]);
-dnl 	   usempi="no"
-dnl    	 fi;
-dnl        ])
-dnl      ])
-dnl    ])
-  CPPFLAGS="$CPPFLAGS -DGETFEM_HAVE_MPI_MPI_H=1 -I/usr/include/mpi"
-  if test "x$usempi" = "xyes"; then
-    MPI_LIBS="-lmpi -lmpi++"
-  fi;
-  echo "Building with MPI (use --enable-mpi=no to disable it)"
-fi;
-
-AM_CONDITIONAL(MPI, test x$usempi = xyes)
-AC_SUBST([MPI_LIBS])
-
-
-dnl ---------------------------END OF MPI--------------------------
-
-
-=======
->>>>>>> upstream:configure.ac
 dnl ------------------------------LAPACK TEST--------------------------------
 
 if test x"$acx_blas_ok" = xyes; then
@@ -790,28 +715,6 @@ fi
 dnl -----------------------------END OF LAPACK TEST--------------------------
 
 
-<<<<<<< HEAD:configure.in
-dnl ------------------------------MPI TEST--------------------------------
-if test "$MPI_CFLAGS" -o "$MPI_LIBS"; then
-  echo "You are using MPI! Trying to build a parallelised version of getfem (require METIS)"
-  dnl AC_DEFINE_UNQUOTED([PARA_LEVEL], 2, [getfem parallelisation flag])
-  LIBS="$LIBS $MPI_LIBS -lmetis"
-  CXXFLAGS="$CXXFLAGS $MPI_CFLAGS -DGETFEM_PARA_LEVEL=2"
-dnl   AC_CHECK_LIB(metis, METIS_PartMeshNodal, [metis_ok="yes"], [metis_ok="no"])
-dnl   if test "x$metis_ok" = "xno"; then
-dnl     AC_MSG_ERROR([Parallel getfem requires the METIS ( http://www-users.cs.umn.edu/~karypis/metis/metis/ ) library
-dnl  ----------> Please add the path to libmetis.a to the MPI_LIBS variable.])
-dnl   fi
-  AC_SUBST(MPI_LIBS)
-  AC_SUBST(MPI_CFLAGS)
-fi
-
-
-dnl -----------------------------END OF MPI TEST--------------------------
-
-
-=======
->>>>>>> upstream:configure.ac
 AC_CHECK_HEADERS(sys/times.h,[],[SUPERLU_CPPFLAGS="$SUPERLU_CPPFLAGS -DNO_TIMER"])
 AC_CHECK_HEADERS(cxxabi.h)
 dnl ---------------------------- CHECK FOR __PRETTY_FUNCTION__ MACRO --------
@@ -1229,11 +1132,7 @@ if test "x$useQDlib" = "xyes" ; then
   echo "- QD library found. High precision (${QD_PREC}-double precision) polynomials"
   echo "  and integration methods are enabled.";
 else
-<<<<<<< HEAD:configure.in
-  echo "- QD library not found (not recommended)."
-=======
   echo "- QD library not found (don't worry, this library is only recommended for very specific uses)."
->>>>>>> upstream:configure.ac
 fi;
 
 if test "x$useQHULL" = "xyes"; then
@@ -1295,14 +1194,6 @@ case $host in
   ;;
 esac
 
-<<<<<<< HEAD
-<<<<<<< HEAD:configure.in
-echo $shared_mode
-=======
-echo $shared_mode
->>>>>>> upstream:configure.ac
-=======
 if test "x$MSG" != "x"; then
   echo -e "\n\nWARNINGS during the configure:\n$MSG\n\n"
 fi
->>>>>>> upstream/4.2.1_beta1_svn4453_dfsg
diff --git a/contrib/Makefile.in b/contrib/Makefile.in
deleted file mode 100644
index 157a682..0000000
--- a/contrib/Makefile.in
+++ /dev/null
@@ -1,635 +0,0 @@
-# Makefile.in generated by automake 1.11.3 from Makefile.am.
-# @configure_input@
-
-# Copyright (C) 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001, 2002,
-# 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011 Free Software
-# Foundation, Inc.
-# This Makefile.in is free software; the Free Software Foundation
-# gives unlimited permission to copy and/or distribute it,
-# with or without modifications, as long as this notice is preserved.
-
-# This program is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY, to the extent permitted by law; without
-# even the implied warranty of MERCHANTABILITY or FITNESS FOR A
-# PARTICULAR PURPOSE.
-
- at SET_MAKE@
-VPATH = @srcdir@
-pkgdatadir = $(datadir)/@PACKAGE@
-pkgincludedir = $(includedir)/@PACKAGE@
-pkglibdir = $(libdir)/@PACKAGE@
-pkglibexecdir = $(libexecdir)/@PACKAGE@
-am__cd = CDPATH="$${ZSH_VERSION+.}$(PATH_SEPARATOR)" && cd
-install_sh_DATA = $(install_sh) -c -m 644
-install_sh_PROGRAM = $(install_sh) -c
-install_sh_SCRIPT = $(install_sh) -c
-INSTALL_HEADER = $(INSTALL_DATA)
-transform = $(program_transform_name)
-NORMAL_INSTALL = :
-PRE_INSTALL = :
-POST_INSTALL = :
-NORMAL_UNINSTALL = :
-PRE_UNINSTALL = :
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index cee5725..e40ae35 100644
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->>>>>>> upstream
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diff --git a/contrib/icare/Makefile.in b/contrib/icare/Makefile.in
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diff --git a/contrib/static_contact_gears/static_contact_gears.cc b/contrib/static_contact_gears/static_contact_gears.cc
index 8cb2e27..5d36def 100644
--- a/contrib/static_contact_gears/static_contact_gears.cc
+++ b/contrib/static_contact_gears/static_contact_gears.cc
@@ -256,17 +256,6 @@ bool elastostatic_contact_problem::solve() {
   md.add_initialized_scalar_data
     ("r", mu * (3*lambda + 2*mu) / (lambda + mu) );  // r ~= Young modulus
   std::string multname_n, multname_t;
-<<<<<<< HEAD
-  if (frictionless) {
-    getfem::add_nodal_contact_between_nonmatching_meshes_brick
-      (md, mim, varname_u, multname_n, dataname_r, cb_rgs1, cb_rgs2);
-  } else {
-    std::string dataname_frict_coeff="friction_coefficient";
-    md.add_initialized_scalar_data(dataname_frict_coeff, frict_coeff);
-    getfem::add_nodal_contact_between_nonmatching_meshes_brick
-      (md, mim, mim, varname_u, varname_u, multname_n, multname_t,
-       dataname_r, dataname_frict_coeff, cb_rgs1, cb_rgs2);
-=======
   if (contact_algo == 0) {
     if (frictionless) {
       getfem::add_nodal_contact_between_nonmatching_meshes_brick
@@ -297,7 +286,6 @@ bool elastostatic_contact_problem::solve() {
       size_type indb = getfem::add_integral_large_sliding_contact_brick_field_extension
         (md, mim, "u", "mult", "r", "f_coeff", CONTACT_BOUNDARY);
     }
->>>>>>> upstream
   }
 
   // Defining the DIRICHLET condition.
@@ -323,11 +311,7 @@ bool elastostatic_contact_problem::solve() {
   gmm::iteration iter(residual, 1, 40000);
 
   getfem::default_newton_line_search ls;
-<<<<<<< HEAD
-  getfem::standard_solve(md, iter, getfem::rselect_linear_solver(md,"superlu"), ls);
-=======
   getfem::standard_solve(md, iter, getfem::rselect_linear_solver(md,"mumps"), ls);
->>>>>>> upstream
 
   if (!iter.converged()) return false; // Solution has not converged
 
diff --git a/contrib/static_contact_gears/static_contact_gears_u1_u2.cc b/contrib/static_contact_gears/static_contact_gears_u1_u2.cc
index 37ed213..11309f2 100644
--- a/contrib/static_contact_gears/static_contact_gears_u1_u2.cc
+++ b/contrib/static_contact_gears/static_contact_gears_u1_u2.cc
@@ -30,10 +30,6 @@
 using std::endl; using std::cout; using std::cerr;
 using std::ends; using std::cin;
 
-<<<<<<< HEAD
-
-=======
->>>>>>> upstream
 /* some Getfem++ types that we will be using */
 using bgeot::dim_type;
 using bgeot::size_type;   /* = unsigned long */
@@ -273,18 +269,6 @@ bool elastostatic_contact_problem::solve() {
   md.add_initialized_scalar_data
     ("r", mu * (3*lambda + 2*mu) / (lambda + mu) );  // r ~= Young modulus
   std::string multname_n, multname_t;
-<<<<<<< HEAD
-  if (frictionless) {
-    getfem::add_nodal_contact_between_nonmatching_meshes_brick
-      (md, mim1, mim2, varname_u1, varname_u2, multname_n, dataname_r,
-       cb_rgs1, cb_rgs2);
-  } else {
-    std::string dataname_frict_coeff="friction_coefficient";
-    md.add_initialized_scalar_data(dataname_frict_coeff, frict_coeff);
-    getfem::add_nodal_contact_between_nonmatching_meshes_brick
-      (md, mim1, mim2, varname_u1, varname_u2, multname_n, multname_t,
-       dataname_r, dataname_frict_coeff, cb_rgs1, cb_rgs2);
-=======
   if (contact_algo == 0) {
     if (frictionless) {
       getfem::add_nodal_contact_between_nonmatching_meshes_brick
@@ -319,7 +303,6 @@ bool elastostatic_contact_problem::solve() {
       getfem::add_boundary_to_large_sliding_contact_brick
         (md, indb, mim2, "u2", "mult2", CONTACT_BOUNDARY_2);
     }
->>>>>>> upstream
   }
 
   // Defining the DIRICHLET condition.
@@ -346,11 +329,7 @@ bool elastostatic_contact_problem::solve() {
   gmm::iteration iter(residual, 1, 40000);
 
   getfem::default_newton_line_search ls;
-<<<<<<< HEAD
-  getfem::standard_solve(md, iter, getfem::rselect_linear_solver(md,"superlu"), ls);
-=======
   getfem::standard_solve(md, iter, getfem::rselect_linear_solver(md,"mumps"), ls);
->>>>>>> upstream
 
   if (!iter.converged()) return false; // Solution has not converged
 
diff --git a/contrib/static_friction/Makefile.in b/contrib/static_friction/Makefile.in
deleted file mode 100644
index 1764924..0000000
--- a/contrib/static_friction/Makefile.in
+++ /dev/null
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diff --git a/contrib/xfem_contact/xfem_stokes.cc b/contrib/xfem_contact/xfem_stokes.cc
index 977192d..baf0acd 100644
--- a/contrib/xfem_contact/xfem_stokes.cc
+++ b/contrib/xfem_contact/xfem_stokes.cc
@@ -191,11 +191,7 @@ public:
   level_set_unit_normal(const getfem::mesh_fem &mf_, const VECT1 &U_) 
     : mf(mf_), U(U_), N(mf_.linked_mesh().dim()), gradU(1, N)
   { sizes_.resize(1); sizes_[0] = short_type(N); }
-<<<<<<< HEAD
-  const bgeot::multi_index &sizes() const {  return sizes_; }
-=======
   const bgeot::multi_index &sizes(size_type) const {  return sizes_; }
->>>>>>> upstream
   virtual void compute(getfem::fem_interpolation_context& ctx,
 		       bgeot::base_tensor &t) {
     size_type cv = ctx.convex_num();
diff --git a/contrib/xfem_large_strain/Makefile.in b/contrib/xfem_large_strain/Makefile.in
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diff --git a/contrib/xfem_large_strain/compressible_getfem_nonlinear_elastoptim.h b/contrib/xfem_large_strain/compressible_getfem_nonlinear_elastoptim.h
index 09e736e..212d4f1 100644
--- a/contrib/xfem_large_strain/compressible_getfem_nonlinear_elastoptim.h
+++ b/contrib/xfem_large_strain/compressible_getfem_nonlinear_elastoptim.h
@@ -107,11 +107,7 @@ namespace getfem {
       if (gmm::vect_size(PARAMS) == AHL_.nb_params())
 	gmm::copy(PARAMS, params);
     }
-<<<<<<< HEAD
-    const bgeot::multi_index &sizes() const { return sizes_; }
-=======
     const bgeot::multi_index &sizes(size_type) const { return sizes_; }
->>>>>>> upstream
     virtual void compute(getfem::fem_interpolation_context& ctx,
 			 bgeot::base_tensor &t) {
       size_type cv = ctx.convex_num();
@@ -265,11 +261,7 @@ namespace getfem {
       if (gmm::vect_size(PARAMS) == AHL_.nb_params())
 	gmm::copy(PARAMS, params);
     }
-<<<<<<< HEAD
-    const bgeot::multi_index &sizes() const {  return sizes_; }
-=======
     const bgeot::multi_index &sizes(size_type) const {  return sizes_; }
->>>>>>> upstream
     virtual void compute(getfem::fem_interpolation_context& ctx,
 			 bgeot::base_tensor &t) {
       size_type cv = ctx.convex_num();
@@ -412,11 +404,7 @@ namespace getfem {
       if (gmm::vect_size(PARAMS) == AHL_.nb_params())
 	gmm::copy(PARAMS, params);
     }
-<<<<<<< HEAD
-    const bgeot::multi_index &sizes() const {  return sizes_; }
-=======
     const bgeot::multi_index &sizes(size_type) const {  return sizes_; }
->>>>>>> upstream
     virtual void compute(getfem::fem_interpolation_context& ctx,
 			 bgeot::base_tensor &t) {
       size_type cv = ctx.convex_num();
@@ -519,11 +507,7 @@ namespace getfem {
       if (gmm::vect_size(PARAMS) == AHL_.nb_params())
 	gmm::copy(PARAMS, params);
     }
-<<<<<<< HEAD
-    const bgeot::multi_index &sizes() const {  return sizes_; }
-=======
     const bgeot::multi_index &sizes(size_type) const {  return sizes_; }
->>>>>>> upstream
     virtual void compute(getfem::fem_interpolation_context& ctx,
 			 bgeot::base_tensor &t) {
       size_type cv = ctx.convex_num();
@@ -618,11 +602,7 @@ namespace getfem {
       if (gmm::vect_size(PARAMS) == AHL_.nb_params())
 	gmm::copy(PARAMS, params);
     }
-<<<<<<< HEAD
-    const bgeot::multi_index &sizes() const {  return sizes_; }
-=======
     const bgeot::multi_index &sizes(size_type) const {  return sizes_; }
->>>>>>> upstream
     virtual void compute(getfem::fem_interpolation_context& ctx,
 			 bgeot::base_tensor &t) {
       size_type cv = ctx.convex_num();
diff --git a/contrib/xfem_stab_unilat_contact/Makefile.in b/contrib/xfem_stab_unilat_contact/Makefile.in
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diff --git a/contrib/xfem_stab_unilat_contact/xfem_stab_unilat_contact.cc b/contrib/xfem_stab_unilat_contact/xfem_stab_unilat_contact.cc
index 0bc3405..7d113f9 100644
--- a/contrib/xfem_stab_unilat_contact/xfem_stab_unilat_contact.cc
+++ b/contrib/xfem_stab_unilat_contact/xfem_stab_unilat_contact.cc
@@ -42,11 +42,8 @@
 #include "getfem/getfem_mesh_fem_sum.h"
 #include "gmm/gmm_inoutput.h"
 
-<<<<<<< HEAD
-=======
 #ifdef GETFEM_HAVE_METIS
 
->>>>>>> upstream
 extern "C" void METIS_PartGraphKway(int *, int *, int *, int *, int *, int *,
 			    int *, int *, int *, int *, int *);
 extern "C" void METIS_PartGraphRecursive(int *, int *, int *, int *, int *, int *,
@@ -57,13 +54,10 @@ extern "C" void METIS_mCPartGraphKway(int *, int *, int *, int *, int *, int *,
 				      int *, int *, float *, int *, int *, int *);
 extern "C" void METIS_mCPartGraphRecursive(int *, int *, int *, int *, int *, int *, int *,
 				      int *, int *, int *, int *, int *);
-<<<<<<< HEAD
-=======
 
 #endif
 
 using std::endl; using std::cout; using std::cerr;
->>>>>>> upstream
 
 /* some Getfem++ types that we will be using */
 using bgeot::base_small_vector; /* special class for small (dim<16) vectors */
@@ -512,12 +506,9 @@ void asm_stabilization_patch_term
   int wgtflag = 2, edgecut, nparts=int(size_of_crack/(ratio_size*h)), numflag = 0;
       // float ubvec[1] = {1.03f};
   int  options[5] = {0,0,0,0,0};
-<<<<<<< HEAD
-=======
 
 #ifdef GETFEM_HAVE_METIS
 
->>>>>>> upstream
   //METIS_mCPartGraphKway(&ne, &ncon, &(xadj[0]), &(adjncy[0]), &(vwgt[0]), &(adjwgt[0]), &wgtflag,
   //		    &numflag, &nparts, &(ubvec[0]),  options, &edgecut, &(part[0]));
   // METIS_mCPartGraphRecursive(&ne, &ncon, &(xadj[0]), &(adjncy[0]), &(vwgt[0]), &(adjwgt[0]), &wgtflag,
@@ -527,15 +518,12 @@ void asm_stabilization_patch_term
   METIS_PartGraphRecursive(&ne, &(xadj[0]), &(adjncy[0]), &(vwgt[0]), &(adjwgt[0]), &wgtflag,
 			   &numflag, &nparts, options, &edgecut, &(part[0]));
   
-<<<<<<< HEAD
-=======
 #else
 
   GMM_ASSERT1(false, "METIS not linked");
 
 #endif
 
->>>>>>> upstream
   //cout<<"size_of_mesh="<<h<<endl;
   cout<<"size_of_crack="<< size_of_crack <<endl;
   cout<<"nb_partition="<<nparts<<endl;
@@ -1316,19 +1304,11 @@ bool  unilateral_contact_problem::solve(plain_vector &U, plain_vector &LAMBDA, p
 						  "augmentation_parameter", BN, MA);
     }else{
       if (Tresca_version){
-<<<<<<< HEAD
-	getfem::add_Hughes_stab_with_friction_contact_brick
-	  (model, "u", "Lambda", "Lambda_t", "augmentation_parameter",
-	   BN, BT, MA, MAT, "Friction_coeff","","",1, Tresca_version, "Tresca_threshold");
-      }else{
-	getfem::add_Hughes_stab_with_friction_contact_brick
-=======
 	getfem::add_Hughes_stab_basic_contact_brick
 	  (model, "u", "Lambda", "Lambda_t", "augmentation_parameter",
 	   BN, BT, MA, MAT, "Friction_coeff","","",1, Tresca_version, "Tresca_threshold");
       }else{
 	getfem::add_Hughes_stab_basic_contact_brick
->>>>>>> upstream
 	  (model, "u", "Lambda", "Lambda_t", "augmentation_parameter",
 	   BN, BT, MA, MAT, "Friction_coeff");
       }
@@ -1340,19 +1320,11 @@ bool  unilateral_contact_problem::solve(plain_vector &U, plain_vector &LAMBDA, p
 				      "augmentation_parameter", BN);
     }else{
       if (Tresca_version){
-<<<<<<< HEAD
-     	getfem::add_basic_contact_with_friction_brick
-	  (model, "u", "Lambda", "Lambda_t",
-	   "augmentation_parameter", BN, BT, "Friction_coeff","","",1,Tresca_version,"Tresca_threshold");
-      }else{
-	getfem::add_basic_contact_with_friction_brick
-=======
      	getfem::add_basic_contact_brick
 	  (model, "u", "Lambda", "Lambda_t",
 	   "augmentation_parameter", BN, BT, "Friction_coeff","","",1,Tresca_version,"Tresca_threshold");
       }else{
 	getfem::add_basic_contact_brick
->>>>>>> upstream
 	  (model, "u", "Lambda", "Lambda_t",
 	   "augmentation_parameter", BN, BT, "Friction_coeff");
       }
@@ -1376,11 +1348,7 @@ bool  unilateral_contact_problem::solve(plain_vector &U, plain_vector &LAMBDA, p
 //       getfem::add_explicit_matrix(model, "u", "u", KAT);
 //       // Defining the contact condition.
 //       gmm::add(CAT, BT); 
-<<<<<<< HEAD
-//       getfem::add_Hughes_stab_with_friction_contact_brick
-=======
 //       getfem::add_Hughes_stab_basic_contact_brick
->>>>>>> upstream
 // 	(model, "u", "Lambda", "Lambda_t", "augmentation_parameter",
 // 	 BN, BT, MA, MAT, "friction_coeff");
 //     }
@@ -1389,11 +1357,7 @@ bool  unilateral_contact_problem::solve(plain_vector &U, plain_vector &LAMBDA, p
 // 				    "augmentation_parameter", BN);
     
 //     if (!contact_only){
-<<<<<<< HEAD
-//       getfem::add_basic_contact_with_friction_brick
-=======
 //       getfem::add_basic_contact_brick
->>>>>>> upstream
 // 	(model, "u", "Lambda", "Lambda_t",
 // 	 "augmentation_parameter", BN, BT, "friction_coeff","","",0);
       
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-	    || cp -p $$d/$$file "$(distdir)/$$file" \
-	    || exit 1; \
-	  fi; \
-	done
-check-am: all-am
-check: check-am
-all-am: Makefile
-installdirs:
-install: install-am
-install-exec: install-exec-am
-install-data: install-data-am
-uninstall: uninstall-am
-
-install-am: all-am
-	@$(MAKE) $(AM_MAKEFLAGS) install-exec-am install-data-am
-
-installcheck: installcheck-am
-install-strip:
-	if test -z '$(STRIP)'; then \
-	  $(MAKE) $(AM_MAKEFLAGS) INSTALL_PROGRAM="$(INSTALL_STRIP_PROGRAM)" \
-	    install_sh_PROGRAM="$(INSTALL_STRIP_PROGRAM)" INSTALL_STRIP_FLAG=-s \
-	      install; \
-	else \
-	  $(MAKE) $(AM_MAKEFLAGS) INSTALL_PROGRAM="$(INSTALL_STRIP_PROGRAM)" \
-	    install_sh_PROGRAM="$(INSTALL_STRIP_PROGRAM)" INSTALL_STRIP_FLAG=-s \
-	    "INSTALL_PROGRAM_ENV=STRIPPROG='$(STRIP)'" install; \
-	fi
-mostlyclean-generic:
-
-clean-generic:
-	-test -z "$(CLEANFILES)" || rm -f $(CLEANFILES)
-
-distclean-generic:
-	-test -z "$(CONFIG_CLEAN_FILES)" || rm -f $(CONFIG_CLEAN_FILES)
-	-test . = "$(srcdir)" || test -z "$(CONFIG_CLEAN_VPATH_FILES)" || rm -f $(CONFIG_CLEAN_VPATH_FILES)
-
-maintainer-clean-generic:
-	@echo "This command is intended for maintainers to use"
-	@echo "it deletes files that may require special tools to rebuild."
-clean: clean-am
-
-clean-am: clean-generic clean-libtool mostlyclean-am
-
-distclean: distclean-am
-	-rm -f Makefile
-distclean-am: clean-am distclean-generic
-
-dvi: dvi-am
-
-dvi-am:
-
-html: html-am
-
-html-am:
-
-info: info-am
-
-info-am:
-
-install-data-am:
-
-install-dvi: install-dvi-am
-
-install-dvi-am:
-
-install-exec-am:
-
-install-html: install-html-am
-
-install-html-am:
-
-install-info: install-info-am
-
-install-info-am:
-
-install-man:
-
-install-pdf: install-pdf-am
-
-install-pdf-am:
-
-install-ps: install-ps-am
-
-install-ps-am:
-
-installcheck-am:
-
-maintainer-clean: maintainer-clean-am
-	-rm -f Makefile
-maintainer-clean-am: distclean-am maintainer-clean-generic
-
-mostlyclean: mostlyclean-am
-
-mostlyclean-am: mostlyclean-generic mostlyclean-libtool
-
-pdf: pdf-am
-
-pdf-am:
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-ps: ps-am
-
-ps-am:
-
-uninstall-am:
-
-.MAKE: install-am install-strip
-
-.PHONY: all all-am check check-am clean clean-generic clean-libtool \
-	distclean distclean-generic distclean-libtool distdir dvi \
-	dvi-am html html-am info info-am install install-am \
-	install-data install-data-am install-dvi install-dvi-am \
-	install-exec install-exec-am install-html install-html-am \
-	install-info install-info-am install-man install-pdf \
-	install-pdf-am install-ps install-ps-am install-strip \
-	installcheck installcheck-am installdirs maintainer-clean \
-	maintainer-clean-generic mostlyclean mostlyclean-generic \
-	mostlyclean-libtool pdf pdf-am ps ps-am uninstall uninstall-am
-
-
-all : getfem_im_list.h
-check : getfem_im_list.h
-
-getfem_im_list.h :  $(IM_METHODS)
-	$(top_srcdir)/cubature/make_getfem_im_list $(top_srcdir)/cubature
-	cp ./getfem_im_list.h ../src/getfem/getfem_im_list.h
-
-# Tell versions [3.59,3.63) of GNU make to not export all variables.
-# Otherwise a system limit (for SysV at least) may be exceeded.
-.NOEXPORT:
diff --git a/cubature/NC_0_0.IM b/cubature/NC_0_0.IM
old mode 100755
new mode 100644
diff --git a/cubature/QUAD_17.IM b/cubature/QUAD_17.IM
old mode 100755
new mode 100644
diff --git a/cubature/QUAD_2.IM b/cubature/QUAD_2.IM
old mode 100755
new mode 100644
diff --git a/cubature/QUAD_3.IM b/cubature/QUAD_3.IM
old mode 100755
new mode 100644
diff --git a/cubature/QUAD_5.IM b/cubature/QUAD_5.IM
old mode 100755
new mode 100644
diff --git a/cubature/QUAD_7.IM b/cubature/QUAD_7.IM
old mode 100755
new mode 100644
diff --git a/cubature/QUAD_9.IM b/cubature/QUAD_9.IM
old mode 100755
new mode 100644
diff --git a/cubature/SIMPLEX4D_3.IM b/cubature/SIMPLEX4D_3.IM
old mode 100755
new mode 100644
diff --git a/cubature/TETRA_1.IM b/cubature/TETRA_1.IM
old mode 100755
new mode 100644
diff --git a/cubature/TETRA_2.IM b/cubature/TETRA_2.IM
old mode 100755
new mode 100644
diff --git a/cubature/TETRA_3.IM b/cubature/TETRA_3.IM
old mode 100755
new mode 100644
diff --git a/cubature/TETRA_5.IM b/cubature/TETRA_5.IM
old mode 100755
new mode 100644
diff --git a/cubature/TETRA_6.IM b/cubature/TETRA_6.IM
old mode 100755
new mode 100644
diff --git a/cubature/TETRA_8.IM b/cubature/TETRA_8.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_1.IM b/cubature/TRIANGLE_1.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_10.IM b/cubature/TRIANGLE_10.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_13.IM b/cubature/TRIANGLE_13.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_17.IM b/cubature/TRIANGLE_17.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_19.IM b/cubature/TRIANGLE_19.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_2.IM b/cubature/TRIANGLE_2.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_3.IM b/cubature/TRIANGLE_3.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_4.IM b/cubature/TRIANGLE_4.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_5.IM b/cubature/TRIANGLE_5.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_6.IM b/cubature/TRIANGLE_6.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_7.IM b/cubature/TRIANGLE_7.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_8.IM b/cubature/TRIANGLE_8.IM
old mode 100755
new mode 100644
diff --git a/cubature/TRIANGLE_9.IM b/cubature/TRIANGLE_9.IM
old mode 100755
new mode 100644
diff --git a/cubature/getfem_im_list.h b/cubature/getfem_im_list.h
deleted file mode 100644
index 3c96002..0000000
--- a/cubature/getfem_im_list.h
+++ /dev/null
@@ -1,4647 +0,0 @@
-// This file is generated by make_getfem_list
-
-/*===========================================================================
-
- Copyright (C) 2002-2012 Yves Renard
-
- This file is a part of GETFEM++
-
- Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
- under  the  terms  of the  GNU  Lesser General Public License as published
- by  the  Free Software Foundation;  either version 2.1 of the License,  or
- (at your option) any later version.
- This program  is  distributed  in  the  hope  that it will be useful,  but
- WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
- or  FITNESS  FOR  A PARTICULAR PURPOSE.  See the GNU Lesser General Public
- License for more details.
- You  should  have received a copy of the GNU Lesser General Public License
- along  with  this program;  if not, write to the Free Software Foundation,
- Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
-
- As a special exception, you  may use  this file  as it is a part of a free
- software  library  without  restriction.  Specifically,  if   other  files
- instantiate  templates  or  use macros or inline functions from this file,
- or  you compile this  file  and  link  it  with other files  to produce an
- executable, this file  does  not  by itself cause the resulting executable
- to be covered  by the GNU Lesser General Public License.  This   exception
- does not  however  invalidate  any  other  reasons why the executable file
- might be covered by the GNU Lesser General Public License.
-
-===========================================================================*/
-
-/**\file getfem_im_list.h
-   \brief  This file is generated by make_getfem_list*/
-
-
-
-namespace getfem {
-
-
-  struct im_desc {
-      const char *method_name;
-      const char *geotrans_name;
-      size_type nb_points;
-      size_type firstreal;
-      size_type firstface;
-      size_type firsttype;
-  };
-
-
-  static const int NB_IM=132;
-
-  static im_desc im_desc_tab[NB_IM] = {
-    {"IM_CUBE4D(5)", "GT_QK(4,1)", 2, 0, 0, 0},
-    {"IM_CUBE4D(9)", "GT_QK(4,1)", 6, 10, 8, 2},
-    {"IM_GAUSS1D(11)", "GT_PK(1,1)", 3, 40, 16, 8},
-    {"IM_GAUSS1D(13)", "GT_PK(1,1)", 4, 46, 18, 11},
-    {"IM_GAUSS1D(15)", "GT_PK(1,1)", 4, 54, 20, 15},
-    {"IM_GAUSS1D(17)", "GT_PK(1,1)", 5, 62, 22, 19},
-    {"IM_GAUSS1D(19)", "GT_PK(1,1)", 5, 72, 24, 24},
-    {"IM_GAUSS1D(1)", "GT_PK(1,1)", 1, 82, 26, 29},
-    {"IM_GAUSS1D(21)", "GT_PK(1,1)", 6, 84, 28, 30},
-    {"IM_GAUSS1D(23)", "GT_PK(1,1)", 6, 96, 30, 36},
-    {"IM_GAUSS1D(25)", "GT_PK(1,1)", 7, 108, 32, 42},
-    {"IM_GAUSS1D(27)", "GT_PK(1,1)", 7, 122, 34, 49},
-    {"IM_GAUSS1D(29)", "GT_PK(1,1)", 8, 136, 36, 56},
-    {"IM_GAUSS1D(31)", "GT_PK(1,1)", 8, 152, 38, 64},
-    {"IM_GAUSS1D(33)", "GT_PK(1,1)", 9, 168, 40, 72},
-    {"IM_GAUSS1D(35)", "GT_PK(1,1)", 9, 186, 42, 81},
-    {"IM_GAUSS1D(37)", "GT_PK(1,1)", 10, 204, 44, 90},
-    {"IM_GAUSS1D(39)", "GT_PK(1,1)", 10, 224, 46, 100},
-    {"IM_GAUSS1D(3)", "GT_PK(1,1)", 1, 244, 48, 110},
-    {"IM_GAUSS1D(41)", "GT_PK(1,1)", 11, 246, 50, 111},
-    {"IM_GAUSS1D(43)", "GT_PK(1,1)", 11, 268, 52, 122},
-    {"IM_GAUSS1D(45)", "GT_PK(1,1)", 12, 290, 54, 133},
-    {"IM_GAUSS1D(47)", "GT_PK(1,1)", 12, 314, 56, 145},
-    {"IM_GAUSS1D(49)", "GT_PK(1,1)", 13, 338, 58, 157},
-    {"IM_GAUSS1D(51)", "GT_PK(1,1)", 13, 364, 60, 170},
-    {"IM_GAUSS1D(53)", "GT_PK(1,1)", 14, 390, 62, 183},
-    {"IM_GAUSS1D(55)", "GT_PK(1,1)", 14, 418, 64, 197},
-    {"IM_GAUSS1D(57)", "GT_PK(1,1)", 15, 446, 66, 211},
-    {"IM_GAUSS1D(59)", "GT_PK(1,1)", 15, 476, 68, 226},
-    {"IM_GAUSS1D(5)", "GT_PK(1,1)", 2, 506, 70, 241},
-    {"IM_GAUSS1D(61)", "GT_PK(1,1)", 16, 510, 72, 243},
-    {"IM_GAUSS1D(63)", "GT_PK(1,1)", 16, 542, 74, 259},
-    {"IM_GAUSS1D(65)", "GT_PK(1,1)", 17, 574, 76, 275},
-    {"IM_GAUSS1D(67)", "GT_PK(1,1)", 17, 608, 78, 292},
-    {"IM_GAUSS1D(69)", "GT_PK(1,1)", 18, 642, 80, 309},
-    {"IM_GAUSS1D(71)", "GT_PK(1,1)", 18, 678, 82, 327},
-    {"IM_GAUSS1D(73)", "GT_PK(1,1)", 19, 714, 84, 345},
-    {"IM_GAUSS1D(75)", "GT_PK(1,1)", 19, 752, 86, 364},
-    {"IM_GAUSS1D(77)", "GT_PK(1,1)", 20, 790, 88, 383},
-    {"IM_GAUSS1D(79)", "GT_PK(1,1)", 20, 830, 90, 403},
-    {"IM_GAUSS1D(7)", "GT_PK(1,1)", 2, 870, 92, 423},
-    {"IM_GAUSS1D(81)", "GT_PK(1,1)", 21, 874, 94, 425},
-    {"IM_GAUSS1D(83)", "GT_PK(1,1)", 21, 916, 96, 446},
-    {"IM_GAUSS1D(85)", "GT_PK(1,1)", 22, 958, 98, 467},
-    {"IM_GAUSS1D(87)", "GT_PK(1,1)", 22, 1002, 100, 489},
-    {"IM_GAUSS1D(89)", "GT_PK(1,1)", 23, 1046, 102, 511},
-    {"IM_GAUSS1D(91)", "GT_PK(1,1)", 23, 1092, 104, 534},
-    {"IM_GAUSS1D(93)", "GT_PK(1,1)", 24, 1138, 106, 557},
-    {"IM_GAUSS1D(95)", "GT_PK(1,1)", 24, 1186, 108, 581},
-    {"IM_GAUSS1D(97)", "GT_PK(1,1)", 25, 1234, 110, 605},
-    {"IM_GAUSS1D(99)", "GT_PK(1,1)", 25, 1284, 112, 630},
-    {"IM_GAUSS1D(9)", "GT_PK(1,1)", 3, 1334, 114, 655},
-    {"IM_GAUSSLOBATTO1D(11)", "GT_PK(1,1)", 4, 1340, 116, 658},
-    {"IM_GAUSSLOBATTO1D(13)", "GT_PK(1,1)", 4, 1348, 118, 662},
-    {"IM_GAUSSLOBATTO1D(15)", "GT_PK(1,1)", 5, 1356, 120, 666},
-    {"IM_GAUSSLOBATTO1D(17)", "GT_PK(1,1)", 5, 1366, 122, 671},
-    {"IM_GAUSSLOBATTO1D(19)", "GT_PK(1,1)", 6, 1376, 124, 676},
-    {"IM_GAUSSLOBATTO1D(1)", "GT_PK(1,1)", 1, 1388, 126, 682},
-    {"IM_GAUSSLOBATTO1D(21)", "GT_PK(1,1)", 6, 1390, 128, 683},
-    {"IM_GAUSSLOBATTO1D(23)", "GT_PK(1,1)", 7, 1402, 130, 689},
-    {"IM_GAUSSLOBATTO1D(25)", "GT_PK(1,1)", 7, 1416, 132, 696},
-    {"IM_GAUSSLOBATTO1D(27)", "GT_PK(1,1)", 8, 1430, 134, 703},
-    {"IM_GAUSSLOBATTO1D(29)", "GT_PK(1,1)", 8, 1446, 136, 711},
-    {"IM_GAUSSLOBATTO1D(31)", "GT_PK(1,1)", 9, 1462, 138, 719},
-    {"IM_GAUSSLOBATTO1D(33)", "GT_PK(1,1)", 9, 1480, 140, 728},
-    {"IM_GAUSSLOBATTO1D(35)", "GT_PK(1,1)", 10, 1498, 142, 737},
-    {"IM_GAUSSLOBATTO1D(37)", "GT_PK(1,1)", 10, 1518, 144, 747},
-    {"IM_GAUSSLOBATTO1D(39)", "GT_PK(1,1)", 11, 1538, 146, 757},
-    {"IM_GAUSSLOBATTO1D(3)", "GT_PK(1,1)", 2, 1560, 148, 768},
-    {"IM_GAUSSLOBATTO1D(41)", "GT_PK(1,1)", 11, 1564, 150, 770},
-    {"IM_GAUSSLOBATTO1D(43)", "GT_PK(1,1)", 12, 1586, 152, 781},
-    {"IM_GAUSSLOBATTO1D(45)", "GT_PK(1,1)", 12, 1610, 154, 793},
-    {"IM_GAUSSLOBATTO1D(47)", "GT_PK(1,1)", 13, 1634, 156, 805},
-    {"IM_GAUSSLOBATTO1D(49)", "GT_PK(1,1)", 13, 1660, 158, 818},
-    {"IM_GAUSSLOBATTO1D(51)", "GT_PK(1,1)", 14, 1686, 160, 831},
-    {"IM_GAUSSLOBATTO1D(53)", "GT_PK(1,1)", 14, 1714, 162, 845},
-    {"IM_GAUSSLOBATTO1D(55)", "GT_PK(1,1)", 15, 1742, 164, 859},
-    {"IM_GAUSSLOBATTO1D(57)", "GT_PK(1,1)", 15, 1772, 166, 874},
-    {"IM_GAUSSLOBATTO1D(59)", "GT_PK(1,1)", 16, 1802, 168, 889},
-    {"IM_GAUSSLOBATTO1D(5)", "GT_PK(1,1)", 2, 1834, 170, 905},
-    {"IM_GAUSSLOBATTO1D(61)", "GT_PK(1,1)", 16, 1838, 172, 907},
-    {"IM_GAUSSLOBATTO1D(63)", "GT_PK(1,1)", 17, 1870, 174, 923},
-    {"IM_GAUSSLOBATTO1D(65)", "GT_PK(1,1)", 17, 1904, 176, 940},
-    {"IM_GAUSSLOBATTO1D(67)", "GT_PK(1,1)", 18, 1938, 178, 957},
-    {"IM_GAUSSLOBATTO1D(69)", "GT_PK(1,1)", 18, 1974, 180, 975},
-    {"IM_GAUSSLOBATTO1D(71)", "GT_PK(1,1)", 19, 2010, 182, 993},
-    {"IM_GAUSSLOBATTO1D(73)", "GT_PK(1,1)", 19, 2048, 184, 1012},
-    {"IM_GAUSSLOBATTO1D(75)", "GT_PK(1,1)", 20, 2086, 186, 1031},
-    {"IM_GAUSSLOBATTO1D(77)", "GT_PK(1,1)", 20, 2126, 188, 1051},
-    {"IM_GAUSSLOBATTO1D(79)", "GT_PK(1,1)", 21, 2166, 190, 1071},
-    {"IM_GAUSSLOBATTO1D(7)", "GT_PK(1,1)", 3, 2208, 192, 1092},
-    {"IM_GAUSSLOBATTO1D(81)", "GT_PK(1,1)", 21, 2214, 194, 1095},
-    {"IM_GAUSSLOBATTO1D(83)", "GT_PK(1,1)", 22, 2256, 196, 1116},
-    {"IM_GAUSSLOBATTO1D(85)", "GT_PK(1,1)", 22, 2300, 198, 1138},
-    {"IM_GAUSSLOBATTO1D(87)", "GT_PK(1,1)", 23, 2344, 200, 1160},
-    {"IM_GAUSSLOBATTO1D(89)", "GT_PK(1,1)", 23, 2390, 202, 1183},
-    {"IM_GAUSSLOBATTO1D(91)", "GT_PK(1,1)", 24, 2436, 204, 1206},
-    {"IM_GAUSSLOBATTO1D(93)", "GT_PK(1,1)", 24, 2484, 206, 1230},
-    {"IM_GAUSSLOBATTO1D(95)", "GT_PK(1,1)", 25, 2532, 208, 1254},
-    {"IM_GAUSSLOBATTO1D(97)", "GT_PK(1,1)", 25, 2582, 210, 1279},
-    {"IM_GAUSSLOBATTO1D(99)", "GT_PK(1,1)", 26, 2632, 212, 1304},
-    {"IM_GAUSSLOBATTO1D(9)", "GT_PK(1,1)", 3, 2684, 214, 1330},
-    {"IM_HEXAHEDRON(11)", "GT_QK(3,1)", 7, 2690, 216, 1333},
-    {"IM_HEXAHEDRON(5)", "GT_QK(3,1)", 2, 2718, 222, 1340},
-    {"IM_HEXAHEDRON(9)", "GT_QK(3,1)", 5, 2726, 228, 1342},
-    {"IM_NC(0,0)", "GT_PK(0,0)", 1, 2746, 234, 1347},
-    {"IM_QUAD(17)", "GT_QK(2,1)", 10, 2747, 234, 1348},
-    {"IM_QUAD(2)", "GT_QK(2,1)", 3, 2777, 238, 1358},
-    {"IM_QUAD(3)", "GT_QK(2,1)", 1, 2786, 242, 1361},
-    {"IM_QUAD(5)", "GT_QK(2,1)", 3, 2789, 246, 1362},
-    {"IM_QUAD(7)", "GT_QK(2,1)", 3, 2798, 250, 1365},
-    {"IM_QUAD(9)", "GT_QK(2,1)", 6, 2807, 254, 1368},
-    {"IM_SIMPLEX4D(3)", "GT_PK(4,1)", 2, 2825, 258, 1374},
-    {"IM_TETRAHEDRON(1)", "GT_PK(3,1)", 1, 2835, 263, 1376},
-    {"IM_TETRAHEDRON(2)", "GT_PK(3,1)", 1, 2839, 267, 1377},
-    {"IM_TETRAHEDRON(3)", "GT_PK(3,1)", 2, 2843, 271, 1378},
-    {"IM_TETRAHEDRON(5)", "GT_PK(3,1)", 4, 2851, 275, 1380},
-    {"IM_TETRAHEDRON(6)", "GT_PK(3,1)", 4, 2867, 279, 1384},
-    {"IM_TETRAHEDRON(8)", "GT_PK(3,1)", 7, 2883, 283, 1388},
-    {"IM_TRIANGLE(10)", "GT_PK(2,1)", 6, 2911, 287, 1395},
-    {"IM_TRIANGLE(13)", "GT_PK(2,1)", 37, 2929, 290, 1401},
-    {"IM_TRIANGLE(17)", "GT_PK(2,1)", 61, 3040, 293, 1438},
-    {"IM_TRIANGLE(19)", "GT_PK(2,1)", 73, 3223, 296, 1499},
-    {"IM_TRIANGLE(1)", "GT_PK(2,1)", 1, 3442, 299, 1572},
-    {"IM_TRIANGLE(2)", "GT_PK(2,1)", 1, 3445, 302, 1573},
-    {"IM_TRIANGLE(3)", "GT_PK(2,1)", 2, 3448, 305, 1574},
-    {"IM_TRIANGLE(4)", "GT_PK(2,1)", 2, 3454, 308, 1576},
-    {"IM_TRIANGLE(5)", "GT_PK(2,1)", 3, 3460, 311, 1578},
-    {"IM_TRIANGLE(6)", "GT_PK(2,1)", 3, 3469, 314, 1581},
-    {"IM_TRIANGLE(7)", "GT_PK(2,1)", 4, 3478, 317, 1584},
-    {"IM_TRIANGLE(8)", "GT_PK(2,1)", 5, 3490, 320, 1588},
-    {"IM_TRIANGLE(9)", "GT_PK(2,1)", 6, 3505, 323, 1593},
-  };
-
-  static const int NB_IMR=3523; 
-
-  static const char * im_desc_real[NB_IMR] = {
-    // IM_CUBE4D(5)
-
-  ".9472135954999579392818347337462550",
-  ".5000000000000000000000000000000000",
-  ".5000000000000000000000000000000000",
-  ".5000000000000000000000000000000000",
-  ".0694444444444444444444444444444443",
-  ".8535533905932737622004221810524245",
-  ".8535533905932737622004221810524245",
-  ".8535533905932737622004221810524245",
-  ".8535533905932737622004221810524245",
-  ".0277777777777777777777777777777777",
-    // IM_CUBE4D(9)
-
-  ".5000000000000000000000000000000000",
-  ".5000000000000000000000000000000000",
-  ".5000000000000000000000000000000000",
-  ".5000000000000000000000000000000000",
-  "-.1188190337123157276190528324946187",
-  ".7862262698859065681937539899765865",
-  ".5000000000000000000000000000000000",
-  ".5000000000000000000000000000000000",
-  ".5000000000000000000000000000000000",
-  ".0499486076365920058340898066793095",
-  ".9986896251736089652064035531296960",
-  ".9986896251736089652064035531296960",
-  ".5000000000000000000000000000000000",
-  ".5000000000000000000000000000000000",
-  ".0020172156696163625491233219281849",
-  ".8972839260992424387132917896649810",
-  ".8972839260992424387132917896649810",
-  ".8972839260992424387132917896649810",
-  ".5000000000000000000000000000000000",
-  ".0061981539685801749952003251303653",
-  ".9590240438009825431508991023300510",
-  ".9590240438009825431508991023300510",
-  ".9590240438009825431508991023300510",
-  ".9590240438009825431508991023300510",
-  ".0010517384819698170066364425704555",
-  ".7329438624669667186446168650628540",
-  ".7329438624669667186446168650628540",
-  ".7329438624669667186446168650628540",
-  ".9547931157691535763471652940742300",
-  ".0071195039662922548096059557419487",
-    // IM_GAUSS1D(11)
-
-  ".33765242898423986093849222753002695432617131143855087563725e-1",
-  ".856622461895851725201480710863664467634112507420219911993179e-1",
-  ".169395306766867743169300202490047326496775717802414964592736",
-  ".180380786524069303784916756918858055830760946373372741144878",
-  ".380690406958401545684749139159644032290694684929989324909302",
-  ".233956967286345523694935171994775497405827802884605267655812",
-    // IM_GAUSS1D(13)
-
-  ".25446043828620737736905157976074368799614531164691108225616e-1",
-  ".647424830844348466353057163395410091642937011299733319885768e-1",
-  ".129234407200302780068067613359605796462926176429304869940022",
-  ".139852695744638333950733885711889791243462532613299382268506",
-  ".297077424311301416546696793961519268326308992950314936806478",
-  ".190915025252559472475184887744487566939182541766931367375543",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".208979591836734693877551020408163265306122448979591836734694",
-    // IM_GAUSS1D(15)
-
-  ".19855071751231884158219565715263504785882382849273980864180e-1",
-  ".506142681451881295762656771549810950576970455258424785295031e-1",
-  ".101666761293186630204223031762084781581414134192017583964915",
-  ".111190517226687235272177997213120442215065435025624782362954",
-  ".237233795041835507091130475405376825479017878439803571124572",
-  ".156853322938943643668981100993300656630164499501367468845132",
-  ".408282678752175097530261928819908009666621093543513108841406",
-  ".181341891689180991482575224638597806097073019947165270262411",
-    // IM_GAUSS1D(17)
-
-  ".15919880246186955082211898548163564975297599754037335224988e-1",
-  ".406371941807872059859460790552618253378308603912053753555203e-1",
-  ".81984446336682102850285105965132561727946640937662001947814e-1",
-  ".903240803474287020292360156214564047571689108660202422491541e-1",
-  ".193314283649704801345648980329262907607139697529717653563594",
-  ".130305348201467731159371434709316424885920102218649975969984",
-  ".337873288298095535480730992678331695714021869631513455586476",
-  ".156173538520001420034315203292221832799377430630952322777001",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".165119677500629881582262534643487024439405391786344167296548",
-    // IM_GAUSS1D(19)
-
-  ".13046735741414139961017993957773973285865026653808940384394e-1",
-  ".333356721543440687967844049466658964289324171600790725643390e-1",
-  ".67468316655507744633951655788253475736228492517334773739020e-1",
-  ".747256745752902965728881698288486662012783198347136839179021e-1",
-  ".160295215850487796882836317442563212115352644082595266167592",
-  ".109543181257991021997767467114081596229385935261338544940551",
-  ".283302302935376404600367028417107918899964081171876751748649",
-  ".134633359654998177545613460784734676429879969230441897900290",
-  ".425562830509184394557586999435140007691217570289654152146006",
-  ".147762112357376435086946497325669164710523358513426800677155",
-    // IM_GAUSS1D(1)
-
-  ".500000000000000000000000000000000000000000000000000000000000",
-  "1.",
-    // IM_GAUSS1D(21)
-
-  ".10885670926971503598030999438571304614288795540107792287100e-1",
-  ".278342835580868332413768602212742893642578128484490741742171e-1",
-  ".56468700115952350462421115348036366684162124387342807516294e-1",
-  ".627901847324523123173471496119700500988078956977017503318812e-1",
-  ".134923997212975337953291873984423270975178468986934844010811",
-  ".931451054638671257130488207158279458456423740201017058907873e-1",
-  ".240451935396594092037137165270695222759886442440035755489538",
-  ".116596882295995239959261852421587569715899086158479254513645",
-  ".365228422023827513834234007299569237660189068780473859188037",
-  ".131402272255123331090344434945254597686382338801572278190025",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".136462543388950315357241764168171094578020984947391873798800",
-    // IM_GAUSS1D(23)
-
-  ".9219682876640374654725454925359588519922400093134244768659e-2",
-  ".235876681932559135973079807425085301585145369974235447802636e-1",
-  ".47941371814762571660767066940451903731201645393351226722962e-1",
-  ".534696629976592154801273590969981121072850867351624400025028e-1",
-  ".115048662902847656481553083393590962007537124990534181167790",
-  ".800391642716731131673262647716795359360058652454320889552036e-1",
-  ".206341022856691276351648790529732859815450742975973759244864",
-  ".101583713361532960874532227904899188253259073637295073199278",
-  ".316084250500909903123654231678141219371819929332295189344100",
-  ".116746268269177404380424949462439028129704986099877437365261",
-  ".437383295744265542263779315268073435008301541847277863393539",
-  ".124573522906701392500281218021475605415230451284809415697675",
-    // IM_GAUSS1D(25)
-
-  ".7908472640705925263585275596445194467504719037062545652996e-2",
-  ".202420023826579397600107961004930300209932728724944340674059e-1",
-  ".41200800388511017396726081749640243804762604944158352052358e-1",
-  ".460607499188642239572108879768985604618419999311184195442782e-1",
-  ".99210954633345043602896755208570054847192137604749985051308e-1",
-  ".694367551098936192318008884344357338109313591316491138226614e-1",
-  ".178825330279829889678007696502242174964151300869211571305429",
-  ".890729903809728691400233459980489977564063253305082514933362e-1",
-  ".275753624481776573561043573936180066099039166279121060520858",
-  ".103908023768444251156261609653026381693291304599751774609572",
-  ".384770842022432602967235939451005582394228812058234418265370",
-  ".113141590131448619206045093019888309217378868807778509932485",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".116275776615436955097294757634417974078313738653398993059332",
-    // IM_GAUSS1D(27)
-
-  ".6858095651593830579201366647973599161954296380387059177964e-2",
-  ".175597301658759315159164380690958903098528046385636382909002e-1",
-  ".35782558168213241331804430311062867761480394795081190641019e-1",
-  ".400790435798801049028166385314271547918488926972973826023319e-1",
-  ".86399342465117503405102628674802519480149449262459409219646e-1",
-  ".607592853439515923447074045362383129783346728450373361465086e-1",
-  ".156353547594157264925990098490332931230799393626414662190367",
-  ".786015835790967672848009693119210783028340186686616874843807e-1",
-  ".242375681820922954017354640724405668845557358715346981524248",
-  ".927691987389689068708582950625785181244613014686658295099871e-1",
-  ".340443815536055119782164087915762266582869398233078021701675",
-  ".102599231860647801982962032830609027855169530654709725858446",
-  ".445972525646328168966877674890082626194024197262881221479590",
-  ".107631926731578895097938221658130017637498779027064400109889",
-    // IM_GAUSS1D(29)
-
-  ".6003740989757285755217140706693709426513591438119255000001e-2",
-  ".153766209980586341773141967886022088608740724167170371332114e-1",
-  ".31363303799647047846120526144895264378001863242347771049318e-1",
-  ".351830237440540623546337082253336692333540163771653599145555e-1",
-  ".75896708294786391899675839612891574316871912631503682952136e-1",
-  ".535796102335859675059347733429346517077718578790509903459543e-1",
-  ".137791134319914976291906972693030995184550352707948718224288",
-  ".697853389630771572239023972555141612604251376577556216003480e-1",
-  ".214513913695730576231386631373044679380806801858625197573368",
-  ".831346029084969667766004302406044055654500900492064536609347e-1",
-  ".302924326461218315051396314509477265818623611920650872484418",
-  ".930805000077811055134002809332114122531130061389642014077767e-1",
-  ".399402953001282738849685848302701896093581772768681160192025",
-  ".992157426635557882280591632219196624093462799787709967423680e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".101289120962780636440310099983759657419331079004738678398352",
-    // IM_GAUSS1D(31)
-
-  ".5299532504175033701922913274833686286862964171177434974388e-2",
-  ".135762297058770474258902862280090517561336877833803989881559e-1",
-  ".27712488463383711961005792232695827454430363704463699537223e-1",
-  ".311267619693239464314219184971888471374932541764534289453924e-1",
-  ".67184398806084128059766051143803433806332307576236645948244e-1",
-  ".475792558412463924049625538011231131776317515918563290816126e-1",
-  ".122297795822498483052449402576278865823093171771248495109122",
-  ".623144856277669360262381410960082100724434296111013399734514e-1",
-  ".191061877798678125776664117975604490504058891117171102948102",
-  ".747979944082883660407508652737392744852455341039182334031950e-1",
-  ".270991611171386306828790278508211213229984193482238254549422",
-  ".845782596975012690946560395151799811058197367080141408725981e-1",
-  ".359198224610370543384769749269751946756965254614700099725582",
-  ".913017075224617944333818339846099696917781118273246412092481e-1",
-  ".452493745081181279907340332287520968434823472155467271651390",
-  ".947253052275342481426983616041415525734544941979514875187562e-1",
-    // IM_GAUSS1D(33)
-
-  ".4712262342791332162282990029667361746105074770217848608046e-2",
-  ".120741514342739659800550131437826623458486579725126391475006e-1",
-  ".24662239115616119388641521052098489278307476720445646165016e-1",
-  ".277297646869936005647200826791223302564231259766144234813529e-1",
-  ".59880423136507048938522152755922153688291591032786049824045e-1",
-  ".425180741585895904417676850955310369252456946092527378620328e-1",
-  ".109242998051599296537384972239761974888013763629715743743342",
-  ".559419235967019855473941928131779633679217121315385250049005e-1",
-  ".171164420391654617074848891678498832426097054262013378097384",
-  ".675681842342627366431599908511750986860629266172445101892847e-1",
-  ".243654731456761516056876715685224062708538138794413547043634",
-  ".770228805384051440407157974009793059702415292355089671931906e-1",
-  ".324384118273061842351407241452326997479730124212162488340420",
-  ".840020510782250222549853318941615775105990644825370071349659e-1",
-  ".410757909252076072074661253172967221262290333654237178218524",
-  ".882813526834963231626354950565986195754622090003740590215712e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".897232351781032627291328221309428107243901599488342618338347e-1",
-    // IM_GAUSS1D(35)
-
-  ".4217415789534526634991997646924614873710531577280153540162e-2",
-  ".108080067632416551566713551332262346938426157377949727896348e-1",
-  ".22088025214301122409402053535111845013577932594346760577306e-1",
-  ".248572744474848982266674731013193208404331230644551011256253e-1",
-  ".53698766751222130396969704436427242296052364323850892906267e-1",
-  ".382128651274445282645648388083182628026589531041791437164298e-1",
-  ".98147520513738442158791272492704601448350539194038759124786e-1",
-  ".504710220531435827814069924624173035314005694438394508044142e-1",
-  ".154156478469823396062554459355575805273864713591246120548918",
-  ".612776033557392300922595634001007776140819486667195485792206e-1",
-  ".220114584463026232696064225737335431536186757114645291680006",
-  ".703214573353253256023656518759736140477512051654862799412761e-1",
-  ".294124419268578676982034103083474181460505158939987244359426",
-  ".773423375631326224627090019181873860966091981336770863333095e-1",
-  ".374056887154247245205513572561044384918569117170179770989864",
-  ".821382418729163614930268882329637952061694769986764766222611e-1",
-  ".457612493479132349378869073532108094133341306546955039978318",
-  ".845711914815717959203282350674933051670529096851719401349378e-1",
-    // IM_GAUSS1D(37)
-
-  ".3796578078207798405491164873369753205341799298394606660160e-2",
-  ".973089411486323851815602073221921787645330453464332054134874e-2",
-  ".19895923932584984573610579656174236692454248362930947041092e-1",
-  ".224071133828498001664190787009971059758771137339288010608783e-1",
-  ".48422048192591049178669535733843756095303032971322091152484e-1",
-  ".345222713688206132903541290030065224809240158438065655866051e-1",
-  ".88642671731428587510538756643643049112730756896584979315068e-1",
-  ".457450108112249997322310470619198263304558256482993923397750e-1",
-  ".139516911332385310691452069588109185171429083545666612530705",
-  ".557833227736669973580119508408829987406659269199468877610763e-1",
-  ".199727347669159488265180917526880360065838958633853716206706",
-  ".643769812696681138377578924284385585279197885467315172753363e-1",
-  ".267714629312019527141366425947948816011857142687931701507846",
-  ".713033510868033058878730547209514862378341724122369304633874e-1",
-  ".341717950018185084004941335575077541053857390433556377422136",
-  ".763830210329298333894277004488314992305041336182143117615432e-1",
-  ".419820677179887312065951942129628225247563249764562310562678",
-  ".794844216969771738249782197325236008393900790975630478755874e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".805272249243918479895818126604583675199512792892584510641616e-1",
-    // IM_GAUSS1D(39)
-
-  ".3435700407452537606938805764339860888676434549172051925908e-2",
-  ".880700356957605915593098117592640818107155277166836617087430e-2",
-  ".18014036361043104366166934401361389043969836096905571968231e-1",
-  ".203007149001934706655199761374660549395453199949757681496613e-1",
-  ".43882785874337047066123779398350943475407601288154112602059e-1",
-  ".313360241670545317847532675935208031758005382892181820840377e-1",
-  ".80441514088890588302735469149239657335185317467181313373754e-1",
-  ".416383707883523743623790716110231030500889142915816454573766e-1",
-  ".126834046769924603692847464822179204844634660215411777930227",
-  ".509650599086202175183750677401749380833458280116962781486420e-1",
-  ".181973159636742487273581651886857031628305441600315768030276",
-  ".590972659807592086561886888556911435025206097744843877255830e-1",
-  ".244566499024586450997817974522374500787254335398786583263826",
-  ".658443192245883134492472498740815674580552555734917634980915e-1",
-  ".313146955642290219663725911487536381302126839147158644086026",
-  ".710480546591910256646491625335824665172577066960101516687970e-1",
-  ".386107074429177460959751902315712687628455531158536263842682",
-  ".745864932363018733939143685009847183463399520406841582481140e-1",
-  ".461736739433251333122679795300580894497601866593251249597602",
-  ".763766935653629253490421659775487967459743225561892986373505e-1",
-    // IM_GAUSS1D(3)
-
-  ".211324865405187117745425609749021272176199124364936561990699",
-  ".5",
-    // IM_GAUSS1D(41)
-
-  ".3123914689805249869878982031029535403330772608835407209563e-2",
-  ".800861412888716666211230842923550763294521105895124102838633e-2",
-  ".16386580716846852841688892546152419287653156335076575023514e-1",
-  ".184768948854262468999753341496648330944721540743649187233885e-1",
-  ".39950332924799585604906433142515552920426195175889151411932e-1",
-  ".285672127134286041418179132362239787456437984131280205911233e-1",
-  ".73318317708341358176374680706216164861947098410328014628504e-1",
-  ".380500568141896510085258266500915896130771762119830142722936e-1",
-  ".115780018262161045692061074346885982589511647114315224565636",
-  ".467222117280169307766448705569660442417633236807964225415575e-1",
-  ".166430597901293840347016665004830418701485328344298578762266",
-  ".543986495835741888317372890350528210168497978969281652914971e-1",
-  ".224190582056390096470490601637843356688969887884660167497847",
-  ".609157080268642670976835885628667991781688127807687251170733e-1",
-  ".287828939896280608213165555728105973951777384080182707887871",
-  ".661344693166687308905262872483878021645057700715784116087933e-1",
-  ".355989341598799451699603741967699840045490868176983385622859",
-  ".699436973955365773610667119337915554463965804774598021868743e-1",
-  ".427219072919552454531484508830656834941836987781031121289256",
-  ".722622019949850295319135832768762718049749810985499173762376e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".730405668248452135959925738416855941224047884709827220536614e-1",
-    // IM_GAUSS1D(43)
-
-  ".2852707258800353963484289419350509803472900801984232511488e-2",
-  ".731399764913610034249554902359272259510597456216186396383505e-2",
-  ".14969751082285636438024506617365644597015538431098515220131e-1",
-  ".168874507924070773966511234329564506745846572372373303338209e-1",
-  ".36521613906412999739653530370473401682335173313974008977714e-1",
-  ".261466675763416429701560256366056280560750467846181572502817e-1",
-  ".67093711139849931731787181490310635457601622205776921936454e-1",
-  ".348982342122602440474807094651088286993875264775402636205681e-1",
-  ".106091597010395918997861022295824239305910664334218420939154",
-  ".429708031085338637072218406863514330945722026745398918192088e-1",
-  ".152756368406658609974655082118871614366328855011282419439133",
-  ".502070722214404824660394189152681411754055443838498128712705e-1",
-  ".206179798246544203520561536180676325561192198213141080114983",
-  ".564661480402696091967003037108921595571316660604973521378168e-1",
-  ".265322081006621486796834644516796826952328104434631726101950",
-  ".616261884052562121427804930774072359797224995024839862136541e-1",
-  ".329032089553957887420926289786310190220413350414656328001569",
-  ".655867523935311853664824962651537229378709470940153265626250e-1",
-  ".396069786655889357260576733040227132892162445451033175165674",
-  ".682707491730075856762869156157586982931838264943430840547327e-1",
-  ".465130363340138889393079101940685959088851850259884262646659",
-  ".696259364278159966877051241709049789369601087287129290630986e-1",
-    // IM_GAUSS1D(45)
-
-  ".2615332501223938238037142277212819713186313770564789536603e-2",
-  ".670592974357088604065474672930753248830916705286861636132717e-2",
-  ".13728764390942384021987961589611312409193102323013028754372e-1",
-  ".154940029284897221553471098209422526918862644999640320879279e-1",
-  ".33514456586991948825401505480788510882149089924304614653550e-1",
-  ".240188358655423342858205358160169982806081541517558066355781e-1",
-  ".61623820864779166310921557032927164180535485019674682545300e-1",
-  ".321162107042629260635848075794554990195791378774034159176963e-1",
-  ".97555799190580053924440796501610721029284930134845988707284e-1",
-  ".396407058883594774614462623710216134568559959692032513625311e-1",
-  ".140669318434024902769187758125690575835035127434353602122610",
-  ".464578830300175737385093086848823243017300358715649469172774e-1",
-  ".190195062118176921807451344175202173306409670596453852149567",
-  ".524460457322707050370430925073719274292357915969875027409252e-1",
-  ".245249261076996225155103476066576784727578615407571188386406",
-  ".574983201112056824708217564669806507457052614647928033058239e-1",
-  ".304849480984854584289255563559697270710974574653748259390398",
-  ".615245421533647652337892003360048274079264062732352872181265e-1",
-  ".367932159514827534733065230858345198510493374902930197565460",
-  ".644528610940410749892976696998968266298577485958917462221543e-1",
-  ".433371587850766944534128658879116931494797361873308921744528",
-  ".662310197023483086858212323516584629025178347371117621612565e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".668272860930530876757285552729221692915764038184416587409683e-1",
-    // IM_GAUSS1D(47)
-
-  ".2406390001489319910001295149631594062701153701998561279200e-2",
-  ".617061489999359977340283353501864578795502044568326545155346e-2",
-  ".12635722014345250900804003495915469129408473479910640094203e-1",
-  ".142656943144668315906539079759391432245988989659540756642033e-1",
-  ".30862723998633620738175499145639275172590170961274326682486e-1",
-  ".221387194087099030843013741056691144296564209169289522942175e-1",
-  ".56792236497799482893422829008901622456333478345539979814481e-1",
-  ".296492924577183903731838792500542922706000632826067445460607e-1",
-  ".89999007013048539023025063665127395961936761166072206378010e-1",
-  ".366732407055401528670168076265582590596682549242497355925449e-1",
-  ".129937904210722817878085948450010787238353756492907271566809",
-  ".430950807659766379585926014918713335925402941189665026242442e-1",
-  ".175953174031512215373752106544626186665170850690521609850533",
-  ".488093260520569441349403322321235772139594844268429720354183e-1",
-  ".227289264305580232170812191390813814994608003706190912283193",
-  ".537221350579828173912886712233031113973143450671100108966138e-1",
-  ".283103246186977430756457884043325143773789244536015595959600",
-  ".577528340268628006766722419533917799311351556882482352912704e-1",
-  ".342478660151918312806603354340094879606760869587591365622885",
-  ".608352364639016956022315767381312128035147796019028893888088e-1",
-  ".404440566263191845420680089621465184079797448342623321925540",
-  ".629187281734141480606876912555918443632016627906727020890417e-1",
-  ".467971553568697186957478458687627480704500402289626303287824",
-  ".639690976733760784870280826123476859258556197708339412106500e-1",
-    // IM_GAUSS1D(49)
-
-  ".2221515104750951045607526553049191371218675297595914394598e-2",
-  ".569689925051314397395148205661738680166026314645485088931376e-2",
-  ".11668039270241244250842306760202966127314722342796627664506e-1",
-  ".131774933075160686309509076476495724679816408516612312539404e-1",
-  ".28512714385512830292994415170764734047399214695504929036274e-1",
-  ".204695783506531563278117438558229768304228916820521545276222e-1",
-  ".52504001060862315574478996608597522912722575123208048469149e-1",
-  ".274523479879175959629684457702366620800549927765556779346890e-1",
-  ".83278685619582999289489445653215215269517943088239606989568e-1",
-  ".340191669061784586035935928283539842773547471773182815800366e-1",
-  ".120370368481321184711358567397819511806238990550832939540805",
-  ".400703501675005090066174798345556511451128664268379473266340e-1",
-  ".163216815763265817757439683376188912058291635963625341470172",
-  ".455141309914818249057486103514458266904962794796671553576696e-1",
-  ".211168534879388516138155079193672966302132480354240871677258",
-  ".502679745335253221011034451963429134942330472640709535712704e-1",
-  ".263498634277142519738908942495403979334091130769186354546384",
-  ".542598122371318265580469785250583096700387939933610080749932e-1",
-  ".319413847095306081132089134936179666288960826478312465102710",
-  ".574291295728558241696627729347779043204680958340900747957548e-1",
-  ".378066558139505783977404818601274206797183421837007761789432",
-  ".597278817678923861140890632564505236950883507068632127598256e-1",
-  ".438567653694644801806320090595981597233897326975108130788053",
-  ".611212214951550208444797594729257529175296237815295204537932e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".615880268633577256019514365395250712191168137590758326956760e-1",
-    // IM_GAUSS1D(51)
-
-  ".2057149427191535498391520338546987021571072440220166301736e-2",
-  ".527568630867150357782559384262598895217286858984729841099277e-2",
-  ".10807277021764504449709822844036847276541718126340748757292e-1",
-  ".122089255463159543948079137598942001202479630986351638456128e-1",
-  ".26420466669142874932042358240981622739644831157842364990866e-1",
-  ".189811916471813819751515706244252473453852108720244429656440e-1",
-  ".48681069007846462891167200384394874329437997313547313722417e-1",
-  ".254879126485739059991599503620366897629396592714859626374048e-1",
-  ".77277028605750990601246469266080919213962448954335215284912e-1",
-  ".316370231647874177697268449535225478611114210063472548378178e-1",
-  ".111807025589660571903516376378858066511890871872402563918416",
-  ".373420748828298729435378980514241693193735809405203438227732e-1",
-  ".151786369790021367568093043135287651069623341104590424147722",
-  ".425229471567426196052238825399908482919601583883391380766492e-1",
-  ".196653853491190968384010626541556472782367713867045054810678",
-  ".471069001779570742318324415336515992745828729571036399104923e-1",
-  ".245779642587747141152148467637215412311846622907124593139450",
-  ".510295805472127116192070351267153961636044056771210051689654e-1",
-  ".298474122438256846759461311450558448170031295150341908705430",
-  ".542359202642882953282897133639987911447191017106533222654342e-1",
-  ".353997580257021552428582308961084851557640306518504810893828",
-  ".566809082731598332747203592212990726229751814625076069943000e-1",
-  ".411570589821554908015471125790827625011308118099367869259826",
-  ".583302217426482910223312537701811068159824406109621082300800e-1",
-  ".470384953285343396453140712400798319604882632305482208922864",
-  ".591607076396311382581855428502343423249451354144526590471604e-1",
-    // IM_GAUSS1D(53)
-
-  ".1910368555505716530556395809385004869655972217064406149182e-2",
-  ".489949802564718013057502754562954904911290946754577229389193e-2",
-  ".10038262019249388572063322169476407716178889305024618380570e-1",
-  ".113431157980903115980171032233807444063838601440832013007928e-1",
-  ".24549721092647496574045984678058553453705033257791174533092e-1",
-  ".176485268787098555112891446523558205680694447614708916400462e-1",
-  ".45258839661254447849677490895155372525977832202519520443386e-1",
-  ".237247062603075313520483550570923591123628100830923631881896e-1",
-  ".71896045990852754848631388646578601117856500698247086511405e-1",
-  ".294917684299167995551504168597658165826202953532060747291953e-1",
-  ".104114180464745886427801327946364633540299467126068243796360",
-  ".348744118831227964921614441783336380664123466284760007566007e-1",
-  ".141493263130288150352591894178830225124663973950718428674392",
-  ".398024338865288856315374795049212014880733364935014763696804e-1",
-  ".183546014026752429536132681182755693948461991215331651352444",
-  ".442115792718784750971614014268745555282683750255495550451659e-1",
-  ".229724217710271552549849529220008589520409775506409154812831",
-  ".480443636850142537828263232790529295801058147685146671995167e-1",
-  ".279425874124986559707012922155359273776157702418450305927306",
-  ".512508189088728993356238557663319046622049474573586649349515e-1",
-  ".332003048180745550134840482896357729104989990546202904637506",
-  ".537891428942665936060814922133287024094830495318823327568367e-1",
-  ".386770317280231570571380446319884914410276633535898161676686",
-  ".556262441784225963360815480214243374164601900425416335482026e-1",
-  ".443013707195235016533552508065011686413359733010929502617123",
-  ".567381730544825743101849740460496289602622594052360129482063e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".571104336894784945225228684509176243403607216750826651608737e-1",
-    // IM_GAUSS1D(55)
-
-  ".1778751213022775024781804758344504124934783951787047707164e-2",
-  ".456214129654725886940807696147585312017224554914550660120882e-2",
-  ".9348417314563623152720027096084861777922523373430845161987e-2",
-  ".105660562963856298757501904966327172256846753616427201142042e-1",
-  ".22870359685530901372949080147392205498298062956024162292643e-1",
-  ".164507138911521899888154095852660229907654087100486310071419e-1",
-  ".42183486803933963065155288335036426823751602395439245669250e-1",
-  ".221364673795021139197939388266036953074970563542834150100848e-1",
-  ".67053738712802475528872716310156597829068584607886831511226e-1",
-  ".275536728378583727157414591134727956095289821128326670648088e-1",
-  ".97179314541410414276057022287361170664149292595844165894656e-1",
-  ".326364619834997978966987833877523181768177155813035043632989e-1",
-  ".132194560993184113985927744853732815991969490003479053385736",
-  ".373231071172843895119659435865110190108179306031667214997289e-1",
-  ".171674452980567519390050911746628589215199154875035019084148",
-  ".415567086144506091951982491221662399305672067219256667584600e-1",
-  ".215139764094299140345998358321784533437643657171676386089985",
-  ".452858721965164204710930156683920649114287427272424362007250e-1",
-  ".262062887522440869482794076166282978686391927310672024295444",
-  ".484653289989649579252445030477203008825165616782308024663614e-1",
-  ".311874241955460644889321395221956508564153011478388544827824",
-  ".510564837890303849071083192528560675232900011789602704673807e-1",
-  ".363969186182410961161586821937115132587619351653238523750162",
-  ".530278829614232089552082184984054143949614813425797584154425e-1",
-  ".417715358933309614359264111054417271427137292199415911752857",
-  ".543555961291470676267857596518366839376392273330219838285650e-1",
-  ".472460355057982864786741736329060011074602004469583158127331",
-  ".550235065082375981411881328009088069783127647456158166393343e-1",
-    // IM_GAUSS1D(57)
-
-  ".1660278869701706918404233725323057174113273374559998900922e-2",
-  ".425845193937320482713190665112490150119944489925922329545331e-2",
-  ".8727247369293412564536992106811521946609025546784220487440e-2",
-  ".986604252806135299192990082019781557480328409518075681357093e-2",
-  ".21357202110956137100895981509588218131220223022951464718235e-1",
-  ".153702461010468113222042626873083748735581304843547746818040e-1",
-  ".39409883523470607453123281958446787295580328343853200765504e-1",
-  ".207010312593414180524150050570384607667453901942871416181689e-1",
-  ".62681097539948604791103289371710726544691568440479314636390e-1",
-  ".257974134512489619562971905897712989598110553230710888811999e-1",
-  ".90907256192373777505213892710607512184989219058853114431483e-1",
-  ".306015453285395692710549240119535224620322698895650786702768e-1",
-  ".123768574132761433043694961393930904893704015885506695794001",
-  ".350589666275256392847907434744395865511974443373867882904207e-1",
-  ".160892731198656742421907497304007036805868534992677418638095",
-  ".391191635678818919140724443298401656834395384798348541769259e-1",
-  ".201859101430886089810206894405505109960906594807211180763269",
-  ".427361286830862637726724246486040356908491283067966976423569e-1",
-  ".246203522437886178948686040186239923324388079807707917907468",
-  ".458688785696293816739832055385554034491145104909772856545759e-1",
-  ".293423555912995668054646706984191588338280740631843040110808",
-  ".484819170472043031509500374413443795881781389609017821339655e-1",
-  ".342984181066180032525902038404476275870775590454586259351620",
-  ".505456368799574830609102734537486818237836394262625995610741e-1",
-  ".394323856916999462746812135548531250471674591143952425980800",
-  ".520366550388646869566642356425600344553261103377338458218338e-1",
-  ".446860884933660384914508803784811509541402280352196431857112",
-  ".529380775486604707032956639260939465374156568711390199140755e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".532396908591571221232555634548387841650925158064979898764866e-1",
-    // IM_GAUSS1D(59)
-
-  ".1553257962675229864184974540652358329558980941124604945953e-2",
-  ".398409624808330280773294173733681122524034829357528462330010e-2",
-  ".8165938360126395014983709197168599029841072645144318241410e-2",
-  ".923323415554547957115106595602363454810326698408944270205290e-2",
-  ".19989067515846243891564487209101168534820391298038300257169e-1",
-  ".143923539416616846748595898056460218197944472731443139569613e-1",
-  ".36899976285362837060337861459762997956762731587335469544482e-1",
-  ".193995962848135247984009682231738460166004883831978991637044e-1",
-  ".58719732103973659228441768734887204971655426426757883965837e-1",
-  ".242013364152970264514690702114037589076359045986863096412310e-1",
-  ".85217118808615801278550940133749041780465651914829160596524e-1",
-  ".287465781088095332408608447010280643985603353608814454323822e-1",
-  ".116111283947586902541011329512748434152558191383545773396753",
-  ".329871149410902475640642575579811806187214768283302519255515e-1",
-  ".151074752603342101533853805986679965808823099673022671810138",
-  ".368779873688526031341219250110953670768852630185247067286903e-1",
-  ".189736908505378569429761221784405350396317653585235933702474",
-  ".403779476147101076773474692302648654379464018542196494999700e-1",
-  ".231687925928990050367915103344463602917910996534851447273628",
-  ".434498936005414899011937653575628512883766643717726717904837e-1",
-  ".276483115230955411609695049838572999918796203069287795122762",
-  ".460612611188930643588163535438093835984566172091170537761313e-1",
-  ".323647637234560943264481396455313069673184495989287186702908",
-  ".481843685873221298197343131759049325482032307150801229544970e-1",
-  ".372681536916055076780097435091097446058605348348740786917857",
-  ".497967102933976335313901410517847382649346318333521386106470e-1",
-  ".423065043195708226518102663628372039790724014377830769140518",
-  ".508811948742027522982144760842770223163531447435634204321297e-1",
-  ".474264078722341152083487393416638713125429273166715217872420",
-  ".514263264467794201706428183527075219341877785324641112931593e-1",
-    // IM_GAUSS1D(5)
-
-  ".112701665379258311482073460021760038916707829470840917341242",
-  ".277777777777777777777777777777777777777777777777777777777777",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".444444444444444444444444444444444444444444444444444444444443",
-    // IM_GAUSS1D(61)
-
-  ".1456259090261462972186722888448745874277332941465184603938e-2",
-  ".373541578962438792934843751610620351107542624202510562803061e-2",
-  ".7657045167423757998767416632657644530740865242678164527136e-2",
-  ".865931039515529123157899804341057068313643138399752792839955e-2",
-  ".18748037453525169105473797947070849051390257423720811613324e-1",
-  ".135045095924897109003043540459660780711783230010616525163947e-1",
-  ".34621501051675917521527120135368243593301156370958981772332e-1",
-  ".182161369561927320121960052339017211635726660238338723735577e-1",
-  ".55119985025864478312903995508920369228201294067404525118434e-1",
-  ".227468537636005514511579289473148386317763596550146330939371e-1",
-  ".80039839926866329956547732029910821972631349462625238584320e-1",
-  ".270515412124584268558331295433100213601947312981057090368840e-1",
-  ".109133425791687529796819989902657754452294813993300559967562",
-  ".310873932805142134551717718433483335793643996823257244053134e-1",
-  ".142111607706573358047014567316757022054903261915205783685946",
-  ".348142916177051830838780631275628552575428536986717095539229e-1",
-  ".178646638537869826907790898383749273004154658331896621745348",
-  ".381951932993883082131788374506653224628784568471043264046710e-1",
-  ".218375419296425368639527538202419286025698863416556484507116",
-  ".411964958807946319519116837159808853078841332783231394338284e-1",
-  ".260903108977548759779702980321757125780238314251288437580920",
-  ".437883703042389380630990348476665461146290798856021257689810e-1",
-  ".305807049195883528469324269356239949007446866053227982121094",
-  ".459450569468207391076814358035750627486554126895789020804671e-1",
-  ".352640965009149191691048051164147830623572407360820721531852",
-  ".476451214561597564036020987437983422706623691234795113558581e-1",
-  ".400939400332214685613793501983583031112602593919222560006599",
-  ".488716676931643625467370054894983519178643943380475572547919e-1",
-  ".450222343923829239837412604940529633080502320611236346969886",
-  ".496125056133361539374377572143075070087716099777815348906019e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".498602723967132257137669168671747198216267057501021757428074e-1",
-    // IM_GAUSS1D(63)
-
-  ".1368069075259218227509435667479636430731168135269420349440e-2",
-  ".350930500473504830020353186942659125668861036446620349033744e-2",
-  ".7194244227365832299912477684549010683802142832096840894609e-2",
-  ".813719736545283530258528110319330908977148189760051551273466e-2",
-  ".17618872206246784613094035940862519805552389778490640338994e-1",
-  ".126960326546310297278762948946120146437770237734749673160293e-1",
-  ".32546962031130155414540432582295337235664283858581390770798e-1",
-  ".171369314565107165513438661261863534974201014558166792768214e-1",
-  ".51839422116973938017346378140393865760501751602120211718192e-1",
-  ".214179490111133403284393233030627642464054287994694744361674e-1",
-  ".75316193133715014933153497516128730522556603475120383449890e-1",
-  ".254990296311880880980816223447608476300923883698817413431132e-1",
-  ".102758102016028796518451350514785548952260299180582273374621",
-  ".293420467392677735726418186500854433750602337287735719448686e-1",
-  ".133908940629855159806286667454366426684864758246685449589430",
-  ".329111113881809234188250318534693864387682236866232700599344e-1",
-  ".168477866534892399512442415668380815511488857019747349491458",
-  ".361728970544242531126996782392438958021684916509124253812050e-1",
-  ".206142121379618835479627261799086570774529942272789713648410",
-  ".390969478935351532358704594141533355198933992410795952579353e-1",
-  ".246550045533885304988126262811089384909858150200282268012817",
-  ".416559621134733776110995373021743057693734419714172298750297e-1",
-  ".289324361934682327317940281913786760832061355683778334729170",
-  ".438260465022019055713857313759011437742248608508786111498016e-1",
-  ".334065698858936175110041597134906001902112431597470081990885",
-  ".455869393478819423564342885558185312724307066376950026610275e-1",
-  ".380356318873931462727698395417249239695572289019873492226452",
-  ".469221995404022828195901188340586300180500378731182250254294e-1",
-  ".427764019208601753257406813200594673898077004342182223931024",
-  ".478193600396374297095410011020655502974452540810027754764978e-1",
-  ".475846167156130841882593714779748918154576374134575551416103",
-  ".482700442573639002833824150317878973684303156177850343661588e-1",
-    // IM_GAUSS1D(65)
-
-  ".1287652876772391366915991209797919460885494559319039641480e-2",
-  ".330311392379368902932461760423692751552958125160120929175121e-2",
-  ".6772136884678755944812150867687039205414442892174450138472e-2",
-  ".766085075646733806397288426683093337876767739037924887362976e-2",
-  ".16588545155003615535811146660703877390842831710006700176634e-1",
-  ".119577740508747401752666287645931210330041805722620220536622e-1",
-  ".30652813694415824822082437818223143692782757951726587051695e-1",
-  ".161501793161644766407807236247156440341263615253421879103567e-1",
-  ".48841616128283208479734334240619196262397220904540942521724e-1",
-  ".202007706658347957817048952636992480834313941913305787276297e-1",
-  ".70995173661747967678469259926965763336324465551639967101432e-1",
-  ".240738714093558478350734400690598248708755743384861102984785e-1",
-  ".96918821862916705101899564608611412151144690932276943826438e-1",
-  ".277354233158317806424722477196295552102542035751103613388139e-1",
-  ".126384751775218921070472437551025865572855956768087760693460",
-  ".311532412651587400158138628854488057108842137896566356141133e-1",
-  ".159134020015128606865892026540335932665532409642852985538630",
-  ".342972864093283564029775365074793262436805464701943196898800e-1",
-  ".194878827081810486346356243230951284296828534555983025455234",
-  ".371399274219770746712360879592360233550491965981276655556312e-1",
-  ".233305047606826178225552867502253937273667453887788765321734",
-  ".396561823974433691819541924709987940443440146961493210580118e-1",
-  ".274074991363774652137003361379616473100614132804734411286811",
-  ".418239380335193538069640072588302987101638432729130081912155e-1",
-  ".316830371125963329464889688373064444351532659449929914180897",
-  ".436241438094221688036408354727232282833480356469511441953321e-1",
-  ".361195451423751485298375966350839497122620835360878390542326",
-  ".450409793303192886198718527501118105936853410397457424942648e-1",
-  ".406780350586004213832100620390588006081327848588417329195327",
-  ".460619933216584231066204888586815303607355016019908602799609e-1",
-  ".453184467072633307164628537938731139339247110923681559358987",
-  ".466782130327980580804995631371377324760019930443154024831091e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".468842230801049982836522707731743921922366819909133406433742e-1",
-    // IM_GAUSS1D(67)
-
-  ".1214123104579040378313781272685384299745058657535113530028e-2",
-  ".311457027795434235930323053571889306226366421489374131946721e-2",
-  ".6386091796845257475124784450157513525614925669933890382796e-2",
-  ".722508137429751770760110516437349534377021679234891345657485e-2",
-  ".15645868733327859117676713472003244516095627323263332003966e-1",
-  ".112818609927474850420470443574771306245172941941152959202890e-1",
-  ".28918801297446454184161987269713548496897153831441220893249e-1",
-  ".152456903192230659047211938406587955153134226948135320474266e-1",
-  ".46095161140837765599550055490356269918801213598423952979268e-1",
-  ".190832968981937581608829601449882794119735030633338369228717e-1",
-  ".67032680832717765368213954664350077651682349131608465670203e-1",
-  ".227628057616766362269112816976353014991192094981563343768471e-1",
-  ".91557886049533167704210546706513370803425044512873048940318e-1",
-  ".262537072863390530841229874212337998293598404734848382724788e-1",
-  ".119467561685063492906295515510631583197750316636901539159992",
-  ".295270679137622465969804861752630954142430911732519921387503e-1",
-  ".150530443391868546033499946712111408681117984272121844788278",
-  ".325557607770382056892722150324468867918186230364065686919429e-1",
-  ".184489136459735727341112122240495861094551372963278234477402",
-  ".353146879071278624995193982838426775005813602454529948934944e-1",
-  ".221062249665126678631770056891862709331279310977323052261491",
-  ".377809873300159656354169871142178620294096347406707333240265e-1",
-  ".259946727404836482902948659746301445706322525548047107932946",
-  ".399342221698859223694094164032189967752779359860971498499103e-1",
-  ".300820361120677029684252623533824235328768935172175892676360",
-  ".417565498499228275935101140230746952903577969287733457988421e-1",
-  ".343344459330268376270841617174511002614385067207753529714247",
-  ".432328698735178748921234281403737901570353454509087862491226e-1",
-  ".387166654191775258065679409532826377823905139476009723502324",
-  ".443509489178469346435382286824403563721415033519020654831156e-1",
-  ".431923821370408512052785587834441084251359691117731858947096",
-  ".451015221853203647869711210087469644205147500253153178474879e-1",
-  ".477245089023448728625462164574034918084457924906397298987787",
-  ".454783701651299368076688019742889799623028081301297200578062e-1",
-    // IM_GAUSS1D(69)
-
-  ".1146715450199851369918430343952637403362681414493341703851e-2",
-  ".294171671022154248787694812005631201537715889910189082945734e-2",
-  ".6032117778074250982441455407257007343495852142912822621943e-2",
-  ".682541417418074613320200146025819198699701892068745991098960e-2",
-  ".14781191980385083392464758707614928737559380343811696289682e-1",
-  ".106614899557417904417189919831025391619048223599230074476353e-1",
-  ".27327425896086335230637007235012677568594374376063422944032e-1",
-  ".144146300544471270243580198572424581307638633148039261104041e-1",
-  ".43572869320341192767531468222117884755969493187220997535104e-1",
-  ".180550579317316902663584848237749691542678894849949252062984e-1",
-  ".63390437487388834238358825429307366677830548860312526682586e-1",
-  ".215542111630851093911532296874541017114032935819964046845075e-1",
-  ".86625050453887296582974693625721210476554691008846329323516e-1",
-  ".248846852006767649025998380424974792972474765972830672792066e-1",
-  ".113094873856543722366288495395056259494094963514227036828300",
-  ".280204081061850642891638735825504822201742674522786547269542e-1",
-  ".142592749221685608367795684387776626518978015739134744037304",
-  ".309368359830400944435070693943443261326856129020481090038397e-1",
-  ".174887817667054805662103595507720368315118837035812999367506",
-  ".336111426345434519821527543740742792735465595748023230496197e-1",
-  ".209727327625117745032748995905154964533964898217833783053871",
-  ".360223973862800323327309548926388780736336965137136324325737e-1",
-  ".246838613379255692487851222081336311706956030681815376234464",
-  ".381517285777210267693292689421131127635400409478182676419400e-1",
-  ".285931229241092872906189693499260070607640776755733078023014",
-  ".399824711211621314663310404925228781644177497150444236868249e-1",
-  ".326699222784593027061510082534880884095795615311353945636560",
-  ".415002968644282941899632641080885017425872519067255599710411e-1",
-  ".368823529395351971014552399772209743256847800677109358170897",
-  ".426933266960495626129719936955587838205954941418753755604314e-1",
-  ".411974469417005215012848171777470035162285143835121476294556",
-  ".435522234985917671216610158027704683425283575469274657022483e-1",
-  ".455814328362170368199535283251225598287941282617450929301375",
-  ".440702652151377314853694037965483207127271586372454185852863e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".442433974535521453191036938888078345912045750053027116601966e-1",
-    // IM_GAUSS1D(71)
-
-  ".1084768757957081900585827209624880675091768801684343704730e-2",
-  ".278285983212252268062799219527391870861229594719690072203983e-2",
-  ".5706760548893880963302446061446276696418739967356472105904e-2",
-  ".645797364203278720225170574889582459598060642572949567694017e-2",
-  ".13986154475151025332197475784445836191976801867024129713594e-1",
-  ".100907576488677357660494644791105637097932551204307988759067e-1",
-  ".25863507800246227398762942527386076855311737333163183724894e-1",
-  ".136493107492843895472085904339916789952284140711449211806863e-1",
-  ".41251112742170466962066388486921800031545266093172572074004e-1",
-  ".171069053851536149606225307813572770350484556634716959828742e-1",
-  ".60035099554801434008786331267082205613353578959621536116063e-1",
-  ".204378754618224477370572725716315957739685305595419370304281e-1",
-  ".82076416503762346790589563750699673326610310303837427890568e-1",
-  ".236175417451329892083084148083374160365758937171794430101854e-1",
-  ".107211884933896743586115517459853698348834747080199319675934",
-  ".266223569888799595460128141431098248444648055294688827571314e-1",
-  ".135255414203221708954869760496945507217078476547401497947084",
-  ".294300721226624086548376999094600179713770478912799003428203e-1",
-  ".165999381707239468951404327829541180417648754893681173299202",
-  ".320198986775077447781923993129281698730107352754203357775597e-1",
-  ".199216170932009732460027512463202624128522922006624045012381",
-  ".343726619178682213068448196818066041708653823210692373365292e-1",
-  ".234659857036877419179645459939215091169388563676588961762060",
-  ".364709425028265306769366884706371091434734763084952720812258e-1",
-  ".272068027783289866396391165336279537021078805851571263671910",
-  ".382992053229353372643788668607508208639637784159959168430944e-1",
-  ".311163726440155391838631805165046188916913597557356066896304",
-  ".398439144560358009543623327509319536637670787573630100995569e-1",
-  ".351657502327985864748380476127414773649879088520087336649193",
-  ".410936333521698547586117367724711514324815364673110604915678e-1",
-  ".393249553841567210528386885548643041620769134363615902724948",
-  ".420391094898309674667288121457979106019679569788030227520314e-1",
-  ".435631948095307605674003305997423849411355137700313433197048",
-  ".426733428696693137459252715382448854993932927486456470642425e-1",
-  ".478490900763145696386515510885818282722852602596995405115800",
-  ".429916378351973737450425873952632770800274578017479261453761e-1",
-    // IM_GAUSS1D(73)
-
-  ".1027708761043175529598462841318358165496075256635422965586e-2",
-  ".263652863974896967586102711676519459154415295298961202585859e-2",
-  ".5407018392840406657950469707863845518773541209663009761989e-2",
-  ".611939005015377826315242621817328797114547655571203264598919e-2",
-  ".13253484971757127835554762167120327592307691645695865820248e-1",
-  ".956452224454198302175097397005308706514761787286659934008057e-2",
-  ".24513828368952589335711951591837033001225710097711307241220e-1",
-  ".129430184952794667613797406812436490147420912873822799000121e-1",
-  ".39109281293768128665928156649643255609202366418835169429294e-1",
-  ".162308199237607405336171267507293643995472795614332760813041e-1",
-  ".56937518922256960526925245491556779946593382586551846150725e-1",
-  ".194048012509672722444811851642380099836945946368030825206685e-1",
-  ".77873506329722016006271861912569884154682752051188907940467e-1",
-  ".224426823312185833287051520550981800973616532571807681023993e-1",
-  ".101770399745048853303476832249837738257184420529739196209058",
-  ".253231488274123008019379315433581720263528814726719277305676e-1",
-  ".128460583009017368726476291263093560455049073368493698823926",
-  ".280259939991374589042696198321263332133769276438841783194162e-1",
-  ".157756845434520321277238393784423145977828094514961156283580",
-  ".305322582616129930654940522502482928389970045311817485660054e-1",
-  ".189453695795537758425923704202471344979136799697932420388049",
-  ".328243614363756247420118831489856090983386605748624176688508e-1",
-  ".223328804069209109382450820885367763263856723879508838014000",
-  ".348862257778501724425406783965096455930118393488780535811451e-1",
-  ".259144561098397222926403565558680414005238782826324802022446",
-  ".367033886242440863623133157598977324917349710988241066765465e-1",
-  ".296649745340836944949534204193016695738764360324720550201848",
-  ".382631037852646189429439956033112577476816577657720257996962e-1",
-  ".335581285058146500250764099330029758159988712353845980988532",
-  ".395544309187646903836060936983226192580034675320911830186203e-1",
-  ".375666103604317120597216124256141890734161174158527421160742",
-  ".405683122542325152549388008998961317832300224873124692747284e-1",
-  ".416623034880074011515664134794087781266675801984361825497946",
-  ".412976361182186254456151505764192353866532263010198840921543e-1",
-  ".458164795522615049028475834131800411218239183982423853192353",
-  ".417372868129313936261265047422593495102176551015130250299224e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".418841804965694523985086831847296958584376400342383596140357e-1",
-    // IM_GAUSS1D(75)
-
-  ".975034732156190093576461724209501254767314862705954919628e-3",
-  ".250144037481967283794977104594968523191963593118808573538232e-2",
-  ".5130272866807214027787054447160326337809376545988896808084e-2",
-  ".580672235823433708883415060021871367861837392921203643921582e-2",
-  ".12576835704923246179557229526805678704012320616963242004223e-1",
-  ".907828885480661844943806287739110113145616952053154150529166e-2",
-  ".23266834533235202164728923441279391307110514638535645127984e-1",
-  ".122898698691161879476006027233531437229795811133982697502382e-1",
-  ".37129333975707801587445218893474544259541061759447239639432e-1",
-  ".154197502725875273293655431566543444602059477483138655810343e-1",
-  ".54072130497683891602531484013041244210050473382742319518956e-1",
-  ".184470407970123690824700811684074751736780586203086691795029e-1",
-  ".73982489033818905570175144376361859779807481336184515559222e-1",
-  ".213515792523372171179392171794038543392087422841402838741619e-1",
-  ".96727916197341592224217312010150837134113509335340189397246e-1",
-  ".241140309303793416871760899557101120946805013926495707818256e-1",
-  ".122157048123014659631130951610306293248081214626648036349157",
-  ".267160099551661599868784953156243780384576551693726541135234e-1",
-  ".150100659810407822043587079686292062180896492349704781134640",
-  ".291401995734986030111529341290700279575638510792794754048082e-1",
-  ".180372792085159146409827565249869864149414802295169285551882",
-  ".313704666960665270264848357625685321604519444984543129105379e-1",
-  ".212771989476096459433536249537763744894900201073100617696461",
-  ".333919689895702059675230757645096299779760780176396334148326e-1",
-  ".247082641036034448379733141766173998603076724681406177491890",
-  ".351912535334494773696414837968294204196308508812306022663211e-1",
-  ".283076415283811757813371918741078897997038099796580438148790",
-  ".367563462923717285726032224241682392883185975462158775044113e-1",
-  ".320513779760282493371641189271732854101968525394315963105895",
-  ".380768317742231980329967705522362639981726094162772593912655e-1",
-  ".359145595104917369319942964290649961615164745608194334099912",
-  ".391439223291054740376877016678681312824518724289209127867453e-1",
-  ".398714773053941648398011109242696471314172457123148241376166",
-  ".399505166217639107930138419625928482751506197948407894902808e-1",
-  ".438957987331066290065193809335296441715940929250349995598112",
-  ".404912468852985503116347349745290709682575848920443770707847e-1",
-  ".479607426047710880043341783835107539607613178658172594153201",
-  ".407625146401928933496093849429150278008213257352483992190513e-1",
-    // IM_GAUSS1D(77)
-
-  ".926308466783546997263848574089779083995129975167894119391e-3",
-  ".237647234581755068538810657745347099284754227009984755571625e-2",
-  ".4874231572657008180112441376460897645153089479904101870586e-2",
-  ".551739446958229712133840272608864472675356968635934557048921e-2",
-  ".11950645333264473077574840055240752854626293659949148611198e-1",
-  ".862811454686245952040273559167752360685795094657477350161890e-2",
-  ".22112393837673861444554051404458898499114104680561932084720e-1",
-  ".116846924160890822973561722214623494455987777307397717264297e-1",
-  ".35295425756630885151091517821132719077948595246148236555864e-1",
-  ".146674779919516892960779931781257128057057335512474386072933e-1",
-  ".51416440353503556075854454569593174467153961012188498750874e-1",
-  ".175575557490656653805325926486164081833307438100206420704888e-1",
-  ".70373531000046923043101280436978814732457777340088969736923e-1",
-  ".203366384239669219695282780411307018437862179980164754734540e-1",
-  ".92046851284928447823383660795185086136092969739538071320478e-1",
-  ".229871505544583159420883196996163902994308465169762232414126e-1",
-  ".116299378534468250083863797885828527263582943270494669126174",
-  ".254923326460647026070105168382906675088065419406448881383354e-1",
-  ".142977782052732660433066481924084605167827359053150892401162",
-  ".278363451704581499536955698948407413534804740367918590769162e-1",
-  ".171913393283994544632787032511871907559946194211514784729097",
-  ".300043680442980747874708867744097498683391135459234997338121e-1",
-  ".202923272521361005653554962690446965917204227660936732314587",
-  ".319826940693411944933532022050318224278884584449898857256780e-1",
-  ".235811365669781263051828182095888747329641173257287612007354",
-  ".337588154831156326815106640232242968875763540417385153969972e-1",
-  ".270369743845431975668376683445213818530625423151991381061955",
-  ".353215029853043803850574657640655682337148420795140852292936e-1",
-  ".306379918014219272073059017181518651993711913641586692059926",
-  ".366608767071343086905769664325241532239467121254875653456610e-1",
-  ".343614220375907038732001544107185630199047195011230324867591",
-  ".377684686614180288523922234954046995470939892950109221684492e-1",
-  ".381837243769082116331996836333674775967140387602971202034826",
-  ".386372762723410083642558183665586495602476257443955754684959e-1",
-  ".420807330001081100038649469319300307766586881567428429766824",
-  ".392618066436855883625316504927617357612907382046244304732813e-1",
-  ".460278097695622261209041458403679676557498417446629033372385",
-  ".396381112841842355050778858772539652619020743391332123501015e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".397638110697214262087090983029254969228033873829324071549423e-1",
-    // IM_GAUSS1D(79)
-
-  ".881145144720399825188648789706753832114809202477046698332e-3",
-  ".226063854926659562923586643909266636391555510633347784297206e-2",
-  ".4636880650271496773472823889313922518888959324456731058462e-2",
-  ".524914226557640680737108553363982618839631066033277385367338e-2",
-  ".11370025008112868668314858143548096510666033981006951785369e-1",
-  ".821052919095394435643174244118196364617114667182003516987635e-2",
-  ".21041590393104172097729500273620357452558254698626484215473e-1",
-  ".111229245970834786307521620921042866035165983391456738230987e-1",
-  ".33593595860661733319573916577397141782623212358653775385328e-1",
-  ".139685034900117005492445787538605386512754310271235428743440e-1",
-  ".48950596515562851635873334565753448207755959471165266137370e-1",
-  ".167300976412739236963390915432054244886208933263924909835740e-1",
-  ".67020248393870248089609095822690018214726723494449175270030e-1",
-  ".193910839872360088199860156452230811267296056161329726451155e-1",
-  ".87693884583344168401839884666950613046379807878506100154104e-1",
-  ".219354540928366359958373430208577479055034185851856015151198e-1",
-  ".110847174286740306152514227246752575989654341936554102877329",
-  ".243479038175361160307170802240731940339215136885825026413145e-1",
-  ".136340872405036448359501774122534725721310663233335931226224",
-  ".266139234919684121774982398861302522776605859110053618150760e-1",
-  ".164021657692910225810322742519252945014837009308074424964454",
-  ".287198845496957756833088654552129928000524179272264637254040e-1",
-  ".193723055166009881023693774884652561309938109158425194432326",
-  ".306531212464644695832689982041992979512968817555871720562805e-1",
-  ".225266437452435898962034347235241014883012449202174267548718",
-  ".324020067283005190372772647833763650163464821042444546239022e-1",
-  ".258462099156910643545716712877588497700488802233442949605332",
-  ".339560229076169519128450541159619929920986191896429793615948e-1",
-  ".293110397814197499237560127098143158512950187973540880852799",
-  ".353058236956433898477418154276434161797795519977930487186638e-1",
-  ".329002954587120763496253759410402844966523189986337101768295",
-  ".364432911979020295302553417212589179287795404928993152224940e-1",
-  ".365923907496373159429407827595701908287597813381876509271370",
-  ".373615845289841321000946681306623365956014672101799108646640e-1",
-  ".403651209649314450142241573967425052592953989447395562557266",
-  ".380551809503131211857790379612474115062797769225355535269792e-1",
-  ".441957964662372395758274357795987943115635734572892025484852",
-  ".385199090821239827941537671419051242622198770819702077445932e-1",
-  ".480613791246974589033403277987688352660317682808429200415681",
-  ".387529739892124056318619814791631634818343263940532178664772e-1",
-    // IM_GAUSS1D(7)
-
-  ".69431844202973712388026755553595247452137310185141181192139e-1",
-  ".173927422568726928686531974610999703617674347916946770246264",
-  ".330009478207571867598667120448377656399712065114542823703523",
-  ".326072577431273071313468025389000296382325652083053229753735",
-    // IM_GAUSS1D(81)
-
-  ".839205712614279240405745955811216034247824243164916784740e-3",
-  ".215307017908244384200223895232724309318110198717710711714280e-2",
-  ".4416445150491845874920552713415171153621993214998476343038e-2",
-  ".499996938695297266924814831484941977511246789878688774802644e-2",
-  ".10830663219458307765414646663016400812181609040672858804568e-1",
-  ".782246920390929426541342223976683872040894468473854850141510e-2",
-  ".20046554134826886950279151965656708966524454585266824671363e-1",
-  ".106005316843897765378485167466883132858585271528757131008376e-1",
-  ".32011506251073087158840862357616866864381440956327612721403e-1",
-  ".133179496035552227337742876293566385223452460010090296264335e-1",
-  ".46657027620949413520829793384638513322846407338857572791291e-1",
-  ".159591058658496408935334734285727718505938766506108383896128e-1",
-  ".63899244153779295583164712882835269858978672230233499076239e-1",
-  ".185088583517539942176306257900803343031357731605717333199834e-1",
-  ".83639399799319334377863610475728100011512003510708933347912e-1",
-  ".209525975979548447146701371555244189681331887159017318734908e-1",
-  ".105764427476295313631889109266614855502643960450636394811157",
-  ".232763241845071710303782934323057115654950992903072709570197e-1",
-  ".130147598465036909469915627765720499802372780473715517261777",
-  ".254667271473087473905851785578443157104017233934442050426546e-1",
-  ".156649248982524355207698071735432593966780769925163435606528",
-  ".275112596212893709400734050857111349868876683026793165320900e-1",
-  ".185117580463901839755675454152448249460742609630264563061716",
-  ".293982104749359724955929266903671370004406193013633829690588e-1",
-  ".215389529194892065172626392358509874194771538010227378082242",
-  ".311167712904831582357867085416732427150799349724716729989483e-1",
-  ".247291700400296983645831964898652617524462226992409877165838",
-  ".326570982267637052180818563268981702099296183605340733287644e-1",
-  ".280641361474296455741440071635980375789107120620265678319214",
-  ".340103683804383833677666198631244641283495600692970826649334e-1",
-  ".315247488679759279285816543350032397187956514334061960624398",
-  ".351688303104087487408294949849407280006166900839051399062390e-1",
-  ".350911861329087567038508559760537847930022065776925736962727",
-  ".361258484305115366981731991743936774426473852624362744527649e-1",
-  ".387430197183288612197106871672263834850043789677878388824906",
-  ".368759410136117349696404091624243397389581402141698213691317e-1",
-  ".424593322568003918212811016057708812112184527335251084517416",
-  ".374148115881107759456525363167526614728415336890153587890105e-1",
-  ".462188370505418501538116903174399866259474682196671525624948",
-  ".377393735463579120136235313373083745368031804515313881148680e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".378477678236491861593899805381801279455594406976156165662746e-1",
-    // IM_GAUSS1D(83)
-
-  ".800190504968792488565936576474861911061958238609374117572e-3",
-  ".205299930232454230530138974841798132850838669446143175581720e-2",
-  ".4211355829569540103819373359565583273653367631447991211560e-2",
-  ".476811015087425120591005014634899909434239936851590788901052e-2",
-  ".10328745968125903145508716728571952206762509935468535692246e-1",
-  ".746122184867874707233883905293288381004637374388282776502881e-2",
-  ".19120317330897755626536421073338659414139355542984000510685e-1",
-  ".101139347845263223785278595396770925413357132727481929005140e-1",
-  ".30538221322505910733413283187204014874306090774914064579098e-1",
-  ".127114797630565239433712214547154321930677051912022216330546e-1",
-  ".44520137547936273708076060395746728840549824330272198060776e-1",
-  ".152396203498017341814523667616961988958848271220825461724038e-1",
-  ".60989715093913628644007448260688232968590141878040700622070e-1",
-  ".176845355487960554163310905632537709528742608931248169862027e-1",
-  ".79857008369091549537280002456950091088300712403215821597446e-1",
-  ".200328675903461308802980624150184672768668509321508197160266e-1",
-  ".101018973372256293383647023726811669933812244354672932970950",
-  ".222717888859829389371581829926171206592977330184208625245184e-1",
-  ".124360032155259755215763912042670672248717740085229537573034",
-  ".243890703964016225137246815642013619605588484671198339868705e-1",
-  ".149752704721914393129215035472267232849912029099953409436216",
-  ".263731478495870351719712695220487385157829939136033657212607e-1",
-  ".177058305565376083021251848140794149415456728079928067657637",
-  ".282131846790091908232134275698478446994365792881447737126319e-1",
-  ".206127701257445338579644327263002140047284347585999177050872",
-  ".298991311137933271564157728767674257549267093479718465066233e-1",
-  ".236802125034403856203566220604049269282130117535045035535784",
-  ".314217790225012882046591256618899445763985219609448752550324e-1",
-  ".268914043964789035120462485034682007445167545763195684453585",
-  ".327728121824544894635025539258972128048911470428965383168324e-1",
-  ".302288073978512471161453022702814009600410711756823255869012",
-  ".339448516882609724276817011068831536330673673292965990087136e-1",
-  ".336741937767294243901421705312267165470794264750707738030902",
-  ".349314962462970798830773931907411022219636565237160468428395e-1",
-  ".372087460328560458016792604490645775615616771767299522669651",
-  ".357273571325854914609052220587310775112949319387518593150717e-1",
-  ".408131596717572724573622180309628529533338019188742449822794",
-  ".363280876219020524439528807462665156383918419842136149978393e-1",
-  ".444677486395740065825438727498679497566327987758184596298262",
-  ".367304067267337641320141285271519693668278917252026196813829e-1",
-  ".481525528417324112093452009981220286679145773875388734325178",
-  ".369321171160864399981927805748957065642352602510354540369862e-1",
-    // IM_GAUSS1D(85)
-
-  ".763833878746143241181906340803794018974641076195428353458e-3",
-  ".195974512692206364148358259628821771683018233353069314969903e-2",
-  ".4020221203377926789640829335190991806473387020523635892659e-2",
-  ".455199831870070165943430414794836190650898774021400775645739e-2",
-  ".9860889509872334247235308909431804909566201740213257913756e-2",
-  ".712437821578824305427080086100209678603699654242807026080037e-2",
-  ".18256693492960003294902518212878030066190543860643726832331e-1",
-  ".965995071184195019806230544603567615851177954880590177311774e-2",
-  ".29164021576181069090761304801030864266761955093086121090602e-1",
-  ".121452283069194079510091621271246242276185197149359140439178e-1",
-  ".42526046396930635271948564600357191627109948445788471500100e-1",
-  ".145672066307492474579702124128905968937752849418793758487486e-1",
-  ".58273117390691568331160994178916291068916652878774200734851e-1",
-  ".169132460434301461724842378769010455266508053219266963234590e-1",
-  ".76323141895342475500456957089103741243701726261380058132914e-1",
-  ".191711110970663287860642123314245574400362814371630661834978e-1",
-  ".96582017931530682360462629561243936969556878259123701683464e-1",
-  ".213290285989910418819036026692569470524735456184399149892606e-1",
-  ".118944126402522439269835768485476906096202370657021121874373",
-  ".233757473771732900053233831685514669664315479676814009250826e-1",
-  ".143292882365521472574039561004547948678735416443181941801975",
-  ".253005963921950782619251994765073728749490045490276215031142e-1",
-  ".169501343124250933417432618129327302943421593732893353252620",
-  ".270935401594408934316865891631327067941952763353645132182098e-1",
-  ".197432870180199532137458464438022389280815096052736355351604",
-  ".287452309784552597138044584222082559639344340972824145089223e-1",
-  ".226941841669957640429797476410169581672572887937622098687698",
-  ".302470576249956472598393709956813966792544399352142058684760e-1",
-  ".257874411607132637965183282625743111003211459064138351838997",
-  ".315911902246980561628149088867041321283481173197344095794607e-1",
-  ".290069311985365373756360302719715986962505546142714525956324",
-  ".327706210631613987456168821246039151124812668892274136974614e-1",
-  ".323358693567848096677261817928266064109777484928717228880363",
-  ".337792011146825845962039523781327960714731462928648041796900e-1",
-  ".357569000983543186447138552580831034107060091122869415223624",
-  ".346116720968283421411497395613175739046524947854639119113509e-1",
-  ".392521877569740895492560809263162523131387856807273477778774",
-  ".352636938825425140631431777389703715918680833924820750341907e-1",
-  ".428035095244643344614850031194627655658605558264328675883496",
-  ".357318671262570706487905588514551242904500096838978366196612e-1",
-  ".463923504562706882288836374522219452571172361669692847237765",
-  ".360137509857109871726537758354285438767521229737073508224219e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".361078758468994939887311658568684400735353452626251744850777e-1",
-    // IM_GAUSS1D(87)
-
-  ".729899681612887531971639696674825471984983412292701000576e-3",
-  ".187270240155638875758688941588076923884895817706264929753919e-2",
-  ".3841803930742095758330998193230715594051107823894961270872e-2",
-  ".435024068376242206128281171215657010423421058596076358761750e-2",
-  ".9424083461043016668625497324756085597162222230171130235422e-2",
-  ".680979337778999276010253319503068943663335989371660197037714e-2",
-  ".17450174788753430302800974709882512641561430705057453612324e-1",
-  ".923574086840737458602111187169992205776036919709525598976286e-2",
-  ".27880245440902950398372673486505374463772532620038512328054e-1",
-  ".116157409510096053144791314693657087441109509996832594046355e-1",
-  ".40662370007912112838499456652873975531007368477473497013294e-1",
-  ".139378914106405050405571458896935321610294199003095644019566e-1",
-  ".55732880856978398830816044904838837620833770895287049966105e-1",
-  ".161906114060349104404234697700558005734740258943516494837042e-1",
-  ".73016702497644810635848879353658054819415468985465775125997e-1",
-  ".183626739069044368214546461743508998553543939916523731433897e-1",
-  ".92427730177432494756281182124029724850299712745702878215603e-1",
-  ".204432561551731094542235846415342434270396445147929293843578e-1",
-  ".113869260375622050491120725384005993135951780217276445118463",
-  ".224219920409850157231215932015255535904815108278293666012225e-1",
-  ".137234473169641498696517531640023194493767099895952370033488",
-  ".242890232241760187638197183456463688075256995534109255371305e-1",
-  ".162406964666938817333150480718050038335872299438114562348862",
-  ".260350480458522309406159014965993755281320873705794522396011e-1",
-  ".189261327048212076098787650439116626427797059991418220421764",
-  ".276513677818640262743733163215764957357674232088107945598164e-1",
-  ".217663773407264615787681590308962390254627260197866942382216",
-  ".291299299387977476671053449221385840023780845516767311157420e-1",
-  ".247472804305898841008600823854411380693963352247325693363116",
-  ".304633683507809840192789184371870503362862447408250626349966e-1",
-  ".278539912737294258082586703176343225230760769845941025379873",
-  ".316450398666019274750694355098574653190121441220470914589802e-1",
-  ".310710323992646433744117663613901071628589575752164813355081",
-  ".326690574395907174921204474228110947480054005648384639877943e-1",
-  ".343823766748607093881727418213510732240368189123355681786820",
-  ".335303194531468261978524596758596753903565065363807839541643e-1",
-  ".377715271535899374246348782629740689734756370359975198164955",
-  ".342245351346833304927293303521749362225777718179500204488198e-1",
-  ".412215992612241607126746125309511704676312746637743342296488",
-  ".347482459307862890185420454625056283910467376905871136799950e-1",
-  ".447154049145673376441347075542439123808307000570201193108800",
-  ".350988427367791062935710209721996938344133431078142289666693e-1",
-  ".482355381517932320470901647684291822057498901205236461611431",
-  ".352745788946770344056691437401499424955317127544618223953707e-1",
-    // IM_GAUSS1D(89)
-
-  ".698177409031680921726161549589725953855736392762291555522e-3",
-  ".179133157764177946557151432967569628529281784188832555923854e-2",
-  ".3675000776398129125691439701132327512499178348180324691506e-2",
-  ".416159464810912082286792656111692687807896553239154182629264e-2",
-  ".9015642482729715880340763182829259230817375389769096006554e-2",
-  ".651555249579139216031554123484346301357058600498530233511091e-2",
-  ".16695844801552697631787419553760951441660484695292293066012e-1",
-  ".883876762896879530854627333478854426032563927824087370505631e-2",
-  ".26679154502185469107639701523081460774765827916432474601072e-1",
-  ".111199237752893661969753792760844966724378544741233027587434e-1",
-  ".38918031640499805951266319519736340367318561374669415824586e-1",
-  ".133481069837888324028373893965537638939124553352291424653546e-1",
-  ".53354164123379130767675474253471326817299379793103656918644e-1",
-  ".155126874672577335812539694468840319429605760517964222520913e-1",
-  ".69918762019667887330460564716432806108292788211488949460704e-1",
-  ".176033461008045081238498991307875454050440373533595523635140e-1",
-  ".88532889748956831482112369986748985003292370971864783227979e-1",
-  ".196101183646512237820935926719646691090650622958400221124955e-1",
-  ".109107843703046854343818405950698591169863241580469238480356",
-  ".215234403545824855758455565405834708941596180826652203188650e-1",
-  ".131545575527254823688130575702553990060197159581191459536328",
-  ".233341938591866826338842378708270506024930707443206453090160e-1",
-  ".155739159614399737383990087059780882022383497190736109639526",
-  ".250337496189760148995660512374371586957493464675847125146316e-1",
-  ".181573302773388320364388077048308424653984378267161779728576",
-  ".266140083656344759729520220096552018992411084700782500473667e-1",
-  ".208924893715323406659516332777911434499955587008386426988207",
-  ".280674393798932383219619701874348816207400924730812002315893e-1",
-  ".237663589768541966454432949769918798696445864599858706554572",
-  ".293871163594208692871807588159157112656328627304900506515044e-1",
-  ".267652438040182450710199248845125744580093666381404558576377",
-  ".305667504155332612509431852681627866300621171326210752541600e-1",
-  ".298748528070729042961012745725826772014850321215301780582071",
-  ".316007200369099688749818651453334409331501186379114081681124e-1",
-  ".330803672874698919178297949984063505233829278431288651026204",
-  ".324840978753617154269132851795378475419248627437916364991407e-1",
-  ".363665115123811219695617304192177409050894122861678969939246",
-  ".332126742249212640414573578195518688065872733753374079845391e-1",
-  ".397176255108368127140106387264228034648381807150285084479383",
-  ".337829770818037681354551119368243154897362904619732309964647e-1",
-  ".431177397008373485621704979288467223446617221729237470191055",
-  ".341922886893348372658460496671580485367424565273224731904402e-1",
-  ".465506509918427913754792692948094135153039666534515158667295",
-  ".344386584888306614410014241490278944422620650553242725793704e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".345209124146160100553992775797023703616614461375023890385731e-1",
-    // IM_GAUSS1D(91)
-
-  ".668478933091009435865791304555612707922196282684136954447e-3",
-  ".171515043405352414300939157402170222058647416114296574056247e-2",
-  ".3518825546912817963452277666903295439448584545807987400576e-2",
-  ".398494911486231122580651946316248271314438560435382500793511e-2",
-  ".8633165097916568261010210170405639890218314850785599677090e-2",
-  ".623994188549434210336728587549168758876127369520787558079991e-2",
-  ".15989304073004028631125966814092245738844086823184949642340e-1",
-  ".846675700391811902311535683588021566686322201877486146889852e-2",
-  ".25553818276955102188893230281542930237114308353377333609453e-1",
-  ".106549993770682505272396805354392009144218888197680351574531e-1",
-  ".37283100596623024511254321150437870558828121780522076199398e-1",
-  ".127946431985650053173497561001720140514397806491340818513946e-1",
-  ".51123644233029017149340024340109355272685177349324455009290e-1",
-  ".148759147761013778995258646178614685465143769131024900807733e-1",
-  ".67012302566570968542055611591700780656347627831047757984850e-1",
-  ".168893139995534482603019469405726643638997402425978005096917e-1",
-  ".84876581466966973483807347604596941002096873014809695984878e-1",
-  ".188256526786930356638303996142295585134775597253619967071747e-1",
-  ".104634971462362872405427926289848794426015243457644445065496",
-  ".206760950548393648521100879351157392121031120546370405635691e-1",
-  ".126197320192166972999831747365998565547138909998726752515344",
-  ".224321976386590633835473067813874282211433502588920301613461e-1",
-  ".149465243989797151243938955286749774875212008425030676765782",
-  ".240859475508561002652344316116104683409877461838289928188537e-1",
-  ".174332576899001142446761422091570316386197971340762030275394",
-  ".256297990035715106676826496857240167320907508132641309781954e-1",
-  ".200685855143642423411413733199916344925766832717685026088916",
-  ".270567076929283772458188216296115376299487345205679953217357e-1",
-  ".228404834869098682364518654485561581983010764807541957304580",
-  ".283601629219956179084372018016433572932135113045565907253659e-1",
-  ".257363040805917668613839903145772595840166220358480648227749",
-  ".295342172977731574037753613184538685491084742461151384484017e-1",
-  ".287428343358585801338926568285716290415331115446032654158972",
-  ".305735138623252405076783039520955188863908164289268042811904e-1",
-  ".318463561489502144938146510742674155076305578571178764251008",
-  ".314733105321972540894759761235554656166230825158931104034124e-1",
-  ".350327088649064992258280371711048035321953841222880825388166",
-  ".322295017335695347941397195541275319618978225225092462334785e-1",
-  ".382873538896865115686971942213103753712955589004750987188736",
-  ".328386371338906036893787828427778838108580698869058577394796e-1",
-  ".415954410266448235696601631286148936276255359081765301634008",
-  ".332979373842274436878809832113668509721818544004960546349026e-1",
-  ".449418762347207880242070171495675304559064319749253130190242",
-  ".336053068003390879311870774135487980882698405828226010798833e-1",
-  ".483113904991973979240221084054280118092041942001899039658947",
-  ".337593429245182294101070945821505401060741347699091275725852e-1",
-    // IM_GAUSS1D(93)
-
-  ".640635707893945408026142606445754186454674384254595392016e-3",
-  ".164372692126400744162498210416808992568031199676706634164481e-2",
-  ".3372394506115682653905157683768195927143957944684632730345e-2",
-  ".381930814792441680705217838556582775221029541017058389054166e-2",
-  ".8274498464188145617549482981915074034172890445953112809872e-2",
-  ".598142423215616048197172742497425626169645225334391685181347e-2",
-  ".15326606336717751427127861219864597330848526510247931756560e-1",
-  ".811766657321652983536284370394931050794646220769492207593451e-2",
-  ".24498015371145778705098538074278788673199242306310485515644e-1",
-  ".102184690738342138210173803431276932136155236041522508565449e-1",
-  ".35748653493819675901407537694339509312290606528483005137104e-1",
-  ".122746058298294092689170785762528835688315761833090681996831e-1",
-  ".49029335280737321566414349011282180180682756783857609870203e-1",
-  ".142770753503216932523699623129055408034376089321594336743261e-1",
-  ".64281992101551841529507267722196914474036736942110195366202e-1",
-  ".162171177575923783838087315870850793465443404140123629981217e-1",
-  ".81439930050048939361200525716823817909065525268278703181942e-1",
-  ".180862482920874758067299648831556243367226411132299019302162e-1",
-  ".100428122916129028542218965398203493979739571900632528400024",
-  ".198762930612655018904506900709805082958247344145017102234583e-1",
-  ".121163540777280683213001738215158899393290044783173283547844",
-  ".215794243242397691341508967232515697738596888929325150349047e-1",
-  ".143555513295467849169060336114490594147874877122041428456672",
-  ".231881945432529556022009241213725462743480226314714394699713e-1",
-  ".167506126304833635431648675713955469284742592733364537119913",
-  ".246955688736805848022852429310024615599970118952460549635153e-1",
-  ".192910650021813195702268728697873156875910027454897625148956",
-  ".260949558900285724361059708548380388608674899810190476467498e-1",
-  ".219657997032667902758470841290865604428238272704431280250888",
-  ".273802363907651129785625884442524029518976831742536126164179e-1",
-  ".247631208068211040112855487324349454863398440387698735338658",
-  ".285457901466157701110083026541913864551647129826236231721209e-1",
-  ".276707963447572148637408928825296020303291497400639450285037",
-  ".295865204711694379880772781928706462319161757465370119328879e-1",
-  ".306761117957666430208348806196988364899081195992584992531038",
-  ".304978765043698226653552890667187605905466021510079373643543e-1",
-  ".337659256831132048894619350410001581800185541996468837058945",
-  ".312758731104608313202821907249767683767079217292302127908845e-1",
-  ".369267270392512714846508516897414512883338633101560137339300",
-  ".319171083028585153156468899279067667411681718453429862825998e-1",
-  ".401446944860444096019254320814747691222568564788830167322856",
-  ".324187781194728633513019695554030094424973763009141594017730e-1",
-  ".434057566722742551473088234637936379318332423280755543524872",
-  ".327786888832748701255715011630379561409999454043667989478860e-1",
-  ".466956538041822162419763111262933145703861863031889795563862",
-  ".329952667944052372667853276652491297886791388132514989445770e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".330675648118277398267201771655274855976802263589656202832145e-1",
-    // IM_GAUSS1D(95)
-
-  ".614496373786940699729254218443179955531174861639480693530e-3",
-  ".157667302615291931633865577194574378914197045973018482261972e-2",
-  ".3234913866824621226035624575462940821692625202664035191424e-2",
-  ".366377695063813105119198981089327502935395342176108986357423e-2",
-  ".7937708138586571127708199986700584705380388291307635021175e-2",
-  ".573861728961726974479633380454581404321025204056685020873092e-2",
-  ".14704203726876374769294008099669971348783044184558146985814e-1",
-  ".778965786147192436408847791723015698818813346329383384857873e-2",
-  ".23506148419784569638519666987140828395729334088040631568026e-1",
-  ".980808022867776390723035982610635484790651739798400643146660e-2",
-  ".34306654646722833442912809949199366140001457190524785064698e-1",
-  ".117853804196621895702596506892246151108648707544960283682447e-1",
-  ".47060431642215163588962582164494105843868900086294577323758e-1",
-  ".137132548541784741000369181312529102255920776237976142064144e-1",
-  ".61713989862876057047153222597451622719175733135019003626062e-1",
-  ".155836139163990444510328784231772097271426704116122176991856e-1",
-  ".78205869187803234644455077740171975064556494131223799242544e-1",
-  ".173886112823852194462742929819012052986406984136416438302206e-1",
-  ".96466897985278686458723478487730777013493485269792306712068e-1",
-  ".191206755329153531586086282618578089319119841826294376732097e-1",
-  ".116420483742129830373072281238515473188678834575896313882436",
-  ".207725414717323746070294111805323988767364130190148889679119e-1",
-  ".137982934538092672662758883253167376707453593859638818635317",
-  ".223372804283471402097242935629251974942313934311992823222517e-1",
-  ".161063810183668047394074359662045470575022660486975693464480",
-  ".238083292462452374129533117394649150789990333714481967927431e-1",
-  ".185566301611743188002417533465002673987545500104919114509134",
-  ".251795177769272374789038095439328030164970465129293256942858e-1",
-  ".211387636958013648091095380729760613573001356929902235973802",
-  ".264450947425968335477525281323494573308632428165585888740496e-1",
-  ".238419512638883483160887065431245736855406189094057946209885",
-  ".275997518499920814341017475958177195022254628037800939584806e-1",
-  ".266548547624520797727535569174600745381593947870741527909066",
-  ".286386460502016078525751173423502881207635615020559845055360e-1",
-  ".295656759004641635041887252092683356770038578502555967614424",
-  ".295574198491978178732374087167599553298278012785275043311600e-1",
-  ".325622056853919630920091031364796041932845175015803711983938",
-  ".303522195829469400264846160139102389426304321282388772450156e-1",
-  ".356318756322272211632056769341601156074220847099480110545750",
-  ".310197115799463319520988920687992591531916998325457307676940e-1",
-  ".387618104802655469387567279912653861280719097979172596917628",
-  ".315570961431270128285630113751166590637068216855503956041037e-1",
-  ".419388821965554140971781304608251152612812810129052441148378",
-  ".319621192923240933119531009127577044594870424913214999454137e-1",
-  ".451497650395268650534973022073187739923631885349531506784710",
-  ".322330822179750411032520968288525328628459622277651543802817e-1",
-  ".483809914518565318983338878423932778977018598819240953787498",
-  ".323688484063419612515124693682957767760409594733182550072812e-1",
-    // IM_GAUSS1D(97)
-
-  ".589924696682310319084363647944672438159501067749017943526e-3",
-  ".151363949446145253874034908791357048641501438204287264351789e-2",
-  ".3105669027916104619943070371023190579346302530674916197698e-2",
-  ".351754979504322573672533915567420543143192561678441079639851e-2",
-  ".7621052042893497820350502315712644823346268927373523391392e-2",
-  ".551027551579679024875414408341666637609678317917354221947010e-2",
-  ".14118899549222309930013789247612933251068726409547153340386e-1",
-  ".748107246781232551479215956010075201814052233033269490334284e-2",
-  ".22573170662931383222378160165907790472652774049863104038507e-1",
-  ".942179792654472922222532669555367463387495551147460032755963e-2",
-  ".32949852622094925470508769681727548769788523594904002796149e-1",
-  ".113246007937233382493854821080214436633987457426366281830658e-1",
-  ".45207172085963357393490179822099964478614384441640980446578e-1",
-  ".131818094635330084804728726198710238472304835917654899575772e-1",
-  ".59295777213495544981484232091497536920379981368804330191236e-1",
-  ".149859423102919126753452790370736050310360183761167877879514e-1",
-  ".75158940077917149482559063878510333336697833767641875628206e-1",
-  ".167297333958110871712435754458446009247399343455751733739350e-1",
-  ".92732786320072284230249606117611477752663932088623324131616e-1",
-  ".184061604815003449097336183494411475006807762241889232525638e-1",
-  ".111946552827276682490928593875771964367774769085409067364483",
-  ".200084728831865106843025183715516607139323037370797554766597e-1",
-  ".132722872881298651893162893570737557673582273338149082780264",
-  ".215302184906297989941727420005192479033567906221702809279029e-1",
-  ".154978087787433943247624096362529036183247436905482124504226",
-  ".229652696777979267712498099860638355044121611768177900050535e-1",
-  ".178622583790381167971571525708049945229832263873361233729259",
-  ".243078479439141201388255986439342654406844643094118207627463e-1",
-  ".203561152945549643772067831603685732683499492340576204773244",
-  ".255525471650722953373114030246592806948062246648920107248553e-1",
-  ".229693376504136966720887266385282041537949326880817076701026",
-  ".266943553541294842639714668650881030827930347241122943412755e-1",
-  ".256914029273753978911511951970712468962442402832531697359701",
-  ".277286748374017943452157907413490336021257620368970709080284e-1",
-  ".285113503329211737670707929096288483468291051060963995078146",
-  ".286513407650937377425822961754082681752902194015598306429925e-1",
-  ".314178249368857555568132729526519736192627606633036511625066",
-  ".294586378800136330122638253712462581312480569297397286564890e-1",
-  ".343991233940125618896069661746791867451583296002806375208302",
-  ".301473154765760086515530584377707952488882544598627438911345e-1",
-  ".374432410693711363246422028587694362708507912713167874352986",
-  ".307146004895964681484133230701505374715950045960489668669514e-1",
-  ".405379203769093206757344913070006744410160561160590455327782",
-  ".311582086600286337005384126079748521120667681106604169220473e-1",
-  ".436707001365163974466007355712231904837756439466566643244516",
-  ".314763537325978497371997778914455031818627138847850206861729e-1",
-  ".468289657508656606985582589560757513423606563610559806254895",
-  ".316677546482458742954184637000452600739857082824129102236561e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".317316407023952988591267339397648174998147611541261095928888e-1",
-    // IM_GAUSS1D(99)
-
-  ".566797789964474907270277512890747001878243547960737411480e-3",
-  ".145431127657757047920036217142774040333649972050717075354292e-2",
-  ".2984015283954643707445899789652635921261014465838204831738e-2",
-  ".337989959787270075138943908899251590093689399315035876157278e-2",
-  ".7322957975997058845495187183755297992203684527297095641096e-2",
-  ".529527419182548463178484074962051116970093598211323221129446e-2",
-  ".13567807446653963143327947696873973165413296475022899127452e-1",
-  ".719041138074278720968945446366217496851591671081726724866078e-2",
-  ".21694522378596028501127177921688952974282937686976728572010e-1",
-  ".905778035674469517562997171117730992233366525516848669794578e-2",
-  ".31671690527561033109562526363751698923134200952398538812473e-1",
-  ".108901215850623964907960345313451706136567380839148405063860e-1",
-  ".43460721672104053455132178614171452607905904151108805188636e-1",
-  ".126803367850061952200974391927213617300806319632623071782279e-1",
-  ".57016010238193475681229508766623182902854844622095818776722e-1",
-  ".144214967902675990149531865566162162589234328540511922525225e-1",
-  ".72285115285026957694318678032621266172583480256547018280835e-1",
-  ".161068641117890083240829136615019767242945291879986355537740e-1",
-  ".89208964570332025821872944563030231119629308328257125738313e-1",
-  ".177299178075730770803673055004878985484800001221029977316033e-1",
-  ".107722083549800368047347401829504399576341863721777823630570",
-  ".192843783062938376223850751181929674323858524577060773267045e-1",
-  ".127752848886965730869731873658902878564906034335207710737610",
-  ".207642315450738487112059894820335089044889877245474171847496e-1",
-  ".149223765646588874455226871058172135925140385757652178629538",
-  ".221637521694016377460111434151970987303806491780120189816742e-1",
-  ".172051767157280319609187567998160090479294735808834086734532",
-  ".234775256519742164828165068174938412570321530926315886636662e-1",
-  ".196148536407524880409809101804083553197897489662002822143934",
-  ".247004692247331574606217903757163643461435254833147524781824e-1",
-  ".221420847742674972842238545187099196092050808881124869341770",
-  ".258278515347905692449526479200476398249127246977173934675106e-1",
-  ".247770927546267899174270434075429403682310660864660380908630",
-  ".268553109444981232617293986278322763840116067649619999825878e-1",
-  ".275096832512980605426434266110812091342467743267413167029260",
-  ".277788724031062588117837128061347487975676499919512784266778e-1",
-  ".303292844051217436302885373088091364876930265663671998460482",
-  ".285949628238641918615146575329965815057876861285458794259834e-1",
-  ".332249877290281321581505871354464151079390703481602119049784",
-  ".293004249066112229175612183154242331048837567220127365322458e-1",
-  ".361855903110234004836177360739434907142599206434001924693247",
-  ".298925293521327287547882026562926153983330210363345023014504e-1",
-  ".391996381561979121576357733691449333147122013744933363648190",
-  ".303689854208851080158750076924055008048996366177017678617728e-1",
-  ".422554705000927048964185689529445249399074889972531183801635",
-  ".307279497951583318782033930419576875486337878820037571545838e-1",
-  ".453412649219956929572774811180199826057164308038930692658555",
-  ".309680337103416216920437548904153442864385283456224524713816e-1",
-  ".484450830836405561943835505167025402876351888520000978512602",
-  ".310883083276736311605165536803067154338412346005133165505828e-1",
-    // IM_GAUSS1D(9)
-
-  ".46910077030668003601186560850303517437174044618734568563119e-1",
-  ".118463442528094543757132020359958681321630001106207007791416",
-  ".230765344947158454481842789649895597516356696547220021898884",
-  ".239314335249683234020645757417819096456147776671570769986360",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".284444444444444444444444444444444444444444444444444444444444",
-    // IM_GAUSSLOBATTO1D(11)
-
-  "0.",
-  ".238095238095238095238095238095238095238095238095238095238095e-1",
-  ".84888051860716535063983893016267430206414817564001954204594e-1",
-  ".138413023680782974005350203145033146748813640089941234591252",
-  ".265575603264642893098114059045616835297201264164077621448666",
-  ".215872690604931311708935511140681138965472074195773051123019",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".243809523809523809523809523809523809523809523809523809523809",
-    // IM_GAUSSLOBATTO1D(13)
-
-  "0.",
-  ".178571428571428571428571428571428571428571428571428571428571e-1",
-  ".64129925745196692331277119389668280948109665161508322540292e-1",
-  ".105352113571753019691496032887878162227673083080523884041632",
-  ".204149909283428848927744634301023405027149505241333751628870",
-  ".170561346241752182382120338553874085887555487802790804737505",
-  ".395350391048760565615671369827324372352227297456659450554576",
-  ".206229397329351940783526485701104894741914286259542454077970",
-    // IM_GAUSSLOBATTO1D(15)
-
-  "0.",
-  ".138888888888888888888888888888888888888888888888888888888889e-1",
-  ".50121002294269921343827377790831020974259852216947788785344e-1",
-  ".827476807804027625231698600146041529195536146125796707231012e-1",
-  ".161406860244631123277057286454328774644485176193046710229518",
-  ".137269356250080867640352809289686362970625610493254643268368",
-  ".318441268086910920644623965645670393489678861199560924839863",
-  ".173214255486523172557565766069859143973766353125458203015303",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".185759637188208616780045351473922902494331065759637188208617",
-    // IM_GAUSSLOBATTO1D(17)
-
-  "0.",
-  ".111111111111111111111111111111111111111111111111111111111111e-1",
-  ".40233045916770593085533669588830932923228462276862064255187e-1",
-  ".666529954255350555631135853776964490548129374988987074438202e-1",
-  ".130613067447247462498446912570084637491907449311536657267446",
-  ".112444671031563226059728910865523921376956456980875320569753",
-  ".261037525094777752169412453634371001056613553334716765542872",
-  ".146021341839841878937791128687221946103744194843853772295688",
-  ".417360521166806487686890117020913233384424828225258134433550",
-  ".163769880591948728328255263958446572353375299565261088579427",
-    // IM_GAUSSLOBATTO1D(19)
-
-  "0.",
-  ".909090909090909090909090909090909090909090909090909090909091e-2",
-  ".32999284795970432833862931950308182730041334945018887054186e-1",
-  ".548061366334974322307017247901753550247370718236383653988127e-1",
-  ".107758263168427790688791091945770948246401272452968189158682",
-  ".935849408901526020540707609497174597845971188125641593034686e-1",
-  ".217382336501897496764518015261124167858473927218991512154422",
-  ".124024052132014157020042433210936376671836584823856939628032",
-  ".352120932206530304284044242220471245529496782825697945266050",
-  ".143439562389504044339611201665767615591826773727965914171059",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".150108797727845346892965940584988204035823083442131061178680",
-    // IM_GAUSSLOBATTO1D(1)
-
-  "0.",
-  ".500000000000000000000000000000000000000000000000000000000000",
-    // IM_GAUSSLOBATTO1D(21)
-
-  "0.",
-  ".757575757575757575757575757575757575757575757575757575757576e-2",
-  ".27550363888558888296209930848390643194371724024986338143054e-1",
-  ".458422587065980653341712970670396431551530707088913693106640e-1",
-  ".90360339177996660825679209141548669654766671048177855288342e-1",
-  ".789873527821850575823355313501701341255531582117285798633435e-1",
-  ".183561923484069661168797572778172070878078127299249503517423",
-  ".106254208880510572679151038683433135097672811382670416747947",
-  ".300234529517325533867825104216516549736125983602346481756031",
-  ".125637801599600640146622206073798091666719238674901822785133",
-  ".431723533572536222567969072130153051550792944358970807274209",
-  ".135702620455348088500144169249801420197325963446050235535497",
-    // IM_GAUSSLOBATTO1D(23)
-
-  "0.",
-  ".641025641025641025641025641025641025641025641025641025641026e-2",
-  ".23345076678918044051547267622275424186746055651318407405314e-1",
-  ".389008433734094638967944941665667925339174087467514605229837e-1",
-  ".76826217674063841567037196450623320210981670142795687155676e-1",
-  ".674909633448041745599573812946854446280863460463397092613593e-1",
-  ".156905765459121286963620480216822223535411900937807786468654",
-  ".918234326017750460037471293734053616232368434841189995727658e-1",
-  ".258545089454331899126531383181533189613903368940704994761138",
-  ".110383896783055043042767004189698148733631436666997602365805",
-  ".375356534946880003715663149812886509255594343753512070350742",
-  ".122007895153338178229289074180078106265631100208278030113414",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".125965424666723368022069320770619471918173216874515575814277",
-    // IM_GAUSSLOBATTO1D(25)
-
-  "0.",
-  ".549450549450549450549450549450549450549450549450549450549451e-2",
-  ".20032477366369549322449918992287805466804240713676031817921e-1",
-  ".334186422488406423170353303730264125288210267253412169234334e-1",
-  ".66099473084826374499889898545867893375063823452781932620587e-1",
-  ".582933279493558257704983353273251150023529274500366395982189e-1",
-  ".135565700454336929707663799739559202171330234152839098693878",
-  ".800109258814760712064104989937973202519012748164405350843474e-1",
-  ".224680298535676472341688647070459682768930840223042933088104",
-  ".974130746867080593201658891879422560743143780259323781382047e-1",
-  ".328637993328643577478048298179162677583443232929846626722542",
-  ".109563126504885377435581261977083806479166057229437913068074",
-  ".441834065558148066170611645131919916029245477871859615898338",
-  ".115806397234228529444814178646319595157949830258305822684010",
-    // IM_GAUSSLOBATTO1D(27)
-
-  "0.",
-  ".476190476190476190476190476190476190476190476190476190476190e-2",
-  ".17377036748080713602074303965199411146174932001453329963751e-1",
-  ".290149465143006245484402920126409977178433634130074518874935e-1",
-  ".57458977888511850587299184258885174005642957396261013591309e-1",
-  ".508300351628590338018330853944003577404917968583029524889669e-1",
-  ".118240155024092399647940762011854190911315739842354831622647",
-  ".702558499012140547302234028218364453117421773012039790937081e-1",
-  ".196873397265077144438235030681633246410134483120040107157085",
-  ".863948236268004745260385497041752936783178315134026453644873e-1",
-  ".289680972643163759539051530630709793507830897253784815807454",
-  ".984936179823066780462501732537032974318019754167452142348594e-1",
-  ".392323022318102880887160276863541143673921049398479468262748",
-  ".105986792963410460063715038488610458311827872697180131591388",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".108524058174407824757475107125456775806426156076505726855377",
-    // IM_GAUSSLOBATTO1D(29)
-
-  "0.",
-  ".416666666666666666666666666666666666666666666666666666666667e-2",
-  ".15215976864891033523878630816270379305504626748082634965660e-1",
-  ".254251805029599527016224597827276572469359137688934919607797e-1",
-  ".50399733453263953502685869240075261625001195477427787287786e-1",
-  ".446968486629654004955260400830418574669436050188994892392643e-1",
-  ".103995854069092468034455864518427147095963086009900488657794",
-  ".621276910662570491747681663286566003871990156349497701014740e-1",
-  ".173805648558753455266058390179709259839220993585212831307110",
-  ".770134904035821404078224702424972577227081209918206614293875e-1",
-  ".256970289056431194109054607076562651555511347850873714311672",
-  ".887459566958520626505378347641788850791573725880856067573957e-1",
-  ".350084765549618395950823272638849676092269511546111167672845",
-  ".968450119126017921584567994267610151531789970092036625918375e-1",
-  ".449336863239025276078483497477041118733379542799904430041225",
-  ".100979154089114935744599562705470060277210308321480651255298",
-    // IM_GAUSSLOBATTO1D(31)
-
-  "0.",
-  ".367647058823529411764705882352941176470588235294117647058824e-2",
-  ".13433911684290842921510249063139284705520425438745256776754e-1",
-  ".224609702716271048237004773116062216590998542221354492455681e-1",
-  ".44560002042213202188098746801136766234560274065633617839094e-1",
-  ".395991352518435595951322149764172520491821092634233867616593e-1",
-  ".92151874389114846446624723381236672641798801466438220925068e-1",
-  ".552964545035140806878863526100384018197161122536382150683774e-1",
-  ".154485509686157647302540321313773351596793468904792285796301",
-  ".689938731009632795281007874770125853329516328900044026984709e-1",
-  ".229307300334949230438133296247968374162426676017584427339528",
-  ".801973309988107697581641829323756451329090206586914032496804e-1",
-  ".313912783217261479046382659632371093720091342799859713267448",
-  ".885021267578289352184728726816462459105382395892224688500747e-1",
-  ".405244013240841305847868492623443014327503788538750714711064",
-  ".936081698388096179460442414303108681335648762971252960440287e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".953309373767347166497036235141267363946645449456364031984491e-1",
-    // IM_GAUSSLOBATTO1D(33)
-
-  "0.",
-  ".326797385620915032679738562091503267973856209150326797385621e-2",
-  ".11947221293900728567740537829149966619093278640402952258748e-1",
-  ".199853144054570330687995882050504396471527249542297425578152e-1",
-  ".39675407326233063081072687284361288218823256905479703276208e-1",
-  ".353185834428168324996114800838931665506483131317767918886260e-1",
-  ".82203232390954893143176818836031371283164620417090721135754e-1",
-  ".495081358587514011972118026593360539590343414317196854573294e-1",
-  ".138160335358378659346894817348964660425237397922620554841258",
-  ".621052665664835501316981794483733899803947757525133778641170e-1",
-  ".205747582840669119413232053403220265499581605341891046617858",
-  ".727059807869011339915016052472133862427388585327721514391982e-1",
-  ".282792481543938012328856431629662602075120777418153679028028",
-  ".809697586188012446321633533501142359803970357771417227070442e-1",
-  ".366818673560859507916167333987202028967431905340870776188773",
-  ".866310547447281130053072019133417108622886794056730343091914e-1",
-  ".455125453257673944488677494955719132519698049479437597765521",
-  ".895079317198515411469094034717625840976067089226702257961895e-1",
-    // IM_GAUSSLOBATTO1D(35)
-
-  "0.",
-  ".292397660818713450292397660818713450292397660818713450292398e-2",
-  ".10694116888959952423682968444888718592861331094595279277834e-1",
-  ".178966825930882385577127845175611782307832925048426251844998e-1",
-  ".35549235923706878141029870601725693774915908874024696655238e-1",
-  ".316909458813148684258478452091586897789922163705181539793793e-1",
-  ".73769711101676953457022014979468687381452309580567375865338e-1",
-  ".445658785496035422240043952780765889604388715847003959646753e-1",
-  ".124252898723693492918181255183027979798170322167102148284960",
-  ".561576707386525220354550077318905120953864296130486462051020e-1",
-  ".185545931367389751116583846885633726465694421405219326543697",
-  ".661336402243753884630233669548626818123027098398137908719772e-1",
-  ".255885357159643248611045181187538315114392200174257596784414",
-  ".742069712979694425048403218342049251459662226109483406188946e-1",
-  ".333247576087750694850749948077536494038518312261134940526345",
-  ".801454620220306209899554840917970096865967172080793328268205e-1",
-  ".415406988295359214312422923277559788123552224617074323619774",
-  ".837782922635714336350686388701304747066352773683085083378131e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".850009596424136173223363578082616101599485725831061427899484e-1",
-    // IM_GAUSSLOBATTO1D(37)
-
-  "0.",
-  ".263157894736842105263157894736842105263157894736842105263158e-2",
-  ".9628147553042914037276780707884542385044688436875659713374e-2",
-  ".161185615942444707458025140586470150516260701463731095265061e-1",
-  ".32032750593667282141909207534686535042213083409474321044076e-1",
-  ".285909010637834130023768135866213912526030070440817145249659e-1",
-  ".66561010955024929345076392691857393018544355841503967984722e-1",
-  ".403158819980598015723884230568602858330182251708810199399037e-1",
-  ".112315869523972064792841236202654328313639070261734086723908",
-  ".509957498497254078418906028664432604337531744810181943084061e-1",
-  ".168111798854844355076798338514420573762127129004254353040030",
-  ".603546138143373625497148525011966799361590679125845683198745e-1",
-  ".232503567984056869175932019085508008496574215431238336956656",
-  ".681502411793620922448903964945159908720383313398169969136747e-1",
-  ".303823408143045350306762648092087816667398335350544693329895",
-  ".741807770354584129073565068669833024655756471169243587084652e-1",
-  ".380224147038506752408799321536455964029241095036311281163628",
-  ".782900513237377435790849483968216861515489682954554753349193e-1",
-  ".459727031380589081012027740920222768488803564953545767490584",
-  ".803716431939228745038633632245419669510459295454961411588879e-1",
-    // IM_GAUSSLOBATTO1D(39)
-
-  "0.",
-  ".238095238095238095238095238095238095238095238095238095238095e-2",
-  ".8713851697725985882759361722297061570414205881792792352983e-2",
-  ".145924200492527293047292718065854071328605755774022440101599e-1",
-  ".29011851520127232851948674669282411675174562977995154850811e-1",
-  ".259215845004248125363614859264148780152071795112277146331920e-1",
-  ".60352622338204767774423201847527976144709224245401779185061e-1",
-  ".366369590925370721262739305209468518286401470259684831383220e-1",
-  ".101999036961143797627843705169820680454790169725111741826687",
-  ".464927339789430326505688320746072030299104839832459926795938e-1",
-  ".152974486968888383686341803402666685621141996947077251470668",
-  ".552585416095616676335002433921938873811543469692278740765004e-1",
-  ".212084019869084656536489064830957356332113495720758755547356",
-  ".627290605954344740075787678539996158519476607413795006408040e-1",
-  ".277942108360498949402741825196324357632471256716467573532750",
-  ".687292314300206717904498087075726317588624924124032911561135e-1",
-  ".349005071745617556362324066070623883989464482969806883829044",
-  ".731184312239887296336352653171967516097530304094937638975446e-1",
-  ".423607242098907266996820835757165282241125503343361759567474",
-  ".757937875558406922266253407526454555250206170414328264983493e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".766925951660874742757922025337698738285250278945318581563443e-1",
-    // IM_GAUSSLOBATTO1D(3)
-
-  "0.",
-  ".166666666666666666666666666666666666666666666666666666666667",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".666666666666666666666666666666666666666666666666666666666668",
-    // IM_GAUSSLOBATTO1D(41)
-
-  "0.",
-  ".216450216450216450216450216450216450216450216450216450216450e-2",
-  ".7923780771176911723855188893964851697243231940241772053095e-2",
-  ".132728738412508789558139522602714567237786507838684367062010e-1",
-  ".26397858000385659737893116692135245043968977329318192916398e-1",
-  ".236072326468703760618878674323959922005749894668565101574612e-1",
-  ".54968854904547764735171087110456604900232958576426356366954e-1",
-  ".334328029322765380062020970785485462845766896335495627368887e-1",
-  ".93025536194039431977279075971932478780665742546451550753154e-1",
-  ".425450301959192239078556180478740683571890905421950696146433e-1",
-  ".139756380019398920940059051800767120703327286940249649738061",
-  ".507502874008238371862186518748000954411017664375040666139280e-1",
-  ".194165280857870514386894197065036700327279847696152201721922",
-  ".578738223269695332950181838607280840711049818767407746527904e-1",
-  ".255092562405048825095624382158364979164364182102424091281464",
-  ".637638483267151377654222296544149216862750861038200720792575e-1",
-  ".321239644930540230969521359879910435358346448028531860291529",
-  ".682948443068707133430886811030851281405420814902094595923986e-1",
-  ".391196707420357479106022453267303618362496652992903467438132",
-  ".713702461356807001681179967833944690442864754444394177616981e-1",
-  ".463472729994550832619455604767946321903610381833241750515514",
-  ".729245097221208968082102197399850735484056860563144640473109e-1",
-    // IM_GAUSSLOBATTO1D(43)
-
-  "0.",
-  ".197628458498023715415019762845849802371541501976284584980237e-2",
-  ".7236422060633710959268616630950450489694603930177479119567e-2",
-  ".121243003857658682586998294685485205798888635735206232771851e-1",
-  ".24121022144644897932180160074285422075824037275600302787436e-1",
-  ".215879355851209173744382328060211355762285181763820359922447e-1",
-  ".50270720979827494524919839826316421044100825930352632722344e-1",
-  ".306262385647771031906914237201777466689542138275629029502925e-1",
-  ".85174451674357056888399690354997557700744058493336357749444e-1",
-  ".390677247377849948709671276739823565676700045378139841223174e-1",
-  ".128152479413969658027418228466501604356390385523069892862706",
-  ".467486230817561709167503534533485520634160783618914272939110e-1",
-  ".178368177769931895761927233198615628054344059098850639312758",
-  ".535195508621682557675918139577333145872035341048698748128486e-1",
-  ".234844114431577915934942339923850094434826742536328644801788",
-  ".592487553313745656510630023621302592842459980417485732954788e-1",
-  ".296481031042762585402024755892452180224023138002913023559442",
-  ".638247373508794383180742765278353838977596887811376972364145e-1",
-  ".362079225527103466446561183660432397913404446695291352031596",
-  ".671584363193019099507824488503554245640746693419422570410570e-1",
-  ".430361897979665800704068693508616533045727771412779130738296",
-  ".691849681929036972617513669314722196935189869646369117329220e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".698648900063736825700798532398731769866480585374617341382847e-1",
-    // IM_GAUSSLOBATTO1D(45)
-
-  "0.",
-  ".181159420289855072463768115942028985507246376811594202898551e-2",
-  ".6634723247419558223456630922762512314040103793349049679906e-2",
-  ".111184267323556044964802174086492620050176192239169745974084e-1",
-  ".22125889535056820986511434724677584464633478522129651817468e-1",
-  ".198158406667339047346310816817358634793092440210505829253431e-1",
-  ".46147162443246739002423501766896125395789943060861848397862e-1",
-  ".281549243623230995104741698390589971642242228145224933854699e-1",
-  ".78267964922563979688347481288328857079461949594834714406916e-1",
-  ".359909310276469911078195303343400629900325450513271872191024e-1",
-  ".117914758789753346106312359523853174339469775381550067611436",
-  ".431845149839645341082814096532915965108641116273791577943270e-1",
-  ".164379947367935650082167570906496621712988355526783726167442",
-  ".496074138420417937070748854978562144413051915739330975708622e-1",
-  ".216834321010352343905295227728858114780552501436759663211850",
-  ".551450434464843020552120615137983022031643064384762325675358e-1",
-  ".274341813392838690875890754215188775588455890843755295097072",
-  ".596985968512456595161469441753589964535657767009518443797119e-1",
-  ".335876193312244543983305410320195328149411065613650152688440",
-  ".631868210140104000636240453456865580062120086871590542472583e-1",
-  ".400339373304583666381713730437504634594062204289261893121279",
-  ".655474709368019711772251129082650571537148716289912415278838e-1",
-  ".466581003131385710943179095804161345101888395541186134143022",
-  ".667384219334931887983928604825387997375176384641762012523592e-1",
-    // IM_GAUSSLOBATTO1D(47)
-
-  "0.",
-  ".166666666666666666666666666666666666666666666666666666666667e-2",
-  ".6105027534253145364097964563419740923508003188290461239091e-2",
-  ".102325844664871926542712359095814255514168391823983732543676e-1",
-  ".20367930873732760570077410580238398736748534857361504040258e-1",
-  ".182523693971356860161914943775548702387906683080989446345772e-1",
-  ".42508614632688710838425033131576724176551365436575845115480e-1",
-  ".259681141842457373216669448567446890052560190695344219996624e-1",
-  ".72161767082341711238093369914125951942966191994092954906250e-1",
-  ".332568643376563923469349966567997205463679797064449423155211e-1",
-  ".108840170379641609800406023885626321260268486963982328469372",
-  ".399993874181464909008132180694180172477943323715565151820834e-1",
-  ".151941475592432816619817283105311224369685632997407266147836",
-  ".460850699553102109563448113570242728560689916347627386379012e-1",
-  ".200757926360003365951189501409466921016909810941654501300426",
-  ".514140151739789154137518224535670827918308109374097488886833e-1",
-  ".254487942590560808690520038715598419467725766219313446622422",
-  ".558987331341604440781221162155195934534543154201289295286150e-1",
-  ".312249271070386383385642693869640983656841846756140309068138",
-  ".594655897034059127047221223170935785573793405205555420601850e-1",
-  ".373093467915561709910056559156362235068040400820232908112370",
-  ".620560194689751453476076562196484851797968944534480594902694e-1",
-  ".436021470258446513645507687452672701552229338159203754455898",
-  ".636274887691657235085572083693789566452204678961431315096817e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".641541946493309641686994130620052825199133476657039923913294e-1",
-    // IM_GAUSSLOBATTO1D(49)
-
-  "0.",
-  ".153846153846153846153846153846153846153846153846153846153846e-2",
-  ".5636293844262172785376654814349329502683228655198220994610e-2",
-  ".944842901213173279067602383813360096837243278295331509485688e-2",
-  ".18811062616141335124668664358934918984477681089652652115344e-1",
-  ".168661518429779996887613742913779549959195787571827537904211e-1",
-  ".39282226591221329437434739125655822436617675722870228517317e-1",
-  ".240241995405903136579896563903310209755081435311081600999073e-1",
-  ".66737838020438214512774251095114972629569806396220366176788e-1",
-  ".308175125712737013910900270521396343659377236204541224203563e-1",
-  ".100761408446281280481606180714828301121830713192360841900358",
-  ".371435250611455686580420414931243688743957924621669253334512e-1",
-  ".140837091818667459737297306048036992001160745798040833428648",
-  ".429064319900021810937406261795342036448947295198737044084601e-1",
-  ".186357350253841556099740546419389481909497246797714207345238",
-  ".480189011769506554018486981854312016057282442710619721520082e-1",
-  ".236632128985060727350878302809502843787186249283851277026243",
-  ".524034431153685264949529184456820880802892709975886555974429e-1",
-  ".290899306466876607218158058833075087878819764706376763456148",
-  ".559935970599301676501054399399431205217540930926319129085785e-1",
-  ".348336243570373639612979481048944909294222405586751317284494",
-  ".587349420469045035383478101482410471114901694452260627407174e-1",
-  ".408072252364972549339397164057120123811863920061932007752486",
-  ".605859231442216730221433478521131956164303514431104854746501e-1",
-  ".469201794109040135897256362609124332668453019391966382950466",
-  ".615184819000414381507635746454870247777410085381803960124891e-1",
-    // IM_GAUSSLOBATTO1D(51)
-
-  "0.",
-  ".142450142450142450142450142450142450142450142450142450142450e-2",
-  ".5219518135724689425562679972740281166560485166095899171246e-2",
-  ".875098743803278950968486718135962439935403676762603146489170e-2",
-  ".17425798774590540367866598439434972665509634659039877372378e-1",
-  ".156314758676011921623924950323976817580554306820644071373744e-1",
-  ".36408270637442110570126617963640634219784656903881221350816e-1",
-  ".222888289665308493720373711206931177818922725758967985150855e-1",
-  ".61898956892738760666728475402929579036643743433243354285580e-1",
-  ".286327848400813658695436141269703119508106325294368387942301e-1",
-  ".93539756552093855870954067620731043963341083339048312650436e-1",
-  ".345746711800216381403173675150636096766678043004382691295039e-1",
-  ".130886425076770044580286387125797362998503429483030936381575",
-  ".400311609852692290841190352419751768913472107350526745204076e-1",
-  ".173414668151595242410647562408769525902811104392579867437986",
-  ".449256826296452799860681509730313010164092849300188453714885e-1",
-  ".220527469528719409968665962565937612546033718146165368320294",
-  ".491895372929763815896544656349943163869494044098204433775991e-1",
-  ".271563462192958798160693674580378988878614379597627434424592",
-  ".527628739106265056091909947399509438466570357602852376199058e-1",
-  ".325806209005485664781456710706416702118262424138498939256300",
-  ".555955326287185164641309796710773319448695113123507892155807e-1",
-  ".382494258448540933331599209743334168109275316540198144332390",
-  ".576477501273259914068766666873650439913498374601174255117312e-1",
-  ".440831833050739475780645865862341835890285154053172375713830",
-  ".588907182929780795332495397241821186005642008580209696053016e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".593069888313815135426199018528759945072976725087396907439843e-1",
-    // IM_GAUSSLOBATTO1D(53)
-
-  "0.",
-  ".132275132275132275132275132275132275132275132275132275132275e-2",
-  ".4847298690772937241453544067700950704265633170196590917347e-2",
-  ".812794197875210909949507644855484155967295191472253843720574e-2",
-  ".16187857071434347828114560428263719229997063411737679482102e-1",
-  ".145271103389895723534263899117912141009164344192280618119264e-1",
-  ".33837416439220737536928790695504783770783890199380353999330e-1",
-  ".207334576215033605189929243893135553677258034767923801250409e-1",
-  ".57564491394348580793846830871375163299169405152113342802907e-1",
-  ".266690385236637442001627567357501032518809953980167034225613e-1",
-  ".87059514971830901977742786901697749544699992123399574285196e-1",
-  ".322568290401772691951228467312392156549271450243330429605072e-1",
-  ".121937902997215117423952137366904537986166617277573282691844",
-  ".374240617548538513902839695715808752117143984373053438094600e-1",
-  ".161744935535213341140309377463305755520976402481877715884116",
-  ".421033975607551628697455938989599159947536634091556432665574e-1",
-  ".205961655081412196760843960119143961297352923216924837444576",
-  ".462338429988560878610176973496930444473152172769404774927708e-1",
-  ".254011623034210309785191658527760078518633370111423994954706",
-  ".497615552062478364379726773754575675541209407497974291198564e-1",
-  ".305268431211818596032057922397945127675886216375209298110312",
-  ".526405468805279472411887758974550839267643555081391919422675e-1",
-  ".359063866689198814022923745545333747322946192537992066531726",
-  ".548332868979883125442929318956030209417161177190799199163892e-1",
-  ".414696622345997819558648661125617458507549600036909680734022",
-  ".563111900386195062703182120568301057054912545924890514933355e-1",
-  ".471441439153243551186728174213126618386969718269283169653968",
-  ".570549898363139172666573964150201335316779707512487925978023e-1",
-    // IM_GAUSSLOBATTO1D(55)
-
-  "0.",
-  ".123152709359605911330049261083743842364532019704433497536946e-2",
-  ".4513505865715091860627443350214348656266829531532571420476e-2",
-  ".756908492998379839542896330342786928172421932727542056944041e-2",
-  ".15077096356031853143799306056089627132362118375153218171440e-1",
-  ".135354031484124137704257127225129269401276106349213754589370e-1",
-  ".31528640739508744228981575858318538795142278692178225442666e-1",
-  ".193342199898564898739162871335622054971425531015516504928898e-1",
-  ".53667140011955860617885042973456560991991749245221800803941e-1",
-  ".248979045466187804613341705877387858052963659217990353324378e-1",
-  ".81223631859106717378963341906587715242238150972176740253454e-1",
-  ".301592519142613675140322317588168405445030860560186840791403e-1",
-  ".113863551396765629322914682931773508357687020470960529884954",
-  ".350544690002989995926334292120068043474674125337739548240897e-1",
-  ".151190669321816005803012785711453444605785868153381852837216",
-  ".395241565139428008920851160875547009022029362151477473449563e-1",
-  ".192751873898283525014548191287820640551973256670620433810082",
-  ".435140667205678028188130776078165301844127624770588033245342e-1",
-  ".238042662814015458210591713438197018025010870016085886109059",
-  ".469757710573981562489182534937850130445343345120126115219412e-1",
-  ".286513264143252806181211794515820545400373649967902242322173",
-  ".498672508185749303267845887670342417580393232955522927913043e-1",
-  ".337575308579044496869992988460581312360197634829237218169588",
-  ".521534082318382687113535560956211439902889273012784338358176e-1",
-  ".390608970857869490095474073837502665769111824407837236749336",
-  ".538064929167842696867934270233034418136125147248867068589393e-1",
-  ".444970493302203945146106198872159572524305647565748769566770",
-  ".548064389229452100660662053782976870957940094447424669757957e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".551411083898413050562289764353687407424172485138729180863610e-1",
-    // IM_GAUSSLOBATTO1D(57)
-
-  "0.",
-  ".114942528735632183908045977011494252873563218390804597701149e-2",
-  ".4213028579749853330590887045674687301197699926991654903060e-2",
-  ".706589966395269382036608433410389513497039777497499727089194e-2",
-  ".14076698416865379161703523895404135634716326427958768433372e-1",
-  ".126415833702757011021341269250212399522158522858944328383225e-1",
-  ".29447609524471458846405225292239463859846046279881258757234e-1",
-  ".180710470997042676573663415616798499084917367357548065477142e-1",
-  ".50150390900361570223328588425272934980389794061133810691620e-1",
-  ".232953472665714637009402457230108320576652326113950852164605e-1",
-  ".75950256409900945224288083908467395086812661195093270248722e-1",
-  ".282555989615401916510968552361516617867180727695131041119079e-1",
-  ".106554821381226459775020239703798119983160454148661883677788",
-  ".328956681988950274720506872965661912803866043805925136674291e-1",
-  ".141617300681457434183100701935051346105225066318658892988696",
-  ".371630016623591269170338210004153353917738916903357848507864e-1",
-  ".180740412096220796314453258645129636111624477435108964250188",
-  ".410092564167034573998607727635799427521795519348752383237299e-1",
-  ".223480869952473573807724884979671114840024757733730891021696",
-  ".443908561598826050836282172279602797856663363799773815281491e-1",
-  ".269354404915879657386721389446423932579575876195213961883090",
-  ".472694875969304458905663576820179446730571133570584258804423e-1",
-  ".317841249788775501122007447224107172986332681943585563244013",
-  ".496125355021499153288379824771545307176305476980836370874308e-1",
-  ".368392028140213104366450265499966194601836824292832847046162",
-  ".513934526536174947351404041676880805117233514802254028829063e-1",
-  ".420433978687074766087525711450576140668427320320412134669431",
-  ".525920607982273249281064904295697030948861180232393493608628e-1",
-  ".473377444757256665318496082774323117922018451116582981169381",
-  ".531947793618339624737911534049655704238995606941720382775521e-1",
-    // IM_GAUSSLOBATTO1D(59)
-
-  "0.",
-  ".107526881720430107526881720430107526881720430107526881720430e-2",
-  ".3941577826759455705337692175642821774041786345266341255715e-2",
-  ".661123551273233515131781493491739852809813092971118023749121e-2",
-  ".13172532092131762586965225762385120356636002416317467245980e-1",
-  ".118332166151351583650228913547128293450859321049879971550576e-1",
-  ".27565414895980385096797231175072194748420655259146220114212e-1",
-  ".169269702026120288149054234659366233337907773109497243990578e-1",
-  ".46966524279365093427744238376268826981281664148167550960778e-1",
-  ".218409090800334564148736440416341460523266076903357701133095e-1",
-  ".71170002351272194816497308801762980062733319086840696736928e-1",
-  ".265232327467243913871404300338199517069413538823886617413097e-1",
-  ".99919228403768505363834333008409397196851622648463205568176e-1",
-  ".309243706452273116953742920011158028576281989972116445862646e-1",
-  ".132909431845462378932929582581179425692701498368351572890328",
-  ".349976887970502852251076766865697836840420067722239858585482e-1",
-  ".169790898694237238331479362701612946137098574900113220425048",
-  ".387000161707378093171419392087113833718945257680035838046676e-1",
-  ".210172671395999043498351568901137282496869964482170302255560",
-  ".419921102587648653326290541131881663912333492006271003920411e-1",
-  ".253626690450583797148099883464892707126418280477365480939213",
-  ".448390755226304111240714664181044381842072605436659224151060e-1",
-  ".299692330859719096848667790301953798554142885012178699905694",
-  ".472107341889289787160952449082667556226074506949061086924020e-1",
-  ".347881284363563689520272426186868212704483482345560886763170",
-  ".490819465068563785598709397007104863771375690668465426026522e-1",
-  ".397682735376237749429453207136145794400506376080822161383004",
-  ".504328773993252566977812980514235680975135840394569136888326e-1",
-  ".448568775619658861455442638345975844551246596062543428935102",
-  ".512492067977351988379528274952139859375022507267242661965872e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".515222814766036665708924807627472104823475959417722482675675e-1",
-    // IM_GAUSSLOBATTO1D(5)
-
-  "0.",
-  ".833333333333333333333333333333333333333333333333333333333333e-1",
-  ".276393202250021030359082633126872376455938164038847427572910",
-  ".416666666666666666666666666666666666666666666666666666666666",
-    // IM_GAUSSLOBATTO1D(61)
-
-  "0.",
-  ".100806451612903225806451612903225806451612903225806451612903e-2",
-  ".3695533013619320314229342361276064438549260014752591023524e-2",
-  ".619905325068692189431017461455852863677308015161122664564700e-2",
-  ".12352654758645385968772024805922512885266690539114243995420e-1",
-  ".110997764446459823119160855805397847065866592950853795220113e-1",
-  ".25857580791383810958335879205785640918321138662135586588218e-1",
-  ".158875677054577328907811394589531003479596907397578386268849e-1",
-  ".44075030468134047962734273812964606989921120454714917771798e-1",
-  ".205171007930313616652019208595077891479645029850817715560092e-1",
-  ".66823761993662240084592615287728254819884728720905618790911e-1",
-  ".249426356681106035059800768622215270143816050928955588640022e-1",
-  ".93877634111278827726589105963710940119554449152385918853484e-1",
-  ".291202486240279347753994649596021099388281730705321402021982e-1",
-  ".124967753031662601141362017660847971716568516923414378001788",
-  ".330084386285772719662181658417470516898190065749711602305526e-1",
-  ".159785122192224592028802121150575495712070108887407335974531",
-  ".365685698013395163201854917846043774864430079361431938949998e-1",
-  ".197983706425789436931413543694054965174031783204672520790836",
-  ".397652628460531261461783644415243441246609268153685444410193e-1",
-  ".239183868559217354696703713303990565175717698977965325081444",
-  ".425667489748341152637638292533084566926749502847335622835946e-1",
-  ".282976141399076530198340321496804409231000126662368532136878",
-  ".449451864786789165360623947923320246109173498437553195644532e-1",
-  ".328925296730559256873093889650642303651838106406754938198256",
-  ".468769377734069067829541770728968353881797946677382623975272e-1",
-  ".376574670574897347791879284420564021912310606153650872746580",
-  ".483428044740013002801890738531974120229420067778694200015487e-1",
-  ".425450701593176252542809061914980170854683870415604527623806",
-  ".493282182703808885853255821217039098973569283919955179470797e-1",
-  ".475067637476703373846851127635786909851425415954982763499512",
-  ".498233857506383888174695423742704902299961883402013170926582e-1",
-    // IM_GAUSSLOBATTO1D(63)
-
-  "0.",
-  ".946969696969696969696969696969696969696969696969696969696970e-3",
-  ".3471820783170828166331956621882223166451388410789876437908e-2",
-  ".582422419613386732561108993514254374111530073791132231122504e-2",
-  ".11606918341546849257186195809340660919822449034117999835380e-1",
-  ".104323045088016800479058320913063386508288859446326183240854e-1",
-  ".24303274301502128312237791543219924195179604960513263843852e-1",
-  ".149405229583732387599855782274976114343192870338312668226624e-1",
-  ".41441348274529379587160465121589401019191139979944330235987e-1",
-  ".193089073859069837819294378376084060925463502715997534752124e-1",
-  ".62860949624718889676719685334827797326776034524980480179822e-1",
-  ".234969252305120852739865560206122974127100954535248775355173e-1",
-  ".88362038497966265220464343366642565410306735074550603473359e-1",
-  ".274655297213134839758494206533284764335996426011146270826503e-1",
-  ".117706499103235685996670759788456025584165262656253667022448",
-  ".311776839262326527205304795838662049372485413839456765206665e-1",
-  ".150620341690918702150161376227791399071908448691413311791407",
-  ".345987347470080737799848984001631601497648509265887666640795e-1",
-  ".186796254359365871368084328794642635951373037423558619700344",
-  ".376967434619869142535649592014542904571679509397230501025568e-1",
-  ".225896470040444188444797644119684576263621625535116186513302",
-  ".404427860967275460898538483860978368489005345007736042463416e-1",
-  ".267555919183946622013498139507369827145060241825802331148318",
-  ".428112242659065662750959818729323474463124509789127996704173e-1",
-  ".311385637873303182479032669641000444584910058542365843718994",
-  ".447799448735387003305742313627804816333924283789518495908516e-1",
-  ".356976399256162979197327748518477796536686148506339221162646",
-  ".463305667211207317649675601425526422922278767014430159910321e-1",
-  ".403902534266261387129346502279421395209750563566905250363635",
-  ".474486121972959079121777073313019049746989888341200381484857e-1",
-  ".451725905911946496841521105954187261966530067396395385116088",
-  ".481236424864927309982772471389677145513478064643933397891675e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".483493550513582794800164042348360919482440783031293825384799e-1",
-    // IM_GAUSSLOBATTO1D(65)
-
-  "0.",
-  ".891265597147950089126559714795008912655971479500891265597148e-3",
-  ".3267818706241898872719379697008658939123332221068393980512e-2",
-  ".548237040915327570073747180688260857898810816047143193269134e-2",
-  ".10926655560031025527387669645240364666144860235860655029450e-1",
-  ".982313908035671564397354124013105319667317131621446390749319e-2",
-  ".22884675543596235796378418642566496906853795800594885615553e-1",
-  ".140752684311217517003760885539283583042530382431647788553374e-1",
-  ".39035852161275538628596639395710566685325639794482640242076e-1",
-  ".182033854753912761753960607415591143831167821568040475024335e-1",
-  ".59238081743863367800761807746241902934295626559250965049096e-1",
-  ".221714510301221711501363965218239498502506930859476832470857e-1",
-  ".83313778598428692543829012294041305580720623236938271615932e-1",
-  ".259446459154635603879199530393733985591253758474079173539945e-1",
-  ".111051346784066294558981590516769002262563521653929507363840",
-  ".294898270133726133477194188385045126758474984839586078352300e-1",
-  ".142207019639890497001374713709686957513242547417513952582574",
-  ".327758450541325602152191620220031543654903452737514882610582e-1",
-  ".176506996031992687811406831062165682194303731932337142646188",
-  ".357738249385364110177945443051266351590356364134185041302582e-1",
-  ".213649844362538577604533904183277431205625978039359064631420",
-  ".384574215317954910525379587538314076158942351412473889253948e-1",
-  ".253309150663364521281755492049505656622199067964373639328508",
-  ".408030519252111915810444986639725295136323519546187000792315e-1",
-  ".295136386720203627571311047943812398485693829871777668806268",
-  ".427901029859887932950635763572018487278249959353515203023550e-1",
-  ".338763972744255503211266465393354937215360538392133619235151",
-  ".444011126417920160590792216087440157377275418151948545555205e-1",
-  ".383808507565441578468326159219630319924593889721511091763216",
-  ".456219234034572435112197559565733591506381605045768667614281e-1",
-  ".429874137911903070814345355376581198803807020198381253947380",
-  ".464418068148053230718428381547903132118412616700170908800243e-1",
-  ".476556037143514659956580426168788227431771756060691196833555",
-  ".468535577521516560008129537207587320570048325183673953062711e-1",
-    // IM_GAUSSLOBATTO1D(67)
-
-  "0.",
-  ".840336134453781512605042016806722689075630252100840336134454e-3",
-  ".3081278177806724856687350275451075505712326125984047369883e-2",
-  ".516973665727018810568244365869450181145528779579159877676231e-2",
-  ".10304428285039688405544395755774045411888074994426819461416e-1",
-  ".926569673814102874078195254088283984194151253377487093624533e-2",
-  ".21586470781506058781214042701816330811887442452500586725310e-1",
-  ".132826976653891079738007655238330862581264958409352559586884e-1",
-  ".36833033991959030932667397833309035686738124772976314999260e-1",
-  ".171893339452053510849834287132337970205695834529451291195266e-1",
-  ".55917623141024772453963575627506695748818149277024899029964e-1",
-  ".209534591022939403680975966749173653685423615377626946554339e-1",
-  ".78682052308900108770290171627763765931604179993573427882518e-1",
-  ".245439317186091366222348381370690408714308287808970649517132e-1",
-  ".104937671457602190227540942908308061134228414958666453855834",
-  ".279310149445183583616523546214524146116224901385810239509889e-1",
-  ".134466910810617380523054118905582492958565023463021452941374",
-  ".310866479076898911225957190959103107122726309880251864633871e-1",
-  ".167025078067112021330383700915334398155807417698089645880550",
-  ".339846844366491727015831529132814971519220350037597377054065e-1",
-  ".202342383959958362972985153053506390167008836083996260885468",
-  ".366011116370094237665660163683302755703567675152933789583005e-1",
-  ".240126176968899168224233356644343461834757430322230436354570",
-  ".389142495667555765517958081287375656258894801188233961569836e-1",
-  ".280063367934141498619920448961437084383941547739564838389199",
-  ".409049311679239166350412703003186393596330568796880286524887e-1",
-  ".321823024217272962138223573821321852537437398947445209686044",
-  ".425566612186630201335497244196117927574529375428422479678266e-1",
-  ".365059111809139604052866719920311919387902362608746804048608",
-  ".438557530795359777556558431013673986705871515403973568374979e-1",
-  ".409413362617199166774126215294713657944668222014445457357706",
-  ".447914421368584543559017623657837996409186703856777680930512e-1",
-  ".454518243151649794425565722947147458582269585634229763498607",
-  ".453559750184112464696983213299413901162595484399857563928911e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".455446738492448554755479201796551238438870625054586737678493e-1",
-    // IM_GAUSSLOBATTO1D(69)
-
-  "0.",
-  ".793650793650793650793650793650793650793650793650793650793651e-3",
-  ".2910262263438036033418083930016017978697200118873722266266e-2",
-  ".488308713551173186068197505568001358889904526372869520376468e-2",
-  ".9733824358735135986892640164582302713303219788080891315464e-2",
-  ".875429566108385480037077642284003333050015473635308033164494e-2",
-  ".20395442065632356939313386116936524790324072357995374042014e-1",
-  ".125549307453474245519737490250783875872235712197166623250851e-1",
-  ".34810838008530419599875592761124610874360300839405945820132e-1",
-  ".162570232140524380592648535184820737764405304850221383313933e-1",
-  ".52867044007191820314993176627321115392089361679794841924464e-1",
-  ".198318117525624802951900726667762083718433273400473697209981e-1",
-  ".74422703298728953822420104511484276456910166162264267565490e-1",
-  ".232513653414937702601272990267223869395597034613376885362591e-1",
-  ".99309097767714263389391704083877625718872826487498934943138e-1",
-  ".264889354353736331377522293809022724879669836489589776537206e-1",
-  ".127331450614135488101355047487408147117068961646321803975988",
-  ".295191889104587415204374628198706377636677995231865483727515e-1",
-  ".158270445424977000122764255726222916704219486323032481533208",
-  ".323184121860376358427482013606513916447380526763649098350317e-1",
-  ".191883940698043839752754292146172045583056063593365128816039",
-  ".348646986284197123716085630445704664352838446313057666860635e-1",
-  ".227908864129792343626431528987788870313750002643692608967694",
-  ".371381206577376983820166235668961465059230899568548703854584e-1",
-  ".266063271145964972492480231988126047812637791897896516584092",
-  ".391208859770901871938560251781583361519925641612042444592820e-1",
-  ".306048551316981878523298391397129546995201884414105118313356",
-  ".407974769419896962821227049754784192651310483704030218406824e-1",
-  ".347551765291472805579005496065106911951921308541679211086520",
-  ".421547720652459280285283858365322723772809283247874741840979e-1",
-  ".390248093915365719377571028403133535052556024564951394134733",
-  ".431821487402531978593684316966103586488499515380791027116605e-1",
-  ".433803380348669484369373278891413728541394707882927734652768",
-  ".438715663932548929200277230895178469054127656824208582404844e-1",
-  ".477876745274274830774021756624438303958961828133688588770673",
-  ".442176294204361829831312725415819545684929881865679138449443e-1",
-    // IM_GAUSSLOBATTO1D(71)
-
-  "0.",
-  ".750750750750750750750750750750750750750750750750750750750751e-3",
-  ".2753095273369076010742070348359939567448410911312801353118e-2",
-  ".461962162142096482774166633320405376888802403593125107321741e-2",
-  ".9209292506511457976729777087081985291983325629290107688716e-2",
-  ".828401173104043057169271897734258663476045961746306756436948e-2",
-  ".19300132996575956947301154097457405819670689235117825159184e-1",
-  ".118851222907757293472040211516973986052094780752975656013303e-1",
-  ".32950117265147502935369567669643190827705436232336628938924e-1",
-  ".153979717043490422056076317167922455465039488681966810851777e-1",
-  ".50058045511696474685489482907425127451447953397224432851234e-1",
-  ".187967531019584140098309063752635545024834937048636476937495e-1",
-  ".70497216476742737750762768230428896941080242440662451668978e-1",
-  ".220563471084378319907626822802762923559860667660349606216961e-1",
-  ".94116290708172458169211497301771045287426582300754362233902e-1",
-  ".251526341575207784749339086468759584202910043426844423098187e-1",
-  ".120740394213215812205430008669331514972976836798828705585242",
-  ".280626953869378149435557560171625979334238713050452231282928e-1",
-  ".150172408133835283924832685405240126685185244066953380812414",
-  ".307649878582428043167937224515648197594485134033195182525530e-1",
-  ".182194426326782976013396594854508462565244515096779315437449",
-  ".332395057673486681997113855197759367589182420064875343490071e-1",
-  ".216569367910650161528799833416366292983136252138266813789868",
-  ".354679291822268218785377179041780157719796883665082742033669e-1",
-  ".253042732183289583642855762248173702748307319210456832236852",
-  ".374337599313591186981700876202297681561990129953313440008841e-1",
-  ".291344482683084614324358305388751588119814966697386706384052",
-  ".391224438644256910819319092274274768922805638566221271204253e-1",
-  ".331191046352117640953484019401893955558401744927103383868628",
-  ".405214786612518585566203757953189981873771099833461737625402e-1",
-  ".372287412959601623929832670394218532357811675549771077107922",
-  ".416205064228958719707311333886249199288574939242016733153076e-1",
-  ".414329319223137300799687475331981199105575951244845549885448",
-  ".424113903731039686039882519228623735297451578748724688811220e-1",
-  ".457005501447772370230567595674369092886199478197784716638774",
-  ".428882751085496931999795228396106032363111106613901909592304e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".430476299548074927429117021620832985211720189240783140477588e-1",
-    // IM_GAUSSLOBATTO1D(73)
-
-  "0.",
-  ".711237553342816500711237553342816500711237553342816500711238e-3",
-  ".2608321602273843335682434654308642805711202419883345051393e-2",
-  ".437690699718011292580664543220992641961983349871801590003985e-2",
-  ".8726007400734720049957768692287090332934249739031102007354e-2",
-  ".785056067815019268453101514748901462089063154074286213765808e-2",
-  ".18290574928219560458573804260516166505966955555603966537207e-1",
-  ".112673034372094373644086568864959581288239852275844270395265e-1",
-  ".31234186930090166165121232872343448903711115800127072096404e-1",
-  ".146047604752108619107181334118267363523320008969872893735867e-1",
-  ".47465920601384722820054806549674941760584059440318976198389e-1",
-  ".178397123430710996917821485323834374131961274977017813443325e-1",
-  ".66871883987164071189210144011381067091431592345928968291050e-1",
-  ".209495098582465777635993793733058832727942239535884327065540e-1",
-  ".89315944019256369138657623668503937163177948821325011648322e-1",
-  ".239123526440978065167627104612377349940458689807127537739014e-1",
-  ".114640665470153583641692978533602374667893032282580839879376",
-  ".267074631860305855960212314896712047579788533974395626002549e-1",
-  ".142668410484809640230488909869050993735231580747518210181001",
-  ".293152378141241349251990801137479828123147029674364892389174e-1",
-  ".173202582860545391541502615529286763719552873451084549011282",
-  ".317173858319337830235362216058266898190938725415925925338490e-1",
-  ".206029006314732900193884400875800446590353220388103554854687",
-  ".338970584012213865510663825239780093164935838892759172704958e-1",
-  ".240917426449731721129636773862544636549708086226151683105326",
-  ".358389669649849827539368166526360655869871685824625862281790e-1",
-  ".277623125658578283348343721017738168820417341855926569901285",
-  ".375294905936182194186344920682786594213547331495136353758906e-1",
-  ".315888639555976428671096448459971068785799657056522694420342",
-  ".389567715781288160056716974399325093717182865143180156347069e-1",
-  ".355445562856707514549454966095217202169370740546777937201686",
-  ".401107986302569930162663002391367862095252588878384692934291e-1",
-  ".396016432016520100089038831098205508434369854769743658372764",
-  ".409834771189178238746970558147719230359834204672370861137515e-1",
-  ".437316671421115688108552498160873648447587145766483966595122",
-  ".415686858562733071136472292986064994352905945183887508384734e-1",
-  ".479056589467324023299999775496620818256871272473649654365525",
-  ".418623200380010623630035659551221625308456159346748477542835e-1",
-    // IM_GAUSSLOBATTO1D(75)
-
-  "0.",
-  ".674763832658569500674763832658569500674763832658569500674764e-3",
-  ".2474671939260811542137295113705395134066287839253699393802e-2",
-  ".415282100389414842533133553674543297575667173333479473350405e-2",
-  ".8279758748572888468848376604720459248569327951463213965681e-2",
-  ".745020102935311147595569533790023601935687748851348322354683e-2",
-  ".17358061461761768171094844587058409763652272384554288099996e-1",
-  ".106962511356081793126797089540327294765655481009771727447285e-1",
-  ".29648455302341282854810553401876401967984974786668087180352e-1",
-  ".138708788501034683662380554243887296961986287335431823088522e-1",
-  ".45069023909857413589394245589152558699192531268635768124764e-1",
-  ".169531381606039673492162441926212127639853422961031923164673e-1",
-  ".63517109910206074247529349969909576359220813487812262076366e-1",
-  ".199225566687833597047707026407630048627224063007593890467696e-1",
-  ".84869930896453696428493468270672174746547108837579277852419e-1",
-  ".227593853493817302025289049747413538164726606156940802891888e-1",
-  ".108985381425265534984926200175023863387742285447656840457308",
-  ".254447500300617393753097899963225312486866366336065690391906e-1",
-  ".135702974188435128515732018898313732338544426723077710815164",
-  ".279607819686537185308900745661888277758121981222774589368437e-1",
-  ".164844906396823281549240427978294315385348274172430176515262",
-  ".302907383058943499093700880337783553112868356709053115151542e-1",
-  ".196217242352351797408545160784277320208117412125283658686064",
-  ".324191140445195960568110228537024886636107617800441517318941e-1",
-  ".229611203747460901033086994238231443702475031433065662788578",
-  ".343317454605052301413905402996946258952240239752760282072585e-1",
-  ".264804558895472165051505187349916869383473762682393052448354",
-  ".360159044626196058603185211303661740979143942696485887578321e-1",
-  ".301563101563286226315779355702508764512398955389329586976268",
-  ".374603833452485796339564885106846083559717221511240616917709e-1",
-  ".339642209528680822206472645596221824271625464666499565108960",
-  ".386555693992635459993251919707716264426262127047399614517638e-1",
-  ".378788472473218907575862490258835889879031167426649015591834",
-  ".395935088967509506425626401129432579271462773600511057427328e-1",
-  ".418741378368887968483734545868272874341887355749927687547049",
-  ".402679600294562920534157470218518110753803986707646858486821e-1",
-  ".459235047131336271935517137416529639891425829075643517052436",
-  ".406744344513880729574169210070273927789585328764928572467844e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".408102271505035690036751272056340626312982133666937862905988e-1",
-    // IM_GAUSSLOBATTO1D(77)
-
-  "0.",
-  ".641025641025641025641025641025641025641025641025641025641026e-3",
-  ".2351035377825551547868980101655862569431121021490587875082e-2",
-  ".394550579430030688064753129730538967071597577151678986664851e-2",
-  ".7866859641248322632982368489917567413608918146165105351113e-2",
-  ".707965377495988657565025801337258016667944812810978551644365e-2",
-  ".16494961756005739676181357795382343700656087271315759411190e-1",
-  ".101673795316935809257051641262809808307899382273275286214425e-1",
-  ".28180117528199178712896564389647326715468277464927353954348e-1",
-  ".131905953265707431312740376768836759249327315039797786194638e-1",
-  ".42848330154895274463666595980207731546854786833590610054830e-1",
-  ".161303589635586977463123344950758998579924523453430828883091e-1",
-  ".60406828260330081054968332055202532354691291407053742588474e-1",
-  ".189681218503542234963422781935358456174670946679024920853055e-1",
-  ".80744588610946779632174610221610852688966904910687409476240e-1",
-  ".216859540973789905044370193542954416668111264246864104334783e-1",
-  ".103733023699224056594460409438245380868042220723502733729898",
-  ".242666769229571625692708629514366902780879230022329137390326e-1",
-  ".129226790426307791254199087282338054277477201363034268339852",
-  ".266939759857470914774749951652698352261230467959413673134030e-1",
-  ".157064707457843143086567573057614297040209400600348038353923",
-  ".289525059908930417016206131374094123367832368232881274258743e-1",
-  ".187070773622371243300077767573329245592555964531832725751762",
-  ".310279882378547624851133290290010165062938791710666836585661e-1",
-  ".219055280352638675614802942523234645068087817168438464186374",
-  ".329073011114479513315871810868054604810008363637150161901813e-1",
-  ".252816010937373196673324405450707371582160483296961781186646",
-  ".345785631380405672279939641982813028139398626108521901651821e-1",
-  ".288139518922224507624830845354098223522267668366030927830731",
-  ".360312081510271476102923208703382114752802893420972207218481e-1",
-  ".324802477542909561009806022173167826166599175502610163779238",
-  ".372560521176946692893122992991291496452356004983651116125272e-1",
-  ".362573091642837816741192576550944601169348978124418288528204",
-  ".382453512166982531275880973755442590143451874227990878652014e-1",
-  ".401212563140544614078186948095178532102996863100951644190122",
-  ".389928508043402903635499956985507337103926157571962987918124e-1",
-  ".440476600777514453241327450849009005346070957463233614866164",
-  ".394938249626821720946121126148036473285527343334908855792049e-1",
-  ".480116964598909049926317028960270740396467356619038601123016",
-  ".397451063807748204355745797756548264229349951716399335845339e-1",
-    // IM_GAUSSLOBATTO1D(79)
-
-  "0.",
-  ".609756097560975609756097560975609756097560975609756097560976e-3",
-  ".2236436277357819255995320113922661750681005260622960018399e-2",
-  ".375332938142579426457515630008223393629554752298367693219890e-2",
-  ".7484070437637611873046971503870244441006388081147680077264e-2",
-  ".673603554723530330878458015686946579273772564206311776003950e-2",
-  ".15694565216159084967031730429579535282488221351581985153941e-1",
-  ".967664928312583995295180796355001886153343715293863720648751e-2",
-  ".26817900176253939399732987826159198387431708961290634060214e-1",
-  ".125588491968005432561293633017565885251867555092998440832597e-1",
-  ".40787064651048093400070908115362253048510712552267279574016e-1",
-  ".153654645489612292839923989483105431296422566529253867415263e-1",
-  ".57518013915192438609832217066614927391115550854073240102780e-1",
-  ".180796517223447562552530537238077041669192649027479936596727e-1",
-  ".76910113948004078890614438028834303395034786139966002270368e-1",
-  ".206850980777863203789367903535388282408169024806531173030973e-1",
-  ".98846733020954109291896186970382098467806113203742902288688e-1",
-  ".231661381743258072398053185315871682141024436203884639325314e-1",
-  ".123195939056524317542550188405951390092253447850209345848742",
-  ".255078524739932567287635101471641207150273260581957319081162e-1",
-  ".149811291609658521102303381165514169168370930624996196319688",
-  ".276961584594571552696229330277973698993301253260051864319867e-1",
-  ".178532721967707288561505573451967502920668505541506264855076",
-  ".297178958317718278723954553146968952248527965648634527771220e-1",
-  ".209187495542393655987201121567238746060388622971813945874570",
-  ".315609058637748977076148623708337298289786395299507632372531e-1",
-  ".241591250576435341511237624892102967642903586906037821149154",
-  ".332141046164213530218620252758263084509885206249044563766775e-1",
-  ".275549106842585750520185874219273932886731673368652712476916",
-  ".346675496435474475625063482580372929024542430434576146668709e-1",
-  ".310856837634458397670191064976821026038444343626653415856440",
-  ".359124998098819852331497146160352863532301803183690468837452e-1",
-  ".347302097985277128937594513154519289827657968801273662582600",
-  ".369414678736948031845461928001725814938508599187136851071216e-1",
-  ".384665701720234870575461807683108028756410451543451388860425",
-  ".377482655229589863952898204502061639157676618865547536274055e-1",
-  ".422722939658079999731179114483697361774071788000960700963668",
-  ".383280405966587352989169325407892726243114276809848207213996e-1",
-  ".461244931031872862203044976533880894441059851041339288105890",
-  ".386773062686527742684602733321455023957771112196016582182922e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".387939620192404158133747300516346311441984267150560069804317e-1",
-    // IM_GAUSSLOBATTO1D(7)
-
-  "0.",
-  ".500000000000000000000000000000000000000000000000000000000000e-1",
-  ".172673164646011428100853771876570822215395958802287721242340",
-  ".272222222222222222222222222222222222222222222222222222222225",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".355555555555555555555555555555555555555555555555555555555556",
-    // IM_GAUSSLOBATTO1D(81)
-
-  "0.",
-  ".580720092915214866434378629500580720092915214866434378629501e-3",
-  ".2130014973241862403239154440835813787644494178213878053286e-2",
-  ".357485348623332367781372287977056989778815825498933580629272e-2",
-  ".7128535246650194555784006861283334909392173178521725268806e-2",
-  ".641680277915691233602508120907591529518767736991316833296508e-2",
-  ".14950951686121191441143395521812901330719792478110478376354e-1",
-  ".922049152233308741726234475016060068690524021342923635222162e-2",
-  ".25551847277282754202423014877782890230032191433247511485110e-1",
-  ".119711592053952617902178034733779544224798761994888058113815e-1",
-  ".38870392870691911584906209221833526216612228185663883537856e-1",
-  ".146532056080828509352077630837136223798150304924465777209278e-1",
-  ".54830270081004241996044481482895212669203933482674646244014e-1",
-  ".172513021995584454253504455300300096158935790504141365584831e-1",
-  ".73340050639674828418766379677625862508500921465488178466378e-1",
-  ".197505776008757505296596443388991266342808420396691356421340e-1",
-  ".94293707103288929389996240196133534098436668931885676268099e-1",
-  ".221367200151445862405958631765407587854833553819429240042540e-1",
-  ".117571216286762424687877775674816296658247895164946320590636",
-  ".243960634801903661581675555033133185054703146165089564227029e-1",
-  ".143039245342599228759883512176782992749382700139216588529016",
-  ".265156674690784643109565252536619642591390066931226457576378e-1",
-  ".170551914898702236871038389766852360653699237594383973693557",
-  ".284833914918951335223793176492375529113321734073247607678646e-1",
-  ".199951634375680407019134993778783317835812498562421458993998",
-  ".302879648312720439303585406967718794279416711145883105145136e-1",
-  ".231070004518703353820149648212890407998798182980035504483978",
-  ".319190511878982742660790191824769898212221916197320513345725e-1",
-  ".263728781902576208602402687512353346042130310013826254467490",
-  ".333673079284013231910715227040492709323475291349523632786586e-1",
-  ".297740899854232116046606736231242045882872992662246190563204",
-  ".346244396209694768203703137820464169359230276938331274431343e-1",
-  ".332911539930270323590711140184264293773583929551131664381795",
-  ".356832455626750371811882456503049745891805137209323822660773e-1",
-  ".369039247804924867330237544680827353338139453153223577505676",
-  ".365376610311358305181098396854171362329442288657952001328421e-1",
-  ".405917087172924293723636992388996537878487397742960973716033",
-  ".371827920265964104007460433048151546485715759771508291106438e-1",
-  ".443333825055672951681777059724035616647711785074387826137402",
-  ".376149433066355845973999979516174367243841247437328515965734e-1",
-  ".481075141720198188743167716094101722738382944261647317152307",
-  ".378316395535566218846060315652187665736169681656481289776894e-1",
-    // IM_GAUSSLOBATTO1D(83)
-
-  "0.",
-  ".553709856035437430786267995570321151716500553709856035437431e-3",
-  ".2031011621110680190392559512741142391656960744073378061596e-2",
-  ".340880659903645093182071710398386069695757086678081275701077e-2",
-  ".6797728682012419172860861462002553424688243897162482032428e-2",
-  ".611970483206979935161736808753590906439741429005782490540155e-2",
-  ".14258882476158002581027032623438363707269088742218870040269e-1",
-  ".879574383413396429056736013998988404807721570838658989636717e-2",
-  ".24373140336313281632608513266114346659159621646596595335226e-1",
-  ".114235462795142869735079011168031625191558076312263083793359e-1",
-  ".37085158573451160872183336632899866315092365958436207533726e-1",
-  ".139889081288056788114695954694571204051388612751204518545775e-1",
-  ".52325479043522137813684963889143416107135619776185915708824e-1",
-  ".164778506637712590421481699578470661279081842441323601343604e-1",
-  ".70010853408122301541834334636505946959122648369207887158126e-1",
-  ".188767899442060750040635738959656478885411877854076636335674e-1",
-  ".90044685430522411089807348432090188682159741452396070712702e-1",
-  ".211726274419210792651271587235558989479863748011318654694840e-1",
-  ".112317554850322960930066048976142785364354801913595721304040",
-  ".233528256564494667799617757658386566275912798617341935930806e-1",
-  ".136707813662189288650372633984387123416009224280756405458106",
-  ".254054778516898017394303128133876051260929354486413575964850e-1",
-  ".163082249961771942101817377534845869083769831872825338411290",
-  ".273193735434767179020446199872927753653911758556328695029297e-1",
-  ".191296815249017688466086224404338721195305110886988039895498",
-  ".290840599140433387120145642072012149683695633248674203901569e-1",
-  ".221197411044723034711488888159126525528410946124673881118302",
-  ".306898989854110637510360869004425385522575459364285488106104e-1",
-  ".252620730455767241399713577441113986903760494705917203065746",
-  ".321281202991736017438291825941555514048550420394475095924870e-1",
-  ".285395150062953388744398357156598864664713238410587718351984",
-  ".333908688385343362579844156371097319692639460331972473015586e-1",
-  ".319341667246347227621198552852784979905407759187622471406986",
-  ".344712479409720433085095401031806254183302056739295970905483e-1",
-  ".354274877821827260539138397910631370449004197599020952639581",
-  ".353633569718021368352582136329218013749993186232232080667093e-1",
-  ".390003988645686467867795968806079954179633942162686028109754",
-  ".360623235551306315500769505178629849308248296454074162957819e-1",
-  ".426333859654779673291965960798544879991118202377498742372342",
-  ".365643301873181549007084566917425595912755026244036288622497e-1",
-  ".463066069649794077389994303412493857514440710577161634104420",
-  ".368666350882108868285682432790438585451312062271539892581568e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".369675871765875771789390507582224505514766630069733929251986e-1",
-    // IM_GAUSSLOBATTO1D(85)
-
-  "0.",
-  ".528541226215644820295983086680761099365750528541226215644820e-3",
-  ".1938752606604335046167493578932337702048977365458123199234e-2",
-  ".325406131073805581052964560002151091936796397760560542290230e-2",
-  ".6489411035083400924898417091765610026574951624640195471259e-2",
-  ".584274448545860725911986776200257517397905868261829574973056e-2",
-  ".13613708495944829588640207496012029306254151753444943838038e-1",
-  ".839959613496088728697088770095108635249415456410948809155864e-2",
-  ".23273946308461230136293433098194745050295489068991639758520e-1",
-  ".109124679285766319964744794545246164230982147293061541268449e-1",
-  ".35419662057923250309681161404230553337213978612363590702842e-1",
-  ".133684002700582083047141407508858976698018035098179005775827e-1",
-  ".49987505451089976888429156111125749022151388346679644876448e-1",
-  ".157546199835975296589024822626144732693529553605439121196326e-1",
-  ".66901516011532147629508551269220636477015549120096605061866e-1",
-  ".180586957763399529284792612825609597283356769373870920040996e-1",
-  ".86073507290187419679502483895045626480636931666703407965942e-1",
-  ".202686187426964956456875050058338980169070149400352730364361e-1",
-  ".107403523097560355770242630882954245728188255780104018956813",
-  ".223728688631270810618679099502651424273240663999173282440800e-1",
-  ".130780357353570756657766972608598916401467243395506293390922",
-  ".243604762676462647921192255356368928364360572428638073493328e-1",
-  ".156082133336727909811009468320680532954177299840481425744770",
-  ".262210788637971863337049910181526034693152624649500167685630e-1",
-  ".183176938850735564238113240202313474280649635257397387397866",
-  ".279449765379130781136963292649945786567330160913466510661933e-1",
-  ".211923513833067574621014274811208964586284433470499464760845",
-  ".295231818068887946354687913769264953510704524725620278221758e-1",
-  ".242171986755442531710957558754110835888623482126684600970071",
-  ".309474667133806346157276735089591438328055557047757724285698e-1",
-  ".273764655948580910305133994603280968972205676289697930558884",
-  ".322104057424413142524707743253055683814265969471296647918043e-1",
-  ".306536811764494607352006062472777275406252337182228312825138",
-  ".333054145454872679023658294238724360222983757296364044292226e-1",
-  ".340317595283317646953383547612769205815505430839315665444694",
-  ".342267842741378236904551900034422559043516221351680869309297e-1",
-  ".374930889084302549773033992698954690686487826347629184460340",
-  ".349697113470796273402538957717757371033503502637196706520095e-1",
-  ".410196235435001879831163897481272113126697025047343649504726",
-  ".355303224958656979096712265105608516141572741190089806874846e-1",
-  ".445929777110521717543722097092571088022364607084626977972015",
-  ".359056949596564966222120314835550887825415289023120800972788e-1",
-  ".481945215937189225092677887462567354114329138931406538911954",
-  ".360938717239367190188118789204774269654872482744545843139420e-1",
-    // IM_GAUSSLOBATTO1D(87)
-
-  "0.",
-  ".505050505050505050505050505050505050505050505050505050505050e-3",
-  ".1852639065455764190223453663763580301185435400182929169937e-2",
-  ".310961515787432974926375820127318877648810171429281677395492e-2",
-  ".6201590379346714488154038902104145162567115445360380515052e-2",
-  ".558414449829248193413710066299480050503461330708794420073933e-2",
-  ".13011292496514063775196935983592104609650554419785656267509e-1",
-  ".802954474791866068605392063406602081754682060314855922356481e-2",
-  ".22247288695948450216849336671970590685593243732876885106227e-1",
-  ".104347623581986327316161011835775330877632260697982469263383e-1",
-  ".33863471697232096926713470693209784926007991302622093478801e-1",
-  ".127879497090759854985328597668951137560190682506952897685396e-1",
-  ".47801943367846714306057349925055704987107775447765500492788e-1",
-  ".150774128767679695976959993110117974724369167916837313700534e-1",
-  ".63993252928775869825725395835390457175210749255919148797184e-1",
-  ".172917548039949113358684816293553622705039312581748128389252e-1",
-  ".82356731670004411363065543782943264728088628377164042577679e-1",
-  ".194199470731552237632447597287493533590732641989278346460412e-1",
-  ".102800891464849473929190557875770339463192974875552509630689",
-  ".214513885655687538529240880154259265107544557201334307731317e-1",
-  ".125223879340968043831679393544553217169043565098228582459325",
-  ".233759594253490311906255844163923333457112384844821988153685e-1",
-  ".149513984402646864874221564519874112121450854921711089267499",
-  ".251840718926238709268533577769428245051046814229671455528944e-1",
-  ".175550194137607570404087040235198308104283161370778817473149",
-  ".268667182393854135437130865949649076423130267617822086038248e-1",
-  ".203202797180182832379556883427623811773544514767132445531750",
-  ".284155157218153210197636065045344644251179751436108730133243e-1",
-  ".232334029465653996780528686199510939845112947729663769074386",
-  ".298227483795771067916945672592901135801661267075820011176314e-1",
-  ".262798760529552091224104320842602921456984428140690072720684",
-  ".310814054953220582226340970770093522368947186657767135047418e-1",
-  ".294445216520128400157085338077508729959554064927808280838928",
-  ".321852165320173305045609651424045569886042604513420772792919e-1",
-  ".327115736315665345759113052917725641358487343786950581389517",
-  ".331286823782698736420682032094344685704043079964933954018274e-1",
-  ".360647556976372941605782910022285799849032506892368678946444",
-  ".339071027480413053385913127901461962909674926928323532950564e-1",
-  ".394873624615965762131787389890078745661613761220956458243648",
-  ".345165995993011310138391519335070386770370978239941172380772e-1",
-  ".429623426652153295605953252359258561971949741015104953032242",
-  ".349541364555074403315048872807305216513462691363339662266838e-1",
-  ".464723841289188086736482114576454458645094916136012422177589",
-  ".352175335339640217687071570684412719998122987562225824461046e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".353054786058572830112038066156046969607901153679001706076314e-1",
-    // IM_GAUSSLOBATTO1D(89)
-
-  "0.",
-  ".483091787439613526570048309178743961352657004830917874396135e-3",
-  ".1772137147592048723585683258751486256219796009078414059292e-2",
-  ".297457437272017910788031218577733513965939565925192898913483e-2",
-  ".5932490408894802889920640390165570705567443672804413980450e-2",
-  ".534231920006649280428341342793611089416546889464720497296071e-2",
-  ".12447943001596602498561306500387750910433119182741698223195e-1",
-  ".768335329026155829039388130308936607472284565385753407485793e-2",
-  ".21286937844302621429841468862969128897309715593356083801892e-1",
-  ".998760070080439136484642016165300425755691021533898777649254e-2",
-  ".32407263196693067623143405815308738758224316737423731348758e-1",
-  ".122442098083296887217891440021187295513584393116453498360141e-1",
-  ".45755899930062439594689120156188783517640147596749431178682e-1",
-  ".144424550896520150667362001566922186671363092373722348380670e-1",
-  ".61269226137982310458311710275787091294923892846644258173520e-1",
-  ".165718694467928916813457728779945714870656963935785161361960e-1",
-  ".78873309531678610326550083843385364085069279296301590669407e-1",
-  ".186223084271987725154747573710696175531991995596359426271837e-1",
-  ".98484256535526884945721196234562396150246847748431331828162e-1",
-  ".205840021206053335200389139739259640350134595535374144570746e-1",
-  ".120008610913335660957144321375699769878137864336430405149836",
-  ".224476028164542332533854847267585043542742108925156628288603e-1",
-  ".143343798647944004108521350915435200171121770545193835902494",
-  ".242042299483425676999670730676884861487223218749938366655599e-1",
-  ".168378616532068938026929459819304728980935763039599873261850",
-  ".258455125766098410835265926678504150179145890802105615146886e-1",
-  ".194993761992253283074712573881451220989363090759950168844740",
-  ".273636293525995089110693718355153146499664040978579311961439e-1",
-  ".223062401561519866716749865606971408079223164179217380201352",
-  ".287513458262062702382921970999086881022390445904353956096245e-1",
-  ".252450775265802380138480110825989297251448090364159274784968",
-  ".300020489394682165354164998743990765039178017887355476018993e-1",
-  ".283018834031850446122376722380670642446294623817986074297069",
-  ".311097785506338185088408185323738216544398284960539937993630e-1",
-  ".314620907073032286403970731443035815155051217465660378097052",
-  ".320692558425211851752476745264673022400211487598274066068827e-1",
-  ".347106396069469512394744290200390543078886295041882626222762",
-  ".328759084817583729287434872817473756520078141179069966129754e-1",
-  ".380320492832679197981032635321399011478355128849903032238425",
-  ".335258924100151746024136576714821003912300893690846151336898e-1",
-  ".414104917033727989605054416562223372487705177730327520632875",
-  ".340161101639171675407431075991762382586363830590580272338941e-1",
-  ".448298670478694064741356563842938051788403127350474487877666",
-  ".343442256366347234235488694442734811702735848565179247913248e-1",
-  ".482738804336601950819712944730684398282065328179462360972591",
-  ".345086752109679834994463019029235342351263980761995861963242e-1",
-    // IM_GAUSSLOBATTO1D(91)
-
-  "0.",
-  ".462534690101757631822386679000925069380203515263644773358002e-3",
-  ".1696769728939655449898193064058979113147692941686231949592e-2",
-  ".284814004579613276904969787788933959722288779113844221512666e-2",
-  ".5680523040958664339276124068956443398270611517275247834068e-2",
-  ".511585026628736256296323122679567152040184987392116500015580e-2",
-  ".11920357965141415004920015886274028407356967311186933337004e-1",
-  ".735901924619743094040248778267157455436635719545670489519940e-2",
-  ".20387317246501714903152477743559299031618034064997393291782e-1",
-  ".956844605254190108414427001338055507383620620665770445170308e-2",
-  ".31042682030677588381984236606523485573155786913270218674872e-1",
-  ".117341732314406645340203242277662575805019410755781455926038e-1",
-  ".43837809720681058791117594863264983503192358905592071760196e-1",
-  ".138463461058774436790338982838289879331934342345625571790049e-1",
-  ".58714309922328037835366887425420773274979254396278832136762e-1",
-  ".158953354913401888098186244414653161342367497068342973313697e-1",
-  ".75604300535408071087346394823240292931186801120282029204392e-1",
-  ".178717953593316583099411475939818348359765799964522893060309e-1",
-  ".94430714396705480613101912543060593613934938302335376481836e-1",
-  ".197667088832067336257586076723582217440375205147855088821752e-1",
-  ".115107649804958993134266364754029423854603211924582555467658",
-  ".215714306321770436514247155190267657065057329026814142941225e-1",
-  ".137540762009425744934813344270391320004938750696659919781565",
-  ".232777263997014167475125693709443434154662959182885045208739e-1",
-  ".161627693471821438412452406637291737170680054118718598939691",
-  ".248778109299393523214602881081278937736420435843877180137207e-1",
-  ".187258540795076704124066966585725110260153017141681322452120",
-  ".263643835098714713670670080197867641797551486922248888113491e-1",
-  ".214316356131434762642242093446086310969405123979614399906438",
-  ".277306613145176420475212409499902425398412185383995898076844e-1",
-  ".242677680757295432130537908025927953958438563483072474263968",
-  ".289704103727715975699676023441150745970196876900695087671035e-1",
-  ".272213108368622852835807177769872742856328209628737769287290",
-  ".300779740209915151361730092286051071671859910887328499249488e-1",
-  ".302787875520952849390571135095282993987655003166877396397740",
-  ".310482987183895435468513436537075718446673443064696469155710e-1",
-  ".334262476516927449161461084304161739690048959301202007492872",
-  ".318769571083136363357987384644647672036229304435256571924040e-1",
-  ".366493299934102232426005454625987412623387753218658415485594",
-  ".325601682211610430002823178134310228509294105003021060728896e-1",
-  ".399333283887744948154017674237221151370745498675328191319840",
-  ".330948147272555844853125102605252459699147682072027280152169e-1",
-  ".432632587038246536725681008255847904682336281381798396724198",
-  ".334784571612513733206425986460781389785265679093853557693488e-1",
-  ".466239272281142725079033433812637613533109893369804594978188",
-  ".337093450533211611767721608787997709570411889297429585857465e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".337864249164326906925184418865172135454558834537257424632842e-1",
-    // IM_GAUSSLOBATTO1D(93)
-
-  "0.",
-  ".443262411347517730496453900709219858156028368794326241134752e-3",
-  ".1626109330071267797692072373150016091366800561742908280450e-2",
-  ".272959630012405961009479858389372425873586410364006061356753e-2",
-  ".5444264993182136054224912442190918077150018274740761981822e-2",
-  ".490346598945016402657017219271948547391488206177544494332458e-2",
-  ".11425576554581613560070007104095043923383495161694568027564e-1",
-  ".705474530274435661850367771325717272284392764292385689623821e-2",
-  ".19543423246809204947244124334471781785790146137279068055338e-1",
-  ".917501823760954073425201590173472527425514147949208103637512e-2",
-  ".29762225332459352400338559594286690381964618830439084104138e-1",
-  ".112551318684680422493836155239295800950732403333716346081554e-1",
-  ".42037275011876789961233097281756528387856659972859651313942e-1",
-  ".132860162954556585611528552193808956139629660259863010569099e-1",
-  ".56314887840889951402168458167605467458447478538783387727340e-1",
-  ".152587988106518212647424126912057746209904343951026089276239e-1",
-  ".72532627580612964865258133078257278641958388279673463454464e-1",
-  ".171648558503369184900919708965030603617275212931346605194058e-1",
-  ".90619576257197065651154095149458433347381527009430248381667e-1",
-  ".189958539633640782628430487539298225760459551428038748231570e-1",
-  ".110496643200078089014710348324297512252557573502229674823132",
-  ".207437872594236455622705693211860630268345858752098807296161e-1",
-  ".132076910443575815618797992735766123078165725128757937730684",
-  ".224010127820358052401764957597527850306045091246694393282729e-1",
-  ".155266012594454644813548785923602037587381614888049006750448",
-  ".239602840783677503303225882899489732715839746227535504882171e-1",
-  ".179962549367021431085899757304374861658556892978888520748500",
-  ".254147829529723486272190054073984326908260875395145040256082e-1",
-  ".206058528927257409486881345156247996361595481134201621748840",
-  ".267581493143374656127129209960036507222492460567042414744269e-1",
-  ".233439840083611519447607871358310327558895347186810952589156",
-  ".279845090025744177913604329779925150998710474985794923503074e-1",
-  ".261986751248571460989158039946768179130510664304968826927674",
-  ".290884994846373158289330197596056995846896164932903719828291e-1",
-  ".291574433983648665043461141450612493361955039487285558319691",
-  ".300652933084220115254355592692242133584800401702743643364172e-1",
-  ".322073508835546978089045865326849964674751818553522541760306",
-  ".309106192149896834036141040942375738842042880302092994269709e-1",
-  ".353350611075120367320458598110245687961630200859749624162232",
-  ".316207808175189928311301691370251854104006948477846225003503e-1",
-  ".385268973864377714836997239192243185696629610112453147371659",
-  ".321926727658005882664811970026114708507434548194771017260133e-1",
-  ".417689026300954686261069853020323979637339482473438599424843",
-  ".326237943258629117880384094278807875687447482603815798217729e-1",
-  ".450469003724624943826487252830972982282971600685253570373713",
-  ".329122603155040085475607753462479983419325383469304048838413e-1",
-  ".483465567616923544454465044416054545545986087120742547936831",
-  ".330568093480008970966137318336211903031292036985036578727243e-1",
-    // IM_GAUSSLOBATTO1D(95)
-
-  "0.",
-  ".425170068027210884353741496598639455782312925170068027210884e-3",
-  ".1559772044988536141210199773977409150490164680117038911430e-2",
-  ".261830014988887259563935863018485139727201813954910838374717e-2",
-  ".5222437690384632145835700007457761000616745954765953793651e-2",
-  ".470402348142779723919375145510615183114495461477211400827596e-2",
-  ".10960937749313992060591848547946117619560209197606326818372e-1",
-  ".676891469079090859891470759180269218726816302388615632381805e-2",
-  ".18750756003373635024204975860174371618279735385099275038308e-1",
-  ".880526340839155315858465234470358141605790272792996492172219e-2",
-  ".28559140168400121020356404088932574869892079538856385979010e-1",
-  ".108046421204110038526866569722095561785211755077330167485954e-1",
-  ".40344927863707754672192318387458150878713119818488522338788e-1",
-  ".127586895835683523671063538157555326838948317502226507537428e-1",
-  ".54058676986778786457045135493621556127236949910063505098953e-1",
-  ".146592173549215013551753638826809264969175747054954011051597e-1",
-  ".69642863597605257426513795804140126017182604470282336093928e-1",
-  ".164982567528625391083075752875274411495645969658756188201038e-1",
-  ".87032120357464631215331146970598491187961615068836065019521e-1",
-  ".182680954066883174214759246093200773560561797483369257793217e-1",
-  ".106153509678172995431868812078757248993758707847144824492718",
-  ".199613105717952217128759102019208283647371242334497862979402e-1",
-  ".126926829224110158673616911259136220282679940462584318222687",
-  ".215708006135082351065060713625550215437102879770957692810786e-1",
-  ".149264948114473522931935601427497057577452017108565047384866",
-  ".230898149367786367327616174083112349281637229109600451117080e-1",
-  ".173074172283893765679279128772201125810439557547535218830872",
-  ".245119823646127035778100772975780875082381128962639955273047e-1",
-  ".198254637416616749703024608095569570400397526707818191617897",
-  ".258313378919823267626743142974550409864465078204245546242808e-1",
-  ".224700727783385993879640200601789693261321020813356290418250",
-  ".270423477210676408622586286609668663454708086573523449464831e-1",
-  ".252301519213623799799322759771019620267742049910036628943100",
-  ".281399324805679234443375248190117769520407570473986746607751e-1",
-  ".280941244339629079687101646274462647985909364682983475305240",
-  ".291194885352455119748011905728358332667542480719736835590711e-1",
-  ".310499778158615563055157713879855576395961236358344908128363",
-  ".299769072980525943834928892783058690420517281073192193044490e-1",
-  ".340853141874449220197144967634195539263961368183778278754894",
-  ".307085924647234634798085568692838455330341607447550569836385e-1",
-  ".371874022904926905770183740610334187888700220811836235359886",
-  ".313114750990163424470553374507762154874306011523088229860040e-1",
-  ".403432308872989645021561828462592204651725234501777358314910",
-  ".317830265055933206782757635432555518066692429018412813384681e-1",
-  ".435395633341810033507140423637509871973147751685415387120958",
-  ".321212688366941661852634921836253118408120512190053953834151e-1",
-  ".467629931004550435468020473483192600957162652997563240667649",
-  ".323247833882029222779612695198074406430971512077501264269653e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".323927165503618675853585408968432511977275686781704035427405e-1",
-    // IM_GAUSSLOBATTO1D(97)
-
-  "0.",
-  ".408163265306122448979591836734693877551020408163265306122449e-3",
-  ".1497412318678206881921358217558194701674587978913997349860e-2",
-  ".251367277487082886318422299890915057280669786922133174417333e-2",
-  ".5013889970989598988773989337041792253079749347212573348455e-2",
-  ".451649334344980104967080915294628614341233753582643594265367e-2",
-  ".10524044676640095366345039696956508628589486487249252571917e-1",
-  ".650006990610588032825099655424251926419655479744302018600803e-2",
-  ".18005259945015693933062775775160758762893203501328082311869e-1",
-  ".845732774193188301159757103898438680805373274927166687082510e-2",
-  ".27427335659559293115903742940004674265484849501618513860019e-1",
-  ".103804947485079967196479167792166315881683003622497783859986e-1",
-  ".38752310748623626671513971937442545077317602058313291278024e-1",
-  ".122618508590847471574748553952270392106040025094605595382356e-1",
-  ".51934575461583683619222842677711603962983025127776567745414e-1",
-  ".140938277255301245831251301479793549266149815887303811150183e-1",
-  ".66921045911323344516141737824237158935973114976505250116796e-1",
-  ".158690513032853193754500903763001784921112453222749569689286e-1",
-  ".83651375101771023606481683295151022396208737472067598861524e-1",
-  ".175803745446736248147692900469209726464018280448182015174971e-1",
-  ".102058194941135765306482920895896074021495385435503873817302",
-  ".192209071054988672812292052225222158529342535475864066343762e-1",
-  ".122067387102973480469793788671964231463976631150549033693528",
-  ".207840434261842463663558942116438500247618335282250363505805e-1",
-  ".143598381288177070072785052052548168271866254325871398048060",
-  ".222634894672363711152290367718674245084598341754398509483202e-1",
-  ".166564479560477592052185913823750859442769030784031712585308",
-  ".236532881146183614267571750553987382699615342454941334284665e-1",
-  ".190873205399235414583091006568492602750311943799646031952236",
-  ".249478431966716880232269772599339848985246013614786729103630e-1",
-  ".216426676042164787135531053982202752025924783095344474289128",
-  ".261419420332167317077977737047894719696584720102934782778645e-1",
-  ".243121996608475627966224314729235699104669572988681730449703",
-  ".272307764334653076463357256031863292678284196453193983481533e-1",
-  ".270851674410350120362588016904056941148292714904999812755077",
-  ".282099620616050705138089800424559163187805788572878068664591e-1",
-  ".299504051781800759550391300211777655902213034956096508289519",
-  ".290755560937370500804734631635276753169808856958853145216894e-1",
-  ".328963755680598078185463754556447943885251037241606456273320",
-  ".298240730959167270733516166702495328974062521193160116114718e-1",
-  ".359112162252045243988518033879827535926947480619414245659005",
-  ".304524990598163955014613888961342696079578112286585397034995e-1",
-  ".389827874483471761967173409196401593899713807507542608731809",
-  ".309583035397430895091388461375596690765152082711379378157848e-1",
-  ".420987211025798548506742691744387048947646596419300489768388",
-  ".313394498422840053734287516708961911104140862429346167014762e-1",
-  ".452464704213671676119178501855295653052361153467163545972086",
-  ".315944032276333166071090952855062433397999678907591436310530e-1",
-  ".484133605278688143544033920971533277260372259705714356083484",
-  ".317221370896264434221455959768672740100955723332145714659200e-1",
-    // IM_GAUSSLOBATTO1D(99)
-
-  "0.",
-  ".392156862745098039215686274509803921568627450980392156862745e-3",
-  ".1438718440505553000778287765546161339467588801705260798058e-2",
-  ".241519198925399992634537536123539989504955183055196160536530e-2",
-  ".4817583156244205210783465248650660140408273051598576039058e-2",
-  ".433994642071096657562598742170917284213593278170768657069161e-2",
-  ".10112733795203954834179361623596764004514441087183314227896e-1",
-  ".624689429243356295138283855610665008366026675180669349488784e-2",
-  ".17303272262056345232914286622408523502130942017424694956540e-1",
-  ".812953461730908564676215112569504982620738298750638378846093e-2",
-  ".26361306845552478838602914864690438977775264057745361411459e-1",
-  ".998068862226839188348858388036163204477506242318964490823927e-2",
-  ".37251772927948219400608199554383702227463848873139480554308e-1",
-  ".117932174612492943418359297797194761204775855737874038395979e-1",
-  ".49932529658387783709340512574335547200370302127787944783902e-1",
-  ".135601157368362000192527643905320668550867029814244088147125e-1",
-  ".64354514234396966558659702363730474741074318539767952788773e-1",
-  ".152745502365992465022400795734437045110014963677896755022993e-1",
-  ".80461929101112867180292180761244532519820592763970367721930e-1",
-  ".169298892520024019054491366793985687616972676486817951557901e-1",
-  ".98192456877179849949575280519931176690113830577918789149014e-1",
-  ".185197291265852075597308729426518934400395687302238187291688e-1",
-  ".117477501058215892062348388644163860561404497365725864512901",
-  ".200379193533530478706927229476522519852254528423221328019717e-1",
-  ".138242451224404284115877756879100162134125677162901970034738",
-  ".214785865016768320595928688982810371562439429111377994789793e-1",
-  ".160406971604743480130757230809093546030007609921015974706618",
-  ".228361569995172596022015255541037053750774267312325756961983e-1",
-  ".183885311833304000964812294230758914239579581015037756385945",
-  ".241053787250391920478301730187441427385863016397854690678928e-1",
-  ".208586638674256880707011897454547229996015224235294465421524",
-  ".252813413407355477327850991902774656947952831389594202426744e-1",
-  ".234415387422475742967816923929559707793463594623338481285306",
-  ".263594952985287598105251130475744401514323151123984298742742e-1",
-  ".261271631615326365584482062275156027193435269002417978231028",
-  ".273356694455988704330265624279951068279751258604703012739106e-1",
-  ".289051469622739700432554628309368562728751697432827094380026",
-  ".282060871644186306051759839117850642532525580209101761040391e-1",
-  ".317647426618522356642121403022075008484210704251771695938842",
-  ".289673809853680093381620882734751266132517504307773513353363e-1",
-  ".346948870376954884920913838883342131970142723184144046959478",
-  ".296166056158298748594162978980489043886068727334117761634691e-1",
-  ".376842439285568544503412205602937848650855659559686989094672",
-  ".301512493356009335274362744745266502196236654144761000401301e-1",
-  ".407212480917913530917513550945242868886164339873049613007823",
-  ".305692437146692533026118545996596983955956967562142611244606e-1",
-  ".437941499469383861600073292950993971132836467217719758014642",
-  ".308689716158432008820826382862959692917491854041606532010468e-1",
-  ".468910610324937954931831239108671291576409502416561969558262",
-  ".310492734513196331363829924961362257148189573767670547862835e-1",
-  ".500000000000000000000000000000000000000000000000000000000000",
-  ".311094516690149988814967979801615857841321187785550094047928e-1",
-    // IM_GAUSSLOBATTO1D(9)
-
-  "0.",
-  ".333333333333333333333333333333333333333333333333333333333333e-1",
-  ".117472338035267653574498513020330924817132155731947880336209",
-  ".189237478148923490158306404106012326238162346948625830327198",
-  ".357384241759677451842924502979560464040498263636787304090125",
-  ".277429188517743176508360262560654340428504319718040836339474",
-    // IM_HEXAHEDRON(11)
-
-  ".9063071670498132481961877986898720",
-  ".5000000000000000000000000000000000",
-  ".5000000000000000000000000000000000",
-  ".0253096342016000238231671413708773",
-  ".8673341434985040086731923849337745",
-  ".8673341434985040086731923849337745",
-  ".5000000000000000000000000000000000",
-  ".0181499182325144622865632250992823",
-  ".6566967022580273605228866152789755",
-  ".6566967022580273605228866152789755",
-  ".6566967022580273605228866152789755",
-  ".0269990056568711411641833332980551",
-  ".8008376320991313508172065028926585",
-  ".8008376320991313508172065028926585",
-  ".8008376320991313508172065028926585",
-  ".0146922934945570350487414755013352",
-  ".9277278805088799923375457353451730",
-  ".9277278805088799923375457353451730",
-  ".9277278805088799923375457353451730",
-  ".0055804890098536552051251442852662",
-  ".9706224286053016319555750788155670",
-  ".9706224286053016319555750788155670",
-  ".6769514072983150674551564354064455",
-  ".0028267870173527355278995288336230",
-  ".7253999675572547151889421728651345",
-  ".7253999675572547151889421728651345",
-  ".9825498327563551314651409115626720",
-  ".0076802492622294169003437555791307",
-    // IM_HEXAHEDRON(5)
-
-  ".8979112128771107316322744102380675",
-  ".5000000000000000000000000000000000",
-  ".5000000000000000000000000000000000",
-  ".1108033240997229916897506925207755",
-  ".8793934553196640731345171390561335",
-  ".8793934553196640731345171390561335",
-  ".8793934553196640731345171390561335",
-  ".0418975069252077562326869806094182",
-    // IM_HEXAHEDRON(9)
-
-  ".8068407347958544969174424448702780",
-  ".5000000000000000000000000000000000",
-  ".5000000000000000000000000000000000",
-  ".0541593744687068178762288491492902",
-  ".9388435616288391432433878794971660",
-  ".9388435616288391432433878794971660",
-  ".5000000000000000000000000000000000",
-  ".0114737257670222052714055736149557",
-  ".7820554035100150271333094993315360",
-  ".7820554035100150271333094993315360",
-  ".7820554035100150271333094993315360",
-  ".0248574797680029375401085898232011",
-  ".9350498923309879588075319044319620",
-  ".9350498923309879588075319044319620",
-  ".9350498923309879588075319044319620",
-  ".0062685994124186287334314359655827",
-  ".7161339513154310822080124307584715",
-  ".7161339513154310822080124307584715",
-  ".9692652109323358726644884348015390",
-  ".0120146004391716708040599923089382",
-    // IM_NC(0,0)
-
-  "1.0",
-    // IM_QUAD(17)
-
-  ".9946765372563002456132179188084275",
-  ".5000000000000000000000000000000000",
-  ".0051537289799977399712336527838148",
-  ".6881426035789866472037743058601245",
-  ".5000000000000000000000000000000000",
-  ".0320064290449774586796976445666927",
-  ".9894241396311165580350357179969500",
-  ".9894241396311165580350357179969500",
-  ".0013779348835079726300386692984834",
-  ".9428973645820580644532271790325020",
-  ".9428973645820580644532271790325020",
-  ".0098019281142854701238999612650102",
-  ".5858780619191740873471919457467925",
-  ".5858780619191740873471919457467925",
-  ".0190992362699658256001262135754266",
-  ".7952496369030012066757582605040080",
-  ".6597525183172869728383947371516360",
-  ".0353784324874931148111524373531432",
-  ".8995395659584316279050666672835730",
-  ".7989862259647286901314008779983725",
-  ".0209758198409494005205819165480076",
-  ".9018719814793723558927249127471835",
-  ".5291722408882752648421765781646003",
-  ".0150985409124211365077258972729358",
-  ".9682531380637473908710441740858150",
-  ".6736931580831013373929988958506685",
-  ".0143469382423031737803539574584371",
-  ".9906605899027261474879552202153555",
-  ".8530001438993230595909631103115815",
-  ".0054806398704659408776877206227619",
-    // IM_QUAD(2)
-
-  "0.9082482904638630163662140124509818986609912467761116880721154277",
-  "0.5",
-  "0.3333333333333333333333333333333333333333333333333333333333333333",
-  "0.2958758547680684918168929937745090506695043766119441559639422863",
-  ".8535533905932737622004221810524245196424179688442370182941699344",
-  "0.3333333333333333333333333333333333333333333333333333333333333333",
-  "0.2958758547680684918168929937745090506695043766119441559639422863",
-  ".1464466094067262377995778189475754803575820311557629817058300656",
-  "0.3333333333333333333333333333333333333333333333333333333333333333",
-    // IM_QUAD(3)
-
-  "0.5",
-  ".9082482904638630163662140124509818986609912467761116880721154277",
-  "0.25",
-    // IM_QUAD(5)
-
-  "0.5",
-  "0.5",
-  ".2857142857142857142857142857142857142857142857142857142857142857",
-  "0.9830458915396479524572888052389923907713377624919657696231974935",
-  "0.5",
-  "0.0793650793650793650793650793650793650793650793650793650793650793",
-  ".7886751345948128822545743902509787278238008756350634380093011631",
-  "0.8872983346207416885179265399782399610832921705291590826587573766",
-  "0.1388888888888888888888888888888888888888888888888888888888888888",
-    // IM_QUAD(7)
-
-  ".9629100498862757307832833882919995",
-  ".5000000000000000000000000000000000",
-  ".0604938271604938271604938271604937",
-  ".6902772166041578281895531795431970",
-  ".6902772166041578281895531795431970",
-  ".1301482291668486142849798580116827",
-  ".9029898914592993718539280906753720",
-  ".9029898914592993718539280906753720",
-  ".0593579436726575585545263148278232",
-    // IM_QUAD(9)
-
-  ".9922699059711261962165003001504935",
-  ".5000000000000000000000000000000000",
-  ".0179033561774527416961834769929511",
-  ".7444431714211862081138843106633405",
-  ".5000000000000000000000000000000000",
-  ".1135225881378863060330381008714315",
-  ".5",
-  ".9922699059711261962165003001504935",
-  ".0179033561774527416961834769929511",
-  ".5",
-  ".7444431714211862081138843106633405",
-  ".1135225881378863060330381008714315",
-  ".9697836437107607670671515381158335",
-  ".9697836437107607670671515381158335",
-  ".0106961538666945127922920850036681",
-  ".9183551625119944870476731455760975",
-  ".7536883868373065026387420172469580",
-  ".0539389509089832197392431685659745",
-    // IM_SIMPLEX4D(3)
-
-  "0.2",
-  "0.2",
-  "0.2",
-  "0.2",
-  "-0.0434027777777777777777777777777777",
-  "0.142857142857142857142857142857142",
-  "0.142857142857142857142857142857142",
-  "0.142857142857142857142857142857142",
-  "0.142857142857142857142857142857142",
-  "0.0170138888888888888888888888888888",
-    // IM_TETRAHEDRON(1)
-
-  "0.25",
-  "0.25",
-  "0.25",
-  "0.1666666666666666666666666666666666666666666666666666666666666666",
-    // IM_TETRAHEDRON(2)
-
-  "0.13819660112501052",
-  "0.13819660112501052",
-  "0.13819660112501052",
-  "0.0416666666666666666666666666666666666666666666666666666666666666",
-    // IM_TETRAHEDRON(3)
-
-  "0.25",
-  "0.25",
-  "0.25",
-  "-0.1333333333333333333333333333333333333333333333333333333333333333",
-  "0.1666666666666666666666666666666666666666666666666666666666666666",
-  "0.1666666666666666666666666666666666666666666666666666666666666666",
-  "0.1666666666666666666666666666666666666666666666666666666666666666",
-  "0.075",
-    // IM_TETRAHEDRON(5)
-
-  "0.25",
-  "0.25",
-  "0.25",
-  "0.019753086419753086",
-  "0.31979362782962991",
-  "0.31979362782962991",
-  "0.31979362782962991",
-  "0.011511367871045398",
-  "0.091971078052723033",
-  "0.091971078052723033",
-  "0.091971078052723033",
-  "0.01198951396316977",
-  "0.056350832689629156",
-  "0.056350832689629156",
-  "0.44364916731037084",
-  "0.008818342151675485",
-    // IM_TETRAHEDRON(6)
-
-  "0.214602871259152029288839219386284",
-  "0.214602871259152029288839219386284",
-  "0.214602871259152029288839219386284",
-  "0.00665379170969458201661510459291332",
-  "0.0406739585346113531155794489564100",
-  "0.0406739585346113531155794489564100",
-  "0.0406739585346113531155794489564100",
-  "0.00167953517588677382466887290765614",
-  "0.322337890142275510343994470762492",
-  "0.322337890142275510343994470762492",
-  "0.322337890142275510343994470762492",
-  "0.00922619692394245368252554630895433",
-  "0.0636610018750175252992355276057269",
-  "0.0636610018750175252992355276057269",
-  "0.269672331458315808034097805727606",
-  "0.00803571428571428571428571428571428",
-    // IM_TETRAHEDRON(8)
-
-  "0.25",
-  "0.25",
-  "0.25",
-  "-0.0205001886586399158405865177642941",
-  "0.206829931610673204083980900024961",
-  "0.206829931610673204083980900024961",
-  "0.206829931610673204083980900024961",
-  "0.0142503058228669012484397415358704",
-  "0.0821035883105467230906058078714215",
-  "0.0821035883105467230906058078714215",
-  "0.0821035883105467230906058078714215",
-  "0.00196703331313390098756280342445466",
-  "0.00578195050519799725317663886414270",
-  "0.00578195050519799725317663886414270",
-  "0.00578195050519799725317663886414270",
-  "0.000169834109092887379837744566704016",
-  "0.0505327400188942244256245285579071",
-  "0.0505327400188942244256245285579071",
-  "0.449467259981105775574375471442092",
-  "0.00457968382446728180074351446297276",
-  "0.229066536116811139600408854554753",
-  "0.229066536116811139600408854554753",
-  "0.0356395827885340437169173969506114",
-  "0.00570448580868191850680255862783040",
-  "0.0366077495531974236787738546327104",
-  "0.0366077495531974236787738546327104",
-  "0.190486041934633455699433285315099",
-  "0.00214051914116209259648335300092023",
-    // IM_TRIANGLE(10)
-
-  "0.333333333333333333333333333333333",
-  "0.333333333333333333333333333333333",
-  "0.0399472523706198539156235226066932",
-  "0.425086210602090572969529511638044",
-  "0.425086210602090572969529511638044",
-  "0.0355619011161886673196456436993290",
-  "0.0233088675100001907144663868959796",
-  "0.0233088675100001907144663868959796",
-  "0.00411190934523209775932331018123594",
-  "0.628307400213492556420837666078834",
-  "0.223766973576973006225686490268204",
-  "0.0227152961480850090035368146219665",
-  "0.611313826181397648918755002253901",
-  "0.358740141864431464578155300723852",
-  "0.0186799281171526384131182495009876",
-  "0.821072069985629373373544413472177",
-  "0.143295370426867145305856630617323",
-  "0.0154433284422819943912565385023143",
-    // IM_TRIANGLE(13)
-
-  ".3333333333333335000000000000000000",
-  ".3333333333333335000000000000000000",
-  ".0262604617004010000000000000000000",
-  ".4950481849397050000000000000000000",
-  ".4950481849397050000000000000000000",
-  ".0056400726046650000000000000000000",
-  ".4950481849397050000000000000000000",
-  ".0099036301205910000000000000000000",
-  ".0056400726046650000000000000000000",
-  ".0099036301205910000000000000000000",
-  ".4950481849397050000000000000000000",
-  ".0056400726046650000000000000000000",
-  ".4687166351095740000000000000000000",
-  ".4687166351095740000000000000000000",
-  ".0157117591812270000000000000000000",
-  ".4687166351095740000000000000000000",
-  ".0625667297808520000000000000000000",
-  ".0157117591812270000000000000000000",
-  ".0625667297808520000000000000000000",
-  ".4687166351095740000000000000000000",
-  ".0157117591812270000000000000000000",
-  ".4145213368012770000000000000000000",
-  ".4145213368012770000000000000000000",
-  ".0235362512520970000000000000000000",
-  ".4145213368012770000000000000000000",
-  ".1709573263974470000000000000000000",
-  ".0235362512520970000000000000000000",
-  ".1709573263974470000000000000000000",
-  ".4145213368012770000000000000000000",
-  ".0235362512520970000000000000000000",
-  ".2293995720428310000000000000000000",
-  ".2293995720428310000000000000000000",
-  ".0236817932681775000000000000000000",
-  ".2293995720428310000000000000000000",
-  ".5412008559143370000000000000000000",
-  ".0236817932681775000000000000000000",
-  ".5412008559143370000000000000000000",
-  ".2293995720428310000000000000000000",
-  ".0236817932681775000000000000000000",
-  ".1144244951963300000000000000000000",
-  ".1144244951963300000000000000000000",
-  ".0155837645228970000000000000000000",
-  ".1144244951963300000000000000000000",
-  ".7711510096073400000000000000000000",
-  ".0155837645228970000000000000000000",
-  ".7711510096073400000000000000000000",
-  ".1144244951963300000000000000000000",
-  ".0155837645228970000000000000000000",
-  ".0248113913634590000000000000000000",
-  ".0248113913634590000000000000000000",
-  ".0039878857325370000000000000000000",
-  ".0248113913634590000000000000000000",
-  ".9503772172730820000000000000000000",
-  ".0039878857325370000000000000000000",
-  ".9503772172730820000000000000000000",
-  ".0248113913634590000000000000000000",
-  ".0039878857325370000000000000000000",
-  ".2687949970587610000000000000000000",
-  ".6363511745616600000000000000000000",
-  ".0184242013643660000000000000000000",
-  ".6363511745616600000000000000000000",
-  ".0948538283795790000000000000000000",
-  ".0184242013643660000000000000000000",
-  ".0948538283795790000000000000000000",
-  ".2687949970587610000000000000000000",
-  ".0184242013643660000000000000000000",
-  ".2687949970587610000000000000000000",
-  ".0948538283795790000000000000000000",
-  ".0184242013643660000000000000000000",
-  ".6363511745616600000000000000000000",
-  ".2687949970587610000000000000000000",
-  ".0184242013643660000000000000000000",
-  ".0948538283795790000000000000000000",
-  ".6363511745616600000000000000000000",
-  ".0184242013643660000000000000000000",
-  ".2917300667342880000000000000000000",
-  ".6901691599869050000000000000000000",
-  ".0087007316519110000000000000000000",
-  ".6901691599869050000000000000000000",
-  ".0181007732788070000000000000000000",
-  ".0087007316519110000000000000000000",
-  ".0181007732788070000000000000000000",
-  ".2917300667342880000000000000000000",
-  ".0087007316519110000000000000000000",
-  ".2917300667342880000000000000000000",
-  ".0181007732788070000000000000000000",
-  ".0087007316519110000000000000000000",
-  ".6901691599869050000000000000000000",
-  ".2917300667342880000000000000000000",
-  ".0087007316519110000000000000000000",
-  ".0181007732788070000000000000000000",
-  ".6901691599869050000000000000000000",
-  ".0087007316519110000000000000000000",
-  ".1263573854916690000000000000000000",
-  ".8514095378342410000000000000000000",
-  ".0077608934195225000000000000000000",
-  ".8514095378342410000000000000000000",
-  ".0222330766740900000000000000000000",
-  ".0077608934195225000000000000000000",
-  ".0222330766740900000000000000000000",
-  ".1263573854916690000000000000000000",
-  ".0077608934195225000000000000000000",
-  ".1263573854916690000000000000000000",
-  ".0222330766740900000000000000000000",
-  ".0077608934195225000000000000000000",
-  ".8514095378342410000000000000000000",
-  ".1263573854916690000000000000000000",
-  ".0077608934195225000000000000000000",
-  ".0222330766740900000000000000000000",
-  ".8514095378342410000000000000000000",
-  ".0077608934195225000000000000000000",
-    // IM_TRIANGLE(17)
-
-  ".3333333333333335000000000000000000",
-  ".3333333333333335000000000000000000",
-  ".0167185996454015000000000000000000",
-  ".4971705405567740000000000000000000",
-  ".4971705405567740000000000000000000",
-  ".0025467077202535000000000000000000",
-  ".4971705405567740000000000000000000",
-  ".0056589188864520000000000000000000",
-  ".0025467077202535000000000000000000",
-  ".0056589188864520000000000000000000",
-  ".4971705405567740000000000000000000",
-  ".0025467077202535000000000000000000",
-  ".4821763226246250000000000000000000",
-  ".4821763226246250000000000000000000",
-  ".0073354322638190000000000000000000",
-  ".4821763226246250000000000000000000",
-  ".0356473547507510000000000000000000",
-  ".0073354322638190000000000000000000",
-  ".0356473547507510000000000000000000",
-  ".4821763226246250000000000000000000",
-  ".0073354322638190000000000000000000",
-  ".4502399690207820000000000000000000",
-  ".4502399690207820000000000000000000",
-  ".0121754391768360000000000000000000",
-  ".4502399690207820000000000000000000",
-  ".0995200619584370000000000000000000",
-  ".0121754391768360000000000000000000",
-  ".0995200619584370000000000000000000",
-  ".4502399690207820000000000000000000",
-  ".0121754391768360000000000000000000",
-  ".4002662393773970000000000000000000",
-  ".4002662393773970000000000000000000",
-  ".0155537754344845000000000000000000",
-  ".4002662393773970000000000000000000",
-  ".1994675212452060000000000000000000",
-  ".0155537754344845000000000000000000",
-  ".1994675212452060000000000000000000",
-  ".4002662393773970000000000000000000",
-  ".0155537754344845000000000000000000",
-  ".2521412679709530000000000000000000",
-  ".2521412679709530000000000000000000",
-  ".0156285556093100000000000000000000",
-  ".2521412679709530000000000000000000",
-  ".4957174640580950000000000000000000",
-  ".0156285556093100000000000000000000",
-  ".4957174640580950000000000000000000",
-  ".2521412679709530000000000000000000",
-  ".0156285556093100000000000000000000",
-  ".1620470046584610000000000000000000",
-  ".1620470046584610000000000000000000",
-  ".0124078271698325000000000000000000",
-  ".1620470046584610000000000000000000",
-  ".6759059906830770000000000000000000",
-  ".0124078271698325000000000000000000",
-  ".6759059906830770000000000000000000",
-  ".1620470046584610000000000000000000",
-  ".0124078271698325000000000000000000",
-  ".0758758822607460000000000000000000",
-  ".0758758822607460000000000000000000",
-  ".0070280365352785000000000000000000",
-  ".0758758822607460000000000000000000",
-  ".8482482354785080000000000000000000",
-  ".0070280365352785000000000000000000",
-  ".8482482354785080000000000000000000",
-  ".0758758822607460000000000000000000",
-  ".0070280365352785000000000000000000",
-  ".0156547269678220000000000000000000",
-  ".0156547269678220000000000000000000",
-  ".0015973380868895000000000000000000",
-  ".0156547269678220000000000000000000",
-  ".9686905460643560000000000000000000",
-  ".0015973380868895000000000000000000",
-  ".9686905460643560000000000000000000",
-  ".0156547269678220000000000000000000",
-  ".0015973380868895000000000000000000",
-  ".3343198673636580000000000000000000",
-  ".6554932038094230000000000000000000",
-  ".0040598276594965000000000000000000",
-  ".6554932038094230000000000000000000",
-  ".0101869288269190000000000000000000",
-  ".0040598276594965000000000000000000",
-  ".0101869288269190000000000000000000",
-  ".3343198673636580000000000000000000",
-  ".0040598276594965000000000000000000",
-  ".3343198673636580000000000000000000",
-  ".0101869288269190000000000000000000",
-  ".0040598276594965000000000000000000",
-  ".6554932038094230000000000000000000",
-  ".3343198673636580000000000000000000",
-  ".0040598276594965000000000000000000",
-  ".0101869288269190000000000000000000",
-  ".6554932038094230000000000000000000",
-  ".0040598276594965000000000000000000",
-  ".2922215377969440000000000000000000",
-  ".5723375905320200000000000000000000",
-  ".0134028711415815000000000000000000",
-  ".5723375905320200000000000000000000",
-  ".1354408716710360000000000000000000",
-  ".0134028711415815000000000000000000",
-  ".1354408716710360000000000000000000",
-  ".2922215377969440000000000000000000",
-  ".0134028711415815000000000000000000",
-  ".2922215377969440000000000000000000",
-  ".1354408716710360000000000000000000",
-  ".0134028711415815000000000000000000",
-  ".5723375905320200000000000000000000",
-  ".2922215377969440000000000000000000",
-  ".0134028711415815000000000000000000",
-  ".1354408716710360000000000000000000",
-  ".5723375905320200000000000000000000",
-  ".0134028711415815000000000000000000",
-  ".3195748854231900000000000000000000",
-  ".6260011902862280000000000000000000",
-  ".0092299966054110000000000000000000",
-  ".6260011902862280000000000000000000",
-  ".0544239242905830000000000000000000",
-  ".0092299966054110000000000000000000",
-  ".0544239242905830000000000000000000",
-  ".3195748854231900000000000000000000",
-  ".0092299966054110000000000000000000",
-  ".3195748854231900000000000000000000",
-  ".0544239242905830000000000000000000",
-  ".0092299966054110000000000000000000",
-  ".6260011902862280000000000000000000",
-  ".3195748854231900000000000000000000",
-  ".0092299966054110000000000000000000",
-  ".0544239242905830000000000000000000",
-  ".6260011902862280000000000000000000",
-  ".0092299966054110000000000000000000",
-  ".1907042241922920000000000000000000",
-  ".7964272149740710000000000000000000",
-  ".0042384342671640000000000000000000",
-  ".7964272149740710000000000000000000",
-  ".0128685608336370000000000000000000",
-  ".0042384342671640000000000000000000",
-  ".0128685608336370000000000000000000",
-  ".1907042241922920000000000000000000",
-  ".0042384342671640000000000000000000",
-  ".1907042241922920000000000000000000",
-  ".0128685608336370000000000000000000",
-  ".0042384342671640000000000000000000",
-  ".7964272149740710000000000000000000",
-  ".1907042241922920000000000000000000",
-  ".0042384342671640000000000000000000",
-  ".0128685608336370000000000000000000",
-  ".7964272149740710000000000000000000",
-  ".0042384342671640000000000000000000",
-  ".1804832116487460000000000000000000",
-  ".7523510059377290000000000000000000",
-  ".0091463983850125000000000000000000",
-  ".7523510059377290000000000000000000",
-  ".0671657824135240000000000000000000",
-  ".0091463983850125000000000000000000",
-  ".0671657824135240000000000000000000",
-  ".1804832116487460000000000000000000",
-  ".0091463983850125000000000000000000",
-  ".1804832116487460000000000000000000",
-  ".0671657824135240000000000000000000",
-  ".0091463983850125000000000000000000",
-  ".7523510059377290000000000000000000",
-  ".1804832116487460000000000000000000",
-  ".0091463983850125000000000000000000",
-  ".0671657824135240000000000000000000",
-  ".7523510059377290000000000000000000",
-  ".0091463983850125000000000000000000",
-  ".0807113136795640000000000000000000",
-  ".9046255040956080000000000000000000",
-  ".0033328160020825000000000000000000",
-  ".9046255040956080000000000000000000",
-  ".0146631822248280000000000000000000",
-  ".0033328160020825000000000000000000",
-  ".0146631822248280000000000000000000",
-  ".0807113136795640000000000000000000",
-  ".0033328160020825000000000000000000",
-  ".0807113136795640000000000000000000",
-  ".0146631822248280000000000000000000",
-  ".0033328160020825000000000000000000",
-  ".9046255040956080000000000000000000",
-  ".0807113136795640000000000000000000",
-  ".0033328160020825000000000000000000",
-  ".0146631822248280000000000000000000",
-  ".9046255040956080000000000000000000",
-  ".0033328160020825000000000000000000",
-    // IM_TRIANGLE(19)
-
-  ".3333333333333335000000000000000000",
-  ".3333333333333335000000000000000000",
-  ".0164531656944595000000000000000000",
-  ".4896099870730060000000000000000000",
-  ".4896099870730060000000000000000000",
-  ".0051653659456360000000000000000000",
-  ".4896099870730060000000000000000000",
-  ".0207800258539870000000000000000000",
-  ".0051653659456360000000000000000000",
-  ".0207800258539870000000000000000000",
-  ".4896099870730060000000000000000000",
-  ".0051653659456360000000000000000000",
-  ".4545368926978930000000000000000000",
-  ".4545368926978930000000000000000000",
-  ".0111936236315080000000000000000000",
-  ".4545368926978930000000000000000000",
-  ".0909262146042150000000000000000000",
-  ".0111936236315080000000000000000000",
-  ".0909262146042150000000000000000000",
-  ".4545368926978930000000000000000000",
-  ".0111936236315080000000000000000000",
-  ".4014166806494310000000000000000000",
-  ".4014166806494310000000000000000000",
-  ".0151330629347340000000000000000000",
-  ".4014166806494310000000000000000000",
-  ".1971666387011380000000000000000000",
-  ".0151330629347340000000000000000000",
-  ".1971666387011380000000000000000000",
-  ".4014166806494310000000000000000000",
-  ".0151330629347340000000000000000000",
-  ".2555516544030980000000000000000000",
-  ".2555516544030980000000000000000000",
-  ".0152454839010990000000000000000000",
-  ".2555516544030980000000000000000000",
-  ".4888966911938050000000000000000000",
-  ".0152454839010990000000000000000000",
-  ".4888966911938050000000000000000000",
-  ".2555516544030980000000000000000000",
-  ".0152454839010990000000000000000000",
-  ".1770779421521300000000000000000000",
-  ".1770779421521300000000000000000000",
-  ".0120796063708205000000000000000000",
-  ".1770779421521300000000000000000000",
-  ".6458441156957410000000000000000000",
-  ".0120796063708205000000000000000000",
-  ".6458441156957410000000000000000000",
-  ".1770779421521300000000000000000000",
-  ".0120796063708205000000000000000000",
-  ".1100610532279520000000000000000000",
-  ".1100610532279520000000000000000000",
-  ".0080254017934005000000000000000000",
-  ".1100610532279520000000000000000000",
-  ".7798778935440960000000000000000000",
-  ".0080254017934005000000000000000000",
-  ".7798778935440960000000000000000000",
-  ".1100610532279520000000000000000000",
-  ".0080254017934005000000000000000000",
-  ".0555286242518400000000000000000000",
-  ".0555286242518400000000000000000000",
-  ".0040422901308920000000000000000000",
-  ".0555286242518400000000000000000000",
-  ".8889427514963210000000000000000000",
-  ".0040422901308920000000000000000000",
-  ".8889427514963210000000000000000000",
-  ".0555286242518400000000000000000000",
-  ".0040422901308920000000000000000000",
-  ".0126218637772290000000000000000000",
-  ".0126218637772290000000000000000000",
-  ".0010396810137425000000000000000000",
-  ".0126218637772290000000000000000000",
-  ".9747562724455430000000000000000000",
-  ".0010396810137425000000000000000000",
-  ".9747562724455430000000000000000000",
-  ".0126218637772290000000000000000000",
-  ".0010396810137425000000000000000000",
-  ".3957547873569430000000000000000000",
-  ".6006337947946450000000000000000000",
-  ".0019424384524905000000000000000000",
-  ".6006337947946450000000000000000000",
-  ".0036114178484120000000000000000000",
-  ".0019424384524905000000000000000000",
-  ".0036114178484120000000000000000000",
-  ".3957547873569430000000000000000000",
-  ".0019424384524905000000000000000000",
-  ".3957547873569430000000000000000000",
-  ".0036114178484120000000000000000000",
-  ".0019424384524905000000000000000000",
-  ".6006337947946450000000000000000000",
-  ".3957547873569430000000000000000000",
-  ".0019424384524905000000000000000000",
-  ".0036114178484120000000000000000000",
-  ".6006337947946430000000000000000000",
-  ".0019424384524905000000000000000000",
-  ".3079299838804360000000000000000000",
-  ".5576032615887840000000000000000000",
-  ".0127870803060110000000000000000000",
-  ".5576032615887840000000000000000000",
-  ".1344667545307800000000000000000000",
-  ".0127870803060110000000000000000000",
-  ".1344667545307800000000000000000000",
-  ".3079299838804360000000000000000000",
-  ".0127870803060110000000000000000000",
-  ".3079299838804360000000000000000000",
-  ".1344667545307800000000000000000000",
-  ".0127870803060110000000000000000000",
-  ".5576032615887840000000000000000000",
-  ".3079299838804360000000000000000000",
-  ".0127870803060110000000000000000000",
-  ".1344667545307800000000000000000000",
-  ".5576032615887840000000000000000000",
-  ".0127870803060110000000000000000000",
-  ".2645669484065200000000000000000000",
-  ".7209870258173650000000000000000000",
-  ".0044404517866690000000000000000000",
-  ".7209870258173650000000000000000000",
-  ".0144460257761150000000000000000000",
-  ".0044404517866690000000000000000000",
-  ".0144460257761150000000000000000000",
-  ".2645669484065200000000000000000000",
-  ".0044404517866690000000000000000000",
-  ".2645669484065200000000000000000000",
-  ".0144460257761150000000000000000000",
-  ".0044404517866690000000000000000000",
-  ".7209870258173650000000000000000000",
-  ".2645669484065200000000000000000000",
-  ".0044404517866690000000000000000000",
-  ".0144460257761150000000000000000000",
-  ".7209870258173650000000000000000000",
-  ".0044404517866690000000000000000000",
-  ".3585393522059510000000000000000000",
-  ".5945270689558710000000000000000000",
-  ".0080622733808655000000000000000000",
-  ".5945270689558710000000000000000000",
-  ".0469335788381780000000000000000000",
-  ".0080622733808655000000000000000000",
-  ".0469335788381780000000000000000000",
-  ".3585393522059510000000000000000000",
-  ".0080622733808655000000000000000000",
-  ".3585393522059510000000000000000000",
-  ".0469335788381780000000000000000000",
-  ".0080622733808655000000000000000000",
-  ".5945270689558710000000000000000000",
-  ".3585393522059510000000000000000000",
-  ".0080622733808655000000000000000000",
-  ".0469335788381780000000000000000000",
-  ".5945270689558710000000000000000000",
-  ".0080622733808655000000000000000000",
-  ".1578074059685950000000000000000000",
-  ".8393314736808390000000000000000000",
-  ".0012459709087455000000000000000000",
-  ".8393314736808390000000000000000000",
-  ".0028611203505670000000000000000000",
-  ".0012459709087455000000000000000000",
-  ".0028611203505670000000000000000000",
-  ".1578074059685950000000000000000000",
-  ".0012459709087455000000000000000000",
-  ".1578074059685950000000000000000000",
-  ".0028611203505670000000000000000000",
-  ".0012459709087455000000000000000000",
-  ".8393314736808390000000000000000000",
-  ".1578074059685950000000000000000000",
-  ".0012459709087455000000000000000000",
-  ".0028611203505670000000000000000000",
-  ".8393314736808390000000000000000000",
-  ".0012459709087455000000000000000000",
-  ".0750505969759110000000000000000000",
-  ".7010879789261730000000000000000000",
-  ".0091214200594755000000000000000000",
-  ".7010879789261730000000000000000000",
-  ".2238614240979160000000000000000000",
-  ".0091214200594755000000000000000000",
-  ".2238614240979160000000000000000000",
-  ".0750505969759110000000000000000000",
-  ".0091214200594755000000000000000000",
-  ".0750505969759110000000000000000000",
-  ".2238614240979160000000000000000000",
-  ".0091214200594755000000000000000000",
-  ".7010879789261730000000000000000000",
-  ".0750505969759110000000000000000000",
-  ".0091214200594755000000000000000000",
-  ".2238614240979160000000000000000000",
-  ".7010879789261730000000000000000000",
-  ".0091214200594755000000000000000000",
-  ".1424216011133830000000000000000000",
-  ".8229313240698570000000000000000000",
-  ".0051292818680995000000000000000000",
-  ".8229313240698570000000000000000000",
-  ".0346470748167600000000000000000000",
-  ".0051292818680995000000000000000000",
-  ".0346470748167600000000000000000000",
-  ".1424216011133830000000000000000000",
-  ".0051292818680995000000000000000000",
-  ".1424216011133830000000000000000000",
-  ".0346470748167600000000000000000000",
-  ".0051292818680995000000000000000000",
-  ".8229313240698570000000000000000000",
-  ".1424216011133830000000000000000000",
-  ".0051292818680995000000000000000000",
-  ".0346470748167600000000000000000000",
-  ".8229313240698570000000000000000000",
-  ".0051292818680995000000000000000000",
-  ".0654946280829380000000000000000000",
-  ".9243442526207840000000000000000000",
-  ".0018999644276510000000000000000000",
-  ".9243442526207840000000000000000000",
-  ".0101611192962780000000000000000000",
-  ".0018999644276510000000000000000000",
-  ".0101611192962780000000000000000000",
-  ".0654946280829380000000000000000000",
-  ".0018999644276510000000000000000000",
-  ".0654946280829380000000000000000000",
-  ".0101611192962780000000000000000000",
-  ".0018999644276510000000000000000000",
-  ".9243442526207840000000000000000000",
-  ".0654946280829380000000000000000000",
-  ".0018999644276510000000000000000000",
-  ".0101611192962780000000000000000000",
-  ".9243442526207840000000000000000000",
-  ".0018999644276510000000000000000000",
-    // IM_TRIANGLE(1)
-
-  "0.3333333333333333333333333333333333333333333333333333333333333333",
-  "0.3333333333333333333333333333333333333333333333333333333333333333",
-  "0.5",
-    // IM_TRIANGLE(2)
-
-  "0.1666666666666666666666666666666666666666666666666666666666666666",
-  "0.1666666666666666666666666666666666666666666666666666666666666666",
-  "0.1666666666666666666666666666666666666666666666666666666666666666",
-    // IM_TRIANGLE(3)
-
-  "0.3333333333333333333333333333333333333333333333333333333333333333",
-  "0.3333333333333333333333333333333333333333333333333333333333333333",
-  "-0.28125",
-  "0.2",
-  "0.2",
-  "0.2604166666666666666666666666666666666666666666666666666666666666",
-    // IM_TRIANGLE(4)
-
-  "0.445948490915965",
-  "0.445948490915965",
-  "0.111690794839005",
-  "0.091576213509771",
-  "0.091576213509771",
-  "0.054975871827661",
-    // IM_TRIANGLE(5)
-
-  "0.333333333333333",
-  "0.333333333333333",
-  "0.1125",
-  "0.470142064105115",
-  "0.470142064105115",
-  "0.0661970763942530",
-  "0.101286507323456",
-  "0.101286507323456",
-  "0.0629695902724135",
-    // IM_TRIANGLE(6)
-
-  "0.0630890144915022283403316028708191",
-  "0.0630890144915022283403316028708191",
-  "0.0254224531851034084604684045534344",
-  "0.249286745170910421291638553107019",
-  "0.249286745170910421291638553107019",
-  "0.0583931378631896830126448056927897",
-  "0.310352451033784405416607733956552",
-  "0.0531450498448169473532496716313981",
-  "0.0414255378091867875967767282102212",
-    // IM_TRIANGLE(7)
-
-  "0.0651301029022",
-  "0.0651301029022",
-  "0.02667361780440",
-  "0.3128654960049",
-  "0.0486903154253",
-  "0.03855688044515",
-  "0.2603459660790",
-  "0.2603459660790",
-  "0.08780762871660",
-  "0.3333333333333",
-  "0.3333333333333",
-  "-0.07478502223385",
-    // IM_TRIANGLE(8)
-
-  "0.333333333333333333333333333333333",
-  "0.333333333333333333333333333333333",
-  "0.0721578038388935841255455552445323",
-  "0.170569307751760206622293501491464",
-  "0.170569307751760206622293501491464",
-  "0.0516086852673591251408957751460645",
-  "0.0505472283170309754584235505965989",
-  "0.0505472283170309754584235505965989",
-  "0.0162292488115990401554629641708902",
-  "0.459292588292723156028815514494169",
-  "0.459292588292723156028815514494169",
-  "0.0475458171336423123969480521942921",
-  "0.728492392955404281241000379176061",
-  "0.263112829634638113421785786284643",
-  "0.0136151570872174971324223450369544",
-    // IM_TRIANGLE(9)
-
-  "0.333333333333333333333333333333333",
-  "0.333333333333333333333333333333333",
-  "0.0485678981413994169096209912536443",
-  "0.489682519198737627783706924836192",
-  "0.489682519198737627783706924836192",
-  "0.0156673501135695352684274156436046",
-  "0.437089591492936637269930364435354",
-  "0.437089591492936637269930364435354",
-  "0.0389137705023871396583696781497019",
-  "0.188203535619032730240961280467335",
-  "0.188203535619032730240961280467335",
-  "0.0398238694636051265164458871320226",
-  "0.0447295133944527098651065899662763",
-  "0.0447295133944527098651065899662763",
-  "0.0127888378293490156308393992794999",
-  "0.741198598784498020690079873523423",
-  "0.0368384120547362836348175987833851",
-  "0.0216417696886446886446886446886446",
-  };
-
-  static const int NB_IMF=326; 
-
-  static const char * im_desc_face_meth[NB_IMF] = {
-    // IM_CUBE4D(5)
-
-    "IM_HEXAHEDRON(5)","IM_HEXAHEDRON(5)","IM_HEXAHEDRON(5)","IM_HEXAHEDRON(5)","IM_HEXAHEDRON(5)","IM_HEXAHEDRON(5)","IM_HEXAHEDRON(5)","IM_HEXAHEDRON(5)",
-    // IM_CUBE4D(9)
-
-    "IM_HEXAHEDRON(9)","IM_HEXAHEDRON(9)","IM_HEXAHEDRON(9)","IM_HEXAHEDRON(9)","IM_HEXAHEDRON(9)","IM_HEXAHEDRON(9)","IM_HEXAHEDRON(9)","IM_HEXAHEDRON(9)",
-    // IM_GAUSS1D(11)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(13)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(15)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(17)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(19)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(1)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(21)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(23)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(25)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(27)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(29)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(31)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(33)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(35)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(37)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(39)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(3)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(41)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(43)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(45)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(47)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(49)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(51)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(53)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(55)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(57)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(59)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(5)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(61)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(63)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(65)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(67)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(69)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(71)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(73)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(75)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(77)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(79)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(7)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(81)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(83)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(85)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(87)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(89)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(91)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(93)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(95)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(97)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(99)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSS1D(9)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(11)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(13)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(15)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(17)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(19)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(1)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(21)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(23)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(25)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(27)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(29)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(31)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(33)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(35)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(37)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(39)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(3)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(41)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(43)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(45)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(47)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(49)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(51)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(53)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(55)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(57)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(59)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(5)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(61)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(63)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(65)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(67)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(69)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(71)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(73)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(75)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(77)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(79)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(7)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(81)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(83)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(85)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(87)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(89)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(91)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(93)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(95)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(97)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(99)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_GAUSSLOBATTO1D(9)
-
-    "IM_NC(0,0)","IM_NC(0,0)",
-    // IM_HEXAHEDRON(11)
-
-    "IM_QUAD(17)","IM_QUAD(17)","IM_QUAD(17)","IM_QUAD(17)","IM_QUAD(17)","IM_QUAD(17)",
-    // IM_HEXAHEDRON(5)
-
-    "IM_QUAD(5)","IM_QUAD(5)","IM_QUAD(5)","IM_QUAD(5)","IM_QUAD(5)","IM_QUAD(5)",
-    // IM_HEXAHEDRON(9)
-
-    "IM_QUAD(9)","IM_QUAD(9)","IM_QUAD(9)","IM_QUAD(9)","IM_QUAD(9)","IM_QUAD(9)",
-    // IM_QUAD(17)
-
-    "IM_GAUSS1D(17)","IM_GAUSS1D(17)","IM_GAUSS1D(17)","IM_GAUSS1D(17)",
-    // IM_QUAD(2)
-
-    "IM_GAUSS1D(2)","IM_GAUSS1D(2)","IM_GAUSS1D(2)","IM_GAUSS1D(2)",
-    // IM_QUAD(3)
-
-    "IM_GAUSS1D(3)","IM_GAUSS1D(3)","IM_GAUSS1D(3)","IM_GAUSS1D(3)",
-    // IM_QUAD(5)
-
-    "IM_GAUSS1D(5)","IM_GAUSS1D(5)","IM_GAUSS1D(5)","IM_GAUSS1D(5)",
-    // IM_QUAD(7)
-
-    "IM_GAUSS1D(7)","IM_GAUSS1D(7)","IM_GAUSS1D(7)","IM_GAUSS1D(7)",
-    // IM_QUAD(9)
-
-    "IM_GAUSS1D(9)","IM_GAUSS1D(9)","IM_GAUSS1D(9)","IM_GAUSS1D(9)",
-    // IM_SIMPLEX4D(3)
-
-    "IM_TETRAHEDRON(3)","IM_TETRAHEDRON(3)","IM_TETRAHEDRON(3)","IM_TETRAHEDRON(3)","IM_TETRAHEDRON(3)",
-    // IM_TETRAHEDRON(1)
-
-    "IM_TRIANGLE(1)","IM_TRIANGLE(1)","IM_TRIANGLE(1)","IM_TRIANGLE(1)",
-    // IM_TETRAHEDRON(2)
-
-    "IM_TRIANGLE(2)","IM_TRIANGLE(2)","IM_TRIANGLE(2)","IM_TRIANGLE(2)",
-    // IM_TETRAHEDRON(3)
-
-    "IM_TRIANGLE(3)","IM_TRIANGLE(3)","IM_TRIANGLE(3)","IM_TRIANGLE(3)",
-    // IM_TETRAHEDRON(5)
-
-    "IM_TRIANGLE(5)","IM_TRIANGLE(5)","IM_TRIANGLE(5)","IM_TRIANGLE(5)",
-    // IM_TETRAHEDRON(6)
-
-    "IM_TRIANGLE(6)","IM_TRIANGLE(6)","IM_TRIANGLE(6)","IM_TRIANGLE(6)",
-    // IM_TETRAHEDRON(8)
-
-    "IM_TRIANGLE(8)","IM_TRIANGLE(8)","IM_TRIANGLE(8)","IM_TRIANGLE(8)",
-    // IM_TRIANGLE(10)
-
-    "IM_GAUSS1D(10)","IM_GAUSS1D(10)","IM_GAUSS1D(10)",
-    // IM_TRIANGLE(13)
-
-    "IM_GAUSS1D(13)","IM_GAUSS1D(13)","IM_GAUSS1D(13)",
-    // IM_TRIANGLE(17)
-
-    "IM_GAUSS1D(17)","IM_GAUSS1D(17)","IM_GAUSS1D(17)",
-    // IM_TRIANGLE(19)
-
-    "IM_GAUSS1D(19)","IM_GAUSS1D(19)","IM_GAUSS1D(19)",
-    // IM_TRIANGLE(1)
-
-    "IM_GAUSS1D(1)","IM_GAUSS1D(1)","IM_GAUSS1D(1)",
-    // IM_TRIANGLE(2)
-
-    "IM_GAUSS1D(2)","IM_GAUSS1D(2)","IM_GAUSS1D(2)",
-    // IM_TRIANGLE(3)
-
-    "IM_GAUSS1D(3)","IM_GAUSS1D(3)","IM_GAUSS1D(3)",
-    // IM_TRIANGLE(4)
-
-    "IM_GAUSS1D(4)","IM_GAUSS1D(4)","IM_GAUSS1D(4)",
-    // IM_TRIANGLE(5)
-
-    "IM_GAUSS1D(5)","IM_GAUSS1D(5)","IM_GAUSS1D(5)",
-    // IM_TRIANGLE(6)
-
-    "IM_GAUSS1D(6)","IM_GAUSS1D(6)","IM_GAUSS1D(6)",
-    // IM_TRIANGLE(7)
-
-    "IM_GAUSS1D(7)","IM_GAUSS1D(7)","IM_GAUSS1D(7)",
-    // IM_TRIANGLE(8)
-
-    "IM_GAUSS1D(8)","IM_GAUSS1D(8)","IM_GAUSS1D(8)",
-    // IM_TRIANGLE(9)
-
-    "IM_GAUSS1D(9)","IM_GAUSS1D(9)","IM_GAUSS1D(9)",
-  };
-
-  static const int NB_IMN=1599; 
-
-  static size_type im_desc_node_type[NB_IMN] = {
-    2, 2,  // IM_CUBE4D(5)
-
-    2, 2, 2, 2, 2, 2,  // IM_CUBE4D(9)
-
-    1, 1, 1,  // IM_GAUSS1D(11)
-
-    1, 1, 1, 1,  // IM_GAUSS1D(13)
-
-    1, 1, 1, 1,  // IM_GAUSS1D(15)
-
-    1, 1, 1, 1, 1,  // IM_GAUSS1D(17)
-
-    1, 1, 1, 1, 1,  // IM_GAUSS1D(19)
-
-    1,  // IM_GAUSS1D(1)
-
-    1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(21)
-
-    1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(23)
-
-    1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(25)
-
-    1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(27)
-
-    1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(29)
-
-    1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(31)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(33)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(35)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(37)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(39)
-
-    1,  // IM_GAUSS1D(3)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(41)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(43)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(45)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(47)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(49)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(51)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(53)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(55)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(57)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(59)
-
-    1, 1,  // IM_GAUSS1D(5)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(61)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(63)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(65)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(67)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(69)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(71)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(73)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(75)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(77)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(79)
-
-    1, 1,  // IM_GAUSS1D(7)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(81)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(83)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(85)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(87)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(89)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(91)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(93)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(95)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(97)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSS1D(99)
-
-    1, 1, 1,  // IM_GAUSS1D(9)
-
-    1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(11)
-
-    1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(13)
-
-    1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(15)
-
-    1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(17)
-
-    1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(19)
-
-    1,  // IM_GAUSSLOBATTO1D(1)
-
-    1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(21)
-
-    1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(23)
-
-    1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(25)
-
-    1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(27)
-
-    1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(29)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(31)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(33)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(35)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(37)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(39)
-
-    1, 1,  // IM_GAUSSLOBATTO1D(3)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(41)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(43)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(45)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(47)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(49)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(51)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(53)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(55)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(57)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(59)
-
-    1, 1,  // IM_GAUSSLOBATTO1D(5)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(61)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(63)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(65)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(67)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(69)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(71)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(73)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(75)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(77)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(79)
-
-    1, 1, 1,  // IM_GAUSSLOBATTO1D(7)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(81)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(83)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(85)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(87)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(89)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(91)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(93)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(95)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(97)
-
-    1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,  // IM_GAUSSLOBATTO1D(99)
-
-    1, 1, 1,  // IM_GAUSSLOBATTO1D(9)
-
-    2, 2, 2, 2, 2, 2, 2,  // IM_HEXAHEDRON(11)
-
-    2, 2,  // IM_HEXAHEDRON(5)
-
-    2, 2, 1, 1, 2,  // IM_HEXAHEDRON(9)
-
-    0,  // IM_NC(0,0)
-
-    2, 2, 2, 2, 2, 2, 2, 2, 2, 2,  // IM_QUAD(17)
-
-    0, 0, 0,  // IM_QUAD(2)
-
-    2,  // IM_QUAD(3)
-
-    0, 1, 1,  // IM_QUAD(5)
-
-    2, 1, 1,  // IM_QUAD(7)
-
-    2, 2, 2, 2, 2, 2,  // IM_QUAD(9)
-
-    1, 1,  // IM_SIMPLEX4D(3)
-
-    0,  // IM_TETRAHEDRON(1)
-
-    1,  // IM_TETRAHEDRON(2)
-
-    0, 1,  // IM_TETRAHEDRON(3)
-
-    0, 1, 1, 1,  // IM_TETRAHEDRON(5)
-
-    1, 1, 1, 1,  // IM_TETRAHEDRON(6)
-
-    1, 1, 1, 1, 1, 1, 1,  // IM_TETRAHEDRON(8)
-
-    0, 1, 1, 1, 1, 1,  // IM_TRIANGLE(10)
-
-    0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,  // IM_TRIANGLE(13)
-
-    0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,  // IM_TRIANGLE(17)
-
-    0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,  // IM_TRIANGLE(19)
-
-    0,  // IM_TRIANGLE(1)
-
-    1,  // IM_TRIANGLE(2)
-
-    0, 1,  // IM_TRIANGLE(3)
-
-    1, 1,  // IM_TRIANGLE(4)
-
-    0, 1, 1,  // IM_TRIANGLE(5)
-
-    1, 1, 1,  // IM_TRIANGLE(6)
-
-    1, 1, 1, 0,  // IM_TRIANGLE(7)
-
-    0, 1, 1, 1, 1,  // IM_TRIANGLE(8)
-
-    1, 1, 1, 1, 1, 1,  // IM_TRIANGLE(9)
-
-  };
-
-}
-
diff --git a/depcomp b/depcomp
deleted file mode 100755
index bd0ac08..0000000
--- a/depcomp
+++ /dev/null
@@ -1,688 +0,0 @@
-#! /bin/sh
-# depcomp - compile a program generating dependencies as side-effects
-
-scriptversion=2011-12-04.11; # UTC
-
-# Copyright (C) 1999, 2000, 2003, 2004, 2005, 2006, 2007, 2009, 2010,
-# 2011 Free Software Foundation, Inc.
-
-# This program is free software; you can redistribute it and/or modify
-# it under the terms of the GNU General Public License as published by
-# the Free Software Foundation; either version 2, or (at your option)
-# any later version.
-
-# This program is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
-# GNU General Public License for more details.
-
-# You should have received a copy of the GNU General Public License
-# along with this program.  If not, see <http://www.gnu.org/licenses/>.
-
-# As a special exception to the GNU General Public License, if you
-# distribute this file as part of a program that contains a
-# configuration script generated by Autoconf, you may include it under
-# the same distribution terms that you use for the rest of that program.
-
-# Originally written by Alexandre Oliva <oliva at dcc.unicamp.br>.
-
-case $1 in
-  '')
-     echo "$0: No command.  Try \`$0 --help' for more information." 1>&2
-     exit 1;
-     ;;
-  -h | --h*)
-    cat <<\EOF
-Usage: depcomp [--help] [--version] PROGRAM [ARGS]
-
-Run PROGRAMS ARGS to compile a file, generating dependencies
-as side-effects.
-
-Environment variables:
-  depmode     Dependency tracking mode.
-  source      Source file read by `PROGRAMS ARGS'.
-  object      Object file output by `PROGRAMS ARGS'.
-  DEPDIR      directory where to store dependencies.
-  depfile     Dependency file to output.
-  tmpdepfile  Temporary file to use when outputting dependencies.
-  libtool     Whether libtool is used (yes/no).
-
-Report bugs to <bug-automake at gnu.org>.
-EOF
-    exit $?
-    ;;
-  -v | --v*)
-    echo "depcomp $scriptversion"
-    exit $?
-    ;;
-esac
-
-if test -z "$depmode" || test -z "$source" || test -z "$object"; then
-  echo "depcomp: Variables source, object and depmode must be set" 1>&2
-  exit 1
-fi
-
-# Dependencies for sub/bar.o or sub/bar.obj go into sub/.deps/bar.Po.
-depfile=${depfile-`echo "$object" |
-  sed 's|[^\\/]*$|'${DEPDIR-.deps}'/&|;s|\.\([^.]*\)$|.P\1|;s|Pobj$|Po|'`}
-tmpdepfile=${tmpdepfile-`echo "$depfile" | sed 's/\.\([^.]*\)$/.T\1/'`}
-
-rm -f "$tmpdepfile"
-
-# Some modes work just like other modes, but use different flags.  We
-# parameterize here, but still list the modes in the big case below,
-# to make depend.m4 easier to write.  Note that we *cannot* use a case
-# here, because this file can only contain one case statement.
-if test "$depmode" = hp; then
-  # HP compiler uses -M and no extra arg.
-  gccflag=-M
-  depmode=gcc
-fi
-
-if test "$depmode" = dashXmstdout; then
-   # This is just like dashmstdout with a different argument.
-   dashmflag=-xM
-   depmode=dashmstdout
-fi
-
-cygpath_u="cygpath -u -f -"
-if test "$depmode" = msvcmsys; then
-   # This is just like msvisualcpp but w/o cygpath translation.
-   # Just convert the backslash-escaped backslashes to single forward
-   # slashes to satisfy depend.m4
-   cygpath_u='sed s,\\\\,/,g'
-   depmode=msvisualcpp
-fi
-
-if test "$depmode" = msvc7msys; then
-   # This is just like msvc7 but w/o cygpath translation.
-   # Just convert the backslash-escaped backslashes to single forward
-   # slashes to satisfy depend.m4
-   cygpath_u='sed s,\\\\,/,g'
-   depmode=msvc7
-fi
-
-case "$depmode" in
-gcc3)
-## gcc 3 implements dependency tracking that does exactly what
-## we want.  Yay!  Note: for some reason libtool 1.4 doesn't like
-## it if -MD -MP comes after the -MF stuff.  Hmm.
-## Unfortunately, FreeBSD c89 acceptance of flags depends upon
-## the command line argument order; so add the flags where they
-## appear in depend2.am.  Note that the slowdown incurred here
-## affects only configure: in makefiles, %FASTDEP% shortcuts this.
-  for arg
-  do
-    case $arg in
-    -c) set fnord "$@" -MT "$object" -MD -MP -MF "$tmpdepfile" "$arg" ;;
-    *)  set fnord "$@" "$arg" ;;
-    esac
-    shift # fnord
-    shift # $arg
-  done
-  "$@"
-  stat=$?
-  if test $stat -eq 0; then :
-  else
-    rm -f "$tmpdepfile"
-    exit $stat
-  fi
-  mv "$tmpdepfile" "$depfile"
-  ;;
-
-gcc)
-## There are various ways to get dependency output from gcc.  Here's
-## why we pick this rather obscure method:
-## - Don't want to use -MD because we'd like the dependencies to end
-##   up in a subdir.  Having to rename by hand is ugly.
-##   (We might end up doing this anyway to support other compilers.)
-## - The DEPENDENCIES_OUTPUT environment variable makes gcc act like
-##   -MM, not -M (despite what the docs say).
-## - Using -M directly means running the compiler twice (even worse
-##   than renaming).
-  if test -z "$gccflag"; then
-    gccflag=-MD,
-  fi
-  "$@" -Wp,"$gccflag$tmpdepfile"
-  stat=$?
-  if test $stat -eq 0; then :
-  else
-    rm -f "$tmpdepfile"
-    exit $stat
-  fi
-  rm -f "$depfile"
-  echo "$object : \\" > "$depfile"
-  alpha=ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz
-## The second -e expression handles DOS-style file names with drive letters.
-  sed -e 's/^[^:]*: / /' \
-      -e 's/^['$alpha']:\/[^:]*: / /' < "$tmpdepfile" >> "$depfile"
-## This next piece of magic avoids the `deleted header file' problem.
-## The problem is that when a header file which appears in a .P file
-## is deleted, the dependency causes make to die (because there is
-## typically no way to rebuild the header).  We avoid this by adding
-## dummy dependencies for each header file.  Too bad gcc doesn't do
-## this for us directly.
-  tr ' ' '
-' < "$tmpdepfile" |
-## Some versions of gcc put a space before the `:'.  On the theory
-## that the space means something, we add a space to the output as
-## well.  hp depmode also adds that space, but also prefixes the VPATH
-## to the object.  Take care to not repeat it in the output.
-## Some versions of the HPUX 10.20 sed can't process this invocation
-## correctly.  Breaking it into two sed invocations is a workaround.
-    sed -e 's/^\\$//' -e '/^$/d' -e "s|.*$object$||" -e '/:$/d' \
-      | sed -e 's/$/ :/' >> "$depfile"
-  rm -f "$tmpdepfile"
-  ;;
-
-hp)
-  # This case exists only to let depend.m4 do its work.  It works by
-  # looking at the text of this script.  This case will never be run,
-  # since it is checked for above.
-  exit 1
-  ;;
-
-sgi)
-  if test "$libtool" = yes; then
-    "$@" "-Wp,-MDupdate,$tmpdepfile"
-  else
-    "$@" -MDupdate "$tmpdepfile"
-  fi
-  stat=$?
-  if test $stat -eq 0; then :
-  else
-    rm -f "$tmpdepfile"
-    exit $stat
-  fi
-  rm -f "$depfile"
-
-  if test -f "$tmpdepfile"; then  # yes, the sourcefile depend on other files
-    echo "$object : \\" > "$depfile"
-
-    # Clip off the initial element (the dependent).  Don't try to be
-    # clever and replace this with sed code, as IRIX sed won't handle
-    # lines with more than a fixed number of characters (4096 in
-    # IRIX 6.2 sed, 8192 in IRIX 6.5).  We also remove comment lines;
-    # the IRIX cc adds comments like `#:fec' to the end of the
-    # dependency line.
-    tr ' ' '
-' < "$tmpdepfile" \
-    | sed -e 's/^.*\.o://' -e 's/#.*$//' -e '/^$/ d' | \
-    tr '
-' ' ' >> "$depfile"
-    echo >> "$depfile"
-
-    # The second pass generates a dummy entry for each header file.
-    tr ' ' '
-' < "$tmpdepfile" \
-   | sed -e 's/^.*\.o://' -e 's/#.*$//' -e '/^$/ d' -e 's/$/:/' \
-   >> "$depfile"
-  else
-    # The sourcefile does not contain any dependencies, so just
-    # store a dummy comment line, to avoid errors with the Makefile
-    # "include basename.Plo" scheme.
-    echo "#dummy" > "$depfile"
-  fi
-  rm -f "$tmpdepfile"
-  ;;
-
-aix)
-  # The C for AIX Compiler uses -M and outputs the dependencies
-  # in a .u file.  In older versions, this file always lives in the
-  # current directory.  Also, the AIX compiler puts `$object:' at the
-  # start of each line; $object doesn't have directory information.
-  # Version 6 uses the directory in both cases.
-  dir=`echo "$object" | sed -e 's|/[^/]*$|/|'`
-  test "x$dir" = "x$object" && dir=
-  base=`echo "$object" | sed -e 's|^.*/||' -e 's/\.o$//' -e 's/\.lo$//'`
-  if test "$libtool" = yes; then
-    tmpdepfile1=$dir$base.u
-    tmpdepfile2=$base.u
-    tmpdepfile3=$dir.libs/$base.u
-    "$@" -Wc,-M
-  else
-    tmpdepfile1=$dir$base.u
-    tmpdepfile2=$dir$base.u
-    tmpdepfile3=$dir$base.u
-    "$@" -M
-  fi
-  stat=$?
-
-  if test $stat -eq 0; then :
-  else
-    rm -f "$tmpdepfile1" "$tmpdepfile2" "$tmpdepfile3"
-    exit $stat
-  fi
-
-  for tmpdepfile in "$tmpdepfile1" "$tmpdepfile2" "$tmpdepfile3"
-  do
-    test -f "$tmpdepfile" && break
-  done
-  if test -f "$tmpdepfile"; then
-    # Each line is of the form `foo.o: dependent.h'.
-    # Do two passes, one to just change these to
-    # `$object: dependent.h' and one to simply `dependent.h:'.
-    sed -e "s,^.*\.[a-z]*:,$object:," < "$tmpdepfile" > "$depfile"
-    # That's a tab and a space in the [].
-    sed -e 's,^.*\.[a-z]*:[	 ]*,,' -e 's,$,:,' < "$tmpdepfile" >> "$depfile"
-  else
-    # The sourcefile does not contain any dependencies, so just
-    # store a dummy comment line, to avoid errors with the Makefile
-    # "include basename.Plo" scheme.
-    echo "#dummy" > "$depfile"
-  fi
-  rm -f "$tmpdepfile"
-  ;;
-
-icc)
-  # Intel's C compiler understands `-MD -MF file'.  However on
-  #    icc -MD -MF foo.d -c -o sub/foo.o sub/foo.c
-  # ICC 7.0 will fill foo.d with something like
-  #    foo.o: sub/foo.c
-  #    foo.o: sub/foo.h
-  # which is wrong.  We want:
-  #    sub/foo.o: sub/foo.c
-  #    sub/foo.o: sub/foo.h
-  #    sub/foo.c:
-  #    sub/foo.h:
-  # ICC 7.1 will output
-  #    foo.o: sub/foo.c sub/foo.h
-  # and will wrap long lines using \ :
-  #    foo.o: sub/foo.c ... \
-  #     sub/foo.h ... \
-  #     ...
-
-  "$@" -MD -MF "$tmpdepfile"
-  stat=$?
-  if test $stat -eq 0; then :
-  else
-    rm -f "$tmpdepfile"
-    exit $stat
-  fi
-  rm -f "$depfile"
-  # Each line is of the form `foo.o: dependent.h',
-  # or `foo.o: dep1.h dep2.h \', or ` dep3.h dep4.h \'.
-  # Do two passes, one to just change these to
-  # `$object: dependent.h' and one to simply `dependent.h:'.
-  sed "s,^[^:]*:,$object :," < "$tmpdepfile" > "$depfile"
-  # Some versions of the HPUX 10.20 sed can't process this invocation
-  # correctly.  Breaking it into two sed invocations is a workaround.
-  sed 's,^[^:]*: \(.*\)$,\1,;s/^\\$//;/^$/d;/:$/d' < "$tmpdepfile" |
-    sed -e 's/$/ :/' >> "$depfile"
-  rm -f "$tmpdepfile"
-  ;;
-
-hp2)
-  # The "hp" stanza above does not work with aCC (C++) and HP's ia64
-  # compilers, which have integrated preprocessors.  The correct option
-  # to use with these is +Maked; it writes dependencies to a file named
-  # 'foo.d', which lands next to the object file, wherever that
-  # happens to be.
-  # Much of this is similar to the tru64 case; see comments there.
-  dir=`echo "$object" | sed -e 's|/[^/]*$|/|'`
-  test "x$dir" = "x$object" && dir=
-  base=`echo "$object" | sed -e 's|^.*/||' -e 's/\.o$//' -e 's/\.lo$//'`
-  if test "$libtool" = yes; then
-    tmpdepfile1=$dir$base.d
-    tmpdepfile2=$dir.libs/$base.d
-    "$@" -Wc,+Maked
-  else
-    tmpdepfile1=$dir$base.d
-    tmpdepfile2=$dir$base.d
-    "$@" +Maked
-  fi
-  stat=$?
-  if test $stat -eq 0; then :
-  else
-     rm -f "$tmpdepfile1" "$tmpdepfile2"
-     exit $stat
-  fi
-
-  for tmpdepfile in "$tmpdepfile1" "$tmpdepfile2"
-  do
-    test -f "$tmpdepfile" && break
-  done
-  if test -f "$tmpdepfile"; then
-    sed -e "s,^.*\.[a-z]*:,$object:," "$tmpdepfile" > "$depfile"
-    # Add `dependent.h:' lines.
-    sed -ne '2,${
-	       s/^ *//
-	       s/ \\*$//
-	       s/$/:/
-	       p
-	     }' "$tmpdepfile" >> "$depfile"
-  else
-    echo "#dummy" > "$depfile"
-  fi
-  rm -f "$tmpdepfile" "$tmpdepfile2"
-  ;;
-
-tru64)
-   # The Tru64 compiler uses -MD to generate dependencies as a side
-   # effect.  `cc -MD -o foo.o ...' puts the dependencies into `foo.o.d'.
-   # At least on Alpha/Redhat 6.1, Compaq CCC V6.2-504 seems to put
-   # dependencies in `foo.d' instead, so we check for that too.
-   # Subdirectories are respected.
-   dir=`echo "$object" | sed -e 's|/[^/]*$|/|'`
-   test "x$dir" = "x$object" && dir=
-   base=`echo "$object" | sed -e 's|^.*/||' -e 's/\.o$//' -e 's/\.lo$//'`
-
-   if test "$libtool" = yes; then
-      # With Tru64 cc, shared objects can also be used to make a
-      # static library.  This mechanism is used in libtool 1.4 series to
-      # handle both shared and static libraries in a single compilation.
-      # With libtool 1.4, dependencies were output in $dir.libs/$base.lo.d.
-      #
-      # With libtool 1.5 this exception was removed, and libtool now
-      # generates 2 separate objects for the 2 libraries.  These two
-      # compilations output dependencies in $dir.libs/$base.o.d and
-      # in $dir$base.o.d.  We have to check for both files, because
-      # one of the two compilations can be disabled.  We should prefer
-      # $dir$base.o.d over $dir.libs/$base.o.d because the latter is
-      # automatically cleaned when .libs/ is deleted, while ignoring
-      # the former would cause a distcleancheck panic.
-      tmpdepfile1=$dir.libs/$base.lo.d   # libtool 1.4
-      tmpdepfile2=$dir$base.o.d          # libtool 1.5
-      tmpdepfile3=$dir.libs/$base.o.d    # libtool 1.5
-      tmpdepfile4=$dir.libs/$base.d      # Compaq CCC V6.2-504
-      "$@" -Wc,-MD
-   else
-      tmpdepfile1=$dir$base.o.d
-      tmpdepfile2=$dir$base.d
-      tmpdepfile3=$dir$base.d
-      tmpdepfile4=$dir$base.d
-      "$@" -MD
-   fi
-
-   stat=$?
-   if test $stat -eq 0; then :
-   else
-      rm -f "$tmpdepfile1" "$tmpdepfile2" "$tmpdepfile3" "$tmpdepfile4"
-      exit $stat
-   fi
-
-   for tmpdepfile in "$tmpdepfile1" "$tmpdepfile2" "$tmpdepfile3" "$tmpdepfile4"
-   do
-     test -f "$tmpdepfile" && break
-   done
-   if test -f "$tmpdepfile"; then
-      sed -e "s,^.*\.[a-z]*:,$object:," < "$tmpdepfile" > "$depfile"
-      # That's a tab and a space in the [].
-      sed -e 's,^.*\.[a-z]*:[	 ]*,,' -e 's,$,:,' < "$tmpdepfile" >> "$depfile"
-   else
-      echo "#dummy" > "$depfile"
-   fi
-   rm -f "$tmpdepfile"
-   ;;
-
-msvc7)
-  if test "$libtool" = yes; then
-    showIncludes=-Wc,-showIncludes
-  else
-    showIncludes=-showIncludes
-  fi
-  "$@" $showIncludes > "$tmpdepfile"
-  stat=$?
-  grep -v '^Note: including file: ' "$tmpdepfile"
-  if test "$stat" = 0; then :
-  else
-    rm -f "$tmpdepfile"
-    exit $stat
-  fi
-  rm -f "$depfile"
-  echo "$object : \\" > "$depfile"
-  # The first sed program below extracts the file names and escapes
-  # backslashes for cygpath.  The second sed program outputs the file
-  # name when reading, but also accumulates all include files in the
-  # hold buffer in order to output them again at the end.  This only
-  # works with sed implementations that can handle large buffers.
-  sed < "$tmpdepfile" -n '
-/^Note: including file:  *\(.*\)/ {
-  s//\1/
-  s/\\/\\\\/g
-  p
-}' | $cygpath_u | sort -u | sed -n '
-s/ /\\ /g
-s/\(.*\)/	\1 \\/p
-s/.\(.*\) \\/\1:/
-H
-$ {
-  s/.*/	/
-  G
-  p
-}' >> "$depfile"
-  rm -f "$tmpdepfile"
-  ;;
-
-msvc7msys)
-  # This case exists only to let depend.m4 do its work.  It works by
-  # looking at the text of this script.  This case will never be run,
-  # since it is checked for above.
-  exit 1
-  ;;
-
-#nosideeffect)
-  # This comment above is used by automake to tell side-effect
-  # dependency tracking mechanisms from slower ones.
-
-dashmstdout)
-  # Important note: in order to support this mode, a compiler *must*
-  # always write the preprocessed file to stdout, regardless of -o.
-  "$@" || exit $?
-
-  # Remove the call to Libtool.
-  if test "$libtool" = yes; then
-    while test "X$1" != 'X--mode=compile'; do
-      shift
-    done
-    shift
-  fi
-
-  # Remove `-o $object'.
-  IFS=" "
-  for arg
-  do
-    case $arg in
-    -o)
-      shift
-      ;;
-    $object)
-      shift
-      ;;
-    *)
-      set fnord "$@" "$arg"
-      shift # fnord
-      shift # $arg
-      ;;
-    esac
-  done
-
-  test -z "$dashmflag" && dashmflag=-M
-  # Require at least two characters before searching for `:'
-  # in the target name.  This is to cope with DOS-style filenames:
-  # a dependency such as `c:/foo/bar' could be seen as target `c' otherwise.
-  "$@" $dashmflag |
-    sed 's:^[  ]*[^: ][^:][^:]*\:[    ]*:'"$object"'\: :' > "$tmpdepfile"
-  rm -f "$depfile"
-  cat < "$tmpdepfile" > "$depfile"
-  tr ' ' '
-' < "$tmpdepfile" | \
-## Some versions of the HPUX 10.20 sed can't process this invocation
-## correctly.  Breaking it into two sed invocations is a workaround.
-    sed -e 's/^\\$//' -e '/^$/d' -e '/:$/d' | sed -e 's/$/ :/' >> "$depfile"
-  rm -f "$tmpdepfile"
-  ;;
-
-dashXmstdout)
-  # This case only exists to satisfy depend.m4.  It is never actually
-  # run, as this mode is specially recognized in the preamble.
-  exit 1
-  ;;
-
-makedepend)
-  "$@" || exit $?
-  # Remove any Libtool call
-  if test "$libtool" = yes; then
-    while test "X$1" != 'X--mode=compile'; do
-      shift
-    done
-    shift
-  fi
-  # X makedepend
-  shift
-  cleared=no eat=no
-  for arg
-  do
-    case $cleared in
-    no)
-      set ""; shift
-      cleared=yes ;;
-    esac
-    if test $eat = yes; then
-      eat=no
-      continue
-    fi
-    case "$arg" in
-    -D*|-I*)
-      set fnord "$@" "$arg"; shift ;;
-    # Strip any option that makedepend may not understand.  Remove
-    # the object too, otherwise makedepend will parse it as a source file.
-    -arch)
-      eat=yes ;;
-    -*|$object)
-      ;;
-    *)
-      set fnord "$@" "$arg"; shift ;;
-    esac
-  done
-  obj_suffix=`echo "$object" | sed 's/^.*\././'`
-  touch "$tmpdepfile"
-  ${MAKEDEPEND-makedepend} -o"$obj_suffix" -f"$tmpdepfile" "$@"
-  rm -f "$depfile"
-  # makedepend may prepend the VPATH from the source file name to the object.
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index a4f89b2..0000000
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diff --git a/doc/sphinx/Makefile.am b/doc/sphinx/Makefile.am
index eb81d0d..a9225db 100644
--- a/doc/sphinx/Makefile.am
+++ b/doc/sphinx/Makefile.am
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-<<<<<<< HEAD
-	rm -fr build
-=======
->>>>>>> upstream
 
 
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-
-maintainer-clean-generic:
-	@echo "This command is intended for maintainers to use"
-	@echo "it deletes files that may require special tools to rebuild."
-clean-am: clean-generic clean-libtool mostlyclean-am
-
-distclean: distclean-am
-	-rm -f Makefile
-distclean-am: clean-am distclean-generic
-
-dvi: dvi-am
-
-dvi-am:
-
-html-am:
-
-info: info-am
-
-info-am:
-
-install-data-am:
-
-install-dvi: install-dvi-am
-
-install-dvi-am:
-
-install-exec-am:
-
-install-html: install-html-am
-
-install-html-am:
-
-install-info: install-info-am
-
-install-info-am:
-
-install-man:
-
-install-pdf: install-pdf-am
-
-install-pdf-am:
-
-install-ps: install-ps-am
-
-install-ps-am:
-
-installcheck-am:
-
-maintainer-clean: maintainer-clean-am
-	-rm -f Makefile
-maintainer-clean-am: distclean-am maintainer-clean-generic
-
-mostlyclean: mostlyclean-am
-
-mostlyclean-am: mostlyclean-generic mostlyclean-libtool
-
-pdf-am:
-
-ps: ps-am
-
-ps-am:
-
-uninstall-am:
-
-.MAKE: install-am install-strip
-
-.PHONY: all all-am check check-am clean clean-generic clean-libtool \
-	distclean distclean-generic distclean-libtool distdir dvi \
-	dvi-am html html-am info info-am install install-am \
-	install-data install-data-am install-dvi install-dvi-am \
-	install-exec install-exec-am install-html install-html-am \
-	install-info install-info-am install-man install-pdf \
-	install-pdf-am install-ps install-ps-am install-strip \
-	installcheck installcheck-am installdirs maintainer-clean \
-	maintainer-clean-generic mostlyclean mostlyclean-generic \
-	mostlyclean-libtool pdf pdf-am ps ps-am uninstall uninstall-am
-
-
-.PHONY: help checkout update images build view html htmlview htmlhelp latex pdf linkcheck clean upload
-
-help:
-	@echo "Please use \`make <target>' where <target> is one of"
-	@echo "  view      to view standalone HTML files"
-	@echo "  html      to make standalone HTML files"
-	@echo "  htmlview  to make and view standalone HTML files"
-	@echo "  htmlhelp  to make HTML files and a HTML help project"
-	@echo "  latex     to make LaTeX files, you can set PAPER=a4 or PAPER=letter"
-	@echo "  pdf       to make pdfLaTeX files, you can set PAPER=a4 or PAPER=letter"
-	@echo "  linkcheck to check all external links for integrity"
-	@echo "  upload    to make HTML and LATEX docs and upload it to gna.org"
-
-checkout:
-	@if [ ! -d tools ]; then \
-	  echo "Checking out tools..."; \
-	  svn checkout $(SPHINXROOT)/python/trunk/Doc/tools tools; \
-	fi
-	@if [ ! -d tools/sphinx ]; then \
-	  echo "Checking out Sphinx..."; \
-	  svn checkout $(SPHINXROOT)/external/Sphinx-0.6.5/sphinx tools/sphinx; \
-	fi
-	@if [ ! -d tools/docutils ]; then \
-	  echo "Checking out Docutils..."; \
-	  svn checkout $(SPHINXROOT)/external/docutils-0.6/docutils tools/docutils; \
-	fi
-	@if [ ! -d tools/jinja2 ]; then \
-	  echo "Checking out Jinja..."; \
-	  svn checkout $(SPHINXROOT)/external/Jinja-2.3.1/jinja2 tools/jinja2; \
-	fi
-	@if [ ! -d tools/pygments ]; then \
-	  echo "Checking out Pygments..."; \
-	  svn checkout $(SPHINXROOT)/external/Pygments-1.3.1/pygments tools/pygments; \
-	fi
-
-update: checkout
-	svn update tools
-	svn update tools/sphinx
-	svn update tools/docutils
-	svn update tools/jinja2
-	svn update tools/pygments
-
-images:
-	-cd $(srcdir)/source/userdoc/images/; make png
-	-cd $(srcdir)/source/project/images/; make png
-	-cd $(srcdir)/source/matlab/images/; make png
-	-cd $(srcdir)/source/python/images/; make png
-	-cd $(srcdir)/source/scilab/images/; make png
-
-build: $(srcdir)/source/matlab/cmdref.rst $(srcdir)/source/python/cmdref.rst $(srcdir)/source/scilab/cmdref.rst checkout images
-	rm -fr build/$(BUILDER)/_images
-	rm -fr build/$(BUILDER)/*.png
-	mkdir -p build/$(BUILDER) build/doctrees
-	PYTHONPATH=../../interface/src/python && $(SPHINXBUILD) $(ALLSPHINXOPTS)
-	@echo
-
-view:
-	$(PYTHON) -c "import webbrowser; webbrowser.open('build/html/index.html')"
-
-html: BUILDER = html
-html: build
-	@echo "Build finished. The HTML pages are in build/html."
-
-htmlview: html
-	$(PYTHON) -c "import webbrowser; webbrowser.open('build/html/index.html')"
-
-htmlhelp: BUILDER = htmlhelp
-htmlhelp: build
-	@echo "Build finished; now you can run HTML Help Workshop with the" \
-	      ".hhp project file in build/htmlhelp."
-
-latex: BUILDER = latex
-latex: build
-	@echo "Build finished; the LaTeX files are in build/latex."
-	@echo "Run \`make all-pdf' or \`make all-ps' in that directory to" \
-	      "run these through (pdf)latex."
-
-pdf: BUILDER = latex
-pdf: build
-	(cd build/latex && make all-pdf)
-	@echo "Build finished; the pdfLaTeX files are in build/latex."
-
-linkcheck: BUILDER = linkcheck
-linkcheck: build
-	@echo "Link check complete; look for any errors in the above output " \
-	      "or in build/$(BUILDER)/output.txt."
-
-clean:
-	-rm -rf build/
-	-rm -rf html/
-	-cd $(srcdir)/source/userdoc/images/; make clean
-	-cd $(srcdir)/source/project/images/; make clean
-	-cd $(srcdir)/source/matlab/images/; make clean
-	-cd $(srcdir)/source/python/images/; make clean
-	-cd $(srcdir)/source/scilab/images/; make clean
-	-rm -f $(srcdir)/source/matlab/cmdref.rst
-	-rm -f $(srcdir)/source/scilab/cmdref.rst
-	-rm -f $(srcdir)/source/python/cmdref.rst
-
-$(srcdir)/source/matlab/cmdref.rst : $(top_srcdir)/interface/src/*.cc $(top_srcdir)/bin/extract_doc
-	$(top_srcdir)/bin/extract_doc $(top_srcdir)/interface/src matlab-doc > $(srcdir)/source/matlab/cmdref.rst || (rm -f $(srcdir)/source/matlab/cmdref.rst; /bin/false )
-
-$(srcdir)/source/scilab/cmdref.rst : $(top_srcdir)/interface/src/*.cc $(top_srcdir)/bin/extract_doc
-	$(top_srcdir)/bin/extract_doc $(top_srcdir)/interface/src scilab-doc-rst > $(srcdir)/source/scilab/cmdref.rst || (rm -f $(srcdir)/source/scilab/cmdref.rst; /bin/false )
-
-$(srcdir)/source/python/cmdref.rst : $(top_srcdir)/interface/src/*.cc $(top_srcdir)/bin/extract_doc
-	$(top_srcdir)/bin/extract_doc $(top_srcdir)/interface/src python-doc > $(srcdir)/source/python/cmdref.rst || (rm -f $(srcdir)/source/python/cmdref.rst; /bin/false )
-
-upload:
-	make html
-	-rm -fr homepage *.tar.gz
-	-mv build/html homepage
-	(export srcdir=$(srcdir) && $(top_srcdir)/bin/upload_html --delete homepage)
-	-rm -fr getfem-$(DISTVERSION)-docs-html
-	-mv homepage getfem-$(DISTVERSION)-docs-html
-	tar -cf getfem-$(DISTVERSION)-docs-html.tar getfem-$(DISTVERSION)-docs-html
-	gzip -9 getfem-$(DISTVERSION)-docs-html.tar
-	(export srcdir=$(srcdir) && $(top_srcdir)/bin/upload_documentation --delete getfem-$(DISTVERSION)-docs-html.tar.gz)
-	rm -fr getfem-$(DISTVERSION)-docs-html *.tar.gz
-	make pdf
-	-mv build/latex/*.pdf .
-	(export srcdir=$(srcdir) && $(top_srcdir)/bin/upload_documentation --delete scilab_interface.pdf)
-	(export srcdir=$(srcdir) && $(top_srcdir)/bin/upload_documentation --delete python_interface.pdf)
-	(export srcdir=$(srcdir) && $(top_srcdir)/bin/upload_documentation --delete matlab_interface.pdf)
-	(export srcdir=$(srcdir) && $(top_srcdir)/bin/upload_documentation --delete getfem_userdoc.pdf)
-	(export srcdir=$(srcdir) && $(top_srcdir)/bin/upload_documentation --delete getfem_project.pdf)
-	(export srcdir=$(srcdir) && $(top_srcdir)/bin/upload_documentation --delete gmm_userdoc.pdf)
-	rm -fr *.pdf
-	rm -fr build
-
-# Tell versions [3.59,3.63) of GNU make to not export all variables.
-# Otherwise a system limit (for SysV at least) may be exceeded.
-.NOEXPORT:
diff --git a/doc/sphinx/source/userdoc/images/Makefile b/doc/sphinx/source/userdoc/images/Makefile
index cc0aa27..4dce583 100644
--- a/doc/sphinx/source/userdoc/images/Makefile
+++ b/doc/sphinx/source/userdoc/images/Makefile
@@ -72,15 +72,11 @@ FIGS=getfemlistargyris.fig                   \
      getfemuserelem.fig                      \
      getfemuserlinearsys.fig                 \
      getfemuserlinsysDir.fig                 \
-<<<<<<< HEAD
-     getfemuserrefine.fig
-=======
      getfemuserrefine.fig		     \
      getfemusermodelmasterslave.fig          \
      getfemusermodeldetectcontact.fig        \
      getfemusermodelfalsecontact1.fig        \
      getfemusermodelfalsecontact2.fig
->>>>>>> upstream
 
 EPSFIGS=$(FIGS:.fig=.eps)
 PNGFIGS=$(FIGS:.fig=.png)
@@ -91,11 +87,7 @@ PNGFIGS=$(FIGS:.fig=.png)
 	../../../../../bin/fig2eps $(@:.eps=.fig)
 
 .eps.png:
-<<<<<<< HEAD
-	convert $(@:.png=.eps) $@
-=======
 	convert -density 100 $(@:.png=.eps) $@
->>>>>>> upstream
 
 png: $(PNGFIGS)
 
diff --git a/install-sh b/install-sh
deleted file mode 100755
index a9244eb..0000000
--- a/install-sh
+++ /dev/null
@@ -1,527 +0,0 @@
-#!/bin/sh
-# install - install a program, script, or datafile
-
-scriptversion=2011-01-19.21; # UTC
-
-# This originates from X11R5 (mit/util/scripts/install.sh), which was
-# later released in X11R6 (xc/config/util/install.sh) with the
-# following copyright and license.
-#
-# Copyright (C) 1994 X Consortium
-#
-# Permission is hereby granted, free of charge, to any person obtaining a copy
-# of this software and associated documentation files (the "Software"), to
-# deal in the Software without restriction, including without limitation the
-# rights to use, copy, modify, merge, publish, distribute, sublicense, and/or
-# sell copies of the Software, and to permit persons to whom the Software is
-# furnished to do so, subject to the following conditions:
-#
-# The above copyright notice and this permission notice shall be included in
-# all copies or substantial portions of the Software.
-#
-# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
-# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
-# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT.  IN NO EVENT SHALL THE
-# X CONSORTIUM BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN
-# AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNEC-
-# TION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
-#
-# Except as contained in this notice, the name of the X Consortium shall not
-# be used in advertising or otherwise to promote the sale, use or other deal-
-# ings in this Software without prior written authorization from the X Consor-
-# tium.
-#
-#
-# FSF changes to this file are in the public domain.
-#
-# Calling this script install-sh is preferred over install.sh, to prevent
-# `make' implicit rules from creating a file called install from it
-# when there is no Makefile.
-#
-# This script is compatible with the BSD install script, but was written
-# from scratch.
-
-nl='
-'
-IFS=" ""	$nl"
-
-# set DOITPROG to echo to test this script
-
-# Don't use :- since 4.3BSD and earlier shells don't like it.
-doit=${DOITPROG-}
-if test -z "$doit"; then
-  doit_exec=exec
-else
-  doit_exec=$doit
-fi
-
-# Put in absolute file names if you don't have them in your path;
-# or use environment vars.
-
-chgrpprog=${CHGRPPROG-chgrp}
-chmodprog=${CHMODPROG-chmod}
-chownprog=${CHOWNPROG-chown}
-cmpprog=${CMPPROG-cmp}
-cpprog=${CPPROG-cp}
-mkdirprog=${MKDIRPROG-mkdir}
-mvprog=${MVPROG-mv}
-rmprog=${RMPROG-rm}
-stripprog=${STRIPPROG-strip}
-
-posix_glob='?'
-initialize_posix_glob='
-  test "$posix_glob" != "?" || {
-    if (set -f) 2>/dev/null; then
-      posix_glob=
-    else
-      posix_glob=:
-    fi
-  }
-'
-
-posix_mkdir=
-
-# Desired mode of installed file.
-mode=0755
-
-chgrpcmd=
-chmodcmd=$chmodprog
-chowncmd=
-mvcmd=$mvprog
-rmcmd="$rmprog -f"
-stripcmd=
-
-src=
-dst=
-dir_arg=
-dst_arg=
-
-copy_on_change=false
-no_target_directory=
-
-usage="\
-Usage: $0 [OPTION]... [-T] SRCFILE DSTFILE
-   or: $0 [OPTION]... SRCFILES... DIRECTORY
-   or: $0 [OPTION]... -t DIRECTORY SRCFILES...
-   or: $0 [OPTION]... -d DIRECTORIES...
-
-In the 1st form, copy SRCFILE to DSTFILE.
-In the 2nd and 3rd, copy all SRCFILES to DIRECTORY.
-In the 4th, create DIRECTORIES.
-
-Options:
-     --help     display this help and exit.
-     --version  display version info and exit.
-
-  -c            (ignored)
-  -C            install only if different (preserve the last data modification time)
-  -d            create directories instead of installing files.
-  -g GROUP      $chgrpprog installed files to GROUP.
-  -m MODE       $chmodprog installed files to MODE.
-  -o USER       $chownprog installed files to USER.
-  -s            $stripprog installed files.
-  -t DIRECTORY  install into DIRECTORY.
-  -T            report an error if DSTFILE is a directory.
-
-Environment variables override the default commands:
-  CHGRPPROG CHMODPROG CHOWNPROG CMPPROG CPPROG MKDIRPROG MVPROG
-  RMPROG STRIPPROG
-"
-
-while test $# -ne 0; do
-  case $1 in
-    -c) ;;
-
-    -C) copy_on_change=true;;
-
-    -d) dir_arg=true;;
-
-    -g) chgrpcmd="$chgrpprog $2"
-	shift;;
-
-    --help) echo "$usage"; exit $?;;
-
-    -m) mode=$2
-	case $mode in
-	  *' '* | *'	'* | *'
-'*	  | *'*'* | *'?'* | *'['*)
-	    echo "$0: invalid mode: $mode" >&2
-	    exit 1;;
-	esac
-	shift;;
-
-    -o) chowncmd="$chownprog $2"
-	shift;;
-
-    -s) stripcmd=$stripprog;;
-
-    -t) dst_arg=$2
-	# Protect names problematic for `test' and other utilities.
-	case $dst_arg in
-	  -* | [=\(\)!]) dst_arg=./$dst_arg;;
-	esac
-	shift;;
-
-    -T) no_target_directory=true;;
-
-    --version) echo "$0 $scriptversion"; exit $?;;
-
-    --)	shift
-	break;;
-
-    -*)	echo "$0: invalid option: $1" >&2
-	exit 1;;
-
-    *)  break;;
-  esac
-  shift
-done
-
-if test $# -ne 0 && test -z "$dir_arg$dst_arg"; then
-  # When -d is used, all remaining arguments are directories to create.
-  # When -t is used, the destination is already specified.
-  # Otherwise, the last argument is the destination.  Remove it from $@.
-  for arg
-  do
-    if test -n "$dst_arg"; then
-      # $@ is not empty: it contains at least $arg.
-      set fnord "$@" "$dst_arg"
-      shift # fnord
-    fi
-    shift # arg
-    dst_arg=$arg
-    # Protect names problematic for `test' and other utilities.
-    case $dst_arg in
-      -* | [=\(\)!]) dst_arg=./$dst_arg;;
-    esac
-  done
-fi
-
-if test $# -eq 0; then
-  if test -z "$dir_arg"; then
-    echo "$0: no input file specified." >&2
-    exit 1
-  fi
-  # It's OK to call `install-sh -d' without argument.
-  # This can happen when creating conditional directories.
-  exit 0
-fi
-
-if test -z "$dir_arg"; then
-  do_exit='(exit $ret); exit $ret'
-  trap "ret=129; $do_exit" 1
-  trap "ret=130; $do_exit" 2
-  trap "ret=141; $do_exit" 13
-  trap "ret=143; $do_exit" 15
-
-  # Set umask so as not to create temps with too-generous modes.
-  # However, 'strip' requires both read and write access to temps.
-  case $mode in
-    # Optimize common cases.
-    *644) cp_umask=133;;
-    *755) cp_umask=22;;
-
-    *[0-7])
-      if test -z "$stripcmd"; then
-	u_plus_rw=
-      else
-	u_plus_rw='% 200'
-      fi
-      cp_umask=`expr '(' 777 - $mode % 1000 ')' $u_plus_rw`;;
-    *)
-      if test -z "$stripcmd"; then
-	u_plus_rw=
-      else
-	u_plus_rw=,u+rw
-      fi
-      cp_umask=$mode$u_plus_rw;;
-  esac
-fi
-
-for src
-do
-  # Protect names problematic for `test' and other utilities.
-  case $src in
-    -* | [=\(\)!]) src=./$src;;
-  esac
-
-  if test -n "$dir_arg"; then
-    dst=$src
-    dstdir=$dst
-    test -d "$dstdir"
-    dstdir_status=$?
-  else
-
-    # Waiting for this to be detected by the "$cpprog $src $dsttmp" command
-    # might cause directories to be created, which would be especially bad
-    # if $src (and thus $dsttmp) contains '*'.
-    if test ! -f "$src" && test ! -d "$src"; then
-      echo "$0: $src does not exist." >&2
-      exit 1
-    fi
-
-    if test -z "$dst_arg"; then
-      echo "$0: no destination specified." >&2
-      exit 1
-    fi
-    dst=$dst_arg
-
-    # If destination is a directory, append the input filename; won't work
-    # if double slashes aren't ignored.
-    if test -d "$dst"; then
-      if test -n "$no_target_directory"; then
-	echo "$0: $dst_arg: Is a directory" >&2
-	exit 1
-      fi
-      dstdir=$dst
-      dst=$dstdir/`basename "$src"`
-      dstdir_status=0
-    else
-      # Prefer dirname, but fall back on a substitute if dirname fails.
-      dstdir=`
-	(dirname "$dst") 2>/dev/null ||
-	expr X"$dst" : 'X\(.*[^/]\)//*[^/][^/]*/*$' \| \
-	     X"$dst" : 'X\(//\)[^/]' \| \
-	     X"$dst" : 'X\(//\)$' \| \
-	     X"$dst" : 'X\(/\)' \| . 2>/dev/null ||
-	echo X"$dst" |
-	    sed '/^X\(.*[^/]\)\/\/*[^/][^/]*\/*$/{
-		   s//\1/
-		   q
-		 }
-		 /^X\(\/\/\)[^/].*/{
-		   s//\1/
-		   q
-		 }
-		 /^X\(\/\/\)$/{
-		   s//\1/
-		   q
-		 }
-		 /^X\(\/\).*/{
-		   s//\1/
-		   q
-		 }
-		 s/.*/./; q'
-      `
-
-      test -d "$dstdir"
-      dstdir_status=$?
-    fi
-  fi
-
-  obsolete_mkdir_used=false
-
-  if test $dstdir_status != 0; then
-    case $posix_mkdir in
-      '')
-	# Create intermediate dirs using mode 755 as modified by the umask.
-	# This is like FreeBSD 'install' as of 1997-10-28.
-	umask=`umask`
-	case $stripcmd.$umask in
-	  # Optimize common cases.
-	  *[2367][2367]) mkdir_umask=$umask;;
-	  .*0[02][02] | .[02][02] | .[02]) mkdir_umask=22;;
-
-	  *[0-7])
-	    mkdir_umask=`expr $umask + 22 \
-	      - $umask % 100 % 40 + $umask % 20 \
-	      - $umask % 10 % 4 + $umask % 2
-	    `;;
-	  *) mkdir_umask=$umask,go-w;;
-	esac
-
-	# With -d, create the new directory with the user-specified mode.
-	# Otherwise, rely on $mkdir_umask.
-	if test -n "$dir_arg"; then
-	  mkdir_mode=-m$mode
-	else
-	  mkdir_mode=
-	fi
-
-	posix_mkdir=false
-	case $umask in
-	  *[123567][0-7][0-7])
-	    # POSIX mkdir -p sets u+wx bits regardless of umask, which
-	    # is incompatible with FreeBSD 'install' when (umask & 300) != 0.
-	    ;;
-	  *)
-	    tmpdir=${TMPDIR-/tmp}/ins$RANDOM-$$
-	    trap 'ret=$?; rmdir "$tmpdir/d" "$tmpdir" 2>/dev/null; exit $ret' 0
-
-	    if (umask $mkdir_umask &&
-		exec $mkdirprog $mkdir_mode -p -- "$tmpdir/d") >/dev/null 2>&1
-	    then
-	      if test -z "$dir_arg" || {
-		   # Check for POSIX incompatibilities with -m.
-		   # HP-UX 11.23 and IRIX 6.5 mkdir -m -p sets group- or
-		   # other-writeable bit of parent directory when it shouldn't.
-		   # FreeBSD 6.1 mkdir -m -p sets mode of existing directory.
-		   ls_ld_tmpdir=`ls -ld "$tmpdir"`
-		   case $ls_ld_tmpdir in
-		     d????-?r-*) different_mode=700;;
-		     d????-?--*) different_mode=755;;
-		     *) false;;
-		   esac &&
-		   $mkdirprog -m$different_mode -p -- "$tmpdir" && {
-		     ls_ld_tmpdir_1=`ls -ld "$tmpdir"`
-		     test "$ls_ld_tmpdir" = "$ls_ld_tmpdir_1"
-		   }
-		 }
-	      then posix_mkdir=:
-	      fi
-	      rmdir "$tmpdir/d" "$tmpdir"
-	    else
-	      # Remove any dirs left behind by ancient mkdir implementations.
-	      rmdir ./$mkdir_mode ./-p ./-- 2>/dev/null
-	    fi
-	    trap '' 0;;
-	esac;;
-    esac
-
-    if
-      $posix_mkdir && (
-	umask $mkdir_umask &&
-	$doit_exec $mkdirprog $mkdir_mode -p -- "$dstdir"
-      )
-    then :
-    else
-
-      # The umask is ridiculous, or mkdir does not conform to POSIX,
-      # or it failed possibly due to a race condition.  Create the
-      # directory the slow way, step by step, checking for races as we go.
-
-      case $dstdir in
-	/*) prefix='/';;
-	[-=\(\)!]*) prefix='./';;
-	*)  prefix='';;
-      esac
-
-      eval "$initialize_posix_glob"
-
-      oIFS=$IFS
-      IFS=/
-      $posix_glob set -f
-      set fnord $dstdir
-      shift
-      $posix_glob set +f
-      IFS=$oIFS
-
-      prefixes=
-
-      for d
-      do
-	test X"$d" = X && continue
-
-	prefix=$prefix$d
-	if test -d "$prefix"; then
-	  prefixes=
-	else
-	  if $posix_mkdir; then
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index 1073078..0000000
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diff --git a/interface/src/Makefile.am b/interface/src/Makefile.am
index 15d684b..af086d3 100644
--- a/interface/src/Makefile.am
+++ b/interface/src/Makefile.am
@@ -23,12 +23,9 @@ PSEUDO_MFUNCTIONS = \
 	gf_util.cc \
 	gf_cont_struct.cc \
 	gf_cont_struct_get.cc \
-<<<<<<< HEAD
-=======
 	gf_multi_contact_frame.cc \
 	gf_multi_contact_frame_get.cc \
 	gf_multi_contact_frame_set.cc \
->>>>>>> upstream
 	gf_cvstruct_get.cc \
 	gf_geotrans.cc \
 	gf_geotrans_get.cc \
@@ -102,10 +99,7 @@ libgetfemint_la_SOURCES = \
 	getfemint_convex_structure.cc \
 	gfi_array.h \
 	getfemint_cont_struct.h \
-<<<<<<< HEAD
-=======
 	getfemint_multi_contact_frame.h \
->>>>>>> upstream
 	getfemint_convex_structure.h \
 	getfemint_mesh.h \
 	getfemint_mesher_object.h \
diff --git a/interface/src/Makefile.in b/interface/src/Makefile.in
deleted file mode 100644
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+++ /dev/null
@@ -1,1015 +0,0 @@
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diff --git a/interface/src/getfem_interface.cc b/interface/src/getfem_interface.cc
index acaee51..225959d 100644
--- a/interface/src/getfem_interface.cc
+++ b/interface/src/getfem_interface.cc
@@ -18,11 +18,7 @@
  Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
  
 ===========================================================================*/
-<<<<<<< HEAD
-// $Id: getfem_interface.cc 4114 2012-07-06 11:20:10Z renard $
-=======
 // $Id: getfem_interface.cc 4285 2013-04-19 09:45:24Z renard $
->>>>>>> upstream
 #include <getfem_interface.h>
 #include <getfemint.h>
 
@@ -42,12 +38,9 @@ void gf_fem(getfemint::mexargs_in& in, getfemint::mexargs_out& out);
 void gf_fem_get(getfemint::mexargs_in& in, getfemint::mexargs_out& out);
 void gf_cont_struct(getfemint::mexargs_in& in, getfemint::mexargs_out& out);
 void gf_cont_struct_get(getfemint::mexargs_in& in, getfemint::mexargs_out& out);
-<<<<<<< HEAD
-=======
 void gf_multi_contact_frame(getfemint::mexargs_in& in, getfemint::mexargs_out& out);
 void gf_multi_contact_frame_get(getfemint::mexargs_in& in, getfemint::mexargs_out& out);
 void gf_multi_contact_frame_set(getfemint::mexargs_in& in, getfemint::mexargs_out& out);
->>>>>>> upstream
 void gf_cvstruct_get(getfemint::mexargs_in& in, getfemint::mexargs_out& out);
 void gf_mesh(getfemint::mexargs_in& in, getfemint::mexargs_out& out);
 void gf_mesher_object(getfemint::mexargs_in& in, getfemint::mexargs_out& out);
@@ -150,12 +143,9 @@ char* getfem_interface_main(int config_id, const char *function,
     subc_tab["global_function_get"] = gf_global_function_get;
     subc_tab["cont_struct"] = gf_cont_struct;
     subc_tab["cont_struct_get"] = gf_cont_struct_get;
-<<<<<<< HEAD
-=======
     subc_tab["multi_contact_frame"] = gf_multi_contact_frame;
     subc_tab["multi_contact_frame_get"] = gf_multi_contact_frame_get;
     subc_tab["multi_contact_frame_set"] = gf_multi_contact_frame_set;
->>>>>>> upstream
     subc_tab["fem"] = gf_fem;
     subc_tab["fem_get"] = gf_fem_get;
     subc_tab["cvstruct_get"] = gf_cvstruct_get;
diff --git a/interface/src/getfemint.cc b/interface/src/getfemint.cc
index 7d63f11..980e7b5 100644
--- a/interface/src/getfemint.cc
+++ b/interface/src/getfemint.cc
@@ -44,10 +44,7 @@
 #include <getfemint_global_function.h>
 #include <getfemint_mesher_object.h>
 #include <getfemint_cont_struct.h>
-<<<<<<< HEAD
-=======
 #include <getfemint_multi_contact_frame.h>
->>>>>>> upstream
 #include <getfem/getfem_mat_elem_type.h>
 #include <getfem/getfem_mesh_fem_global_function.h>
 #include <getfem/getfem_mesher.h>
@@ -426,8 +423,6 @@ namespace getfemint {
   }
 
   bool
-<<<<<<< HEAD
-=======
   mexarg_in::is_multi_contact_frame() {
     id_type id, cid;
     if (is_object_id(&id, &cid) && cid == MULTI_CONTACT_FRAME_CLASS_ID) {
@@ -437,7 +432,6 @@ namespace getfemint {
   }
 
   bool
->>>>>>> upstream
   mexarg_in::is_gsparse() {
     id_type id, cid;
     if (is_object_id(&id, &cid) && cid == GSPARSE_CLASS_ID) {
@@ -789,8 +783,6 @@ namespace getfemint {
     return &to_getfemint_cont_struct(true)->cont_struct();
   }
 
-<<<<<<< HEAD
-=======
   /*
     check if the argument is a valid handle to a multi_contact_frame object,
     and return it
@@ -818,7 +810,6 @@ namespace getfemint {
   mexarg_in::to_multi_contact_frame() {
     return &to_getfemint_multi_contact_frame(true)->multi_contact_frame();
   }
->>>>>>> upstream
 
   getfemint_precond *
   mexarg_in::to_precond() {
diff --git a/interface/src/getfemint.h b/interface/src/getfemint.h
index b8fd4cb..e15a130 100644
--- a/interface/src/getfemint.h
+++ b/interface/src/getfemint.h
@@ -53,10 +53,7 @@ namespace getfem {
   class abstract_xy_function;
   class mesher_signed_distance;
   class cont_struct_getfem_model;
-<<<<<<< HEAD
-=======
   class multi_contact_frame;
->>>>>>> upstream
 }
 
 namespace getfemint
@@ -105,10 +102,7 @@ namespace getfemint
   class getfemint_global_function;
   class getfemint_mesher_object;
   class getfemint_cont_struct;
-<<<<<<< HEAD
-=======
   class getfemint_multi_contact_frame;
->>>>>>> upstream
   class gsparse;
 
   class sub_index : public gmm::unsorted_sub_index{
@@ -411,10 +405,7 @@ namespace getfemint {
     bool                                 is_global_function();
     bool                                 is_mesher_object();
     bool                                 is_cont_struct();
-<<<<<<< HEAD
-=======
     bool                                 is_multi_contact_frame();
->>>>>>> upstream
     bool                                 is_sparse() { return (gfi_array_get_class(arg) == GFI_SPARSE || is_gsparse()); };
     bool                                 is_gsparse();
     bool                                 is_complex(); /* true for complex garrays AND complex sparse matrices (native or gsparse) */
@@ -454,18 +445,12 @@ namespace getfemint {
     getfem::mesher_signed_distance *     to_mesher_object();
     const getfem::cont_struct_getfem_model * to_const_cont_struct();
     getfem::cont_struct_getfem_model *   to_cont_struct();
-<<<<<<< HEAD
-    getfemint_global_function *          to_getfemint_global_function(bool writeable=false);
-    getfemint_mesher_object *            to_getfemint_mesher_object(bool writeable=false);
-    getfemint_cont_struct *              to_getfemint_cont_struct(bool writable=false);
-=======
     const getfem::multi_contact_frame *  to_const_multi_contact_frame();
     getfem::multi_contact_frame *        to_multi_contact_frame();
     getfemint_global_function *          to_getfemint_global_function(bool writeable=false);
     getfemint_mesher_object *            to_getfemint_mesher_object(bool writeable=false);
     getfemint_cont_struct *              to_getfemint_cont_struct(bool writable=false);
     getfemint_multi_contact_frame *      to_getfemint_multi_contact_frame(bool writable=false);
->>>>>>> upstream
     getfem::pintegration_method          to_integration_method();
     getfemint_pfem*                      to_getfemint_pfem();
     getfem::pfem                         to_fem();
diff --git a/interface/src/getfemint_cont_struct.h b/interface/src/getfemint_cont_struct.h
index 06d93dc..8e525d1 100644
--- a/interface/src/getfemint_cont_struct.h
+++ b/interface/src/getfemint_cont_struct.h
@@ -30,11 +30,7 @@
 ===========================================================================*/
 
 /**\file getfemint_cont_struct.h
-<<<<<<< HEAD
-   \brief interface for the continuation in Getfem models
-=======
    \brief getfem::cont_struct_getfem_model interface
->>>>>>> upstream
 */
 
 #include <getfemint_std.h>
@@ -57,18 +53,12 @@ namespace getfemint {
     id_type class_id() const { return CONT_STRUCT_CLASS_ID; }
     size_type memsize() const {
       size_type szd = sizeof(double);
-<<<<<<< HEAD
-      return 2* gmm::vect_size(s->b_x()) * szd
-	+ gmm::vect_size(s->get_tau_hist()) * szd
-	+ sizeof(getfem::cont_struct_getfem_model);
-=======
       return sizeof(getfem::cont_struct_getfem_model) 
 	+ ((int) s->bifurcations())
 	  * (2 * gmm::vect_size(s->b_x()) * szd
 	     + 4 * gmm::vect_size(s->get_tau_hist()) * szd
 	     + (1 + s->nb_tangent_sing()) * gmm::vect_size(s-> get_x_sing())
 	       * szd);
->>>>>>> upstream
     }
 
     static getfemint_cont_struct*
diff --git a/interface/src/getfemint_misc.cc b/interface/src/getfemint_misc.cc
index 6bf9b0a..856e557 100644
--- a/interface/src/getfemint_misc.cc
+++ b/interface/src/getfemint_misc.cc
@@ -739,11 +739,7 @@ namespace getfemint {
       { if (N == 2) return PS_CG_AHL; else return CG_AHL; }
 
     if (cmd_strmatch(lawname, "generalized Blatz Ko") ||
-<<<<<<< HEAD
-	cmd_strmatch(lawname, "gbk"))
-=======
         cmd_strmatch(lawname, "gbk"))
->>>>>>> upstream
       {	if (N == 2) return PS_GBK_AHL; else return GBK_AHL; }
     
 
diff --git a/interface/src/getfemint_workspace.cc b/interface/src/getfemint_workspace.cc
index 5a9dc75..f0ba121 100644
--- a/interface/src/getfemint_workspace.cc
+++ b/interface/src/getfemint_workspace.cc
@@ -1,10 +1,6 @@
 /*===========================================================================
  
-<<<<<<< HEAD
- Copyright (C) 2006-2012 Yves Renard, Julien Pommier.
-=======
  Copyright (C) 2002-2013 Julien Pommier.
->>>>>>> upstream
  
  This file is a part of GETFEM++
  
@@ -22,11 +18,7 @@
  Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
  
 ===========================================================================*/
-<<<<<<< HEAD
-// $Id: getfemint_workspace.cc 4114 2012-07-06 11:20:10Z renard $
-=======
 // $Id: getfemint_workspace.cc 4309 2013-05-10 07:29:39Z renard $
->>>>>>> upstream
 #define GETFEMINT_WORKSPACE_C
 
 #include <getfem/dal_singleton.h>
diff --git a/interface/src/getfemint_workspace.h b/interface/src/getfemint_workspace.h
index c0f594b..298de33 100644
--- a/interface/src/getfemint_workspace.h
+++ b/interface/src/getfemint_workspace.h
@@ -1,11 +1,7 @@
 /* -*- c++ -*- (enables emacs c++ mode) */
 /*===========================================================================
  
-<<<<<<< HEAD
- Copyright (C) 2002-2012 Julien Pommier
-=======
  Copyright (C) 2002-2013 Julien Pommier
->>>>>>> upstream
  
  This file is a part of GETFEM++
  
@@ -32,11 +28,7 @@
  might be covered by the GNU Lesser General Public License.
  
 ===========================================================================*/
-<<<<<<< HEAD
-// $Id: getfemint_workspace.h 4114 2012-07-06 11:20:10Z renard $
-=======
 // $Id: getfemint_workspace.h 4309 2013-05-10 07:29:39Z renard $
->>>>>>> upstream
 #ifndef GETFEMINT_WORKSPACE_H__
 #define GETFEMINT_WORKSPACE_H__
 
diff --git a/interface/src/gf_asm.cc b/interface/src/gf_asm.cc
index fb3ff7d..e5a5441 100644
--- a/interface/src/gf_asm.cc
+++ b/interface/src/gf_asm.cc
@@ -61,11 +61,7 @@ public:
     sizes_.resize(1); sizes_[0] = bgeot::short_type(N);
     mf.extend_vector(U_, U);
   }
-<<<<<<< HEAD
-  const bgeot::multi_index &sizes() const {  return sizes_; }
-=======
   const bgeot::multi_index &sizes(getfem::size_type) const {  return sizes_; }
->>>>>>> upstream
   virtual void compute(getfem::fem_interpolation_context& ctx,
 		       bgeot::base_tensor &t) {
     bgeot::size_type cv = ctx.convex_num();
@@ -699,16 +695,6 @@ void gf_asm(getfemint::mexargs_in& m_in, getfemint::mexargs_out& m_out) {
       may be choosen among:
       
       - 'SaintVenant Kirchhoff':
-<<<<<<< HEAD
-      Linearized law, should be avoided). This law has the two usual
-      Lame coefficients as parameters, called lambda and mu.
-      - 'Mooney Rivlin':
-      Only for incompressibility. This law has two parameters,
-      called C1 and C2.
-      - 'Ciarlet Geymonat':
-      This law has 3 parameters, called lambda, mu and gamma, with
-      gamma chosen such that gamma is in ]-lambda/2-mu, -mu[.
-=======
         Linearized law, should be avoided). This law has the two usual
         Lame coefficients as parameters, called lambda and mu.
       - 'Mooney Rivlin':
@@ -722,7 +708,6 @@ void gf_asm(getfemint::mexargs_in& m_in, getfemint::mexargs_out& m_out) {
       - 'Ciarlet Geymonat':
         This law has 3 parameters, called lambda, mu and gamma, with
         gamma chosen such that gamma is in ]-lambda/2-mu, -mu[.
->>>>>>> upstream
       
     The parameters of the material law are described on the @tmf `mf_d`.
     The matrix `params` should have `nbdof(mf_d)` columns, each row
@@ -1176,10 +1161,6 @@ void gf_asm(getfemint::mexargs_in& m_in, getfemint::mexargs_out& m_out) {
        
        );
 
-<<<<<<< HEAD
-
-=======
->>>>>>> upstream
   }
 
   if (m_in.narg() < 1)  THROW_BADARG( "Wrong number of input arguments");
diff --git a/interface/src/gf_cont_struct.cc b/interface/src/gf_cont_struct.cc
index 1de9c3c..a31d4ea 100644
--- a/interface/src/gf_cont_struct.cc
+++ b/interface/src/gf_cont_struct.cc
@@ -29,28 +29,12 @@ using namespace getfemint;
 
 /*@GFDOC
   This object serves for storing parameters and data used in numerical
-<<<<<<< HEAD
-  continuation (for more details about the continuation see the Getfem++ user
-  documentation).
-=======
   continuation of solution branches of models (for more details about
   continuation see the Getfem++ user documentation).
->>>>>>> upstream
 @*/
 
 void gf_cont_struct(getfemint::mexargs_in& in, getfemint::mexargs_out& out) {
   getfemint_cont_struct *pgs = NULL;  
-<<<<<<< HEAD
-  if (check_cmd("ContStruct", "ContStruct", in, out, 3, 35, 0, 1)) {
-    
-    /*@INIT S = ('.init', @tmodel md, @str dataname_parameter[, at str dataname_init, @str dataname_final, @str dataname_current], @scalar sc_fac[, ...])
-    The variable `dataname_parameter` should parametrise the model given by
-    `md`. If the parametrisation is done via some vector datum,
-    `dataname_init` and `dataname_final` should store two given values of
-    this datum determining the parametrisation, and `dataname_current`
-    serves for actual values of this datum. `sc_fac` is a scale factor
-    involved in the norm used in the continuation.
-=======
   if (check_cmd("ContStruct", "ContStruct", in, out, 3, 43, 0, 1)) {
     
     /*@INIT S = ('.init', @tmodel md, @str dataname_parameter[, at str dataname_init, @str dataname_final, @str dataname_current], @scalar sc_fac[, ...])
@@ -60,7 +44,6 @@ void gf_cont_struct(getfemint::mexargs_in& in, getfemint::mexargs_out& out) {
     determining the parametrisation, and `dataname_current` serves for actual
     values of this datum. `sc_fac` is a scale factor involved in the weighted
     norm used in the continuation.
->>>>>>> upstream
     
     Additional options:
     
@@ -69,68 +52,16 @@ void gf_cont_struct(getfemint::mexargs_in& in, getfemint::mexargs_out& out) {
        (the default value is 'auto', which lets getfem choose itself);
        possible values are 'superlu', 'mumps' (if supported), 'cg/ildlt',
        'gmres/ilu' and 'gmres/ilut';
-<<<<<<< HEAD
-<<<<<<< HEAD
-    - 'max_iter', @int NIT
-       maximum number of iterations allowed in the correction (the default
-       value is 10);
-    - 'thr_iter', @int TIT
-       threshold number of iterations of the correction for enlarging the
-       step size (the default value is 8);
-    - 'max_res', @scalar RES
-       target residual value of the new point (the default value is 1e-6);
-    - 'max_diff', @scalar DIFF
-       determines a convergence criterion to the new tangent vector (the
-       default value is 1e-9);
-    - 'min_ang', @scalar ANG
-       minimal value of the cosine of the angle between tangents to the
-       solution curve at the old point and the new one (the default value
-       is 0.9);
-    - 'h_init', @scalar HIN
-       initial step size (the default value is 1e-2);
-    - 'h_max', @scalar HMAX
-       maximal step size (the default value is 1e-1);
-    - 'h_min', @scalar HMIN
-       minimal step size (the default value is 1e-5);
-=======
-    - 'bifurcations'
-       activates tools for detection and treatment of bifurcation points;
-=======
->>>>>>> upstream/4.2.1_beta1_svn4453_dfsg
     - 'h_init', @scalar HIN
        initial step size (the default value is 1e-2);
     - 'h_max', @scalar HMAX
        maximum step size (the default value is 1e-1);
     - 'h_min', @scalar HMIN
        minimum step size (the default value is 1e-5);
->>>>>>> upstream
     - 'h_inc', @scalar HINC
        factor for enlarging the step size (the default value is 1.3);
     - 'h_dec', @scalar HDEC
        factor for diminishing the step size (the default value is 0.5);
-<<<<<<< HEAD
-    - 'epsilon', @scalar EPS
-       increment to be used to compute the incorporated finite
-       differences (the default value is 1e-8);
-    - 'max_res_solve', @scalar RES_SOLVE
-       target residual value for the linear systems to be solved (the
-       default value is 1e-7);
-    - 'nb_test', @int NTEST
-       number of evaluations of the test function when passing through
-       a boundary between different smooth pieces;
-    - 'noisy' or 'very_noisy'
-       determines how detailed information has to be displayed during the
-       process (residual values etc.).@*/
-    
-       getfemint_model *md = in.pop().to_getfemint_model();
-
-       bool with_parametrized_data = false;
-       std::string dataname_parameter = in.pop().to_string();
-       std::string dataname_init; std::string dataname_final;
-       std::string dataname_current;
-       if (in.front().is_string()) {
-         with_parametrized_data = true;
-=======
     - 'max_iter', @int MIT
        maximum number of iterations allowed in the correction (the default
        value is 10);
@@ -184,23 +115,12 @@ void gf_cont_struct(getfemint::mexargs_in& in, getfemint::mexargs_out& out) {
        std::string dataname_current;
        if (in.front().is_string()) {
          with_parametrised_data = true;
->>>>>>> upstream
          dataname_init = in.pop().to_string();
          dataname_final = in.pop().to_string();
          dataname_current = in.pop().to_string();
        } 
        scalar_type scfac = in.pop().to_scalar();
 
-<<<<<<< HEAD
-       std::string lsolver = "auto";
-       size_type maxit = 10; size_type thrit = 8;
-       scalar_type maxres = 1.e-6; scalar_type maxdiff = 1.e-9;
-       scalar_type minang = 0.9; scalar_type h_init = 1.e-2;
-       scalar_type h_max = 1.e-1; scalar_type h_min = 1.e-5;
-       scalar_type h_inc = 1.3; scalar_type h_dec = 0.5;
-       scalar_type epsilon = 1.e-8; scalar_type maxres_solve = 1.e-7;
-       size_type nb_test = 50;
-=======
        std::string lsolver = "auto"; scalar_type h_init = 1.e-2;
        scalar_type h_max = 1.e-1; scalar_type h_min = 1.e-5;
        scalar_type h_inc = 1.3; scalar_type h_dec = 0.5;
@@ -209,7 +129,6 @@ void gf_cont_struct(getfemint::mexargs_in& in, getfemint::mexargs_out& out) {
        scalar_type maxres_solve = 1.e-8; scalar_type delta_max = 0.005;
        scalar_type delta_min = 0.00012;
        scalar_type thrvar = 0.02; size_type nbdir = 40; size_type nbcomb = 1;
->>>>>>> upstream
        int noisy = 0;
 
        while (in.remaining() && in.front().is_string()) {
@@ -217,27 +136,8 @@ void gf_cont_struct(getfemint::mexargs_in& in, getfemint::mexargs_out& out) {
          if (cmd_strmatch(opt, "lsolver"))  {
            if (in.remaining()) lsolver = in.pop().to_string();
            else THROW_BADARG("missing name for " << opt);
-<<<<<<< HEAD
-         } else if (cmd_strmatch(opt, "max_iter")) {
-           if (in.remaining()) maxit = in.pop().to_integer();
-           else THROW_BADARG("missing value for " << opt);
-         } else if (cmd_strmatch(opt, "thr_iter")) {
-           if (in.remaining()) thrit = in.pop().to_integer();
-           else THROW_BADARG("missing value for " << opt);
-         } else if (cmd_strmatch(opt, "max_res")) {
-           if (in.remaining()) maxres = in.pop().to_scalar();
-           else THROW_BADARG("missing value for " << opt);
-         } else if (cmd_strmatch(opt, "max_diff")) {
-           if (in.remaining()) maxdiff = in.pop().to_scalar();
-           else THROW_BADARG("missing value for " << opt);
-         } else if (cmd_strmatch(opt, "min_ang")) {
-           if (in.remaining()) minang = in.pop().to_scalar();
-           else THROW_BADARG("missing value for " << opt);
-         } else if (cmd_strmatch(opt, "h_init")) {
-=======
          } else if (cmd_strmatch(opt, "bifurcations")) bifurcations = true;
          else if (cmd_strmatch(opt, "h_init")) {
->>>>>>> upstream
            if (in.remaining()) h_init = in.pop().to_scalar();
            else THROW_BADARG("missing value for " << opt);
          } else if (cmd_strmatch(opt, "h_max")) {
@@ -252,10 +152,6 @@ void gf_cont_struct(getfemint::mexargs_in& in, getfemint::mexargs_out& out) {
          } else if (cmd_strmatch(opt, "h_dec")) {
            if (in.remaining()) h_dec = in.pop().to_scalar();
            else THROW_BADARG("missing value for " << opt);
-<<<<<<< HEAD
-         } else if (cmd_strmatch(opt, "epsilon")) {
-           if (in.remaining()) epsilon = in.pop().to_scalar();
-=======
          } else if (cmd_strmatch(opt, "max_iter")) {
            if (in.remaining()) maxit = in.pop().to_integer();
            else THROW_BADARG("missing value for " << opt);
@@ -270,17 +166,10 @@ void gf_cont_struct(getfemint::mexargs_in& in, getfemint::mexargs_out& out) {
            else THROW_BADARG("missing value for " << opt);
          } else if (cmd_strmatch(opt, "min_cos")) {
            if (in.remaining()) mincos = in.pop().to_scalar();
->>>>>>> upstream
            else THROW_BADARG("missing value for " << opt);
          } else if (cmd_strmatch(opt, "max_res_solve")) {
            if (in.remaining()) maxres_solve = in.pop().to_scalar();
            else THROW_BADARG("missing value for " << opt);
-<<<<<<< HEAD
-         } else if (cmd_strmatch(opt, "nb_test")) {
-           if (in.remaining()) nb_test = in.pop().to_integer();
-           else THROW_BADARG("missing value for " << opt);
-         } else if (cmd_strmatch(opt, "noisy")) noisy = 1;
-=======
          } else if (cmd_strmatch(opt, "delta_max")) {
            if (in.remaining()) delta_max = in.pop().to_scalar();
            else THROW_BADARG("missing value for " << opt);
@@ -298,26 +187,11 @@ void gf_cont_struct(getfemint::mexargs_in& in, getfemint::mexargs_out& out) {
            else THROW_BADARG("missing value for " << opt);
          } else if (cmd_strmatch(opt, "non-smooth")) nonsmooth = true;
          else if (cmd_strmatch(opt, "noisy")) noisy = 1;
->>>>>>> upstream
          else if (cmd_strmatch(opt, "very noisy") ||
                   cmd_strmatch(opt, "very_noisy")) noisy = 2;
          else THROW_BADARG("bad option: " << opt);
        }
 
-<<<<<<< HEAD
-       if (md->model().is_complex())
-	 THROW_BADARG("Sorry, the continuation has only a real version.");
-
-       getfem::cont_struct_getfem_model *ps;
-       if (with_parametrized_data) {
-	 getfem::cont_struct_getfem_model *ps1 =
-	   new getfem::cont_struct_getfem_model
-	   (md->model(), dataname_parameter, dataname_init, dataname_final,
-	    dataname_current,
-	    getfem::rselect_linear_solver(md->model(), lsolver), scfac,
-	    maxit, thrit, maxres, maxdiff, minang, h_init, h_max, h_min,
-	    h_inc, h_dec, epsilon, maxres_solve, noisy, nb_test);
-=======
        getfem::cont_struct_getfem_model *ps;
        if (!with_parametrised_data) {
 	 getfem::cont_struct_getfem_model *ps1 =
@@ -327,25 +201,17 @@ void gf_cont_struct(getfemint::mexargs_in& in, getfemint::mexargs_out& out) {
 	    bifurcations, h_init, h_max, h_min, h_inc, h_dec, maxit, thrit,
 	    maxres, maxdiff, mincos, maxres_solve, noisy, nonsmooth,
 	    delta_max, delta_min, thrvar, nbdir, nbcomb);
->>>>>>> upstream
 	 ps = ps1;
        }
        else {
 	 getfem::cont_struct_getfem_model *ps1 =
 	   new getfem::cont_struct_getfem_model
-<<<<<<< HEAD
-           (md->model(), dataname_parameter,
-	    getfem::rselect_linear_solver(md->model(), lsolver), scfac,
-	    maxit, thrit, maxres, maxdiff, minang, h_init, h_max, h_min,
-	    h_inc, h_dec, epsilon, maxres_solve, noisy, nb_test);
-=======
 	   (md->model(), dataname_parameter, dataname_init, dataname_final,
 	    dataname_current, scfac,
 	    getfem::rselect_linear_solver(md->model(), lsolver),
 	    bifurcations, h_init, h_max, h_min, h_inc, h_dec, maxit, thrit,
 	    maxres, maxdiff, mincos, maxres_solve, noisy, nonsmooth,
 	    delta_max, delta_min, thrvar, nbdir, nbcomb);
->>>>>>> upstream
 	 ps = ps1;
        }
 
diff --git a/interface/src/gf_cont_struct_get.cc b/interface/src/gf_cont_struct_get.cc
index 8f330d7..4add462 100644
--- a/interface/src/gf_cont_struct_get.cc
+++ b/interface/src/gf_cont_struct_get.cc
@@ -65,57 +65,6 @@ void gf_cont_struct_get(getfemint::mexargs_in& m_in,
 
   if (subc_tab.size() == 0) {
   
-<<<<<<< HEAD
-
-    /*@FUNC t = ('init test function', @vec tangent, @scalar tangent_parameter)
-      Initialise the border of the bordered system that serves for calculating
-      the test function. Return the value of test function for the solution
-      and the value of the parameter saved in the corresponding model object
-      and the tangent given by `tangent` and `tangent_parameter`.@*/
-    sub_command
-      ("init test function", 2, 2, 0, 1,
-
-       size_type nbdof = ps->linked_model().nb_dof();
-       std::vector<double> yy(nbdof); ps->linked_model().from_variables(yy);
-       const getfem::model_real_plain_vector &GAMMA =
-       ps->linked_model().real_variable(ps->parameter_name());
-       GMM_ASSERT1(gmm::vect_size(GAMMA) == 1,
-                   "The continuation parameter should be a real scalar!");
-       scalar_type gamma = GAMMA[0];
-       darray t_y = in.pop().to_darray();
-       std::vector<double> tt_y(nbdof); gmm::copy(t_y, tt_y);
-       scalar_type t_gamma = in.pop().to_scalar();
-
-       getfem::init_test_function(*ps, yy, gamma, tt_y, t_gamma);
-       out.pop().from_scalar(ps->tau2());
-       );
-  
-
-    /*@FUNC E = ('init Moore-Penrose continuation', @scalar init_dir)
-      Initialise the Moore-Penrose continuation: Return a unit tangent
-      corresponding to the solution branch at the solution and the
-      value of the parameter saved in the corresponding model object,
-      and an initial step size for the continuation. Direction of the
-      computed tangent with respect to the parameter is determined by the
-      sign of `init_dir`.@*/
-    sub_command
-      ("init Moore-Penrose continuation", 1, 1, 0, 3,
-
-       size_type nbdof = ps->linked_model().nb_dof();
-       std::vector<double> yy(nbdof); ps->linked_model().from_variables(yy);
-       const getfem::model_real_plain_vector &GAMMA
-       = ps->linked_model().real_variable(ps->parameter_name());
-       GMM_ASSERT1(gmm::vect_size(GAMMA) == 1,
-                   "The continuation parameter should be a real scalar!");
-       scalar_type gamma = GAMMA[0];
-       std::vector<double> tt_y(nbdof);
-       scalar_type t_gamma = in.pop().to_scalar();
-       scalar_type h;
-
-       getfem::init_Moore_Penrose_continuation(*ps, yy, gamma,
-					       tt_y, t_gamma, h);
-       out.pop().from_dcvector(tt_y);
-=======
     
     /*@FUNC h = ('init step size')
       Return an initial step size for continuation.@*/
@@ -166,40 +115,11 @@ void gf_cont_struct_get(getfemint::mexargs_in& m_in,
        getfem::init_Moore_Penrose_continuation(*ps, xx, gamma,
 					       tt_x, t_gamma, h);
        out.pop().from_dcvector(tt_x);
->>>>>>> upstream
        out.pop().from_scalar(t_gamma);
        out.pop().from_scalar(h);
        );
 
 
-<<<<<<< HEAD
-    /*@FUNC E = ('Moore-Penrose continuation', @vec tangent, @scalar tangent_parameter, @scalar h)
-      Compute one step of the Moore-Penrose continuation: Take the solution
-      and the value of the parameter saved in the corresponding model object,
-      the tangent given by `tangent` and `tangent_parameter`, and the step
-      size `h`, save a new point on the solution curve into the model object,
-      and return a new tangent and a step size for the next step. If the
-      returned step size equals zero, the continuation has failed.@*/
-    sub_command
-      ("Moore-Penrose continuation", 3, 3, 0, 3,
-
-       size_type nbdof = ps->linked_model().nb_dof();
-       std::vector<double> yy(nbdof); ps->linked_model().from_variables(yy);
-       const getfem::model_real_plain_vector &GAMMA
-       = ps->linked_model().real_variable(ps->parameter_name());
-       GMM_ASSERT1(gmm::vect_size(GAMMA) == 1,
-                   "The continuation parameter should be a real scalar!");
-       scalar_type gamma = GAMMA[0];
-       darray t_y = in.pop().to_darray();
-       std::vector<double> tt_y(nbdof); gmm::copy(t_y, tt_y);
-       scalar_type t_gamma = in.pop().to_scalar();
-       scalar_type h = in.pop().to_scalar();
-
-       getfem::Moore_Penrose_continuation(*ps, yy, gamma, tt_y, t_gamma, h);
-       out.pop().from_dcvector(tt_y);
-       out.pop().from_scalar(t_gamma);
-       out.pop().from_scalar(h);
-=======
     /*@FUNC E = ('Moore-Penrose continuation', @vec solution, @scalar parameter, @vec tangent_sol, @scalar tangent_par, @scalar h)
       Compute one step of the Moore-Penrose continuation: Take the point
       given by `solution` and `parameter`, the tangent given by `tangent_sol`
@@ -228,19 +148,10 @@ void gf_cont_struct_get(getfemint::mexargs_in& m_in,
        out.pop().from_scalar(h);
        if (out.remaining())
 	 out.pop().from_string(ps->get_sing_label().c_str());
->>>>>>> upstream
        );
 
 
     /*@GET t = ('test function')
-<<<<<<< HEAD
-      Return the last value of the test function and eventaully all the
-      values calculated when passing through a boundary between different
-      smooth pieces.@*/
-    sub_command
-      ("test function", 0, 0, 0, 2,
-       out.pop().from_scalar(ps->tau2());
-=======
       Return the last value of the test function and eventaully the whole
       calculated graph when passing between subdomains of different smooth
       pieces.@*/
@@ -248,17 +159,10 @@ void gf_cont_struct_get(getfemint::mexargs_in& m_in,
       ("test function", 0, 0, 0, 3,
        out.pop().from_scalar(ps->get_tau2());
        if (out.remaining()) out.pop().from_dcvector(ps->get_alpha_hist());
->>>>>>> upstream
        if (out.remaining()) out.pop().from_dcvector(ps->get_tau_hist());
        );
 
 
-<<<<<<< HEAD
-    /*@GET s = ('char')
-      Output a (unique) string representation of the @tcs.
-
-      This can be used to perform comparisons between two
-=======
     /*@GET @CELL{X, gamma, T_X, T_gamma} = ('sing_data')
       Return a singular point (`X`, `gamma`) encountered in the last
       continuation step (if any) and a couple of arrays (`T_X`, `T_gamma`) of
@@ -276,7 +180,6 @@ void gf_cont_struct_get(getfemint::mexargs_in& m_in,
       Output a (unique) string representation of the @tcs.
 
       This can be used for performing comparisons between two
->>>>>>> upstream
       different @tcs objects.
       This function is to be completed.
       @*/
diff --git a/interface/src/gf_mesh_im.cc b/interface/src/gf_mesh_im.cc
index 3c17995..f5f90ac 100644
--- a/interface/src/gf_mesh_im.cc
+++ b/interface/src/gf_mesh_im.cc
@@ -134,8 +134,6 @@ void gf_mesh_im(getfemint::mexargs_in& m_in, getfemint::mexargs_out& m_out) {
       the levelset, it has to be chosen among 'ALL', 'INSIDE', 'OUTSIDE' and
       'BOUNDARY'.
 
-<<<<<<< HEAD
-=======
       it can be completed by a string defining the boolean operation
       to define the integration domain when there is more than one levelset.
 
@@ -158,7 +156,6 @@ void gf_mesh_im(getfemint::mexargs_in& m_in, getfemint::mexargs_out& m_out) {
        with "b", and so on.
       for intance INSIDE(a*b*c)
 
->>>>>>> upstream
       CAUTION: this integration method will be defined only on the element
       cut by the level-set. For the 'ALL', 'INSIDE' and 'OUTSIDE' options
       it is mandatory to use the method ``MESH_IM:SET('integ')`` to define
diff --git a/interface/src/gf_model_get.cc b/interface/src/gf_model_get.cc
index 3a80d1d..5847bb4 100644
--- a/interface/src/gf_model_get.cc
+++ b/interface/src/gf_model_get.cc
@@ -1,10 +1,6 @@
 /*===========================================================================
  
-<<<<<<< HEAD
- Copyright (C) 2009-2012 Yves Renard.
-=======
  Copyright (C) 2009-2013 Yves Renard.
->>>>>>> upstream
  
  This file is a part of GETFEM++
  
@@ -208,18 +204,12 @@ void gf_model_get(getfemint::mexargs_in& m_in,
        const getfem::mesh_fem &mf = md->model().mesh_fem_of_variable(name);
        getfem::mesh_fem *mmf = const_cast<getfem::mesh_fem *>(&mf);
        getfem_object *o =
-<<<<<<< HEAD
-       getfemint::workspace().object(getfem_object::internal_key_type(mmf));
-       getfemint_mesh_fem *gmf = getfemint_mesh_fem::get_from(mmf);
-       if (!o) workspace().set_dependance(gmf, md);
-=======
          getfemint::workspace().object(getfem_object::internal_key_type(mmf));
        getfemint_mesh_fem *gmf = getfemint_mesh_fem::get_from(mmf);
        if (!o) {
          gmf->set_flags(STATIC_OBJ);
          workspace().set_dependance(gmf, md);
        }
->>>>>>> upstream
        out.pop().from_object_id(gmf->get_id(), MESHFEM_CLASS_ID);
        );
 
@@ -356,11 +346,7 @@ void gf_model_get(getfemint::mexargs_in& m_in,
          else if (cmd_strmatch(opt, "with pseudo potential"))
            with_pseudo_pot = true;
          else if (cmd_strmatch(opt, "very noisy") ||
-<<<<<<< HEAD
-                  cmd_strmatch(opt, "very_noisy")) iter.set_noisy(2);
-=======
                   cmd_strmatch(opt, "very_noisy")) iter.set_noisy(3);
->>>>>>> upstream
          else if (cmd_strmatch(opt, "max_iter")) {
            if (in.remaining()) iter.set_maxiter(in.pop().to_integer());
            else THROW_BADARG("missing value for " << opt);
@@ -388,12 +374,6 @@ void gf_model_get(getfemint::mexargs_in& m_in,
          } else THROW_BADARG("bad option: " << opt);
        }
 
-<<<<<<< HEAD
-       getfem::default_newton_line_search default_ls;
-       getfem::simplest_newton_line_search simplest_ls(size_type(-1), alpha_max_ratio, alpha_min, alpha_mult);
-       getfem::systematic_newton_line_search systematic_ls(size_type(-1), alpha_min, alpha_mult);
-       getfem::basic_newton_line_search basic_ls(size_type(-1), alpha_min, alpha_mult);
-=======
        // default values in sync with getfem_model_solvers.h
        if (alpha_max_ratio < scalar_type(0))
          alpha_max_ratio = (lsearch == "basic") ?  5.0/3.0 : 6.0/5.0;
@@ -406,7 +386,6 @@ void gf_model_get(getfemint::mexargs_in& m_in,
        getfem::simplest_newton_line_search simplest_ls(size_type(-1), alpha_max_ratio, alpha_min, alpha_mult);
        getfem::systematic_newton_line_search systematic_ls(size_type(-1), alpha_min, alpha_mult);
        getfem::basic_newton_line_search basic_ls(size_type(-1), alpha_max_ratio, alpha_min, alpha_mult);
->>>>>>> upstream
        getfem::quadratic_newton_line_search quadratic_ls(size_type(-1));
 
        getfem::abstract_newton_line_search *ls = 0;
@@ -434,82 +413,6 @@ void gf_model_get(getfemint::mexargs_in& m_in,
                                 getfem::cselect_linear_solver(md->model(),
                                                               lsolver),
                                 *ls, with_pseudo_pot);
-<<<<<<< HEAD
-       }
-       if (out.remaining()) out.pop().from_integer(int(iter.get_iteration()));
-       if (out.remaining()) out.pop().from_integer(int(iter.converged()));
-       );
-
-
-    /*@GET ('test tangent matrix'[, @scalar EPS[, @int NB[, @scalar scale]]])
-      Test the consistency of the tangent matrix in some random positions
-      and random directions (useful to test newly created bricks).
-      `EPS` is the value of the small parameter for the finite difference
-      computation of the derivative is the random direction (default is 1E-6).
-      `NN` is the number of tests (default is 100). `scale` is a parameter
-      for the random position (default is 1). Each dof od the random
-      position is chosen in the range [-scale, scale].
-      @*/
-    sub_command
-      ("test tangent matrix", 0, 3, 0, 1,
-       size_type nbdof = md->model().nb_dof();
-       scalar_type EPS = 1E-6;
-       if (in.remaining()) EPS = in.pop().to_scalar();
-       scalar_type errmax = scalar_type(0);
-       size_type NN = 100;
-       if (in.remaining()) NN = in.pop().to_integer();
-       scalar_type scale = scalar_type(1);
-       if (in.remaining()) scale = in.pop().to_scalar();
-
-       if (md->model().is_linear())
-	 cout << "Problem is linear, the test is not relevant";
-       else {
-	 if (md->is_complex()) {
-	   std::vector<complex_type> U(nbdof);
-	   std::vector<complex_type> DIR(nbdof);
-	   std::vector<complex_type> D1(nbdof);
-	   std::vector<complex_type> D2(nbdof);
-	   for (size_type i = 0; i < NN; ++i) {
-	     gmm::fill_random(U); gmm::scale(U, scale);
-	     gmm::fill_random(DIR); gmm::scale(DIR, scale);
-	     md->model().to_variables(U);
-	     md->model().assembly(getfem::model::BUILD_ALL);
-	     gmm::copy(md->model().complex_rhs(), D2);
-	     gmm::mult(md->model().complex_tangent_matrix(), DIR, D1);
-	     gmm::add(gmm::scaled(DIR, complex_type(EPS)), U);
-	     md->model().to_variables(U);
-	     md->model().assembly(getfem::model::BUILD_RHS);
-	     gmm::add(gmm::scaled(md->model().complex_rhs(),
-				  -complex_type(1)), D2);
-	     gmm::scale(D2, complex_type(1)/complex_type(EPS));
-	     scalar_type err = gmm::vect_dist2(D1, D2);
-	     cout << "Error at step " << i << " : " << err << endl;
-	     errmax = std::max(err, errmax);
-	   }
-	 } else {
-	   std::vector<scalar_type> U(nbdof);
-	   std::vector<scalar_type> DIR(nbdof);
-	   std::vector<scalar_type> D1(nbdof);
-	   std::vector<scalar_type> D2(nbdof);
-	   for (size_type i = 0; i < NN; ++i) {
-	     gmm::fill_random(U); gmm::scale(U, scale);
-	     gmm::fill_random(DIR); gmm::scale(DIR, scale);
-	     md->model().to_variables(U);
-	     md->model().assembly(getfem::model::BUILD_ALL);
-	     gmm::copy(md->model().real_rhs(), D2);
-	     gmm::mult(md->model().real_tangent_matrix(), DIR, D1);
-	     gmm::add(gmm::scaled(DIR, EPS), U);
-	     md->model().to_variables(U);
-	     md->model().assembly(getfem::model::BUILD_RHS);
-	     gmm::add(gmm::scaled(md->model().real_rhs(),-scalar_type(1)), D2);
-	     gmm::scale(D2, scalar_type(1)/EPS);
-	     scalar_type err = gmm::vect_dist2(D1, D2);
-	     cout << "Error at step " << i << " : " << err << endl;
-	     errmax = std::max(err, errmax);
-	   }
-	 }
-       }
-=======
        }
        if (out.remaining()) out.pop().from_integer(int(iter.get_iteration()));
        if (out.remaining()) out.pop().from_integer(int(iter.converged()));
@@ -689,7 +592,6 @@ void gf_model_get(getfemint::mexargs_in& m_in,
            gmm::copy(U2, md->model().set_real_variable(varname2));
 	 }
        }
->>>>>>> upstream
        out.pop().from_scalar(errmax);
        );
 
@@ -758,12 +660,8 @@ void gf_model_get(getfemint::mexargs_in& m_in,
     /*@GET V = ('compute second Piola Kirchhoff tensor', @str varname, @str lawname, @str dataname, @tmf mf_sigma)
       Compute on `mf_sigma` the second Piola Kirchhoff stress tensor of a field
       for nonlinear elasticity in 3D. `lawname` is the constitutive law which
-<<<<<<< HEAD
-      could be 'SaintVenant Kirchhoff', 'Mooney Rivlin' or 'Ciarlet Geymonat'.
-=======
       could be 'SaintVenant Kirchhoff', 'Mooney Rivlin', 'neo Hookean' or
       'Ciarlet Geymonat'.
->>>>>>> upstream
       `dataname` is a vector of parameters for the constitutive law. Its length
       depends on the law. It could be a short vector of constant values or a
       vector field described on a finite element method for variable
diff --git a/interface/src/gf_model_set.cc b/interface/src/gf_model_set.cc
index 2c5df88..0229f60 100644
--- a/interface/src/gf_model_set.cc
+++ b/interface/src/gf_model_set.cc
@@ -761,8 +761,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
        ind += getfem::add_normal_Dirichlet_condition_with_penalization
        (md->model(), gfi_mim->mesh_im(), varname, coeff, region,
         dataname, mf_mult);
-<<<<<<< HEAD
-=======
        workspace().set_dependance(md, gfi_mim);
        out.pop().from_integer(int(ind));
        );
@@ -809,7 +807,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
        ind += getfem::add_normal_Dirichlet_condition_with_Nitsche_method
        (md->model(), gfi_mim->mesh_im(), varname, gamma0name, region,
 	theta, dataname);
->>>>>>> upstream
        workspace().set_dependance(md, gfi_mim);
        out.pop().from_integer(int(ind));
        );
@@ -912,8 +909,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
        );
 
 
-<<<<<<< HEAD
-=======
     /*@SET ind = ('add generalized Dirichlet condition with Nitsche method', @tmim mim, @str varname, @str gamma0name, @int region[, @scalar theta], @str dataname, @str Hname)
       Add a Dirichlet condition on the variable `varname` and the mesh
       region `region`.
@@ -966,7 +961,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
        out.pop().from_integer(int(ind));
        );
 
->>>>>>> upstream
     /*@SET ind = ('add pointwise constraints with multipliers', @str varname, @str dataname_pt[, @str dataname_unitv] [, @str dataname_val])
     Add some pointwise constraints on the variable `varname` using
     multiplier. The multiplier variable is automatically added to the model.
@@ -1455,10 +1449,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
     /*@SET ind = ('add nonlinear elasticity brick', @tmim mim, @str varname, @str constitutive_law, @str dataname[, @int region])
     Add a nonlinear elasticity term to the model relatively to the
     variable `varname`. `lawname` is the constitutive law which
-<<<<<<< HEAD
-    could be 'SaintVenant Kirchhoff', 'Mooney Rivlin', 'Ciarlet Geymonat'
-    or 'generalized Blatz Ko'.
-=======
     could be 'SaintVenant Kirchhoff', 'Mooney Rivlin', 'neo Hookean',
     'Ciarlet Geymonat' or 'generalized Blatz Ko'.
     'Mooney Rivlin' and 'neo Hookean' law names can be preceded with the word
@@ -1468,7 +1458,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
     and the compressible one of the 'neo Hookean' law are considered. In general,
     'neo Hookean' is a special case of the 'Mooney Rivlin' law that requires one
     coefficient less.
->>>>>>> upstream
     IMPORTANT : if the variable is defined on a 2D mesh, the plane strain
     approximation is automatically used.
     `dataname` is a vector of parameters for the constitutive law. Its length
@@ -1918,8 +1907,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
         dal::bit_vector bv = in.pop().to_bit_vector();
         for (dal::bv_visitor ii(bv); !ii.finished(); ++ii)
           md->model().enable_brick(ii);
-<<<<<<< HEAD
-=======
         );
 
      /*@SET ('disable variable', @str varname)
@@ -1940,33 +1927,9 @@ void gf_model_set(getfemint::mexargs_in& m_in,
        ("enable variable", 1, 1, 0, 0,
         std::string varname = in.pop().to_string();
 	md->model().enable_variable(varname);
->>>>>>> upstream
-        );
-
-     /*@SET ('disable variable', @str varname)
-       Disable a variable for a solve. The next solve will operate only on
-       the remaining variables. This allows to solve separately different
-       parts of a model. If there is a strong coupling of the variables,
-       a fixed point strategy can the be used. @*/
-     sub_command
-       ("disable variable", 1, 1, 0, 0,
-	std::string varname = in.pop().to_string();
-	md->model().disable_variable(varname);
-        );
-
-<<<<<<< HEAD
-
-     /*@SET ('enable variable', @str varname)
-       Enable a disabled variable. @*/
-     sub_command
-       ("enable variable", 1, 1, 0, 0,
-        std::string varname = in.pop().to_string();
-	md->model().enable_variable(varname);
         );
 
 
-=======
->>>>>>> upstream
      /*@SET ('first iter')
        To be executed before the first iteration of a time integration
        scheme. @*/
@@ -1985,15 +1948,9 @@ void gf_model_set(getfemint::mexargs_in& m_in,
         );
 
 
-<<<<<<< HEAD
-     /*@SET ind = ('add basic contact brick', @str varname_u, @str multname_n[, @str multname_t], @str dataname_r, @tspmat BN[, @tspmat BT, @str dataname_friction_coeff][, @str dataname_gap[, @str dataname_alpha[, @int augmented_version]])
-       
-     Add a contact with  or without friction brick to the model.
-=======
      /*@SET ind = ('add basic contact brick', @str varname_u, @str multname_n[, @str multname_t], @str dataname_r, @tspmat BN[, @tspmat BT, @str dataname_friction_coeff][, @str dataname_gap[, @str dataname_alpha[, @int augmented_version[, @str dataname_gamma, @str dataname_wt]]])
        
      Add a contact with or without friction brick to the model.
->>>>>>> upstream
      If U is the vector
      of degrees of freedom on which the unilateral constraint is applied,
      the matrix `BN` have to be such that this constraint is defined by
@@ -2022,11 +1979,7 @@ void gf_model_set(getfemint::mexargs_in& m_in,
      unsymmetric method with augmented multipliers, 4 for the unsymmetric
      method with augmented multipliers and De Saxce projection. @*/
      sub_command
-<<<<<<< HEAD
-       ("add basic contact brick", 4, 10, 0, 1,
-=======
        ("add basic contact brick", 4, 12, 0, 1,
->>>>>>> upstream
 
         bool friction = false;
 
@@ -2059,8 +2012,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
         int augmented_version = 1;
         if (in.remaining()) augmented_version = in.pop().to_integer(1,4);
 
-<<<<<<< HEAD
-=======
         std::string dataname_gamma;
         std::string dataname_wt;
         if (in.remaining()) {
@@ -2070,7 +2021,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
           dataname_wt = in.pop().to_string();
         }
 
->>>>>>> upstream
         getfem::CONTACT_B_MATRIX BBN;
         getfem::CONTACT_B_MATRIX BBT;
         if (BN->storage()==gsparse::CSCMAT) {
@@ -2103,12 +2053,8 @@ void gf_model_set(getfemint::mexargs_in& m_in,
         if (friction) {
           ind = getfem::add_basic_contact_brick
             (md->model(), varname_u, multname_n, multname_t, dataname_r, BBN, BBT,
-<<<<<<< HEAD
-             friction_coeff, dataname_gap, dataname_alpha, augmented_version);
-=======
              friction_coeff, dataname_gap, dataname_alpha, augmented_version,
              false, "", dataname_gamma, dataname_wt);
->>>>>>> upstream
         } else {
           ind = getfem::add_basic_contact_brick
             (md->model(), varname_u, multname_n, dataname_r, BBN, dataname_gap,
@@ -2369,47 +2315,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
         workspace().set_dependance(md, gfi_mim);
         out.pop().from_integer(int(ind + config::base_index()));
         );
-<<<<<<< HEAD
-
-
-#ifdef EXPERIMENTAL_PURPOSE_ONLY
-     /*@SET ind = ('add Nitsche contact with rigid obstacle brick',  @tmim mim, @str varname_u, @str dataname_obstacle, @str dataname_r, @str dataname_friction_coeff, @str dataname_lambda, @str dataname_mu, @int region)
-
-      Add a contact with friction condition with a rigid obstacle
-      to the model with  Nitsche strategy (no multiplier) in an integral way.
-      This is an experimental brick, which works only for linear homogeneous
-      isotropic elasticity.
-      The condition is applied on the variable `varname_u`
-      on the boundary corresponding to `region`. The rigid obstacle should
-      be described with the data `dataname_obstacle` being a signed distance
-      to the obstacle (interpolated on a finite element method).
-      The Nitsche parameter `dataname_r` should be chosen in a
-      range of acceptable values. `dataname_friction_coeff` is the friction
-      coefficient which could be constant or defined on a finite element
-      method. `dataname_lambda` and `dataname_mu` are the Lame coefficients.
-    @*/
-     sub_command
-       ("add Nitsche contact with rigid obstacle brick", 8, 8, 0, 1,
-
-        getfemint_mesh_im *gfi_mim = in.pop().to_getfemint_mesh_im();
-        std::string varname_u = in.pop().to_string();
-        std::string dataname_obs = in.pop().to_string();
-        std::string dataname_r = in.pop().to_string();
-        std::string dataname_coeff = in.pop().to_string();
-        std::string dataname_lambda = in.pop().to_string();
-        std::string dataname_mu = in.pop().to_string();
-        size_type region = in.pop().to_integer();
-
-        size_type ind=
-        getfem::add_Nitsche_contact_with_rigid_obstacle_brick
-        (md->model(), gfi_mim->mesh_im(), varname_u, dataname_obs, dataname_r,
-	 dataname_coeff, dataname_lambda, dataname_mu, region);
-        workspace().set_dependance(md, gfi_mim);
-        out.pop().from_integer(int(ind + config::base_index()));
-        );
-#endif
-
-=======
      
      /*@SET ind = ('add Nitsche contact with rigid obstacle brick', @tmim mim, @str varname, @str dataname_obstacle, @str gamma0name,  @int region[, @scalar theta[, @str dataname_friction_coeff[, @str dataname_alpha, @str dataname_wt]]])
       Adds a contact condition with or without Coulomb friction on the variable
@@ -2575,7 +2480,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
        workspace().set_dependance(md, gfi_mim);
        out.pop().from_integer(int(ind));
        );
->>>>>>> upstream
 
     // CONTACT BETWEEN NON-MATCHING MESHES
 
@@ -2822,9 +2726,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
         );
 
 
-<<<<<<< HEAD
-     /*@SET ind = ('add integral large sliding contact brick',  @tmim mim, @str varname_u, @str multname, @str dataname_r, @str dataname_fr, @int rg)
-=======
      /*@SET ind = ('add integral large sliding contact brick raytrace', @tmcf multi_contact, @str dataname_r[, @str dataname_fr[, @dataname_alpha]])
       Adds a large sliding contact with friction brick to the model.
       This brick is able to deal with self-contact, contact between
@@ -2856,7 +2757,6 @@ void gf_model_set(getfemint::mexargs_in& m_in,
 
 
      /*@SET ind = ('add integral large sliding contact brick with field extension',  @tmim mim, @str varname_u, @str multname, @str dataname_r, @str dataname_fr, @int rg)
->>>>>>> upstream
        (still experimental brick)
        Add a large sliding contact with friction brick to the model.
        This brick is able to deal with auto-contact, contact between
@@ -2874,11 +2774,7 @@ void gf_model_set(getfemint::mexargs_in& m_in,
        `add_rigid_obstacle_to_large_sliding_contact_brick` to add contact
        boundaries and rigid obstacles. @*/
      sub_command
-<<<<<<< HEAD
-       ("add integral large sliding contact brick", 6, 6, 0, 1,
-=======
        ("add integral large sliding contact brick with field extension", 6, 6, 0, 1,
->>>>>>> upstream
 
         getfemint_mesh_im *gfi_mim = in.pop().to_getfemint_mesh_im();
         std::string varname_u = in.pop().to_string();
@@ -2887,11 +2783,7 @@ void gf_model_set(getfemint::mexargs_in& m_in,
         std::string dataname_fr = in.pop().to_string();
         size_type region = in.pop().to_integer();
         
-<<<<<<< HEAD
-        size_type  ind = getfem::add_integral_large_sliding_contact_brick
-=======
         size_type  ind = getfem::add_integral_large_sliding_contact_brick_field_extension
->>>>>>> upstream
             (md->model(), gfi_mim->mesh_im(), varname_u, multname, dataname_r,
              dataname_fr, region);
         out.pop().from_integer(int(ind + config::base_index()));
diff --git a/interface/src/gfi_array.h b/interface/src/gfi_array.h
index 511896a..33720ae 100644
--- a/interface/src/gfi_array.h
+++ b/interface/src/gfi_array.h
@@ -1,11 +1,7 @@
 /* -*- c++ -*- (enables emacs c++ mode) */
 /*===========================================================================
  
-<<<<<<< HEAD
- Copyright (C) 2006-2012 Yves Renard, Julien Pommier.
-=======
  Copyright (C) 2006-2013 Yves Renard, Julien Pommier.
->>>>>>> upstream
  
  This file is a part of GETFEM++
  
diff --git a/interface/src/matlab/Makefile.in b/interface/src/matlab/Makefile.in
deleted file mode 100644
index 0ea8794..0000000
--- a/interface/src/matlab/Makefile.in
+++ /dev/null
@@ -1,705 +0,0 @@
-# Makefile.in generated by automake 1.11.3 from Makefile.am.
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-	                    --basedir "$(gfpyexecdir)" $$dlist; \
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-uninstall-nodist_gfpyexecPYTHON:
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-	files=`for p in $$list; do echo $$p; done | sed -e 's|^.*/||'`; \
-	test -n "$$files" || exit 0; \
-	dir='$(DESTDIR)$(gfpyexecdir)'; \
-	filesc=`echo "$$files" | sed 's|$$|c|'`; \
-	fileso=`echo "$$files" | sed 's|$$|o|'`; \
-	st=0; \
-	for files in "$$files" "$$filesc" "$$fileso"; do \
-	  $(am__uninstall_files_from_dir) || st=$$?; \
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-	exit $$st
-tags: TAGS
-TAGS:
-
-ctags: CTAGS
-CTAGS:
-
-
-distdir: $(DISTFILES)
-	@srcdirstrip=`echo "$(srcdir)" | sed 's/[].[^$$\\*]/\\\\&/g'`; \
-	topsrcdirstrip=`echo "$(top_srcdir)" | sed 's/[].[^$$\\*]/\\\\&/g'`; \
-	list='$(DISTFILES)'; \
-	  dist_files=`for file in $$list; do echo $$file; done | \
-	  sed -e "s|^$$srcdirstrip/||;t" \
-	      -e "s|^$$topsrcdirstrip/|$(top_builddir)/|;t"`; \
-	case $$dist_files in \
-	  */*) $(MKDIR_P) `echo "$$dist_files" | \
-			   sed '/\//!d;s|^|$(distdir)/|;s,/[^/]*$$,,' | \
-			   sort -u` ;; \
-	esac; \
-	for file in $$dist_files; do \
-	  if test -f $$file || test -d $$file; then d=.; else d=$(srcdir); fi; \
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-	    dir=`echo "/$$file" | sed -e 's,/[^/]*$$,,'`; \
-	    if test -d "$(distdir)/$$file"; then \
-	      find "$(distdir)/$$file" -type d ! -perm -700 -exec chmod u+rwx {} \;; \
-	    fi; \
-	    if test -d $(srcdir)/$$file && test $$d != $(srcdir); then \
-	      cp -fpR $(srcdir)/$$file "$(distdir)$$dir" || exit 1; \
-	      find "$(distdir)/$$file" -type d ! -perm -700 -exec chmod u+rwx {} \;; \
-	    fi; \
-	    cp -fpR $$d/$$file "$(distdir)$$dir" || exit 1; \
-	  else \
-	    test -f "$(distdir)/$$file" \
-	    || cp -p $$d/$$file "$(distdir)/$$file" \
-	    || exit 1; \
-	  fi; \
-	done
-check-am: all-am
-check: check-am
-all-am: Makefile
-installdirs:
-	for dir in "$(DESTDIR)$(gfpythondir)" "$(DESTDIR)$(gfpyexecdir)"; do \
-	  test -z "$$dir" || $(MKDIR_P) "$$dir"; \
-	done
-install: install-am
-install-exec: install-exec-am
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-	@$(MAKE) $(AM_MAKEFLAGS) install-exec-am install-data-am
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-install-strip:
-	if test -z '$(STRIP)'; then \
-	  $(MAKE) $(AM_MAKEFLAGS) INSTALL_PROGRAM="$(INSTALL_STRIP_PROGRAM)" \
-	    install_sh_PROGRAM="$(INSTALL_STRIP_PROGRAM)" INSTALL_STRIP_FLAG=-s \
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-	  $(MAKE) $(AM_MAKEFLAGS) INSTALL_PROGRAM="$(INSTALL_STRIP_PROGRAM)" \
-	    install_sh_PROGRAM="$(INSTALL_STRIP_PROGRAM)" INSTALL_STRIP_FLAG=-s \
-	    "INSTALL_PROGRAM_ENV=STRIPPROG='$(STRIP)'" install; \
-	fi
-mostlyclean-generic:
-
-clean-generic:
-	-test -z "$(CLEANFILES)" || rm -f $(CLEANFILES)
-
-distclean-generic:
-	-test -z "$(CONFIG_CLEAN_FILES)" || rm -f $(CONFIG_CLEAN_FILES)
-	-test . = "$(srcdir)" || test -z "$(CONFIG_CLEAN_VPATH_FILES)" || rm -f $(CONFIG_CLEAN_VPATH_FILES)
-
-maintainer-clean-generic:
-	@echo "This command is intended for maintainers to use"
-	@echo "it deletes files that may require special tools to rebuild."
-clean: clean-am
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-clean-am: clean-generic clean-libtool mostlyclean-am
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-	-rm -f Makefile
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-	-rm -f Makefile
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-	distclean distclean-generic distclean-libtool distdir dvi \
-	dvi-am html html-am info info-am install install-am \
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-
-
-# $(warning PSEUDO_FUNCTIONS= $(PSEUDO_FUNCTIONS))
-
-getfem.py: @PSEUDO_FUNCTIONS@ $(top_srcdir)/bin/extract_doc
-	$(top_srcdir)/bin/extract_doc $(srcdir)/.. python-com > getfem.py || ( rm getfem.py ; /bin/false )
-
- at BUILDPYTHON_TRUE@getfem_python_c.c : getfem_python.c
- at BUILDPYTHON_TRUE@	cp $(srcdir)/getfem_python.c getfem_python_c.c
-
-# ARCHFLAGS is set to empty to disable universal binaries with python 2.5 on macos 10.5
- at BUILDPYTHON_TRUE@_getfem.so: getfem_python_c.c ../libgetfemint.la $(GETFEM_LIB_LA)
- at BUILDPYTHON_TRUE@	touch _getfem.so && rm _getfem.so
- at BUILDPYTHON_TRUE@	ARCHFLAGS="" python setup.py -v build --build-temp . --build-base . --build-lib . --force
-#LDSHARED="$(CXX) -shared" ARCHFLAGS="" python setup.py -v build --build-temp . --build-base . --build-lib . --force
-
-# getfem_python_reference.html: getfem.py _getfem.so
-#	cp getfem.py getfem_python_reference.py
-#	(export LD_LIBRARY_PATH=$(LD_LIBRARY_PATH):../../../src/.libs && pydoc -w getfem_python_reference) &&  if test -d $(top_srcdir)/interface/doc; then cp getfem_python_reference.html $(top_srcdir)/interface/doc/getfem_python_reference.html; fi;
-#	rm -f getfem_python_reference.py
-
- at BUILDPYTHON_TRUE@all: _getfem.so getfem.py
-#pyexec_LTLIBRARIES = libgfpython.la
-#libgfpython_la_LIBADD = ../.libs/libgetfemint.a @GETFEM_STATICLIBS@
-#libgfpython_la_SOURCES = \
-#	getfem_python.c
-
-# Tell versions [3.59,3.63) of GNU make to not export all variables.
-# Otherwise a system limit (for SysV at least) may be exceeded.
-.NOEXPORT:
diff --git a/interface/src/python/getfem.py b/interface/src/python/getfem.py
deleted file mode 100644
index ccfdee6..0000000
--- a/interface/src/python/getfem.py
+++ /dev/null
@@ -1,5504 +0,0 @@
-#!/usr/bin/env python
-# -*- coding: iso-8859-1 -*-
-#
-# Python GetFEM++ interface
-#
-# Copyright (C) 2004-2010 Yves Renard, Julien Pommier.
-#
-# This file is a part of GetFEM++
-#
-# GetFEM++  is  free software;  you  can  redistribute  it  and/or modify it
-# under  the  terms  of the  GNU  Lesser General Public License as published
-# by  the  Free Software Foundation;  either version 3 of the License,  or
-# (at your option) any later version along with the GCC Runtime Library
-# Exception either version 3.1 or (at your option) any later version.
-# This program  is  distributed  in  the  hope  that it will be useful,  but
-# WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
-# or  FITNESS  FOR  A PARTICULAR PURPOSE.  See the GNU Lesser General Public
-# License and GCC Runtime Library Exception for more details.
-# You  should  have received a copy of the GNU Lesser General Public License
-# along  with  this program;  if not, write to the Free Software Foundation,
-# Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
-#
-# File autogenerated by bin/extract_doc. Do not edit it.
-
-"""GetFEM-interface classes.
-  Provides access to the pseudo-objects exported by the python-getfem
-  interface.
-"""
-
-import sys
-import numpy
-
-try:
-  import numbers
-except ImportError:
-  numbers = numpy
-  numbers.Number = (int,float,complex)
-
-from numpy import *
-
-from _getfem import *
-obj_count = {}
-getfem('workspace', 'clear all')
-
-def generic_constructor(self, clname, *args):
-    """Internal function -- acts as a constructor for all getfem objects."""
-    #print 'generic_constructor.'+clname+'('+str(args)+')'
-    if (len(args)==1 and type(args[0]) is GetfemObject):
-      if hasattr(self,'id'):
-        print "warning: hasattr(self,'id')!"
-        print "self.id: ",self.id
-        print "args[0]: ",args[0]
-      else:
-        self.id = args[0]
-        if obj_count.get(self.id,0)==0:
-          #print "Reviviendo objeto..."
-          #print "self: ",self
-          #print "self.id: ",self.id
-          #if hasattr(self.id,'classid'):
-          #  print "self.id.classid: ",self.id.classid
-          #else:
-          #  print "self.id.classid not found!"
-          getfem("undelete",self.id)
-          #print "self.id: ",self.id
-          #pass
-    else:
-      self.id = getfem_from_constructor(clname,*args)
-    obj_count[self.id] = obj_count.get(self.id,0)+1
-
-def generic_destructor(self, destructible=True):
-    """Internal function -- acts as a destructor for all getfem objects."""
-    if (not hasattr(self,'id')):
-      return
-    #print "Mesh.__del__       ",self.id,'count=',obj_count[self.id]
-    if (obj_count.has_key(self.id)):
-      obj_count[self.id] = obj_count[self.id]-1
-      if (destructible and obj_count[self.id] == 0):
-        getfem('delete',self.id)
-        #print "effective deletion"
-
-
-
-#
-# GetFEM class ContStruct definition.
-#
-
-class ContStruct:
-  """GetFEM ContStruct object
-
-  This object serves for storing parameters and data used in numerical
-  continuation (for more details about the continuation see the Getfem++ user
-  documentation).
-
-  """
-  def __init__(self, *args):
-    """General constructor for ContStruct objects
-
-  * ``S = ContStruct(Model md, string dataname_parameter[,string dataname_init, string dataname_final, string dataname_current], scalar sc_fac[, ...])``
-    The variable `dataname_parameter` should parametrise the model given by
-    `md`. If the parametrisation is done via some vector datum,
-    `dataname_init` and `dataname_final` should store two given values of
-    this datum determining the parametrisation, and `dataname_current`
-    serves for actual values of this datum. `sc_fac` is a scale factor
-    involved in the norm used in the continuation.
-    
-    Additional options:
-    
-    - 'lsolver', string SOLVER_NAME
-       name of the solver to be used for the incorporated linear systems
-       (the default value is 'auto', which lets getfem choose itself);
-       possible values are 'superlu', 'mumps' (if supported), 'cg/ildlt',
-       'gmres/ilu' and 'gmres/ilut';
-    - 'max_iter', int NIT
-       maximum number of iterations allowed in the correction (the default
-       value is 10);
-    - 'thr_iter', int TIT
-       threshold number of iterations of the correction for enlarging the
-       step size (the default value is 8);
-    - 'max_res', scalar RES
-       target residual value of the new point (the default value is 1e-6);
-    - 'max_diff', scalar DIFF
-       determines a convergence criterion to the new tangent vector (the
-       default value is 1e-9);
-    - 'min_ang', scalar ANG
-       minimal value of the cosine of the angle between tangents to the
-       solution curve at the old point and the new one (the default value
-       is 0.9);
-    - 'h_init', scalar HIN
-       initial step size (the default value is 1e-2);
-    - 'h_max', scalar HMAX
-       maximal step size (the default value is 1e-1);
-    - 'h_min', scalar HMIN
-       minimal step size (the default value is 1e-5);
-    - 'h_inc', scalar HINC
-       factor for enlarging the step size (the default value is 1.3);
-    - 'h_dec', scalar HDEC
-       factor for diminishing the step size (the default value is 0.5);
-    - 'epsilon', scalar EPS
-       increment to be used to compute the incorporated finite
-       differences (the default value is 1e-8);
-    - 'max_res_solve', scalar RES_SOLVE
-       target residual value for the linear systems to be solved (the
-       default value is 1e-7);
-    - 'nb_test', int NTEST
-       number of evaluations of the test function when passing through
-       a boundary between different smooth pieces;
-    - 'noisy' or 'very_noisy'
-       determines how detailed information has to be displayed during the
-       process (residual values etc.).
-
-    """
-    generic_constructor(self,'cont_struct',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('cont_struct_get',self.id, *args)
-  def __repr__(self):
-    getfem('cont_struct_get',self.id, 'display')
-    return ''
-  def __str__(self):
-    return self.char()
-
-  def init_test_function(self, tangent, tangent_parameter):
-    """Initialise the border of the bordered system that serves for calculating
-    the test function. Return the value of test function for the solution
-    and the value of the parameter saved in the corresponding model object
-    and the tangent given by `tangent` and `tangent_parameter`."""
-    return self.get("init_test_function", tangent, tangent_parameter)
-
-
-  def init_Moore_Penrose_continuation(self, init_dir):
-    """Initialise the Moore-Penrose continuation: Return a unit tangent
-    corresponding to the solution branch at the solution and the
-    value of the parameter saved in the corresponding model object,
-    and an initial step size for the continuation. Direction of the
-    computed tangent with respect to the parameter is determined by the
-    sign of `init_dir`."""
-    return self.get("init_Moore_Penrose_continuation", init_dir)
-
-
-  def Moore_Penrose_continuation(self, tangent, tangent_parameter, h):
-    """Compute one step of the Moore-Penrose continuation: Take the solution
-    and the value of the parameter saved in the corresponding model object,
-    the tangent given by `tangent` and `tangent_parameter`, and the step
-    size `h`, save a new point on the solution curve into the model object,
-    and return a new tangent and a step size for the next step. If the
-    returned step size equals zero, the continuation has failed."""
-    return self.get("Moore_Penrose_continuation", tangent, tangent_parameter, h)
-
-
-  def test_function(self):
-    """Return the last value of the test function and eventaully all the
-    values calculated when passing through a boundary between different
-    smooth pieces."""
-    return self.get("test_function")
-
-
-  def char(self):
-    """Output a (unique) string representation of the ContStruct.
-    
-    This can be used to perform comparisons between two
-    different ContStruct objects.
-    This function is to be completed.
-    """
-    return self.get("char")
-
-
-  def display(self):
-    """Display a short summary for a ContStruct object."""
-    return self.get("display")
-
-
-#
-# GetFEM class CvStruct definition.
-#
-
-class CvStruct:
-  """GetFEM CvStruct object
-
-
-  """
-  def __init__(self, *args):
-    """General constructor for CvStruct objects
-
-    """
-    generic_constructor(self,'cvstruct',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=False)
-  def get(self, *args):
-    return getfem('cvstruct_get',self.id, *args)
-  def __repr__(self):
-    getfem('cvstruct_get',self.id, 'display')
-    return ''
-  def __str__(self):
-    return self.char()
-
-  def nbpts(self):
-    """Get the number of points of the convex structure."""
-    return self.get("nbpts")
-
-
-  def dim(self):
-    """Get the dimension of the convex structure."""
-    return self.get("dim")
-
-
-  def basic_structure(self):
-    """Get the simplest convex structure.
-    
-    For example, the 'basic structure' of the 6-node triangle, is the
-    canonical 3-noded triangle."""
-    return self.get("basic_structure")
-
-
-  def face(self, F):
-    """Return the convex structure of the face `F`."""
-    return self.get("face", F)
-
-
-  def facepts(self, F):
-    """Return the list of point indices for the face `F`."""
-    return self.get("facepts", F)
-
-
-  def char(self):
-    """Output a string description of the CvStruct."""
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a CvStruct object."""
-    return self.get("display")
-
-
-#
-# GetFEM class Eltm definition.
-#
-
-class Eltm:
-  """GetFEM Eltm object
-
-
-  This object represents a type of elementary matrix. In order to obtain a
-  numerical value of these matrices, see MeshIm.eltm().
-
-  If you have very particular assembling needs, or if you just want to check
-  the content of an elementary matrix, this function might be useful. But
-  the generic assembly abilities of gf_asm(...) should suit most needs.
-  """
-  def __init__(self, *args):
-    """General constructor for Eltm objects
-
-  * ``E = Eltm('base', Fem FEM)``
-    return a descriptor for the integration of shape functions on
-    elements, using the Fem `FEM`. 
-
-  * ``E = Eltm('grad', Fem FEM)``
-    return a descriptor for the integration of the gradient of shape
-    functions on elements, using the Fem `FEM`.
-
-  * ``E = Eltm('hessian', Fem FEM)``
-    return a descriptor for the integration of the hessian of shape
-    functions on elements, using the Fem `FEM`.
-
-  * ``E = Eltm('normal')``
-    return a descriptor for the unit normal of convex faces.
-
-  * ``E = Eltm('grad_geotrans')``
-    return a descriptor to the gradient matrix of the geometric
-    transformation.
-
-  * ``E = Eltm('grad_geotrans_inv')``
-    return a descriptor to the inverse of the gradient matrix of the
-    geometric transformation (this is rarely used).
-
-  * ``E = Eltm('product', Eltm A, Eltm B)``
-    return a descriptor for the integration of the tensorial product of
-    elementary matrices `A` and `B`.
-
-    """
-    generic_constructor(self,'eltm',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=False)
-  def __str__(self):
-    return self.char()
-
-#
-# GetFEM class Fem definition.
-#
-
-class Fem:
-  """GetFEM Fem object
-
-    This object represents a finite element method on a reference element.
-
-  """
-  def __init__(self, *args):
-    """General constructor for Fem objects
-
-  * ``F = Fem('interpolated_fem', MeshFem mf, MeshIm mim, [ivec blocked_dof])``
-    Build a special Fem which is interpolated from another MeshFem.
-    
-    Using this special finite element, it is possible to interpolate a given
-    MeshFem `mf` on another mesh, given the integration method `mim` that will
-    be used on this mesh.
-    
-    Note that this finite element may be quite slow, and eats much
-    memory.
-
-  * ``F = Fem(string fem_name)``
-    The `fem_name` should contain a description of the finite element
-    method. Please refer to the getfem++ manual (especially the
-    description of finite element and integration methods) for a complete
-    reference. Here is a list of some of them:
-    
-    - FEM_PK(n,k) :
-      classical Lagrange element Pk on a simplex of dimension `n`.
-    - FEM_PK_DISCONTINUOUS(n,k[,alpha]) :
-      discontinuous Lagrange element Pk on a simplex of dimension `n`.
-    - FEM_QK(n,k) :
-      classical Lagrange element Qk on quadrangles, hexahedrons etc.
-    - FEM_QK_DISCONTINUOUS(n,k[,alpha]) :
-      discontinuous Lagrange element Qk on quadrangles, hexahedrons etc.
-    - FEM_Q2_INCOMPLETE :
-      incomplete 2D Q2 element with 8 dof (serendipity Quad 8 element).
-    - FEM_PK_PRISM(n,k) :
-      classical Lagrange element Pk on a prism of dimension `n`.
-    - FEM_PK_PRISM_DISCONTINUOUS(n,k[,alpha]) :
-      classical discontinuous Lagrange element Pk on a prism.
-    - FEM_PK_WITH_CUBIC_BUBBLE(n,k) :
-      classical Lagrange element Pk on a simplex with an additional
-      volumic bubble function.
-    - FEM_P1_NONCONFORMING :
-      non-conforming P1 method on a triangle.
-    - FEM_P1_BUBBLE_FACE(n) :
-      P1 method on a simplex with an additional bubble function on face 0.
-    - FEM_P1_BUBBLE_FACE_LAG :
-      P1 method on a simplex with an additional lagrange dof on face 0.
-    - FEM_PK_HIERARCHICAL(n,k) :
-      PK element with a hierarchical basis.
-    - FEM_QK_HIERARCHICAL(n,k) :
-      QK element with a hierarchical basis
-    - FEM_PK_PRISM_HIERARCHICAL(n,k) :
-      PK element on a prism with a hierarchical basis.
-    - FEM_STRUCTURED_COMPOSITE(Fem f,k) :
-      Composite Fem `f` on a grid with `k` divisions.
-    - FEM_PK_HIERARCHICAL_COMPOSITE(n,k,s) :
-      Pk composite element on a grid with `s` subdivisions and with a
-      hierarchical basis.
-    - FEM_PK_FULL_HIERARCHICAL_COMPOSITE(n,k,s) :
-      Pk composite element with `s` subdivisions and a hierarchical basis
-      on both degree and subdivision.
-    - FEM_PRODUCT(A,B) :
-      tensorial product of two polynomial elements.
-    - FEM_HERMITE(n) :
-      Hermite element P3 on a simplex of dimension `n = 1, 2, 3`.
-    - FEM_ARGYRIS :
-      Argyris element P5 on the triangle.
-    - FEM_HCT_TRIANGLE :
-      Hsieh-Clough-Tocher element on the triangle (composite P3 element
-      which is C1), should be used with IM_HCT_COMPOSITE() integration
-      method.
-    - FEM_QUADC1_COMPOSITE :
-      Quadrilateral element, composite P3 element and C1 (16 dof).
-    - FEM_REDUCED_QUADC1_COMPOSITE :
-      Quadrilateral element, composite P3 element and C1 (12 dof).
-    - FEM_RT0(n) :
-      Raviart-Thomas element of order 0 on a simplex of dimension `n`.
-    - FEM_NEDELEC(n) :
-      Nedelec edge element of order 0 on a simplex of dimension `n`.
-    
-    Of course, you have to ensure that the selected fem is compatible with
-    the geometric transformation: a Pk fem has no meaning on a quadrangle.
-    
-
-    """
-    generic_constructor(self,'fem',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=False)
-  def get(self, *args):
-    return getfem('fem_get',self.id, *args)
-  def __repr__(self):
-    getfem('fem_get',self.id, 'display')
-    return ''
-  def __str__(self):
-    return self.char()
-
-  def nbdof(self, cv=None):
-    """Return the number of dof for the Fem.
-    
-    Some specific Fem (for example 'interpolated_fem') may require a
-    convex number `cv` to give their result. In most of the case, you
-    can omit this convex number."""
-    return self.get("nbdof", cv)
-
-
-  def dim(self):
-    """Return the dimension (dimension of the reference convex) of the Fem."""
-    return self.get("dim")
-
-
-  def target_dim(self):
-    """Return the dimension of the target space.
-    
-    The target space dimension is usually 1, except for vector Fem. """
-    return self.get("target_dim")
-
-
-  def pts(self, cv=None):
-    """Get the location of the dof on the reference element.
-    
-    Some specific Fem may require a convex number `cv` to give their
-    result (for example 'interpolated_fem'). In most of the case, you
-    can omit this convex number. """
-    return self.get("pts", cv)
-
-
-  def is_equivalent(self):
-    """Return 0 if the Fem is not equivalent.
-    
-    Equivalent Fem are evaluated on the reference convex. This is
-    the case of most classical Fem's."""
-    return self.get("is_equivalent")
-
-
-  def is_lagrange(self):
-    """Return 0 if the Fem is not of Lagrange type."""
-    return self.get("is_lagrange")
-
-
-  def is_polynomial(self):
-    """Return 0 if the basis functions are not polynomials."""
-    return self.get("is_polynomial")
-
-
-  def estimated_degree(self):
-    """Return an estimation of the polynomial degree of the Fem.
-    
-    This is an estimation for fem which are not polynomials."""
-    return self.get("estimated_degree")
-
-
-  def base_value(self, p):
-    """Evaluate all basis functions of the FEM at point `p`.
-    
-    `p` is supposed to be in the reference convex!"""
-    return self.get("base_value", p)
-
-
-  def grad_base_value(self, p):
-    """Evaluate the gradient of all base functions of the Fem at point `p`.
-    
-    `p` is supposed to be in the reference convex!"""
-    return self.get("grad_base_value", p)
-
-
-  def hess_base_value(self, p):
-    """Evaluate the Hessian of all base functions of the Fem at point `p`.
-    
-    `p` is supposed to be in the reference convex!."""
-    return self.get("hess_base_value", p)
-
-
-  def poly_str(self):
-    """Return the polynomial expressions of its basis functions in
-    the reference convex.
-    
-    The result is expressed as a tuple of
-    strings. Of course this will fail on non-polynomial Fem's. """
-    return self.get("poly_str")
-
-
-  def char(self):
-    """Ouput a (unique) string representation of the Fem.
-    
-    This can be used to perform comparisons between two different Fem
-    objects."""
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a Fem object."""
-    return self.get("display")
-
-
-#
-# GetFEM class GeoTrans definition.
-#
-
-class GeoTrans:
-  """GetFEM GeoTrans object
-
-   The geometric transformation must be used when you are building a custom
-   mesh convex by convex (see the add_convex() function of Mesh): it also
-   defines the kind of convex (triangle, hexahedron, prism, etc..)
-  
-  """
-  def __init__(self, *args):
-    """General constructor for GeoTrans objects
-
-  * ``GT = GeoTrans(string name)``
-    The name argument contains the specification of the geometric transformation
-    as a string, which may be:
-    
-      - GT_PK(n,k) :
-        Transformation on simplexes, dim `n`, degree `k`.
-      - GT_QK(n,k) :
-        Transformation on parallelepipeds, dim `n`, degree `k`.
-      - GT_PRISM(n,k) :
-        Transformation on prisms, dim `n`, degree `k`.
-      - GT_PRODUCT(A,B) :
-        Tensorial product of two transformations.
-      - GT_LINEAR_PRODUCT(GeoTrans gt1,GeoTrans gt2) :
-        Linear tensorial product of two transformations
-    
-
-    """
-    generic_constructor(self,'geotrans',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=False)
-  def get(self, *args):
-    return getfem('geotrans_get',self.id, *args)
-  def __repr__(self):
-    getfem('geotrans_get',self.id, 'display')
-    return ''
-  def __str__(self):
-    return self.char()
-
-  def dim(self):
-    """Get the dimension of the GeoTrans.
-    
-    This is the dimension of the source space, i.e. the dimension of
-    the reference convex."""
-    return self.get("dim")
-
-
-  def is_linear(self):
-    """Return 0 if the GeoTrans is not linear."""
-    return self.get("is_linear")
-
-
-  def nbpts(self):
-    """Return the number of points of the GeoTrans."""
-    return self.get("nbpts")
-
-
-  def pts(self):
-    """Return the reference convex points of the GeoTrans.
-    
-    The points are stored in the columns of the output matrix."""
-    return self.get("pts")
-
-
-  def normals(self):
-    """Get the normals for each face of the reference convex of the GeoTrans.
-    
-    The normals are stored in the columns of the output matrix."""
-    return self.get("normals")
-
-
-  def transform(self, G, Pr):
-    """Apply the GeoTrans to a set of points.
-    
-    `G` is the set of vertices of the real convex, `Pr` is the set
-    of points (in the reference convex) that are to be transformed.
-    The corresponding set of points in the real convex is returned."""
-    return self.get("transform", G, Pr)
-
-
-  def char(self):
-    """Output a (unique) string representation of the GeoTrans.
-    
-    This can be used to perform comparisons between two
-    different GeoTrans objects. """
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a GeoTrans object."""
-    return self.get("display")
-
-
-#
-# GetFEM class GlobalFunction definition.
-#
-
-class GlobalFunction:
-  """GetFEM GlobalFunction object
-
-  Global function object is represented by three functions:
-
-   * The function `val`.
-   * The function gradient `grad`.
-   * The function Hessian `hess`.
-
-  this type of function is used as local and global enrichment function. The
-  global function Hessian is an optional parameter (only for fourth order
-  derivative problems). 
-  """
-  def __init__(self, *args):
-    """General constructor for GlobalFunction objects
-
-  * ``GF = GlobalFunction('cutoff', int fn, scalar r, scalar r1, scalar r0)``
-    Create a cutoff global function.
-
-  * ``GF = GlobalFunction('crack', int fn)``
-    Create a near-tip asymptotic global function for modelling cracks.
-
-  * ``GF = GlobalFunction('parser', string val[, string grad[, string hess]])``
-    Create a global function from strings `val`, `grad` and `hess`.
-
-  * ``GF = GlobalFunction('product', GlobalFunction F, GlobalFunction G)``
-    Create a product of two global functions.
-
-  * ``GF = GlobalFunction('add', GlobalFunction gf1, GlobalFunction gf2)``
-    Create a add of two global functions.
-
-    """
-    generic_constructor(self,'global_function',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=False)
-  def get(self, *args):
-    return getfem('global_function_get',self.id, *args)
-  def __repr__(self):
-    getfem('global_function_get',self.id, 'display')
-    return ''
-  def __str__(self):
-    return self.char()
-
-  def __mul__(self,other):
-    if isinstance(other,numbers.Number):
-      return GlobalFunction('product',self,GlobalFunction('parser',"%e"%(other)))
-    return GlobalFunction('product',self,other)
-  def __add__(self,other):
-    if isinstance(other,numbers.Number):
-      return GlobalFunction('add',self,GlobalFunction('parser',"%e"%(other)))
-    return GlobalFunction('add',self,other)
-  def __call__(self,Pts):
-    return getfem('global_function_get',self.id, 'val', Pts)
-
-
-  def val(self, PTs):
-    """Return `val` function evaluation in `PTs` (column points)."""
-    return self.get("val", PTs)
-
-
-  def grad(self, PTs):
-    """Return `grad` function evaluation in `PTs` (column points).
-    
-    On return, each column of `GRADs` is of the
-    form [Gx,Gy]."""
-    return self.get("grad", PTs)
-
-
-  def hess(self, PTs):
-    """Return `hess` function evaluation in `PTs` (column points).
-    
-    On return, each column of `HESSs` is of the
-    form [Hxx,Hxy,Hyx,Hyy]."""
-    return self.get("hess", PTs)
-
-
-  def char(self):
-    """Output a (unique) string representation of the GlobalFunction.
-    
-    This can be used to perform comparisons between two
-    different GlobalFunction objects.
-    This function is to be completed.
-    """
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a GlobalFunction object."""
-    return self.get("display")
-
-
-#
-# GetFEM class Integ definition.
-#
-
-class Integ:
-  """GetFEM Integ object
-
-  General object for obtaining handles to various integrations methods on
-  convexes (used when the elementary matrices are built).
-
-  """
-  def __init__(self, *args):
-    """General constructor for Integ objects
-
-  * ``I = Integ(string method)``
-    Here is a list of some integration methods defined in getfem++ (see the
-    description of finite element and integration methods for a complete
-    reference):
-    
-     - IM_EXACT_SIMPLEX(n) :
-       Exact integration on simplices (works only with linear geometric
-       transformations and PK Fem's).
-     - IM_PRODUCT(A,B) :
-       Product of two integration methods.
-     - IM_EXACT_PARALLELEPIPED(n) :
-       Exact integration on parallelepipeds.
-     - IM_EXACT_PRISM(n) :
-       Exact integration on prisms.
-     - IM_GAUSS1D(k) :
-       Gauss method on the segment, order `k=1,3,...,99`.
-     - IM_NC(n,k) :
-       Newton-Cotes approximative integration on simplexes, order `k`.
-     - IM_NC_PARALLELEPIPED(n,k) :
-       Product of Newton-Cotes integration on parallelepipeds.
-     - IM_NC_PRISM(n,k) :
-       Product of Newton-Cotes integration on prisms.
-     - IM_GAUSS_PARALLELEPIPED(n,k) :
-       Product of Gauss1D integration on parallelepipeds.
-     - IM_TRIANGLE(k) :
-       Gauss methods on triangles `k=1,3,5,6,7,8,9,10,13,17,19`.
-     - IM_QUAD(k) :
-       Gauss methods on quadrilaterons `k=2,3,5, ...,17`. Note that
-       IM_GAUSS_PARALLELEPIPED should be prefered for QK Fem's.
-     - IM_TETRAHEDRON(k) :
-       Gauss methods on tetrahedrons `k=1,2,3,5,6 or 8`.
-     - IM_SIMPLEX4D(3) :
-       Gauss method on a 4-dimensional simplex.
-     - IM_STRUCTURED_COMPOSITE(im,k) :
-       Composite method on a grid with `k` divisions.
-     - IM_HCT_COMPOSITE(im) :
-       Composite integration suited to the HCT composite finite element.
-    
-    Example:
-    
-     - I = Integ('IM_PRODUCT(IM_GAUSS1D(5),IM_GAUSS1D(5))')
-    
-    is the same as:
-    
-     - I = Integ('IM_GAUSS_PARALLELEPIPED(2,5)')
-    
-    Note that 'exact integration' should be avoided in general, since they
-    only apply to linear geometric transformations, are quite slow, and
-    subject to numerical stability problems for high degree Fem's. 
-
-    """
-    generic_constructor(self,'integ',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=False)
-  def get(self, *args):
-    return getfem('integ_get',self.id, *args)
-  def __repr__(self):
-    getfem('integ_get',self.id, 'display')
-    return ''
-  def __str__(self):
-    return self.char()
-
-  def is_exact(self):
-    """Return 0 if the integration is an approximate one."""
-    return self.get("is_exact")
-
-
-  def dim(self):
-    """Return the dimension of the reference convex of
-    the method."""
-    return self.get("dim")
-
-
-  def nbpts(self):
-    """Return the total number of integration points.
-    
-    Count the points for the volume integration, and points for
-    surface integration on each face of the reference convex.
-    
-    Only for approximate methods, this has no meaning for exact
-    integration methods!"""
-    return self.get("nbpts")
-
-
-  def pts(self):
-    """Return the list of integration points
-    
-    Only for approximate methods, this has no meaning for exact
-    integration methods!"""
-    return self.get("pts")
-
-
-  def face_pts(self, F):
-    """Return the list of integration points for a face.
-    
-    Only for approximate methods, this has no meaning for exact
-    integration methods!"""
-    return self.get("face_pts", F)
-
-
-  def coeffs(self):
-    """Returns the coefficients associated to each integration point.
-    
-    Only for approximate methods, this has no meaning for exact
-    integration methods!"""
-    return self.get("coeffs")
-
-
-  def face_coeffs(self, F):
-    """Returns the coefficients associated to each integration of a face.
-    
-    Only for approximate methods, this has no meaning for exact
-    integration methods!"""
-    return self.get("face_coeffs", F)
-
-
-  def char(self):
-    """Ouput a (unique) string representation of the integration method.
-    
-    This can be used to  comparisons between two different Integ
-    objects."""
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a Integ object."""
-    return self.get("display")
-
-
-#
-# GetFEM class LevelSet definition.
-#
-
-class LevelSet:
-  """GetFEM LevelSet object
-
-
-   The level-set object is represented by a primary level-set and optionally
-   a secondary level-set used to represent fractures (if p(x) is the primary
-   level-set function and s(x) is the secondary level-set, the crack is
-   defined by :math:`p(x)=0` and :math:`s(x)\\leq0` : the role of the secondary is to determine
-   the crack front/tip).
-
-   note:
-
-      All tools listed below need the package qhull installed on your
-      system. This package is widely available. It computes convex hull and
-      delaunay triangulations in arbitrary dimension.
-
-
-  """
-  def __init__(self, *args):
-    """General constructor for LevelSet objects
-
-  * ``LS = LevelSet(Mesh m, int d[, string 'ws'| string f1[, string f2 | string 'ws']])``
-    Create a LevelSet object on a Mesh represented by a primary function
-    (and optional secondary function, both) defined on a lagrange MeshFem of
-    degree `d`.
-    
-    If `ws` (with secondary) is set; this levelset is represented by a
-    primary function and a secondary function. If `f1` is set; the primary
-    function is defined by that expression. If `f2` is set; this levelset
-    is represented by a primary function and a secondary function defined
-    by these expressions. 
-
-    """
-    generic_constructor(self,'levelset',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('levelset_get',self.id, *args)
-  def __repr__(self):
-    getfem('levelset_get',self.id, 'display')
-    return ''
-  def set(self, *args):
-    return getfem('levelset_set',self.id, *args)
-  def __str__(self):
-    return self.char()
-
-  def values(self, nls):
-    """Return the vector of dof for `nls` funtion.
-    
-    If `nls` is 0, the method return the vector of dof for the primary
-    level-set funtion. If `nls` is 1, the method return the vector of
-    dof for the secondary level-set function (if any)."""
-    return self.get("values", nls)
-
-
-  def degree(self):
-    """Return the degree of lagrange representation."""
-    return self.get("degree")
-
-
-  def mf(self):
-    """Return a reference on the MeshFem object."""
-    return self.get("mf")
-
-
-  def memsize(self):
-    """Return the amount of memory (in bytes) used by the level-set."""
-    return self.get("memsize")
-
-
-  def char(self):
-    """Output a (unique) string representation of the LevelSet.
-    
-    This can be used to perform comparisons between two
-    different LevelSet objects.
-    This function is to be completed.
-    """
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a LevelSet."""
-    return self.get("display")
-
-
-  def set_values(self, *args):
-    """Synopsis: LevelSet.set_values(self, {mat v1|string func_1}[, mat v2|string func_2])
-
-    Set values of the vector of dof for the level-set functions.
-    
-    Set the primary function with the vector of dof `v1` (or the expression
-    `func_1`) and the secondary function (if any) with  the vector of dof
-    `v2` (or the expression `func_2`)"""
-    return self.set("values", *args)
-
-
-  def simplify(self, eps=0.01):
-    """Simplify dof of level-set optionally with the parameter `eps`."""
-    return self.set("simplify", eps)
-
-
-#
-# GetFEM class MdBrick definition.
-#
-
-class MdBrick:
-  """GetFEM MdBrick object
-
-
-  """
-  def __init__(self, *args):
-    """General constructor for MdBrick objects
-
-  * ``B = MdBrick('constraint', MdBrick pb, string CTYPE[, int nfem])``
-    Build a generic constraint brick.
-    
-    It may be useful in some situations, such as the Stokes problem
-    where the pressure is defined modulo a constant. In such a
-    situation, this brick can be used to add an additional constraint
-    on the pressure value.
-    `CTYPE` has to be chosen among 'augmented', 'penalized', and
-    'eliminated'. The constraint can be specified with
-    MdBrick.constraints(). Note that Dirichlet bricks (except
-    the 'generalized Dirichlet' one) are also specializations of
-    the 'constraint' brick.
-
-  * ``B = MdBrick('dirichlet', MdBrick pb, int bnum, MeshFem mf_m, string CTYPE[, int nfem])``
-    Build a Dirichlet condition brick which impose the value of a field along a mesh boundary.
-    
-    The `bnum` parameter selects on which mesh region the Dirichlet
-    condition is imposed. `CTYPE` has to be chosen among 'augmented',
-    'penalized', and 'eliminated'. The `mf_m` may generally be taken
-    as the MeshFem of the unknown, but for 'augmented' Dirichlet
-    conditions, you may have to respect the Inf-Sup condition and
-    choose an adequate MeshFem.
-
-  * ``B = MdBrick('dirichlet on normal component', MdBrick pb, int bnum, MeshFem mf_m, string CTYPE[, int nfem])``
-    Build a Dirichlet condition brick which imposes the value of the normal component of a vector field.
-
-  * ``B = MdBrick('dirichlet on normal derivative', MdBrick pb, int bnum, MeshFem mf_m, string CTYPE[, int nfem])``
-    Build a Dirichlet condition brick which imposes the value of the normal derivative of the unknown.
-
-  * ``B = MdBrick('generalized dirichlet', MdBrick pb, int bnum[, int nfem])``
-    This is the "old" Dirichlet brick of getfem.
-    
-    This brick can be used to impose general Dirichlet conditions
-    `h(x)u(x) = r(x)`, however it may have some issues with elaborated
-    Fem's (such as Argyris, etc). It should be avoided when possible.
-
-  * ``B = MdBrick('source term', MdBrick pb[, int bnum=-1[, int nfem]])``
-    Add a boundary or volumic source term ( \\int B.v ).
-    
-    If `bnum` is omitted (or set to -1) , the brick adds a volumic
-    source term on the whole mesh. For `bnum` >= 0, the source term is
-    imposed on the mesh region `bnum`. Use MdBrick.set_param('source
-    term',mf,B) to set the source term field. The source term is
-    expected as a vector field of size Q (with Q = qdim).
-
-  * ``B = MdBrick('normal source term', MdBrick pb, int bnum[, int nfem])``
-    Add a boundary source term ( \\int (Bn).v ).
-    
-    The source term is imposed on the mesh region `bnum` (which of course
-    is not allowed to be a volumic region, only boundary regions are
-    allowed). Use MdBrick.set_param('source term',mf,B) to set the
-    source term field. The source term B is expected as tensor field
-    of size QxN (with Q = qdim, N = mesh dim). For example, if you
-    consider an elasticity problem, this brick may be used to impose
-    a force on the boundary with B as the stress tensor.
-
-  * ``B = MdBrick('normal derivative source term', MdBrick parent, int bnum[, int nfem])``
-    Add a boundary source term ( \\int (\\partial_n B).v ).
-    
-    The source term is imposed on the mesh region `bnum`. Use
-    MdBrick.set_param('source term',mf,B) to set the source term
-    field, which is expected as a vector field of size Q (with Q =
-    qdim).
-
-  * ``B = MdBrick('neumann KirchhoffLove source term', MdBrick pb, int bnum[, int nfem])``
-    Add a boundary source term for neumann Kirchhoff-Love plate problems.
-    
-    Should be used with the Kirchhoff-Love flavour of the bilaplacian
-    brick.
-
-  * ``B = MdBrick('qu term', MdBrick pb[, int bnum[, int nfem]])``
-    Update the tangent matrix with a \\int (Qu).v term.
-    
-    The Q(x) parameter is a matrix field of size qdim x qdim. An example
-    of use is for the "iku" part of Robin boundary conditions
-    \\partial_n u + iku = ...
-
-  * ``B = MdBrick('mass matrix', MeshIm mim, MeshFem mf_u[, 'real'|'complex'])``
-    Build a mass-matrix brick.
-
-  * ``B = MdBrick('generic elliptic', MeshIm mim, MeshFem mfu[, 'scalar'|'matrix'|'tensor'][, 'real'|'complex'])``
-    Setup a generic elliptic problem.
-    
-    a(x)*grad(U).grad(V)
-    
-    The brick parameter `a` may be a scalar field, a matrix field, or
-    a tensor field (default is scalar).
-
-  * ``B = MdBrick('helmholtz', MeshIm mim, MeshFem mfu[, 'real'|'complex'])``
-    Setup a Helmholtz problem.
-    
-    The brick has one parameter, 'wave_number'.
-
-  * ``B = MdBrick('isotropic linearized elasticity', MeshIm mim, MeshFem mfu)``
-    Setup a linear elasticity problem.
-    
-    The brick has two scalar parameter, 'lambda' and 'mu' (the Lame
-    coefficients).
-
-  * ``B = MdBrick('linear incompressibility term', MdBrick pb, MeshFem mfp[, int nfem])``
-    Add an incompressibily constraint (div u = 0).
-
-  * ``B = MdBrick('nonlinear elasticity', MeshIm mim, MeshFem mfu, string law)``
-    Setup a nonlinear elasticity (large deformations) problem.
-    
-    The material `law` can be chosen among:
-    
-    - 'SaintVenant Kirchhoff' :
-      Linearized material law.
-    - 'Mooney Rivlin' :
-      To be used with the nonlinear incompressibily term.
-    - 'Ciarlet Geymonat'
-
-  * ``B = MdBrick('nonlinear elasticity incompressibility term', MdBrick pb, MeshFem mfp[, int nfem])``
-    Add an incompressibily constraint to a large strain elasticity problem.
-
-  * ``B = MdBrick('small deformations plasticity', MeshIm mim, MeshFem mfu, scalar THRESHOLD)``
-    Setup a plasticity problem (with small deformations).
-    
-    The `THRESHOLD` parameter is the maximum value of the Von Mises
-    stress before 'plastification' of the material.
-
-  * ``B = MdBrick('dynamic', MdBrick pb, scalar rho[, int numfem])``
-    Dynamic brick. This brick is not fully working.
-
-  * ``B = MdBrick('bilaplacian', MeshIm mim, MeshFem mfu[, 'Kirchhoff-Love'])``
-    Setup a bilaplacian problem.
-    
-    If the 'Kirchhoff-Love' option is specified, the Kirchhoff-Love
-    plate model is used.
-
-  * ``B = MdBrick('navier stokes', MeshIm mim, MeshFem mfu, MeshFem mfp)``
-    Setup a Navier-Stokes problem (this brick is not ready, do not use it).
-
-  * ``B = MdBrick('isotropic_linearized_plate', MeshIm mim, MeshIm mims, MeshFem mfut, MeshFem mfu3, MeshFem mftheta, scalar eps)``
-    Setup a linear plate model brick.
-    
-    For moderately thick plates, using the Reissner-Mindlin model.
-    `eps` is the plate thinkness, the MeshFem `mfut` and `mfu3` are used
-    respectively for the membrane displacement and the transverse
-    displacement of the plate. The MeshFem `mftheta` is the rotation of
-    the normal ("section rotations").
-    
-    The second integration method `mims` can be chosen equal to
-    `mim`, or different if you want to perform sub-integration on
-    the transverse shear term (mitc4 projection).
-    
-    This brick has two parameters "lambda" and "mu" (the Lame
-    coefficients)
-
-  * ``B = MdBrick('mixed_isotropic_linearized_plate', MeshIm mim, MeshFem mfut, MeshFem mfu3, MeshFem mftheta, scalar eps)``
-    Setup a mixed linear plate model brick.
-    
-    For thin plates, using Kirchhoff-Love model. For a non-mixed version,
-    use the bilaplacian brick.
-
-  * ``B = MdBrick('plate_source_term', MdBrick pb[, int bnum=-1[, int nfem]])``
-    Add a boundary or a volumic source term to a plate problem.
-    
-    This brick has two parameters: "B" is the displacement (ut and u3)
-    source term, "M" is the moment source term (i.e. the source term
-    on the rotation of the normal).
-
-  * ``B = MdBrick('plate_simple_support', MdBrick pb, int bnum, string CTYPE[, int nfem])``
-    Add a "simple support" boundary condition to a plate problem.
-    
-    Homogeneous Dirichlet condition on the displacement, free rotation.
-    `CTYPE` specifies how the constraint is enforced ('penalized',
-    'augmented' or 'eliminated').
-
-  * ``B = MdBrick('plate_clamped_support', MdBrick pb, int bnum, string CTYPE[, int nfem])``
-    Add a "clamped support" boundary condition to a plate problem.
-    
-    Homogeneous Dirichlet condition on the displacement and on the
-    rotation. `CTYPE` specifies how the constraint is enforced
-    ('penalized', 'augmented' or 'eliminated').
-
-  * ``B = MdBrick('plate_closing', MdBrick pb[, int nfem])``
-    Add a free edges condition for the mixed plate model brick.
-    
-    This brick is required when the mixed linearized plate brick is
-    used. It must be inserted after all other boundary conditions
-    (the reason is that the brick has to inspect all other boundary
-    conditions to determine the number of disconnected boundary parts
-    which are free edges). 
-
-    """
-    generic_constructor(self,'mdbrick',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('mdbrick_get',self.id, *args)
-  def __repr__(self):
-    getfem('mdbrick_get',self.id, 'display')
-    return ''
-  def set(self, *args):
-    return getfem('mdbrick_set',self.id, *args)
-  def __str__(self):
-    return self.char()
-
-  def nbdof(self):
-    """Get the total number of dof of the current problem.
-    
-    This is the sum of the brick specific dof plus the dof of the
-    parent bricks."""
-    return self.get("nbdof")
-
-
-  def dim(self):
-    """Get the dimension of the main mesh (2 for a 2D mesh, etc)."""
-    return self.get("dim")
-
-
-  def nb_constraints(self):
-    """Get the total number of dof constraints of the current problem.
-    
-    This is the sum of the brick specific dof constraints plus the
-    dof constraints of the parent bricks."""
-    return self.get("nb_constraints")
-
-
-  def is_linear(self):
-    """Return true if the problem is linear."""
-    return self.get("is_linear")
-
-
-  def is_symmetric(self):
-    """Return true if the problem is symmetric."""
-    return self.get("is_symmetric")
-
-
-  def is_coercive(self):
-    """Return true if the problem is coercive."""
-    return self.get("is_coercive")
-
-
-  def is_complex(self):
-    """Return true if the problem uses complex numbers."""
-    return self.get("is_complex")
-
-
-  def mixed_variables(self):
-    """Identify the indices of mixed variables (typically the pressure,
-    etc.) in the tangent matrix."""
-    return self.get("mixed_variables")
-
-
-  def subclass(self):
-    """Get the typename of the brick."""
-    return self.get("subclass")
-
-
-  def param_list(self):
-    """Get the list of parameters names.
-    
-    Each brick embeds a number of parameters (the Lame coefficients
-    for the linearized elasticity brick, the wave number for the
-    Helmholtz brick,...), described as a (scalar, or vector, tensor
-    etc) field on a mesh_fem. You can read/change the parameter values
-    with MdBrick.param() and MdBrick.param()."""
-    return self.get("param_list")
-
-
-  def param(self, parameter_name):
-    """Get the parameter value.
-    
-    When the parameter has been assigned a specific MeshFem, it is returned
-    as a large array (the last dimension being the MeshFem dof). When no
-    MeshFem has been assigned, the parameter is considered to be constant
-    over the mesh."""
-    return self.get("param", parameter_name)
-
-
-  def solve(self, mds, *args):
-    """Synopsis: MdBrick.solve(self,MdState mds[,...])
-
-    Run the standard getfem solver.
-    
-    Note that you should be able to use your own solver if you want
-    (it is possible to obtain the tangent matrix and its right hand
-    side with the MdState.tangent_matrix() etc.).
-    
-    Various options can be specified:
-    
-    - 'noisy' or 'very noisy'
-       the solver will display some information showing the progress
-       (residual values etc.).
-    - 'max_iter', NIT
-       set the maximum iterations numbers.
-    - 'max_res', RES
-       set the target residual value.
-    - 'lsolver', SOLVERNAME
-       select explicitely the solver used for the linear systems (the
-       default value is 'auto', which lets getfem choose itself).
-       Possible values are 'superlu', 'mumps' (if supported),
-       'cg/ildlt', 'gmres/ilu' and 'gmres/ilut'."""
-    return self.get("solve", mds, *args)
-
-
-  def von_mises(self, mds, mfvm):
-    """Compute the Von Mises stress on the MeshFem `mfvm`.
-    
-    Only available on bricks where it has a meaning: linearized
-    elasticity, plasticity, nonlinear elasticity. Note that in 2D
-    it is not the "real" Von Mises (which should take into account
-    the 'plane stress' or 'plane strain' aspect), but a pure 2D Von
-    Mises."""
-    return self.get("von_mises", mds, mfvm)
-
-
-  def tresca(self, mds, mft):
-    """Compute the Tresca stress criterion on the MeshFem `mft`.
-    
-    Only available on bricks where it has a meaning: linearized
-    elasticity, plasticity, nonlinear elasticity."""
-    return self.get("tresca", mds, mft)
-
-
-  def memsize(self):
-    """Return the amount of memory (in bytes) used by the model brick."""
-    return self.get("memsize")
-
-
-  def char(self):
-    """Output a (unique) string representation of the MdBrick.
-    
-    This can be used to perform comparisons between two
-    different MdBrick objects.
-    This function is to be completed.
-    """
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a MdBrick."""
-    return self.get("display")
-
-
-  def set_param(self, name, *args):
-    """Synopsis: MdBrick.set_param(self, string name, {MeshFem mf,V | V})
-
-    Change the value of a brick parameter.
-    
-    `name` is the name of the parameter. `V` should contain the
-    new parameter value (vector or float). If a MeshFem is given,
-    `V` should hold the field values over that MeshFem (i.e. its
-    last dimension should be MeshFem.nbdof() or 1 for
-    constant field)."""
-    return self.set("param", name, *args)
-
-
-  def penalization_epsilon(self, eps):
-    """Change the penalization coefficient of a constraint brick.
-    
-    This is only applicable to the bricks which inherit from the
-    constraint brick, such as the Dirichlet ones. And of course it
-    is not effective when the constraint is enforced via direct
-    elimination or via Lagrange multipliers. The default value of
-    `eps` is 1e-9."""
-    return self.set("penalization_epsilon", eps)
-
-
-  def constraints(self, H, R):
-    """Set the constraints imposed by a constraint brick.
-    
-    This is only applicable to the bricks which inherit from the
-    constraint brick, such as the Dirichlet ones. Imposes `H.U=R`."""
-    return self.set("constraints", H, R)
-
-
-  def constraints_rhs(self, H, R):
-    """Set the right hand side of the constraints imposed by a constraint brick.
-    
-    This is only applicable to the bricks which inherit from the
-    constraint brick, such as the Dirichlet ones."""
-    return self.set("constraints_rhs", H, R)
-
-
-#
-# GetFEM class MdState definition.
-#
-
-class MdState:
-  """GetFEM MdState object
-
-  A model state is an object which store the state data for a chain of model
-  bricks. This includes the global tangent matrix, the right hand side and
-  the constraints.
-
-  This object is now deprecated and replaced by the Model object.
-
-  There are two sorts of model states, the `real` and the `complex` models
-  states.
-
-  """
-  def __init__(self, *args):
-    """General constructor for MdState objects
-
-  * ``MDS = MdState('real')``
-    Build a model state for real unknowns.
-
-  * ``MDS = MdState('complex')``
-    Build a model state for complex unknowns.
-
-  * ``MDS = MdState(MdBrick B)``
-    Build a modelstate for the brick `B`.
-    
-    Selects the real or complex state from the complexity of `B`.
-
-    """
-    generic_constructor(self,'mdstate',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('mdstate_get',self.id, *args)
-  def __repr__(self):
-    getfem('mdstate_get',self.id, 'display')
-    return ''
-  def set(self, *args):
-    return getfem('mdstate_set',self.id, *args)
-  def __str__(self):
-    return self.char()
-
-  def is_complex(self):
-    """Return 0 is the model state is real, 1 if it is complex."""
-    return self.get("is_complex")
-
-
-  def tangent_matrix(self):
-    """Return the tangent matrix stored in the model state."""
-    return self.get("tangent_matrix")
-
-
-  def constraints_matrix(self):
-    """Return the constraints matrix stored in the model state."""
-    return self.get("constraints_matrix")
-
-
-  def reduced_tangent_matrix(self):
-    """Return the reduced tangent matrix (i.e. the tangent matrix after
-    elimination of the constraints)."""
-    return self.get("reduced_tangent_matrix")
-
-
-  def constraints_nullspace(self):
-    """Return the nullspace of the constraints matrix."""
-    return self.get("constraints_nullspace")
-
-
-  def state(self):
-    """Return the vector of unknowns, which contains the solution after MdBrick.solve()."""
-    return self.get("state")
-
-
-  def residual(self):
-    """Return the residual."""
-    return self.get("residual")
-
-
-  def reduced_residual(self):
-    """Return the residual on the reduced system."""
-    return self.get("reduced_residual")
-
-
-  def unreduce(self, U):
-    """Reinsert the constraint eliminated from the system."""
-    return self.get("unreduce", U)
-
-
-  def memsize(self):
-    """Return the amount of memory (in bytes) used by the model state."""
-    return self.get("memsize")
-
-
-  def char(self):
-    """Output a (unique) string representation of the MdState.
-    
-    This can be used to perform comparisons between two
-    different MdState objects.
-    This function is to be completed.
-    """
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a MdState."""
-    return self.get("display")
-
-
-  def compute_reduced_system(self):
-    """Compute the reduced system from the tangent matrix and constraints."""
-    return self.set("compute_reduced_system")
-
-
-  def compute_reduced_residual(self):
-    """Compute the reduced residual from the residual and constraints."""
-    return self.set("compute_reduced_residual")
-
-
-  def compute_residual(self, B):
-    """Compute the residual for the brick `B`."""
-    return self.set("compute_residual", B)
-
-
-  def compute_tangent_matrix(self, B):
-    """Update the tangent matrix from the brick `B`."""
-    return self.set("compute_tangent_matrix", B)
-
-
-  def set_state(self, U):
-    """Update the internal state with the vector `U`."""
-    return self.set("state", U)
-
-
-  def clear(self):
-    """Clear the model state."""
-    return self.set("clear")
-
-
-#
-# GetFEM class Mesh definition.
-#
-
-class Mesh:
-  """GetFEM Mesh object
-
-  This object is able to store any element in any dimension even if you mix
-  elements with different dimensions.
-
-  
-
-  """
-  def __init__(self, *args):
-    """General constructor for Mesh objects
-
-  * ``M = Mesh('empty', int dim)``
-    Create a new empty mesh.
-
-  * ``M = Mesh('cartesian', vec X[, vec Y[, vec Z,..]])``
-    Build quickly a regular mesh of quadrangles, cubes, etc.
-
-  * ``M = Mesh('cartesian Q1', vec X, vec Y[, vec Z,..])``
-    Build quickly a regular mesh of quadrangles, cubes, etc. with
-    Q1 elements.
-
-  * ``M = Mesh('triangles grid', vec X, vec Y)``
-    Build quickly a regular mesh of triangles.
-    
-    This is a very limited and somehow deprecated function (See also
-    ``Mesh('ptND')``, ``Mesh('regular simplices')`` and
-    ``Mesh('cartesian')``).
-
-  * ``M = Mesh('regular simplices', vec X[, vec Y[, vec Z,...]]['degree', int k]['noised'])``
-    Mesh a n-dimensionnal parallelepipeded with simplices (triangles,
-    tetrahedrons etc) .
-    
-    The optional degree may be used to build meshes with non linear
-    geometric transformations.
-
-  * ``M = Mesh('curved', Mesh m, vec F)``
-    Build a curved (n+1)-dimensions mesh from a n-dimensions mesh `m`.
-    
-    The points of the new mesh have one additional coordinate, given by
-    the vector `F`. This can be used to obtain meshes for shells. `m` may
-    be a MeshFem object, in that case its linked mesh will be used.
-
-  * ``M = Mesh('prismatic', Mesh m, int nl)``
-    Extrude a prismatic Mesh `M` from a Mesh `m`.
-    
-    In the additional dimension there are `nl` layers of elements built
-    from ``0`` to ``1``.
-
-  * ``M = Mesh('pt2D', mat P, imat T[, int n])``
-    Build a mesh from a 2D triangulation.
-    
-    Each column of `P` contains a point coordinate, and each column of `T`
-    contains the point indices of a triangle. `n` is optional and is a
-    zone number. If `n` is specified then only the zone number `n` is
-    converted (in that case, `T` is expected to have 4 rows, the fourth
-    containing these zone numbers).
-    
-    
-
-  * ``M = Mesh('ptND', mat P, imat T)``
-    Build a mesh from a n-dimensional "triangulation".
-    
-    Similar function to 'pt2D', for building simplexes meshes from a
-    triangulation given in `T`, and a list of points given in `P`. The
-    dimension of the mesh will be the number of rows of `P`, and the
-    dimension of the simplexes will be the number of rows of `T`.
-
-  * ``M = Mesh('load', string filename)``
-    Load a mesh from a getfem++ ascii mesh file.
-    
-    See also ``Mesh.save(string filename)``.
-
-  * ``M = Mesh('from string', string s)``
-    Load a mesh from a string description.
-    
-    For example, a string returned by ``Mesh.char()``.
-
-  * ``M = Mesh('import', string format, string filename)``
-    Import a mesh.
-    
-    `format` may be:
-    
-    - 'gmsh' for a mesh created with `Gmsh`
-    - 'gid' for a mesh created with `GiD`
-    - 'am_fmt' for a mesh created with `EMC2`
-
-  * ``M = Mesh('clone', Mesh m2)``
-    Create a copy of a mesh.
-
-  * ``M = Mesh('generate', MesherObject mo, scalar h[, int K = 1[, mat vertices]])``
-    Call the (very) experimental mesher of Getfem on the geometry
-    represented by `mo`. please control the conformity of the produced mesh.
-    You can add the mesher by adding a priori vertices in the array
-    `vertices` which should be of size ``n x m`` where ``n`` n is the
-    dimension of the mesh and ``m`` the number of points. `h` is
-    approximate diameter of the elements. `K` is the degree of the
-    mesh ( > 1 for curved boundaries).  The mesher try to optimize the
-    quality of the elements. This operation may be time consuming.
-    Note that if the mesh generation fails, because of some random
-    procedure used, it will not give necessarily the same result due
-    to random procedures used.
-    The messages send to the console by the mesh generation can be
-    desactivated using `gf_util('trace level', 2)`. More information
-    can be obtained by `gf_util('trace level', 4)`.
-    
-
-    """
-    generic_constructor(self,'mesh',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('mesh_get',self.id, *args)
-  def __repr__(self):
-    getfem('mesh_get',self.id, 'display')
-    return ''
-  def set(self, *args):
-    return getfem('mesh_set',self.id, *args)
-  def __str__(self):
-    return self.char()
-
-  def dim(self):
-    """Get the dimension of the mesh (2 for a 2D mesh, etc)."""
-    return self.get("dim")
-
-
-  def nbpts(self):
-    """Get the number of points of the mesh."""
-    return self.get("nbpts")
-
-
-  def nbcvs(self):
-    """Get the number of convexes of the mesh."""
-    return self.get("nbcvs")
-
-
-  def pts(self, PIDs=None):
-    """Return the list of point coordinates of the mesh.
-    
-    Each column of the returned matrix contains the coordinates of one
-    point. If the optional argument `PIDs` was given, only the points
-    whose #id is listed in this vector are returned. Otherwise, the
-    returned matrix will have Mesh.max_pid() columns, which might
-    be greater than Mesh.nbpts() (if some points of the mesh have
-    been destroyed and no call to Mesh.optimize_structure() have
-    been issued). The columns corresponding to deleted points will be
-    filled with NaN. You can use Mesh.pid() to filter such invalid
-    points."""
-    return self.get("pts", PIDs)
-
-
-  def pid(self):
-    """Return the list of points #id of the mesh.
-    
-    Note that their numbering is not supposed to be contiguous from
-    0 to Mesh.nbpts()-1,
-    especially if some points have been removed from the mesh. You
-    can use Mesh.optimize_structure() to enforce a contiguous
-    numbering."""
-    return self.get("pid")
-
-
-  def pid_in_faces(self, CVFIDs):
-    """Search point #id listed in `CVFIDs`.
-    
-    `CVFIDs` is a two-rows matrix, the first row lists convex #ids,
-    and the second lists face numbers. On return, `PIDs` is a
-    vector containing points #id."""
-    return self.get("pid_in_faces", CVFIDs)
-
-
-  def pid_in_cvids(self, CVIDs):
-    """Search point #id listed in `CVIDs`.
-    
-    `PIDs` is a vector containing points #id."""
-    return self.get("pid_in_cvids", CVIDs)
-
-
-  def pid_in_regions(self, RIDs):
-    """Search point #id listed in `RIDs`.
-    
-    `PIDs` is a vector containing points #id."""
-    return self.get("pid_in_regions", RIDs)
-
-
-  def pid_from_coords(self, PTS, radius=0):
-    """Search point #id whose coordinates are listed in `PTS`.
-    
-    `PTS` is an array containing a list of point coordinates. On
-    return, `PIDs` is a vector containing points
-    #id for each point found in `eps` range, and -1 for those
-    which where not found in the mesh."""
-    return self.get("pid_from_coords", PTS, radius)
-
-
-  def pid_from_cvid(self, CVIDs=None):
-    """Return the points attached to each convex of the mesh.
-    
-    If `CVIDs` is omitted, all the convexes will be considered
-    (equivalent to `CVIDs = Mesh.max_cvid()`). `IDx` is a
-    vector, length(IDx) = length(CVIDs)+1. `Pid` is a
-    vector containing the concatenated list of #id of
-    points of each convex in `CVIDs`. Each entry of `IDx` is the
-    position of the corresponding convex point list in `Pid`. Hence,
-    for example, the list of #id of points of the second convex is
-    Pid[IDx(2):IDx(3)].
-    
-    If `CVIDs` contains convex #id which do not exist in the mesh,
-    their point list will be empty."""
-    return self.get("pid_from_cvid", CVIDs)
-
-
-  def pts_from_cvid(self, CVIDs=None):
-    """Search point listed in `CVID`.
-    
-    If `CVIDs` is omitted, all the convexes will be considered
-    (equivalent to `CVIDs = Mesh.max_cvid()`). `IDx` is a
-    vector, length(IDx) = length(CVIDs)+1. `Pts` is a
-    vector containing the concatenated list of points
-    of each convex in `CVIDs`. Each entry of `IDx` is the position
-    of the corresponding convex point list in `Pts`. Hence, for
-    example, the list of points of the second convex is
-    Pts[:,IDx[2]:IDx[3]].
-    
-    If `CVIDs` contains convex #id which do not exist in the mesh,
-    their point list will be empty."""
-    return self.get("pts_from_cvid", CVIDs)
-
-
-  def cvid(self):
-    """Return the list of all convex #id.
-    
-    Note that their numbering is not supposed to be contiguous from
-    0 to Mesh.nbcvs()-1,
-    especially if some points have been removed from the mesh. You
-    can use Mesh.optimize_structure() to enforce a contiguous
-    numbering."""
-    return self.get("cvid")
-
-
-  def max_pid(self):
-    """Return the maximum #id of all points in the mesh (see 'max cvid')."""
-    return self.get("max_pid")
-
-
-  def max_cvid(self):
-    """Return the maximum #id of all convexes in the mesh (see 'max pid')."""
-    return self.get("max_cvid")
-
-
-  def edges(self, CVLST=None, *args):
-    """Synopsis: [E,C] = Mesh.edges(self [, CVLST][, 'merge'])
-
-    [OBSOLETE FUNCTION! will be removed in a future release]
-    
-    Return the list of edges of mesh M for the convexes listed in the
-    row vector CVLST. E is a 2 x nb_edges matrix containing point
-    indices. If CVLST is omitted, then the edges of all convexes are
-    returned. If CVLST has two rows then the first row is supposed to
-    contain convex numbers, and the second face numbers, of which the
-    edges will be returned.  If 'merge' is indicated, all common
-    edges of convexes are merged in a single edge.  If the optional
-    output argument C is specified, it will contain the convex number
-    associated with each edge."""
-    return self.get("edges", CVLST, *args)
-
-
-  def curved_edges(self, N, CVLST=None):
-    """[OBSOLETE FUNCTION! will be removed in a future release]
-    
-    More sophisticated version of Mesh.edges() designed for
-    curved elements. This one will return N (N>=2) points of the
-    (curved) edges. With N==2, this is equivalent to
-    Mesh.edges(). Since the points are no more always part of
-    the mesh, their coordinates are returned instead of points
-    number, in the array E which is a [ mesh_dim x 2 x nb_edges ]
-    array.  If the optional output argument C is specified, it will
-    contain the convex number associated with each edge."""
-    return self.get("curved_edges", N, CVLST)
-
-
-  def orphaned_pid(self):
-    """Search point #id which are not linked to a convex."""
-    return self.get("orphaned_pid")
-
-
-  def cvid_from_pid(self, PIDs, share=False):
-    """Search convex #ids related with the point #ids given in `PIDs`.
-    
-    If `share=False`, search convex whose vertex #ids are in `PIDs`.
-    If `share=True`, search convex #ids that share the point #ids
-    given in `PIDs`. `CVIDs` is a  vector (possibly
-    empty)."""
-    return self.get("cvid_from_pid", PIDs, share)
-
-
-  def faces_from_pid(self, PIDs):
-    """Return the convex faces whose vertex #ids are in `PIDs`.
-    
-    `CVFIDs` is a two-rows matrix, the first row lists convex #ids,
-    and the second lists face numbers (local number in the convex).
-    For a convex face to be returned, EACH of its points have to be
-    listed in `PIDs`."""
-    return self.get("faces_from_pid", PIDs)
-
-
-  def outer_faces(self, CVIDs=None):
-    """Return the faces which are not shared by two convexes.
-    
-    `CVFIDs` is a two-rows matrix, the first row lists convex #ids,
-    and the second lists face numbers (local number in the convex).
-    If `CVIDs` is not given, all convexes are considered, and it
-    basically returns the mesh boundary. If `CVIDs` is given, it
-    returns the boundary of the convex set whose #ids are listed
-    in `CVIDs`."""
-    return self.get("outer_faces", CVIDs)
-
-
-  def faces_from_cvid(self, CVIDs=None, *args):
-    """Synopsis: CVFIDs = Mesh.faces_from_cvid(self[, ivec CVIDs][, 'merge'])
-
-    Return a list of convexes faces from a list of convex #id.
-    
-    `CVFIDs` is a two-rows matrix, the first row lists convex #ids,
-    and the second lists face numbers (local number in the convex).
-    If `CVIDs` is not given, all convexes are considered. The optional
-    argument 'merge' merges faces shared by the convex of `CVIDs`."""
-    return self.get("faces_from_cvid", CVIDs, *args)
-
-
-  def triangulated_surface(self, Nrefine, CVLIST=None):
-    """[DEPRECATED FUNCTION! will be removed in a future release]
-    
-    Similar function to Mesh.curved_edges() : split (if
-    necessary, i.e. if the geometric transformation if non-linear)
-    each face into sub-triangles and return their coordinates in T
-    (see also gf_compute('eval on P1 tri mesh'))"""
-    return self.get("triangulated_surface", Nrefine, CVLIST)
-
-
-  def normal_of_face(self, cv, f, nfpt=None):
-    """Evaluates the normal of convex `cv`, face `f` at the `nfpt` point of the face.
-    
-    If `nfpt` is not specified, then the normal is evaluated at each
-    geometrical node of the face."""
-    return self.get("normal_of_face", cv, f, nfpt)
-
-
-  def normal_of_faces(self, CVFIDs):
-    """Evaluates (at face centers) the normals of convexes.
-    
-    `CVFIDs` is supposed a two-rows matrix, the first row lists convex
-    #ids, and the second lists face numbers (local number in the convex)."""
-    return self.get("normal_of_faces", CVFIDs)
-
-
-  def quality(self, CVIDs=None):
-    """Return an estimation of the quality of each convex (:math:`0 \\leq Q \\leq 1`)."""
-    return self.get("quality", CVIDs)
-
-
-  def convex_area(self, CVIDs=None):
-    """Return an estimate of the area of each convex."""
-    return self.get("convex_area", CVIDs)
-
-
-  def convex_radius(self, CVIDs=None):
-    """Return an estimate of the radius of each convex."""
-    return self.get("convex_radius", CVIDs)
-
-
-  def cvstruct(self, CVIDs=None):
-    """Return an array of the convex structures.
-    
-    If `CVIDs` is not given, all convexes are considered. Each convex
-    structure is listed once in `S`, and `CV2S` maps the convexes
-    indice in `CVIDs` to the indice of its structure in `S`."""
-    return self.get("cvstruct", CVIDs)
-
-
-  def geotrans(self, CVIDs=None):
-    """Returns an array of the geometric transformations.
-    
-    See also Mesh.cvstruct()."""
-    return self.get("geotrans", CVIDs)
-
-
-  def boundaries(self):
-    """DEPRECATED FUNCTION. Use 'regions' instead."""
-    return self.get("boundaries")
-
-
-  def regions(self):
-    """Return the list of valid regions stored in the mesh."""
-    return self.get("regions")
-
-
-  def boundary(self):
-    """DEPRECATED FUNCTION. Use 'region' instead."""
-    return self.get("boundary")
-
-
-  def region(self, RIDs):
-    """Return the list of convexes/faces on the regions `RIDs`.
-    
-    `CVFIDs` is a two-rows matrix, the first row lists convex #ids,
-    and the second lists face numbers (local number in the convex).
-    (and -1 when the whole convex is in the
-    regions)."""
-    return self.get("region", RIDs)
-
-
-  def save(self, filename):
-    """Save the mesh object to an ascii file.
-    
-    This mesh can be restored with Mesh('load', filename)."""
-    return self.get("save", filename)
-
-
-  def char(self):
-    """Output a string description of the mesh."""
-    return self.get("char")
-
-
-  def export_to_vtk(self, filename, *args):
-    """Synopsis: Mesh.export_to_vtk(self, string filename, ... [,'ascii'][,'quality'])
-
-    Exports a mesh to a VTK file .
-    
-    If 'quality' is specified, an estimation of the quality of each
-    convex will be written to the file.
-    
-    See also MeshFem.export_to_vtk(), Slice.export_to_vtk()."""
-    return self.get("export_to_vtk", filename, *args)
-
-
-  def export_to_dx(self, filename, *args):
-    """Synopsis: Mesh.export_to_dx(self, string filename, ... [,'ascii'][,'append'][,'as',string name,[,'serie',string serie_name]][,'edges'])
-
-    Exports a mesh to an OpenDX file.
-    
-    See also MeshFem.export_to_dx(), Slice.export_to_dx()."""
-    return self.get("export_to_dx", filename, *args)
-
-
-  def export_to_pos(self, filename, name=None):
-    """Exports a mesh to a POS file .
-    
-    See also MeshFem.export_to_pos(), Slice.export_to_pos()."""
-    return self.get("export_to_pos", filename, name)
-
-
-  def memsize(self):
-    """Return the amount of memory (in bytes) used by the mesh."""
-    return self.get("memsize")
-
-
-  def display(self):
-    """displays a short summary for a Mesh object."""
-    return self.get("display")
-
-
-  def set_pts(self, PTS):
-    """Replace the coordinates of the mesh points with those given in `PTS`."""
-    return self.set("pts", PTS)
-
-
-  def add_point(self, PTS):
-    """Insert new points in the mesh and return their #ids.
-    
-    `PTS` should be an ``nxm`` matrix , where ``n`` is the mesh
-    dimension, and ``m`` is the number of points that will be
-    added to the mesh. On output, `PIDs` contains the point #ids
-    of these new points.
-    
-    Remark: if some points are already part of the mesh (with a small
-    tolerance of approximately ``1e-8``), they won't be inserted again,
-    and `PIDs` will contain the previously assigned #ids of these
-    points."""
-    return self.set("add_point", PTS)
-
-
-  def del_point(self, PIDs):
-    """Removes one or more points from the mesh.
-    
-    `PIDs` should contain the point #ids, such as the one returned by
-    the 'add point' command."""
-    return self.set("del_point", PIDs)
-
-
-  def add_convex(self, GT, PTS):
-    """Add a new convex into the mesh.
-    
-    The convex structure (triangle, prism,...) is given by `GT`
-    (obtained with GeoTrans('...')), and its points are given by
-    the columns of `PTS`. On return, `CVIDs` contains the convex #ids.
-    `PTS` might be a 3-dimensional array in order to insert more than
-    one convex (or a two dimensional array correctly shaped according
-    to Fortran ordering)."""
-    return self.set("add_convex", GT, PTS)
-
-
-  def del_convex(self, CVIDs):
-    """Remove one or more convexes from the mesh.
-    
-    `CVIDs` should contain the convexes #ids, such as the ones
-    returned by the 'add convex' command."""
-    return self.set("del_convex", CVIDs)
-
-
-  def del_convex_of_dim(self, DIMs):
-    """Remove all convexes of dimension listed in `DIMs`.
-    
-    For example; ``Mesh.del_convex_of_dim([1,2])`` remove
-    all line segments, triangles and quadrangles."""
-    return self.set("del_convex_of_dim", DIMs)
-
-
-  def translate(self, V):
-    """Translates each point of the mesh from `V`."""
-    return self.set("translate", V)
-
-
-  def transform(self, T):
-    """Applies the matrix `T` to each point of the mesh.
-    
-    Note that `T` is not required to be a ``NxN`` matrix (with
-    ``N = Mesh.dim()``). Hence it is possible to transform
-    a 2D mesh into a 3D one (and reciprocally)."""
-    return self.set("transform", T)
-
-
-  def set_boundary(self, rnum, CVFIDs):
-    """DEPRECATED FUNCTION. Use 'region' instead."""
-    return self.set("boundary", rnum, CVFIDs)
-
-
-  def set_region(self, rnum, CVFIDs):
-    """Assigns the region number `rnum` to the convex faces (or convexes)
-    stored in each column of the matrix `CVFIDs`.
-    
-    The first row of `CVFIDs` contains a convex #ids, and the second row
-    contains a face number in the convex (or ``-1``
-    for the whole convex (regions are usually used to store a list of
-    convex faces, but you may also use them to store a list of convexes).
-    
-    If a vector is provided (or a one row matrix) the region will represent
-    the corresponding set of convex."""
-    return self.set("region", rnum, CVFIDs)
-
-
-  def region_intersect(self, r1, r2):
-    """Replace the region number `r1` with its intersection with region number `r2`."""
-    return self.set("region_intersect", r1, r2)
-
-
-  def region_merge(self, r1, r2):
-    """Merge region number `r2` into region number `r1`."""
-    return self.set("region_merge", r1, r2)
-
-
-  def region_substract(self, r1, r2):
-    """Replace the region number `r1` with its difference with region
-    number `r2`."""
-    return self.set("region_substract", r1, r2)
-
-
-  def delete_boundary(self, rnum, CVFIDs):
-    """DEPRECATED FUNCTION. Use 'delete region' instead."""
-    return self.set("delete_boundary", rnum, CVFIDs)
-
-
-  def delete_region(self, RIDs):
-    """Remove the regions whose #ids are listed in `RIDs`"""
-    return self.set("delete_region", RIDs)
-
-
-  def merge(self, m2):
-    """Merge with the Mesh `m2`.
-    
-    Overlapping points won't be duplicated. If `m2` is a MeshFem object,
-    its linked mesh will be used."""
-    return self.set("merge", m2)
-
-
-  def optimize_structure(self):
-    """Reset point and convex numbering.
-    
-    After optimisation, the points (resp. convexes) will
-    be consecutively numbered from ``0`` to
-    ``Mesh.max_pid()-1`` (resp. ``Mesh.max_cvid()-1``)."""
-    return self.set("optimize_structure")
-
-
-  def refine(self, CVIDs=None):
-    """Use a Bank strategy for mesh refinement.
-    
-    If `CVIDs` is not given, the whole mesh is refined. Note
-    that the regions, and the finite element methods and
-    integration methods of the MeshFem and MeshIm objects linked
-    to this mesh will be automagically refined."""
-    return self.set("refine", CVIDs)
-
-
-#
-# GetFEM class MeshFem definition.
-#
-
-class MeshFem:
-  """GetFEM MeshFem object
-
-  This object represents a finite element method defined on a whole mesh.
-
-  """
-  def __init__(self, *args):
-    """General constructor for MeshFem objects
-
-  * ``MF = MeshFem('load', string fname[, Mesh m])``
-    Load a MeshFem from a file.
-    
-    If the mesh `m` is not supplied (this kind of file does not store the
-    mesh), then it is read from the file `fname` and its descriptor is
-    returned as the second output argument.
-
-  * ``MF = MeshFem('from string', string s[, Mesh m])``
-    Create a MeshFem object from its string description.
-    
-    See also ``MeshFem.char()``
-
-  * ``MF = MeshFem('clone', MeshFem mf)``
-    Create a copy of a MeshFem.
-
-  * ``MF = MeshFem('sum', MeshFem mf1, MeshFem mf2[, MeshFem mf3[, ...]])``
-    Create a MeshFem that combines two (or more) MeshFem's.
-    
-    All MeshFem must share the same mesh (see
-    ``Fem('interpolated_fem')`` to map a MeshFem onto another).
-    
-    After that, you should not modify the FEM of `mf1`, `mf2` etc.
-
-  * ``MF = MeshFem('levelset', MeshLevelSet mls, MeshFem mf)``
-    Create a MeshFem that is conformal to implicit surfaces defined in
-    MeshLevelSet.
-
-  * ``MF = MeshFem('global function', Mesh m, LevelSet ls, (GlobalFunction GF1,...)[, int Qdim_m])``
-    Create a MeshFem whose base functions are global function given by the
-    user in the system of coordinate defined by the iso-values of the two
-    level-set function of `ls`. 
-
-  * ``MF = MeshFem('partial', MeshFem mf, ivec DOFs[, ivec RCVs])``
-    Build a restricted MeshFem by keeping only a subset of the degrees of
-    freedom of `mf`.
-    
-    If `RCVs` is given, no FEM will be put on the convexes listed in
-    `RCVs`.
-
-  * ``MF = MeshFem(Mesh m[, int Qdim_m=1[, int Qdim_n=1]])``
-    Build a new MeshFem object.
-    
-    `Qdim_m` and `Qdim_n` parameters are optionals. Returns the handle of
-    the created object. 
-
-    """
-    generic_constructor(self,'mesh_fem',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('mesh_fem_get',self.id, *args)
-  def __repr__(self):
-    getfem('mesh_fem_get',self.id, 'display')
-    return ''
-  def set(self, *args):
-    return getfem('mesh_fem_set',self.id, *args)
-  def __str__(self):
-    return self.char()
-
-  def nbdof(self):
-    """Return the number of degrees of freedom (dof) of the MeshFem."""
-    return self.get("nbdof")
-
-
-  def nb_basic_dof(self):
-    """Return the number of basic degrees of freedom (dof) of the MeshFem."""
-    return self.get("nb_basic_dof")
-
-
-  def dof_from_cv(self, CVids):
-    """Deprecated function. Use MeshFem.basic_dof_from_cv() instead."""
-    return self.get("dof_from_cv", CVids)
-
-
-  def basic_dof_from_cv(self, CVids):
-    """Return the dof of the convexes listed in `CVids`.
-    
-    WARNING: the Degree of Freedom might be returned in ANY order, do
-    not use this function in your assembly routines. Use 'basic dof from cvid'
-    instead, if you want to be able to map a convex number with its
-    associated degrees of freedom.
-    
-    One can also get the list of basic dof on a set on convex faces, by
-    indicating on the second row of `CVids` the faces numbers (with
-    respect to the convex number on the first row)."""
-    return self.get("basic_dof_from_cv", CVids)
-
-
-  def dof_from_cvid(self, CVids=None):
-    """Deprecated function. Use MeshFem.basic_dof_from_cvid() instead."""
-    return self.get("dof_from_cvid", CVids)
-
-
-  def basic_dof_from_cvid(self, CVids=None):
-    """Return the degrees of freedom attached to each convex of the mesh.
-    
-    If `CVids` is omitted, all the convexes will be considered (equivalent
-    to `CVids = 1 ... Mesh.max_cvid()`).
-    
-    `IDx` is a vector, `length(IDx) = length(CVids)+1`.
-    `DOFs` is a vector containing the concatenated list
-    of dof of each convex in `CVids`. Each entry of `IDx` is the position
-    of the corresponding convex point list in `DOFs`. Hence, for example,
-    the list of points of the second convex is DOFs[IDx(2):IDx(3)].
-    
-    If `CVids` contains convex #id which do not exist in the mesh, their
-    point list will be empty."""
-    return self.get("basic_dof_from_cvid", CVids)
-
-
-  def non_conformal_dof(self, CVids=None):
-    """Deprecated function. Use MeshFem.non_conformal_basic_dof() instead."""
-    return self.get("non_conformal_dof", CVids)
-
-
-  def non_conformal_basic_dof(self, CVids=None):
-    """Return partially linked degrees of freedom.
-    
-    Return the basic dof located on the border of a convex and which belong
-    to only one convex, except the ones which are located on the border
-    of the mesh.  For example, if the convex 'a' and 'b' share a common
-    face, 'a' has a P1 FEM, and 'b' has a P2 FEM, then the basic dof on the
-    middle of the face will be returned by this function (this can be
-    useful when searching the interfaces between classical FEM and
-    hierarchical FEM)."""
-    return self.get("non_conformal_basic_dof", CVids)
-
-
-  def qdim(self):
-    """Return the dimension Q of the field interpolated by the MeshFem.
-    
-    By default, Q=1 (scalar field). This has an impact on the dof numbering."""
-    return self.get("qdim")
-
-
-  def fem(self, CVids=None):
-    """Return a list of FEM used by the MeshFem.
-    
-    `FEMs` is an array of all Fem objects found in the convexes
-    given in `CVids`. If `CV2F` was supplied as an output argument,
-    it contains, for each convex listed in `CVids`, the index of its
-    correspounding FEM in `FEMs`.
-    
-    Convexes which are not part of the mesh, or convexes which do not
-    have any FEM have their correspounding entry in `CV2F` set to -1.
-    
-    """
-    return self.get("fem", CVids)
-
-
-  def convex_index(self):
-    """Return the list of convexes who have a FEM."""
-    return self.get("convex_index")
-
-
-  def is_lagrangian(self, CVids=None):
-    """Test if the MeshFem is Lagrangian.
-    
-    Lagrangian means that each base function Phi[i] is such that
-    Phi[i](P[j]) = delta(i,j), where P[j] is the dof location of
-    the jth base function, and delta(i,j) = 1 if i==j, else 0.
-    
-    If `CVids` is omitted, it returns 1 if all convexes in the mesh
-    are Lagrangian. If `CVids` is used, it returns the convex indices
-    (with respect to `CVids`) which are Lagrangian."""
-    return self.get("is_lagrangian", CVids)
-
-
-  def is_equivalent(self, CVids=None):
-    """Test if the MeshFem is equivalent.
-    
-    See MeshFem.is_lagrangian()"""
-    return self.get("is_equivalent", CVids)
-
-
-  def is_polynomial(self, CVids=None):
-    """Test if all base functions are polynomials.
-    
-    See MeshFem.is_lagrangian()"""
-    return self.get("is_polynomial", CVids)
-
-
-  def is_reduced(self):
-    """Return 1 if the optional reduction matrix is applied to the dofs."""
-    return self.get("is_reduced")
-
-
-  def reduction_matrix(self):
-    """Return the optional reduction matrix."""
-    return self.get("reduction_matrix")
-
-
-  def extension_matrix(self):
-    """Return the optional extension matrix."""
-    return self.get("extension_matrix")
-
-
-  def basic_dof_on_region(self, Rs):
-    """Return the list of basic dof (before the optional reduction) lying on one
-    of the mesh regions listed in `Rs`.
-    
-    More precisely, this function returns the basic dof whose support is
-    non-null on one of regions whose #ids are listed in `Rs` (note
-    that for boundary regions, some dof nodes may not lie exactly
-    on the boundary, for example the dof of Pk(n,0) lies on the center
-    of the convex, but the base function in not null on the convex
-    border)."""
-    return self.get("basic_dof_on_region", Rs)
-
-
-  def dof_on_region(self, Rs):
-    """Return the list of dof (after the optional reduction) lying on one
-    of the mesh regions listed in `Rs`.
-    
-    More precisely, this function returns the basic dof whose support is
-    non-null on one of regions whose #ids are listed in `Rs` (note
-    that for boundary regions, some dof nodes may not lie exactly
-    on the boundary, for example the dof of Pk(n,0) lies on the center
-    of the convex, but the base function in not null on the convex
-    border).
-    
-    For a reduced mesh_fem
-    a dof is lying on a region if its potential corresponding shape
-    function is nonzero on this region. The extension matrix is used
-    to make the correspondance between basic and reduced dofs."""
-    return self.get("dof_on_region", Rs)
-
-
-  def dof_nodes(self, DOFids=None):
-    """Deprecated function. Use MeshFem.basic_dof_nodes() instead."""
-    return self.get("dof_nodes", DOFids)
-
-
-  def basic_dof_nodes(self, DOFids=None):
-    """Get location of basic degrees of freedom.
-    
-    Return the list of interpolation points for the specified
-    dof #IDs in `DOFids` (if `DOFids` is omitted, all basic dof are
-    considered)."""
-    return self.get("basic_dof_nodes", DOFids)
-
-
-  def dof_partition(self):
-    """Get the 'dof_partition' array.
-    
-    Return the array which associates an integer (the partition number)
-    to each convex of the MeshFem. By default, it is an all-zero array.
-    The degrees of freedom of each convex of the MeshFem are connected
-    only to the dof of neighbouring convexes which have the same
-    partition number, hence it is possible to create partially
-    discontinuous MeshFem very easily."""
-    return self.get("dof_partition")
-
-
-  def save(self, filename, opt=None):
-    """Save a MeshFem in a text file (and optionaly its linked mesh object
-    if `opt` is the string 'with_mesh')."""
-    return self.get("save", filename, opt)
-
-
-  def char(self, opt=None):
-    """Output a string description of the MeshFem.
-    
-    By default, it does not include the description of the linked mesh
-    object, except if `opt` is 'with_mesh'."""
-    return self.get("char", opt)
-
-
-  def display(self):
-    """displays a short summary for a MeshFem object."""
-    return self.get("display")
-
-
-  def linked_mesh(self):
-    """Return a reference to the Mesh object linked to `mf`."""
-    return self.get("linked_mesh")
-
-
-  def mesh(self):
-    """Return a reference to the Mesh object linked to `mf`.
-    (identical to Mesh.linked_mesh())"""
-    return self.get("mesh")
-
-
-  def export_to_vtk(self, filename, *args):
-    """Synopsis: MeshFem.export_to_vtk(self,string filename, ... ['ascii'], U, 'name'...)
-
-    Export a MeshFem and some fields to a vtk file.
-    
-    The FEM and geometric transformations will be mapped to order 1
-    or 2 isoparametric Pk (or Qk) FEMs (as VTK does not handle higher
-    order elements). If you need to represent high-order FEMs or
-    high-order geometric transformations, you should consider
-    Slice.export_to_vtk()."""
-    return self.get("export_to_vtk", filename, *args)
-
-
-  def export_to_dx(self, filename, *args):
-    """Synopsis: MeshFem.export_to_dx(self,string filename, ...['as', string mesh_name][,'edges']['serie',string serie_name][,'ascii'][,'append'], U, 'name'...)
-
-    Export a MeshFem and some fields to an OpenDX file.
-    
-    This function will fail if the MeshFem mixes different convex types
-    (i.e. quads and triangles), or if OpenDX does not handle a specific
-    element type (i.e. prism connections are not known by OpenDX).
-    
-    The FEM will be mapped to order 1 Pk (or Qk) FEMs. If you need to
-    represent high-order FEMs or high-order geometric transformations,
-    you should consider Slice.export_to_dx()."""
-    return self.get("export_to_dx", filename, *args)
-
-
-  def export_to_pos(self, filename, name=None, *args):
-    """Synopsis: MeshFem.export_to_pos(self,string filename[, string name][[,MeshFem mf1], mat U1, string nameU1[[,MeshFem mf2], mat U2, string nameU2,...]])
-
-    Export a MeshFem and some fields to a pos file.
-    
-    The FEM and geometric transformations will be mapped to order 1
-    isoparametric Pk (or Qk) FEMs (as GMSH does not handle higher
-    order elements)."""
-    return self.get("export_to_pos", filename, name, *args)
-
-
-  def dof_from_im(self, mim, p=None):
-    """Return a selection of dof who contribute significantly to the
-    mass-matrix that would be computed with `mf` and the integration
-    method `mim`.
-    
-    `p` represents the dimension on what the integration method
-    operates (default `p = mesh dimension`).
-    
-    IMPORTANT: you still have to set a valid integration method on
-    the convexes which are not crosses by the levelset!"""
-    return self.get("dof_from_im", mim, p)
-
-
-  def interpolate_convex_data(self, Ucv):
-    """Interpolate data given on each convex of the mesh to the MeshFem dof.
-    The MeshFem has to be lagrangian, and should be discontinuous (typically
-    a FEM_PK(N,0) or FEM_QK(N,0) should be used).
-    
-    The last dimension of the input vector Ucv should have
-    Mesh.max_cvid() elements.
-    
-    Example of use: MeshFem.interpolate_convex_data(Mesh.quality())"""
-    return self.get("interpolate_convex_data", Ucv)
-
-
-  def memsize(self):
-    """Return the amount of memory (in bytes) used by the mesh_fem object.
-    
-    The result does not take into account the linked mesh object."""
-    return self.get("memsize")
-
-
-  def has_linked_mesh_levelset(self):
-    """Is a mesh_fem_level_set or not."""
-    return self.get("has_linked_mesh_levelset")
-
-
-  def linked_mesh_levelset(self):
-    """if it is a mesh_fem_level_set gives the linked mesh_level_set."""
-    return self.get("linked_mesh_levelset")
-
-
-  def eval(self, expression, gl={}, lo={}):
-    """interpolate an expression on the (lagrangian) MeshFem.
-
-    Examples::
-
-      mf.eval('x*y') # interpolates the function 'x*y'
-      mf.eval('[x,y]') # interpolates the vector field '[x,y]'
-
-      import numpy as np
-      mf.eval('np.sin(x)',globals(),locals()) # interpolates the function sin(x)
-    """
-    P = self.basic_dof_nodes()
-    nbd = P.shape[1]
-
-    if not self.is_lagrangian:
-      raise RuntimeError('cannot eval on a non-Lagragian MeshFem')
-    if self.qdim() != 1:
-      Ind = numpy.arange(0,nbd,self.qdim()) # = sdof
-      P   = P[:,Ind]
-      nbd = P.shape[1] # = nb_sdof
-    vars = ('x','y','z','u','v','w')
-    nbvars = min(P.shape[0],len(vars))
-    for i in xrange(0,nbvars):
-      gl[vars[i]] = P[i,0]
-      lo[vars[i]] = P[i,0]
-    r = numpy.array(eval(expression,gl,lo))
-    Z = numpy.zeros(r.shape + (nbd,), r.dtype)
-    for j in xrange(0,nbd):
-      for i in xrange(0,nbvars):
-        gl[vars[i]] = P[i,j]
-        lo[vars[i]] = P[i,j]
-      Z[...,j] = eval(expression,gl,lo)
-    return Z
-  
-
-  def set_fem(self, f, CVids=None):
-    """Set the Finite Element Method.
-    
-    Assign a FEM `f` to all convexes whose #ids are listed in `CVids`.
-    If `CVids` is not given, the integration is assigned to all convexes.
-    
-    See the help of Fem to obtain a list of available FEM methods."""
-    return self.set("fem", f, CVids)
-
-
-  def set_classical_fem(self, k, CVids=None):
-    """Assign a classical (Lagrange polynomial) fem of order `k` to the MeshFem.
-    
-    Uses FEM_PK for simplexes, FEM_QK for parallelepipeds etc."""
-    return self.set("classical_fem", k, CVids)
-
-
-  def set_classical_discontinuous_fem(self, K, alpha=None, *args):
-    """Synopsis: MeshFem.set_classical_discontinuous_fem(self, int K[, @tscalar alpha[, ivec CVIDX]])
-
-    Assigns a classical (Lagrange polynomial) discontinuous fem or order K.
-    
-    Similar to MeshFem.classical_fem() except that
-    FEM_PK_DISCONTINUOUS is used. Param `alpha` the node inset,
-    :math:`0 \\leq alpha < 1`, where 0 implies usual dof nodes, greater values
-    move the nodes toward the center of gravity, and 1 means that all
-    degrees of freedom collapse on the center of gravity."""
-    return self.set("classical_discontinuous_fem", K, alpha, *args)
-
-
-  def set_qdim(self, Q):
-    """Change the `Q` dimension of the field that is interpolated by the MeshFem.
-    
-    `Q = 1` means that the MeshFem describes a scalar field, `Q = N` means
-    that the MeshFem describes a vector field of dimension N."""
-    return self.set("qdim", Q)
-
-
-  def reduction_matrices(self, R, E):
-    """Set the reduction and extension matrices and valid their use."""
-    return self.set("reduction_matrices", R, E)
-
-
-  def reduction(self, s):
-    """Set or unset the use of the reduction/extension matrices."""
-    return self.set("reduction", s)
-
-
-  def reduce_meshfem(self, RM):
-    """Set reduction mesh fem
-    This function selects the degrees of freedom of the finite element
-    method by selecting a set of independent vectors of the matrix RM.
-    The numer of columns of RM should corresponds to the number of degrees
-    of fredoom of the finite element method.  """
-    return self.set("reduce_meshfem", RM)
-
-
-  def set_dof_partition(self, DOFP):
-    """Change the 'dof_partition' array.
-    
-    `DOFP` is a vector holding a integer value for each convex of the MeshFem.
-    See MeshFem.dof_partition() for a description of "dof partition"."""
-    return self.set("dof_partition", DOFP)
-
-
-  def set_partial(self, DOFs, RCVs=None):
-    """Can only be applied to a partial MeshFem. Change the subset of the
-    degrees of freedom of `mf`.
-    
-    If `RCVs` is given, no FEM will be put on the convexes listed
-    in `RCVs`."""
-    return self.set("set_partial", DOFs, RCVs)
-
-
-#
-# GetFEM class MeshIm definition.
-#
-
-class MeshIm:
-  """GetFEM MeshIm object
-
-  This object represents an integration method defined on a whole mesh (an 
-  potentialy on its boundaries).
-
-  """
-  def __init__(self, *args):
-    """General constructor for MeshIm objects
-
-  * ``MIM = MeshIm('load', string fname[, Mesh m])``
-    Load a MeshIm from a file.
-    
-    If the mesh `m` is not supplied (this kind of file does not store the
-    mesh), then it is read from the file and its descriptor is returned as
-    the second output argument.
-
-  * ``MIM = MeshIm('from string', string s[, Mesh m])``
-    Create a MeshIm object from its string description.
-    
-    See also ``MeshIm.char()``
-
-  * ``MIM = MeshIm('clone', MeshIm mim)``
-    Create a copy of a MeshIm.
-
-  * ``MIM = MeshIm('levelset', MeshLevelSet mls, string where, Integ im[, Integ im_tip[, Integ im_set]])``
-    Build an integration method conformal to a partition defined
-    implicitely by a levelset.
-    
-    The `where` argument define the domain of integration with respect to
-    the levelset, it has to be chosen among 'ALL', 'INSIDE', 'OUTSIDE' and
-    'BOUNDARY'.
-    
-    CAUTION: this integration method will be defined only on the element
-    cut by the level-set. For the 'ALL', 'INSIDE' and 'OUTSIDE' options
-    it is mandatory to use the method ``MeshIm.set_integ()`` to define
-    the integration method on the remaining elements.
-
-  * ``MIM = MeshIm(Mesh m, [{Integ im|int im_degree}])``
-    Build a new MeshIm object.
-    
-    For convenience, optional arguments (`im` or `im_degree`) can be
-    provided, in that case a call to ``MeshIm.integ()`` is issued
-    with these arguments.
-
-    """
-    generic_constructor(self,'mesh_im',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('mesh_im_get',self.id, *args)
-  def __repr__(self):
-    getfem('mesh_im_get',self.id, 'display')
-    return ''
-  def set(self, *args):
-    return getfem('mesh_im_set',self.id, *args)
-  def __str__(self):
-    return self.char()
-
-  def integ(self, CVids=None):
-    """Return a list of integration methods used by the MeshIm.
-    
-    `I` is an array of all Integ objects found in the convexes
-    given in `CVids`. If `CV2I` was supplied as an output argument, it
-    contains, for each convex listed in `CVids`, the index of its
-    correspounding integration method in `I`.
-    
-    Convexes which are not part of the mesh, or convexes which do
-    not have any integration method have their correspounding entry
-    in `CV2I` set to -1.
-    
-    """
-    return self.get("integ", CVids)
-
-
-  def convex_index(self):
-    """Return the list of convexes who have a integration method.
-    
-    Convexes who have the dummy IM_NONE method are not listed."""
-    return self.get("convex_index")
-
-
-  def eltm(self, em, cv, f=None):
-    """Return the elementary matrix (or tensor) integrated on the convex `cv`.
-    
-    **WARNING**
-    
-    Be sure that the fem used for the construction of `em` is compatible
-    with the fem assigned to element `cv` ! This is not checked by the
-    function ! If the argument `f` is given, then the elementary tensor
-    is integrated on the face `f` of `cv` instead of the whole convex."""
-    return self.get("eltm", em, cv, f)
-
-
-  def im_nodes(self, CVids=None):
-    """Return the coordinates of the integration points, with their weights.
-    
-    `CVids` may be a list of convexes, or a list of convex faces, such
-    as returned by Mesh.region()
-    
-    **WARNING**
-    
-    Convexes which are not part of the mesh, or convexes which
-    do not have an approximate integration method don't have
-    their correspounding entry (this has no meaning for exact
-    integration methods!)."""
-    return self.get("im_nodes", CVids)
-
-
-  def save(self, filename):
-    """Saves a MeshIm in a text file (and optionaly its linked mesh object)."""
-    return self.get("save", filename)
-
-
-  def char(self):
-    """Output a string description of the MeshIm.
-    
-    By default, it does not include the description of the linked
-    Mesh object."""
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a MeshIm object."""
-    return self.get("display")
-
-
-  def linked_mesh(self):
-    """Returns a reference to the Mesh object linked to `mim`."""
-    return self.get("linked_mesh")
-
-
-  def memsize(self):
-    """Return the amount of memory (in bytes) used by the MeshIm object.
-    
-    The result does not take into account the linked Mesh object."""
-    return self.get("memsize")
-
-
-  def set_integ(self, *args):
-    """Synopsis: MeshIm.set_integ(self,{Integ im|int im_degree}[, ivec CVids])
-
-    Set the integration method.
-    
-    Assign an integration method to all convexes whose #ids are
-    listed in `CVids`. If `CVids` is not given, the integration is
-    assigned to all convexes. It is possible to assign a specific
-    integration method with an integration method handle `im` obtained
-    via Integ('IM_SOMETHING'), or to let getfem choose a suitable
-    integration method with `im_degree` (choosen such that polynomials
-    of :math:`\\text{degree} \\leq \\text{im\\_degree}` are exactly integrated.
-    If `im_degree=-1`, then the dummy integration method IM_NONE will 
-    be used.)"""
-    return self.set("integ", *args)
-
-
-  def adapt(self):
-    """For a MeshIm levelset object only. Adapt the integration methods to a
-    change of the levelset function."""
-    return self.set("adapt")
-
-
-#
-# GetFEM class MeshLevelSet definition.
-#
-
-class MeshLevelSet:
-  """GetFEM MeshLevelSet object
-
-  General constructor for mesh_levelset objects. The role of this object is
-  to provide a mesh cut by a certain number of level_set. This object is
-  used to build conformal integration method (object mim and enriched finite
-  element methods (Xfem)).
-  
-  """
-  def __init__(self, *args):
-    """General constructor for MeshLevelSet objects
-
-  * ``MLS = MeshLevelSet(Mesh m)``
-    Build a new MeshLevelSet object from a Mesh and returns its handle. 
-
-    """
-    generic_constructor(self,'mesh_levelset',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('mesh_levelset_get',self.id, *args)
-  def __repr__(self):
-    getfem('mesh_levelset_get',self.id, 'display')
-    return ''
-  def set(self, *args):
-    return getfem('mesh_levelset_set',self.id, *args)
-  def __str__(self):
-    return self.char()
-
-  def cut_mesh(self):
-    """Return a Mesh cut by the linked LevelSet's."""
-    return self.get("cut_mesh")
-
-
-  def linked_mesh(self):
-    """Return a reference to the linked Mesh."""
-    return self.get("linked_mesh")
-
-
-  def nb_ls(self):
-    """Return the number of linked LevelSet's."""
-    return self.get("nb_ls")
-
-
-  def levelsets(self):
-    """Return a list of references to the linked LevelSet's."""
-    return self.get("levelsets")
-
-
-  def crack_tip_convexes(self):
-    """Return the list of convex #id's of the linked Mesh on
-    which have a tip of any linked LevelSet's."""
-    return self.get("crack_tip_convexes")
-
-
-  def memsize(self):
-    """Return the amount of memory (in bytes) used by the MeshLevelSet."""
-    return self.get("memsize")
-
-
-  def char(self):
-    """Output a (unique) string representation of the MeshLevelSetn.
-    
-    This can be used to perform comparisons between two
-    different MeshLevelSet objects.
-    This function is to be completed.
-    """
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a MeshLevelSet object."""
-    return self.get("display")
-
-
-  def add(self, ls):
-    """Add a link to the LevelSet `ls`.
-    
-    Only a reference is kept, no copy is done. In order to indicate
-    that the linked Mesh is cut by a LevelSet one has to call this
-    method, where `ls` is an LevelSet object. An arbitrary number of
-    LevelSet can be added.
-    
-    **WARNING**
-    
-    The Mesh of `ls` and the linked Mesh must be the same."""
-    return self.set("add", ls)
-
-
-  def sup(self, ls):
-    """Remove a link to the LevelSet `ls`."""
-    return self.set("sup", ls)
-
-
-  def adapt(self):
-    """Do all the work (cut the convexes with the levelsets).
-    
-    To initialice the MeshLevelSet object or to actualize it when the
-    value of any levelset function is modified, one has to call
-    this method."""
-    return self.set("adapt")
-
-
-#
-# GetFEM class MesherObject definition.
-#
-
-class MesherObject:
-  """GetFEM MesherObject object
-
-  This object represents a geometric object to be meshed by the (very)
-  experimental meshing procedure of Getfem.
-
-  """
-  def __init__(self, *args):
-    """General constructor for MesherObject objects
-
-  * ``MF = MesherObject('ball', vec center, scalar radius)``
-    Represents a ball of corresponding center and radius.
-    
-
-  * ``MF = MesherObject('half space', vec origin, vec normal_vector)``
-    Represents an half space delimited by the plane which contains the
-    origin and normal to `normal_vector`. The selected part is the part
-    in the direction of the normal vector. This allows to cut a geometry
-    with a plane for instance to build a polygon or a polyhedron.
-    
-
-  * ``MF = MesherObject('cylinder', vec origin, vec n, scalar length, scalar radius)``
-    Represents a cylinder (in any dimension) of a certain radius whose axis is determined by the origin, a vector `n` and a certain length.
-    
-
-  * ``MF = MesherObject('cone', vec origin, vec n, scalar length, scalar half_angle)``
-    Represents a cone (in any dimension) of a certain half-angle (in radians) whose axis is determined by the origin, a vector `n` and a certain length.
-    
-
-  * ``MF = MesherObject('torus', scalar R, scalar r)``
-    Represents a torus in 3d of axis along the z axis with a great radius
-    equal to `R` and small radius equal to `r`. For the moment, the
-    possibility to change the axis is not given.
-    
-
-  * ``MF = MesherObject('rectangle', vec rmin, vec rmax)``
-    Represents a rectangle (or parallelepiped in 3D) parallel to the axes.
-    
-
-  * ``MF = MesherObject('intersect', MesherObject object1 , MesherObject object2, ...)``
-    Intersection of several objects.
-    
-
-  * ``MF = MesherObject('union', MesherObject object1 , MesherObject object2, ...)``
-    Union of several objects.
-    
-
-  * ``MF = MesherObject('set minus', MesherObject object1 , MesherObject object2)``
-    Geometric object being object1 minus object2.
-    
-
-    """
-    generic_constructor(self,'mesher_object',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=False)
-  def get(self, *args):
-    return getfem('mesher_object_get',self.id, *args)
-  def __repr__(self):
-    getfem('mesher_object_get',self.id, 'display')
-    return ''
-  def __str__(self):
-    return self.char()
-
-  def char(self):
-    """Output a (unique) string representation of the MesherObject.
-    
-    This can be used to perform comparisons between two
-    different MesherObject objects.
-    This function is to be completed.
-    """
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a MesherObject object."""
-    return self.get("display")
-
-
-#
-# GetFEM class Model definition.
-#
-
-class Model:
-  """GetFEM Model object
-
-  Model variables store the variables and the state data and the
-  description of a model. This includes the global tangent matrix, the right
-  hand side and the constraints. There are two kinds of models, the `real`
-  and the `complex` models.
-
-  Model object is the evolution for getfem++ 4.0 of the MdState object.
-
-  """
-  def __init__(self, *args):
-    """General constructor for Model objects
-
-  * ``MD = Model('real')``
-    Build a model for real unknowns.
-
-  * ``MD = Model('complex')``
-    Build a model for complex unknowns.
-
-    """
-    generic_constructor(self,'model',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('model_get',self.id, *args)
-  def __repr__(self):
-    getfem('model_get',self.id, 'display')
-    return ''
-  def set(self, *args):
-    return getfem('model_set',self.id, *args)
-  def __str__(self):
-    return self.char()
-
-  def is_complex(self):
-    """Return 0 is the model is real, 1 if it is complex."""
-    return self.get("is_complex")
-
-
-  def nbdof(self):
-    """Return the total number of degrees of freedom of the model."""
-    return self.get("nbdof")
-
-
-  def tangent_matrix(self):
-    """Return the tangent matrix stored in the model ."""
-    return self.get("tangent_matrix")
-
-
-  def rhs(self):
-    """Return the right hand side of the tangent problem."""
-    return self.get("rhs")
-
-
-  def brick_term_rhs(self, ind_brick, ind_term=None, sym=None, ind_iter=None):
-    """Gives the access to the part of the right hand side of a term
-    of a particular nonlinear brick. Does not account of the eventual
-    time dispatcher. An assembly of the rhs has to be done first.
-    `ind_brick` is the brick index. `ind_term` is the index of the
-    term inside the brick (default value : 0).
-    `sym` is to access to the second right hand side of for symmetric
-    terms acting on two different variables (default is 0).
-    `ind_iter` is the iteration number when time dispatchers are
-    used (default is 0).
-    """
-    return self.get("brick_term_rhs", ind_brick, ind_term, sym, ind_iter)
-
-
-  def memsize(self):
-    """Return a rough approximation of the amount of memory (in bytes) used by
-    the model."""
-    return self.get("memsize")
-
-
-  def listvar(self):
-    """print to the output the list of variables and constants of the model."""
-    return self.get("listvar")
-
-
-  def listbricks(self):
-    """print to the output the list of bricks of the model."""
-    return self.get("listbricks")
-
-
-  def variable(self, name, niter=None):
-    """Gives the value of a variable or data."""
-    return self.get("variable", name, niter)
-
-
-  def mesh_fem_of_variable(self, name):
-    """Gives access to the `mesh_fem` of a variable or data."""
-    return self.get("mesh_fem_of_variable", name)
-
-
-  def mult_varname_Dirichlet(self, ind_brick):
-    """Gives the name of the multiplier variable for a Dirichlet brick.
-    If the brick is not a Dirichlet condition with multiplier brick,
-    this function has an undefined behavior"""
-    return self.get("mult_varname_Dirichlet", ind_brick)
-
-
-  def interval_of_variable(self, varname):
-    """Gives the interval of the variable `varname` in the linear system of
-    the model."""
-    return self.get("interval_of_variable", varname)
-
-
-  def from_variables(self):
-    """Return the vector of all the degrees of freedom of the model consisting
-    of the concatenation of the variables of the model (useful
-    to solve your problem with you own solver). """
-    return self.get("from_variables")
-
-
-  def assembly(self, option=None):
-    """Assembly of the tangent system taking into account the terms
-    from all bricks. `option`, if specified, should be 'build_all',
-    'build_rhs', 'build_matrix' or 'pseudo_potential' (in that case,
-    the pseudo_potential is returned).
-    The default is to build the whole
-    tangent linear system (matrix and rhs). This function is useful
-    to solve your problem with you own solver. """
-    return self.get("assembly", option)
-
-
-  def solve(self, *args):
-    """Synopsis: (nbit, converged) = Model.solve(self[, ...])
-
-    Run the standard getfem solver.
-    
-    Note that you should be able to use your own solver if you want
-    (it is possible to obtain the tangent matrix and its right hand
-    side with the Model.tangent_matrix() etc.).
-    
-    Various options can be specified:
-    
-    - 'noisy' or 'very_noisy'
-       the solver will display some information showing the progress
-       (residual values etc.).
-    - 'max_iter', int NIT
-       set the maximum iterations numbers.
-    - 'max_res', @float RES
-       set the target residual value.
-    - 'diverged_res', @float RES
-       set the threshold value of the residual beyond which the iterative
-       method is considered to diverge (default is 1e200).
-    - 'lsolver', string SOLVER_NAME
-       select explicitely the solver used for the linear systems (the
-       default value is 'auto', which lets getfem choose itself).
-       Possible values are 'superlu', 'mumps' (if supported),
-       'cg/ildlt', 'gmres/ilu' and 'gmres/ilut'.
-    - 'lsearch', string LINE_SEARCH_NAME
-       select explicitely the line search method used for the linear systems (the
-       default value is 'default').
-       Possible values are 'simplest', 'systematic', 'quadratic' or 'basic'.
-    - 'with pseudo potential'
-      for nonlinear problems, the criterion of the line search will
-      be a pseudo potential instead of the residual. Still experimental since
-      not all bricks define a pseudo potential.
-    
-      Return the number of iterations, if a iterative method is used.
-      
-      Note that it is possible to disable some variables
-      (see Model.disable_variable() ) in order to
-      solve the problem only with respect to a subset of variables (the
-      disabled variables are the considered as data) for instance to
-      replace the global Newton strategy with a fixed point one."""
-    return self.get("solve", *args)
-
-
-  def test_tangent_matrix(self, EPS=None, *args):
-    """Synopsis: Model.test_tangent_matrix(self[, scalar EPS[, int NB[, scalar scale]]])
-
-    Test the consistency of the tangent matrix in some random positions
-    and random directions (useful to test newly created bricks).
-    `EPS` is the value of the small parameter for the finite difference
-    computation of the derivative is the random direction (default is 1E-6).
-    `NN` is the number of tests (default is 100). `scale` is a parameter
-    for the random position (default is 1). Each dof od the random
-    position is chosen in the range [-scale, scale].
-    """
-    return self.get("test_tangent_matrix", EPS, *args)
-
-
-  def compute_isotropic_linearized_Von_Mises_or_Tresca(self, varname, dataname_lambda, dataname_mu, mf_vm, version=None):
-    """Compute the Von-Mises stress or the Tresca stress of a field (only
-    valid for isotropic linearized elasticity in 3D). `version` should
-    be  'Von_Mises' or 'Tresca' ('Von_Mises' is the default). """
-    return self.get("compute_isotropic_linearized_Von_Mises_or_Tresca", varname, dataname_lambda, dataname_mu, mf_vm, version)
-
-
-  def compute_Von_Mises_or_Tresca(self, varname, lawname, dataname, mf_vm, version=None):
-    """Compute on `mf_vm` the Von-Mises stress or the Tresca stress of a field
-    for nonlinear elasticity in 3D. `lawname` is the constitutive law which
-    could be 'SaintVenant Kirchhoff', 'Mooney Rivlin' or 'Ciarlet Geymonat'.
-    `dataname` is a vector of parameters for the constitutive law. Its length
-    depends on the law. It could be a short vector of constant values or a
-    vector field described on a finite element method for variable coefficients.
-    `version` should be  'Von_Mises' or 'Tresca' ('Von_Mises' is the default). """
-    return self.get("compute_Von_Mises_or_Tresca", varname, lawname, dataname, mf_vm, version)
-
-
-  def compute_second_Piola_Kirchhoff_tensor(self, varname, lawname, dataname, mf_sigma):
-    """Compute on `mf_sigma` the second Piola Kirchhoff stress tensor of a field
-    for nonlinear elasticity in 3D. `lawname` is the constitutive law which
-    could be 'SaintVenant Kirchhoff', 'Mooney Rivlin' or 'Ciarlet Geymonat'.
-    `dataname` is a vector of parameters for the constitutive law. Its length
-    depends on the law. It could be a short vector of constant values or a
-    vector field described on a finite element method for variable
-    coefficients.
-    """
-    return self.get("compute_second_Piola_Kirchhoff_tensor", varname, lawname, dataname, mf_sigma)
-
-
-  def compute_plasticity_Von_Mises_or_Tresca(self, datasigma, mf_vm, version=None):
-    """Compute on `mf_vm` the Von-Mises or the Tresca stress of a field for plasticity and return it into the vector V.
-    `datasigma` is a vector which contains the stress constraints values supported by the mesh.
-    `version` should be  'Von_Mises' or 'Tresca' ('Von_Mises' is the default)."""
-    return self.get("compute_plasticity_Von_Mises_or_Tresca", datasigma, mf_vm, version)
-
-
-  def compute_plasticity_constraints(self, mim, varname, projname, datalambda, datamu, datathreshold, datasigma):
-    """Compute and save the stress constraints sigma for other hypothetical iterations.
-    'mim' is the integration method to use for the computation.
-    'varname' is the main variable of the problem.
-    'projname' is the type of projection to use. For the moment it could only be 'Von Mises' or 'VM'.
-    'datalambda' and 'datamu' are the Lame coefficients of the material.
-    'datasigma' is a vector which will contains the new stress constraints values."""
-    return self.get("compute_plasticity_constraints", mim, varname, projname, datalambda, datamu, datathreshold, datasigma)
-
-
-  def compute_plastic_part(self, mim, mf_pl, varname, projname, datalambda, datamu, datathreshold, datasigma):
-    """Compute on `mf_pl` the plastic part and return it into the vector V.
-    `datasigma` is a vector which contains the stress constraints values supported by the mesh."""
-    return self.get("compute_plastic_part", mim, mf_pl, varname, projname, datalambda, datamu, datathreshold, datasigma)
-
-
-  def matrix_term(self, ind_brick, ind_term):
-    """Gives the matrix term ind_term of the brick ind_brick if it exists
-    """
-    return self.get("matrix_term", ind_brick, ind_term)
-
-
-  def char(self):
-    """Output a (unique) string representation of the Model.
-    
-    This can be used to perform comparisons between two
-    different Model objects.
-    This function is to be completed.
-    """
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a Model object."""
-    return self.get("display")
-
-
-  def clear(self):
-    """Clear the model."""
-    return self.set("clear")
-
-
-  def add_fem_variable(self, name, mf, niter=None):
-    """Add a variable to the model linked to a MeshFem. `name` is the variable
-    name and `niter` is the optional number of version of the data stored,
-    for time integration schemes."""
-    return self.set("add_fem_variable", name, mf, niter)
-
-
-  def add_filtered_fem_variable(self, name, mf, region, niter=None):
-    """Add a variable to the model linked to a MeshFem. The variable is filtered
-    in the sense that only the dof on the region are considered.
-    `name` is the variable name and `niter` is the optional number of
-    version of the data stored, for time integration schemes."""
-    return self.set("add_filtered_fem_variable", name, mf, region, niter)
-
-
-  def add_variable(self, name, size, niter=None):
-    """Add a variable to the model of constant size. `name` is the variable
-    name and `niter` is the optional number of version of the data stored,
-    for time integration schemes. """
-    return self.set("add_variable", name, size, niter)
-
-
-  def resize_variable(self, name, size):
-    """Resize a  constant size variable of the model. `name` is the variable
-    name. """
-    return self.set("resize_variable", name, size)
-
-
-  def add_multiplier(self, name, mf, primalname, mim=None, region=None, *args):
-    """Synopsis: Model.add_multiplier(self, string name, MeshFem mf, string primalname[, MeshIm mim, int region][, int niter])
-
-    Add a particular variable linked to a fem being a multiplier with
-    respect to a primal variable. The dof will be filtered with the
-    ``gmm::range_basis`` function applied on the terms of the model
-    which link the multiplier and the primal variable. This in order to
-    retain only linearly independant constraints on the primal variable.
-    Optimized for boundary multipliers. `niter` is the optional number
-    of version of the data stored, for time integration schemes. """
-    return self.set("add_multiplier", name, mf, primalname, mim, region, *args)
-
-
-  def add_fem_data(self, name, mf, qdim=None, *args):
-    """Synopsis: Model.add_fem_data(self, string name, MeshFem mf[, int qdim[, int niter]])
-
-    Add a data to the model linked to a MeshFem. `name` is the data name,
-    `qdim` is the optional dimension of the data over the MeshFem and
-    `niter` is the optional number of version of the data stored,
-    for time integration schemes. """
-    return self.set("add_fem_data", name, mf, qdim, *args)
-
-
-  def add_initialized_fem_data(self, name, mf, V):
-    """Add a data to the model linked to a MeshFem. `name` is the data name.
-    The data is initiakized with `V`. The data can be a scalar or vector
-    field."""
-    return self.set("add_initialized_fem_data", name, mf, V)
-
-
-  def add_data(self, name, size, niter=None):
-    """Add a data to the model of constant size. `name` is the data name
-    and `niter` is the optional number of version of the data stored,
-    for time integration schemes. """
-    return self.set("add_data", name, size, niter)
-
-
-  def add_initialized_data(self, name, V):
-    """Add a fixed size data to the model linked to a MeshFem.
-    `name` is the data name and `V` is the value of the data."""
-    return self.set("add_initialized_data", name, V)
-
-
-  def set_variable(self, name, V, niter=None):
-    """Set the value of a variable or data. `name` is the data name
-    and `niter` is the optional number of version of the data stored,
-    for time integration schemes."""
-    return self.set("variable", name, V, niter)
-
-
-  def to_variables(self, V):
-    """Set the value of the variables of the model with the vector `V`.
-    Typically, the vector `V` results of the solve of the tangent
-    linear system (useful to solve your problem with you own solver)."""
-    return self.set("to_variables", V)
-
-
-  def add_Laplacian_brick(self, mim, varname, region=None):
-    """Add a Laplacian term to the model relatively to the variable `varname`
-    (in fact with a minus : :math:`-\\text{div}(\\nabla u)`).
-    If this is a vector valued variable, the Laplacian term is added
-    componentwise. `region` is an optional mesh region on which the term
-    is added. If it is not specified, it is added on the whole mesh. Return
-    the brick index in the model."""
-    return self.set("add_Laplacian_brick", mim, varname, region)
-
-
-  def add_generic_elliptic_brick(self, mim, varname, dataname, region=None):
-    """Add a generic elliptic term to the model relatively to the variable `varname`.
-    The shape of the elliptic term depends both on the variable and the data.
-    This corresponds to a term
-    :math:`-\\text{div}(a\\nabla u)`
-    where :math:`a` is the data and :math:`u` the variable. The data can be a scalar,
-    a matrix or an order four tensor. The variable can be vector valued or
-    not. If the data is a scalar or a matrix and the variable is vector
-    valued then the term is added componentwise. An order four tensor data
-    is allowed for vector valued variable only. The data can be constant or
-    describbed on a fem. Of course, when the data is a tensor describe on a
-    finite element method (a tensor field) the data can be a huge vector.
-    The components of the matrix/tensor have to be stored with the fortran
-    order (columnwise) in the data vector (compatibility with blas). The
-    symmetry of the given matrix/tensor is not verified (but assumed). If
-    this is a vector valued variable, the elliptic term is added
-    componentwise. `region` is an optional mesh region on which the term is
-    added. If it is not specified, it is added on the whole mesh. Return the
-    brick index in the model."""
-    return self.set("add_generic_elliptic_brick", mim, varname, dataname, region)
-
-
-  def add_source_term_brick(self, mim, varname, dataname, region=None, *args):
-    """Synopsis: ind = Model.add_source_term_brick(self, MeshIm mim, string varname, string dataname[, int region[, string directdataname]])
-
-    Add a source term to the model relatively to the variable `varname`.
-    The source term is represented by the data `dataname` which could be
-    constant or described on a fem. `region` is an optional mesh region
-    on which the term is added. An additional optional data `directdataname`
-    can be provided. The corresponding data vector will be directly added
-    to the right hand side without assembly. Return the brick index in the
-    model."""
-    return self.set("add_source_term_brick", mim, varname, dataname, region, *args)
-
-
-  def add_normal_source_term_brick(self, mim, varname, dataname, region):
-    """Add a source term on the variable `varname` on a boundary `region`.
-    This region should be a boundary. The source term is represented by the
-    data `dataname` which could be constant or described on a fem. A scalar
-    product with the outward normal unit vector to the boundary is performed.
-    The main aim of this brick is to represent a Neumann condition with a
-    vector data without performing the scalar product with the normal as a
-    pre-processing. Return the brick index in the model."""
-    return self.set("add_normal_source_term_brick", mim, varname, dataname, region)
-
-
-  def add_Dirichlet_condition_with_multipliers(self, mim, varname, mult_description, region, dataname=None):
-    """Add a Dirichlet condition on the variable `varname` and the mesh
-    region `region`. This region should be a boundary. The Dirichlet
-    condition is prescribed with a multiplier variable described by
-    `mult_description`. If `mult_description` is a string this is assumed
-    to be the variable name corresponding to the multiplier (which should be
-    first declared as a multiplier variable on the mesh region in the model).
-    If it is a finite element method (mesh_fem object) then a multiplier
-    variable will be added to the model and build on this finite element
-    method (it will be restricted to the mesh region `region` and eventually
-    some conflicting dofs with some other multiplier variables will be
-    suppressed). If it is an integer, then a  multiplier variable will be
-    added to the model and build on a classical finite element of degree
-    that integer. `dataname` is the optional right hand side of  the
-    Dirichlet condition. It could be constant or described on a fem; scalar
-    or vector valued, depending on the variable on which the Dirichlet
-    condition is prescribed. Return the brick index in the model."""
-    return self.set("add_Dirichlet_condition_with_multipliers", mim, varname, mult_description, region, dataname)
-
-
-  def add_Dirichlet_condition_with_penalization(self, mim, varname, coeff, region, dataname=None, mf_mult=None):
-    """Add a Dirichlet condition on the variable `varname` and the mesh
-    region `region`. This region should be a boundary. The Dirichlet
-    condition is prescribed with penalization. The penalization coefficient
-    is initially `coeff` and will be added to the data of the model.
-    `dataname` is the optional right hand side of the Dirichlet condition.
-    It could be constant or described on a fem; scalar or vector valued,
-    depending on the variable on which the Dirichlet condition is prescribed.
-    `mf_mult` is an optional parameter which allows to weaken the
-    Dirichlet condition specifying a multiplier space.
-    Return the brick index in the model."""
-    return self.set("add_Dirichlet_condition_with_penalization", mim, varname, coeff, region, dataname, mf_mult)
-
-
-  def add_normal_Dirichlet_condition_with_multipliers(self, mim, varname, mult_description, region, dataname=None):
-    """Add a Dirichlet condition to the normal component of the vector
-    or tensor) valued variable `varname` and the mesh
-    region `region`. This region should be a boundary. The Dirichlet
-    condition is prescribed with a multiplier variable described by
-    `mult_description`. If `mult_description` is a string this is assumed
-    to be the variable name corresponding to the multiplier (which should be
-    first declared as a multiplier variable on the mesh region in the model).
-    If it is a finite element method (mesh_fem object) then a multiplier
-    variable will be added to the model and build on this finite element
-    method (it will be restricted to the mesh region `region` and eventually
-    some conflicting dofs with some other multiplier variables will be
-    suppressed). If it is an integer, then a  multiplier variable will be
-    added to the model and build on a classical finite element of degree
-    that integer. `dataname` is the optional right hand side of  the
-    Dirichlet condition. It could be constant or described on a fem; scalar
-    or vector valued, depending on the variable on which the Dirichlet
-    condition is prescribed (scalar if the variable
-    is vector valued, vector if the variable is tensor valued).
-    Returns the brick index in the model."""
-    return self.set("add_normal_Dirichlet_condition_with_multipliers", mim, varname, mult_description, region, dataname)
-
-
-  def add_normal_Dirichlet_condition_with_penalization(self, mim, varname, coeff, region, dataname=None, mf_mult=None):
-    """Add a Dirichlet condition to the normal component of the vector
-    (or tensor) valued variable `varname` and the mesh
-    region `region`. This region should be a boundary. The Dirichlet
-    condition is prescribed with penalization. The penalization coefficient
-    is initially `coeff` and will be added to the data of the model.
-    `dataname` is the optional right hand side of the Dirichlet condition.
-    It could be constant or described on a fem; scalar or vector valued,
-    depending on the variable on which the Dirichlet condition is prescribed
-    (scalar if the variable
-    is vector valued, vector if the variable is tensor valued).
-    `mf_mult` is an optional parameter which allows to weaken the
-    Dirichlet condition specifying a multiplier space.
-    Returns the brick index in the model."""
-    return self.set("add_normal_Dirichlet_condition_with_penalization", mim, varname, coeff, region, dataname, mf_mult)
-
-
-  def add_generalized_Dirichlet_condition_with_multipliers(self, mim, varname, mult_description, region, dataname, Hname):
-    """Add a Dirichlet condition on the variable `varname` and the mesh
-    region `region`.  This version is for vector field.
-    It prescribes a condition :math:`Hu = r`
-    where `H` is a matrix field. The region should be a boundary. The Dirichlet
-    condition is prescribed with a multiplier variable described by
-    `mult_description`. If `mult_description` is a string this is assumed
-    to be the variable name corresponding to the multiplier (which should be
-    first declared as a multiplier variable on the mesh region in the model).
-    If it is a finite element method (mesh_fem object) then a multiplier
-    variable will be added to the model and build on this finite element
-    method (it will be restricted to the mesh region `region` and eventually
-    some conflicting dofs with some other multiplier variables will be
-    suppressed). If it is an integer, then a  multiplier variable will be
-    added to the model and build on a classical finite element of degree
-    that integer. `dataname` is the right hand side of  the
-    Dirichlet condition. It could be constant or described on a fem; scalar
-    or vector valued, depending on the variable on which the Dirichlet
-    condition is prescribed. `Hname` is the data
-    corresponding to the matrix field `H`.
-    Returns the brick index in the model."""
-    return self.set("add_generalized_Dirichlet_condition_with_multipliers", mim, varname, mult_description, region, dataname, Hname)
-
-
-  def add_generalized_Dirichlet_condition_with_penalization(self, mim, varname, coeff, region, dataname, Hname, mf_mult=None):
-    """Add a Dirichlet condition on the variable `varname` and the mesh
-    region `region`. This version is for vector field.
-    It prescribes a condition :math:`Hu = r`
-    where `H` is a matrix field.
-    The region should be a boundary. The Dirichlet
-    condition is prescribed with penalization. The penalization coefficient
-    is intially `coeff` and will be added to the data of the model.
-    `dataname` is the right hand side of the Dirichlet condition.
-    It could be constant or described on a fem; scalar or vector valued,
-    depending on the variable on which the Dirichlet condition is prescribed.
-    `Hname` is the data
-    corresponding to the matrix field `H`. It has to be a constant matrix
-    or described on a scalar fem.
-    `mf_mult` is an optional parameter which allows to weaken the
-    Dirichlet condition specifying a multiplier space.
-    Return the brick index in the model."""
-    return self.set("add_generalized_Dirichlet_condition_with_penalization", mim, varname, coeff, region, dataname, Hname, mf_mult)
-
-
-  def add_pointwise_constraints_with_multipliers(self, varname, dataname_pt, dataname_unitv=None, *args):
-    """Synopsis: ind = Model.add_pointwise_constraints_with_multipliers(self, string varname, string dataname_pt[, string dataname_unitv] [, string dataname_val])
-
-    Add some pointwise constraints on the variable `varname` using
-    multiplier. The multiplier variable is automatically added to the model.
-    The conditions are prescribed on a set of points given in the data
-    `dataname_pt` whose dimension is the number of points times the dimension
-    of the mesh.
-    If the variable represents a vector field, one has to give the data
-    `dataname_unitv` which represents a vector of dimension the number of
-    points times the dimension of the vector field which should store some
-    unit vectors. In that case the prescribed constraint is the scalar
-    product of the variable at the corresponding point with the corresponding
-    unit vector.
-    The optional data `dataname_val` is the vector of values to be prescribed
-    at the different points.
-    This brick is specifically designed to kill rigid displacement
-    in a Neumann problem.
-    Returns the brick index in the model."""
-    return self.set("add_pointwise_constraints_with_multipliers", varname, dataname_pt, dataname_unitv, *args)
-
-
-  def add_pointwise_constraints_with_given_multipliers(self, varname, multname, dataname_pt, dataname_unitv=None, *args):
-    """Synopsis: ind = Model.add_pointwise_constraints_with_given_multipliers(self, string varname, string multname, string dataname_pt[, string dataname_unitv] [, string dataname_val])
-
-    Add some pointwise constraints on the variable `varname` using a given
-    multiplier `multname`.
-    The conditions are prescribed on a set of points given in the data
-    `dataname_pt` whose dimension is the number of points times the dimension
-    of the mesh.
-    The multiplier variable should be a fixed size variable of size the
-    number of points.
-    If the variable represents a vector field, one has to give the data
-    `dataname_unitv` which represents a vector of dimension the number of
-    points times the dimension of the vector field which should store some
-    unit vectors. In that case the prescribed constraint is the scalar
-    product of the variable at the corresponding point with the corresponding
-    unit vector.
-    The optional data `dataname_val` is the vector of values to be prescribed
-    at the different points.
-    This brick is specifically designed to kill rigid displacement
-    in a Neumann problem.
-    Returns the brick index in the model."""
-    return self.set("add_pointwise_constraints_with_given_multipliers", varname, multname, dataname_pt, dataname_unitv, *args)
-
-
-  def add_pointwise_constraints_with_penalization(self, varname, coeff, dataname_pt, dataname_unitv=None, *args):
-    """Synopsis: ind = Model.add_pointwise_constraints_with_penalization(self, string varname, scalar coeff, string dataname_pt[, string dataname_unitv] [, string dataname_val])
-
-    Add some pointwise constraints on the variable `varname` thanks to
-    a penalization. The penalization coefficient is initially
-    `penalization_coeff` and will be added to the data of the model.
-    The conditions are prescribed on a set of points given in the data
-    `dataname_pt` whose dimension is the number of points times the dimension
-    of the mesh.
-    If the variable represents a vector field, one has to give the data
-    `dataname_unitv` which represents a vector of dimension the number of
-    points times the dimension of the vector field which should store some
-    unit vectors. In that case the prescribed constraint is the scalar
-    product of the variable at the corresponding point with the corresponding
-    unit vector.
-    The optional data `dataname_val` is the vector of values to be prescribed
-    at the different points.
-    This brick is specifically designed to kill rigid displacement
-    in a Neumann problem.
-    Returns the brick index in the model."""
-    return self.set("add_pointwise_constraints_with_penalization", varname, coeff, dataname_pt, dataname_unitv, *args)
-
-
-  def change_penalization_coeff(self, ind_brick, coeff):
-    """Change the penalization coefficient of a Dirichlet condition with
-    penalization brick. If the brick is not of this kind, this
-    function has an undefined behavior."""
-    return self.set("change_penalization_coeff", ind_brick, coeff)
-
-
-  def add_Helmholtz_brick(self, mim, varname, dataname, region=None):
-    """Add a Helmholtz term to the model relatively to the variable `varname`.
-    `dataname` should contain the wave number. `region` is an optional mesh
-    region on which the term is added. If it is not specified, it is added
-    on the whole mesh. Return the brick index in the model."""
-    return self.set("add_Helmholtz_brick", mim, varname, dataname, region)
-
-
-  def add_Fourier_Robin_brick(self, mim, varname, dataname, region):
-    """Add a Fourier-Robin term to the model relatively to the variable
-    `varname`. This corresponds to a weak term of the form
-    :math:`\\int (qu).v`. `dataname`
-    should contain the parameter :math:`q` of
-    the Fourier-Robin condition. `region` is the mesh region on which
-    the term is added. Return the brick index in the model."""
-    return self.set("add_Fourier_Robin_brick", mim, varname, dataname, region)
-
-
-  def add_basic_nonlinear_brick(self, mim, varname, f, dfdu, dataname=None, region=None):
-    """Add a brick representing a scalar term :math:`f(u)` to the left-hand
-    side of the model. In the weak form, one adds :math:`+\\int f(u)v`.
-    The function :math:`f` may optionally depend on :math:`\\lambda`, i.e.,
-    :math:`f(u)=f(u,\\lambda)`.
-    `f` and `dfdu` should contain the expressions for
-    :math:`f(u)` and :math:`\\frac{df}{du}(u)`, respectively.
-    `dataname` represents the optional real scalar parameter :math:`\\lambda`
-    in the model. `region` is an optional mesh region on which the term is
-    added. If it is not specified, the term is added on the whole mesh.
-    Return the brick index in the model."""
-    return self.set("add_basic_nonlinear_brick", mim, varname, f, dfdu, dataname, region)
-
-
-  def add_constraint_with_multipliers(self, varname, multname, B, L):
-    """Add an additional explicit constraint on the variable `varname` thank to
-    a multiplier `multname` peviously added to the model (should be a fixed
-    size variable). The constraint is :math:`BU=L`
-    with `B` being a rectangular sparse matrix. It is possible to change
-    the constraint at any time whith the methods Model.set_private_matrix()
-    and Model.set_private_rhs(). Return the brick index in the model."""
-    return self.set("add_constraint_with_multipliers", varname, multname, B, L)
-
-
-  def add_constraint_with_penalization(self, varname, coeff, B, L):
-    """Add an additional explicit penalized constraint on the variable `varname`.
-    The constraint is :math`BU=L` with `B` being a rectangular sparse matrix.
-    Be aware that `B` should not contain a palin row, otherwise the whole
-    tangent matrix will be plain. It is possible to change the constraint
-    at any time whith the methods Model.set_private_matrix()
-    and Model.set_private_rhs(). The method
-    Model.change_penalization_coeff() can be used. Return the brick
-    index in the model."""
-    return self.set("add_constraint_with_penalization", varname, coeff, B, L)
-
-
-  def add_explicit_matrix(self, varname1, varname2, B, issymmetric=None, *args):
-    """Synopsis: ind = Model.add_explicit_matrix(self, string varname1, string varname2, Spmat B[, int issymmetric[, int iscoercive]])
-
-    Add a brick representing an explicit matrix to be added to the tangent
-    linear system relatively to the variables `varname1` and `varname2`.
-    The given matrix should have has many rows as the dimension of
-    `varname1` and as many columns as the dimension of `varname2`.
-    If the two variables are different and if `issymmetric` is set to 1
-    then the transpose of the matrix is also added to the tangent system
-    (default is 0). Set `iscoercive` to 1 if the term does not affect the
-    coercivity of the tangent system (default is 0). The matrix can be
-    changed by the command Model.set_private_matrix(). Return the
-    brick index in the model."""
-    return self.set("add_explicit_matrix", varname1, varname2, B, issymmetric, *args)
-
-
-  def add_explicit_rhs(self, varname, L):
-    """Add a brick representing an explicit right hand side to be added to
-    the right hand side of the tangent linear system relatively to the
-    variable `varname`. The given rhs should have the same size than the
-    dimension of `varname`. The rhs can be changed by the command
-    Model.set_private_rhs(). Return the brick index in the model."""
-    return self.set("add_explicit_rhs", varname, L)
-
-
-  def set_private_matrix(self, indbrick, B):
-    """For some specific bricks having an internal sparse matrix
-    (explicit bricks: 'constraint brick' and 'explicit matrix brick'),
-    set this matrix. """
-    return self.set("set_private_matrix", indbrick, B)
-
-
-  def set_private_rhs(self, indbrick, B):
-    """For some specific bricks having an internal right hand side vector
-    (explicit bricks: 'constraint brick' and 'explicit rhs brick'),
-    set this rhs. """
-    return self.set("set_private_rhs", indbrick, B)
-
-
-  def add_isotropic_linearized_elasticity_brick(self, mim, varname, dataname_lambda, dataname_mu, region=None):
-    """Add an isotropic linearized elasticity term to the model relatively to
-    the variable `varname`. `dataname_lambda` and `dataname_mu` should
-    contain the Lame coefficients. `region` is an optional mesh region
-    on which the term is added. If it is not specified, it is added
-    on the whole mesh. Return the brick index in the model."""
-    return self.set("add_isotropic_linearized_elasticity_brick", mim, varname, dataname_lambda, dataname_mu, region)
-
-
-  def add_linear_incompressibility_brick(self, mim, varname, multname_pressure, region=None, *args):
-    """Synopsis: ind = Model.add_linear_incompressibility_brick(self, MeshIm mim, string varname, string multname_pressure[, int region[, string dataname_coeff]])
-
-    Add an linear incompressibility condition on `variable`. `multname_pressure`
-    is a variable which represent the pressure. Be aware that an inf-sup
-    condition between the finite element method describing the pressure and the
-    primal variable has to be satisfied. `region` is an optional mesh region on
-    which the term is added. If it is not specified, it is added on the whole mesh.
-    `dataname_coeff` is an optional penalization coefficient for nearly
-    incompressible elasticity for instance. In this case, it is the inverse
-    of the Lame coefficient :math:`\\lambda`. Return the brick index in the model."""
-    return self.set("add_linear_incompressibility_brick", mim, varname, multname_pressure, region, *args)
-
-
-  def add_nonlinear_elasticity_brick(self, mim, varname, constitutive_law, dataname, region=None):
-    """Add a nonlinear elasticity term to the model relatively to the
-    variable `varname`. `lawname` is the constitutive law which
-    could be 'SaintVenant Kirchhoff', 'Mooney Rivlin', 'Ciarlet Geymonat'
-    or 'generalized Blatz Ko'.
-    IMPORTANT : if the variable is defined on a 2D mesh, the plane strain
-    approximation is automatically used.
-    `dataname` is a vector of parameters for the constitutive law. Its length
-    depends on the law. It could be a short vector of constant values or a
-    vector field described on a finite element method for variable
-    coefficients. `region` is an optional mesh region on which the term
-    is added. If it is not specified, it is added on the whole mesh. Return the
-    brick index in the model."""
-    return self.set("add_nonlinear_elasticity_brick", mim, varname, constitutive_law, dataname, region)
-
-
-  def add_elastoplasticity_brick(self, mim, projname, varname, datalambda, datamu, datathreshold, datasigma, region=None):
-    """Add a nonlinear elastoplastic term to the model relatively to the
-    variable `varname`, in small deformations, for an isotropic material
-    and for a quasistatic model. `projname` is the type of projection that
-    we want to use. For the moment, only the Von Mises projection is
-    computing that we could entering 'VM' or 'Von Mises'.
-    `datasigma` is the variable representing the constraints on the material.
-    Be carefull that `varname` and `datasigma` are composed of two iterates
-    for the time scheme needed for the Newton algorithm used.
-    Moreover, the finite element method on which `varname` is described
-    is an K ordered mesh_fem, the `datasigma` one have to be at least
-    an K-1 ordered mesh_fem.
-    `datalambda` and `datamu` are the Lame coefficients of the studied
-    material.
-    `datathreshold` is the plasticity threshold of the material.
-    The three last variable could be constants or described on the
-    same finite element method.
-    `region` is an optional mesh region on which the term is added.
-    If it is not specified, it is added on the whole mesh.
-    Return the brick index in the model."""
-    return self.set("add_elastoplasticity_brick", mim, projname, varname, datalambda, datamu, datathreshold, datasigma, region)
-
-
-  def add_nonlinear_incompressibility_brick(self, mim, varname, multname_pressure, region=None):
-    """Add an nonlinear incompressibility condition on `variable` (for large
-    strain elasticity). `multname_pressure`
-    is a variable which represent the pressure. Be aware that an inf-sup
-    condition between the finite element method describing the pressure and the
-    primal variable has to be satisfied. `region` is an optional mesh region on
-    which the term is added. If it is not specified, it is added on the
-    whole mesh. Return the brick index in the model."""
-    return self.set("add_nonlinear_incompressibility_brick", mim, varname, multname_pressure, region)
-
-
-  def add_bilaplacian_brick(self, mim, varname, dataname, region=None):
-    """Add a bilaplacian brick on the variable
-    `varname` and on the mesh region `region`.
-    This represent a term :math:`\\Delta(D \\Delta u)`.
-    where :math:`D(x)` is a coefficient determined by `dataname` which
-    could be constant or described on a f.e.m. The corresponding weak form
-    is :math:`\\int D(x)\\Delta u(x) \\Delta v(x) dx`.
-    Return the brick index in the model."""
-    return self.set("add_bilaplacian_brick", mim, varname, dataname, region)
-
-
-  def add_Kirchhoff_Love_plate_brick(self, mim, varname, dataname_D, dataname_nu, region=None):
-    """Add a bilaplacian brick on the variable
-    `varname` and on the mesh region `region`.
-    This represent a term :math:`\\Delta(D \\Delta u)` where :math:`D(x)`
-    is a the flexion modulus determined by `dataname_D`. The term is
-    integrated by part following a Kirchhoff-Love plate model
-    with `dataname_nu` the poisson ratio.
-    Return the brick index in the model."""
-    return self.set("add_Kirchhoff_Love_plate_brick", mim, varname, dataname_D, dataname_nu, region)
-
-
-  def add_normal_derivative_source_term_brick(self, mim, varname, dataname, region):
-    """Add a normal derivative source term brick
-    :math:`F = \\int b.\\partial_n v` on the variable `varname` and the
-    mesh region `region`.
-    
-    Update the right hand side of the linear system.
-    `dataname` represents `b` and `varname` represents `v`.
-    Return the brick index in the model."""
-    return self.set("add_normal_derivative_source_term_brick", mim, varname, dataname, region)
-
-
-  def add_Kirchhoff_Love_Neumann_term_brick(self, mim, varname, dataname_M, dataname_divM, region):
-    """Add a Neumann term brick for Kirchhoff-Love model
-    n the variable `varname` and the mesh region `region`.
-    dataname_M` represents the bending moment tensor and  `dataname_divM`
-    ts divergence.
-    eturn the brick index in the model."""
-    return self.set("add_Kirchhoff_Love_Neumann_term_brick", mim, varname, dataname_M, dataname_divM, region)
-
-
-  def add_normal_derivative_Dirichlet_condition_with_multipliers(self, mim, varname, mult_description, region, dataname=None, R_must_be_derivated=None):
-    """Add a Dirichlet condition on the normal derivative of the variable
-    varname` and on the mesh region `region` (which should be a boundary.
-    he general form is
-    math:`\\int \\partial_n u(x)v(x) = \\int r(x)v(x) \\forall v`
-    here :math:`r(x)` is
-    he right hand side for the Dirichlet condition (0 for
-    omogeneous conditions) and :math:`v` is in a space of multipliers
-    efined by `mult_description`.
-    f `mult_description` is a string this is assumed
-    o be the variable name corresponding to the multiplier (which should be
-    irst declared as a multiplier variable on the mesh region in the model).
-    f it is a finite element method (mesh_fem object) then a multiplier
-    ariable will be added to the model and build on this finite element
-    ethod (it will be restricted to the mesh region `region` and eventually
-    ome conflicting dofs with some other multiplier variables will be
-    uppressed). If it is an integer, then a  multiplier variable will be
-    dded to the model and build on a classical finite element of degree
-    hat integer. `dataname` is an optional parameter which represents
-    he right hand side of the Dirichlet condition.
-    f `R_must_be_derivated` is set to `true` then the normal
-    erivative of `dataname` is considered.
-    eturn the brick index in the model."""
-    return self.set("add_normal_derivative_Dirichlet_condition_with_multipliers", mim, varname, mult_description, region, dataname, R_must_be_derivated)
-
-
-  def add_normal_derivative_Dirichlet_condition_with_penalization(self, mim, varname, coeff, region, dataname=None, R_must_be_derivated=None):
-    """Add a Dirichlet condition on the normal derivative of the variable
-    varname` and on the mesh region `region` (which should be a boundary.
-    he general form is
-    math:`\\int \\partial_n u(x)v(x) = \\int r(x)v(x) \\forall v`
-    here :math:`r(x)` is
-    he right hand side for the Dirichlet condition (0 for
-    omogeneous conditions).
-    he penalization coefficient
-    s initially `coeff` and will be added to the data of the model.
-    t can be changed with the command Model.change_penalization_coeff().
-    dataname` is an optional parameter which represents
-    he right hand side of the Dirichlet condition.
-    f `R_must_be_derivated` is set to `true` then the normal
-    erivative of `dataname` is considered.
-    eturn the brick index in the model."""
-    return self.set("add_normal_derivative_Dirichlet_condition_with_penalization", mim, varname, coeff, region, dataname, R_must_be_derivated)
-
-
-  def add_mass_brick(self, mim, varname, dataname_rho=None, *args):
-    """Synopsis: ind = Model.add_mass_brick(self, MeshIm mim, string varname[, string dataname_rho[, int region]])
-
-    Add mass term to the model relatively to the variable `varname`.
-    If specified, the data `dataname_rho` should contain the
-    density (1 if omitted). `region` is an optional mesh region on
-    which the term is added. If it is not specified, it
-    is added on the whole mesh. Return the brick index in the model."""
-    return self.set("add_mass_brick", mim, varname, dataname_rho, *args)
-
-
-  def add_basic_d_on_dt_brick(self, mim, varnameU, dataname_dt, dataname_rho=None, *args):
-    """Synopsis: ind = Model.add_basic_d_on_dt_brick(self, MeshIm mim, string varnameU, string dataname_dt[, string dataname_rho[, int region]])
-
-    Add the standard discretization of a first order time derivative on
-    `varnameU`. The parameter `dataname_rho` is the density which could
-    be omitted (the defaul value is 1). This brick should be used in
-    addition to a time dispatcher for the other terms. Return the brick
-    index in the model."""
-    return self.set("add_basic_d_on_dt_brick", mim, varnameU, dataname_dt, dataname_rho, *args)
-
-
-  def add_basic_d2_on_dt2_brick(self, mim, varnameU, datanameV, dataname_dt, dataname_alpha, dataname_rho=None, *args):
-    """Synopsis: ind = Model.add_basic_d2_on_dt2_brick(self, MeshIm mim, string varnameU,  string datanameV, string dataname_dt, string dataname_alpha,[, string dataname_rho[, int region]])
-
-    Add the standard discretization of a second order time derivative
-    on `varnameU`. `datanameV` is a data represented on the same finite
-    element method as U which represents the time derivative of U. The
-    parameter `dataname_rho` is the density which could be omitted (the defaul
-    value is 1). This brick should be used in addition to a time dispatcher for
-    the other terms. The time derivative :math:`v` of the
-    variable :math:`u` is preferably computed as a
-    post-traitement which depends on each scheme. The parameter `dataname_alpha`
-    depends on the time integration scheme. Return the brick index in the model."""
-    return self.set("add_basic_d2_on_dt2_brick", mim, varnameU, datanameV, dataname_dt, dataname_alpha, dataname_rho, *args)
-
-
-  def add_theta_method_dispatcher(self, bricks_indices, theta):
-    """Add a theta-method time dispatcher to a list of bricks. For instance,
-    a matrix term :math:`K` will be replaced by
-    :math:`\\theta K U^{n+1} + (1-\\theta) K U^{n}`.
-    """
-    return self.set("add_theta_method_dispatcher", bricks_indices, theta)
-
-
-  def add_midpoint_dispatcher(self, bricks_indices):
-    """Add a midpoint time dispatcher to a list of bricks. For instance, a
-    nonlinear term :math:`K(U)` will be replaced by
-    :math:`K((U^{n+1} +  U^{n})/2)`."""
-    return self.set("add_midpoint_dispatcher", bricks_indices)
-
-
-  def velocity_update_for_order_two_theta_method(self, varnameU, datanameV, dataname_dt, dataname_theta):
-    """Function which udpate the velocity :math:`v^{n+1}` after
-    the computation of the displacement :math:`u^{n+1}` and
-    before the next iteration. Specific for theta-method and when the velocity is
-    included in the data of the model. """
-    return self.set("velocity_update_for_order_two_theta_method", varnameU, datanameV, dataname_dt, dataname_theta)
-
-
-  def velocity_update_for_Newmark_scheme(self, id2dt2_brick, varnameU, datanameV, dataname_dt, dataname_twobeta, dataname_alpha):
-    """Function which udpate the velocity
-    :math:`v^{n+1}` after
-    the computation of the displacement
-    :math:`u^{n+1}` and
-    before the next iteration. Specific for Newmark scheme
-    and when the velocity is
-    included in the data of the model.*
-    This version inverts the mass matrix by a
-    conjugate gradient."""
-    return self.set("velocity_update_for_Newmark_scheme", id2dt2_brick, varnameU, datanameV, dataname_dt, dataname_twobeta, dataname_alpha)
-
-
-  def disable_bricks(self, bricks_indices):
-    """Disable a brick (the brick will no longer participate to the
-    building of the tangent linear system)."""
-    return self.set("disable_bricks", bricks_indices)
-
-
-  def enable_bricks(self, bricks_indices):
-    """Enable a disabled brick."""
-    return self.set("enable_bricks", bricks_indices)
-
-
-  def disable_variable(self, varname):
-    """Disable a variable for a solve. The next solve will operate only on
-    the remaining variables. This allows to solve separately different
-    parts of a model. If there is a strong coupling of the variables,
-    a fixed point strategy can the be used. """
-    return self.set("disable_variable", varname)
-
-
-  def enable_variable(self, varname):
-    """Enable a disabled variable."""
-    return self.set("enable_variable", varname)
-
-
-  def first_iter(self):
-    """To be executed before the first iteration of a time integration
-    scheme. """
-    return self.set("first_iter")
-
-
-  def next_iter(self):
-    """To be executed at the end of each iteration of a time
-    integration scheme. """
-    return self.set("next_iter")
-
-
-  def add_basic_contact_brick(self, varname_u, multname_n, multname_t=None, *args):
-    """Synopsis: ind = Model.add_basic_contact_brick(self, string varname_u, string multname_n[, string multname_t], string dataname_r, Spmat BN[, Spmat BT, string dataname_friction_coeff][, string dataname_gap[, string dataname_alpha[, int augmented_version]])
-
-    Add a contact with  or without friction brick to the model.
-    If U is the vector
-    of degrees of freedom on which the unilateral constraint is applied,
-    the matrix `BN` have to be such that this constraint is defined by
-    :math:`B_N U \\le 0`. A friction condition can be considered by adding
-    the three parameters `multname_t`, `BT` and `dataname_friction_coeff`.
-    In this case, the tangential displacement is :math:`B_T U` and
-    the matrix `BT` should have as many rows as `BN` multiplied by
-    :math:`d-1` where :math:`d` is the domain dimension.
-    In this case also, `dataname_friction_coeff` is a data which represents
-    the coefficient of friction. It can be a scalar or a vector representing a
-    value on each contact condition.  The unilateral constraint is prescribed
-    thank to a multiplier
-    `multname_n` whose dimension should be equal to the number of rows of
-    `BN`. If a friction condition is added, it is prescribed with a
-    multiplier `multname_t` whose dimension should be equal to the number
-    of rows of `BT`. The augmentation parameter `r` should be chosen in
-    a range of
-    acceptabe values (see Getfem user documentation). `dataname_gap` is an
-    optional parameter representing the initial gap. It can be a single value
-    or a vector of value. `dataname_alpha` is an optional homogenization
-    parameter for the augmentation parameter
-    (see Getfem user documentation).  The parameter `augmented_version`
-    indicates the augmentation strategy : 1 for the non-symmetric
-    Alart-Curnier augmented Lagrangian, 2 for the symmetric one (except for
-    the coupling between contact and Coulomb friction), 3 for the
-    unsymmetric method with augmented multipliers, 4 for the unsymmetric
-    method with augmented multipliers and De Saxce projection. """
-    return self.set("add_basic_contact_brick", varname_u, multname_n, multname_t, *args)
-
-
-  def contact_brick_set_BN(self, indbrick, BN):
-    """Can be used to set the BN matrix of a basic contact/friction brick."""
-    return self.set("contact_brick_set_BN", indbrick, BN)
-
-
-  def contact_brick_set_BT(self, indbrick, BT):
-    """Can be used to set the BT matrix of a basic contact with
-    friction brick. """
-    return self.set("contact_brick_set_BT", indbrick, BT)
-
-
-  def add_nodal_contact_with_rigid_obstacle_brick(self, mim, varname_u, multname_n, multname_t=None, *args):
-    """Synopsis: ind = Model.add_nodal_contact_with_rigid_obstacle_brick(self,  MeshIm mim, string varname_u, string multname_n[, string multname_t], string dataname_r[, string dataname_friction_coeff], int region, string obstacle[,  int augmented_version])
-
-    Add a contact with or without friction condition with a rigid obstacle
-    to the model. The condition is applied on the variable `varname_u`
-    on the boundary corresponding to `region`. The rigid obstacle should
-    be described with the string `obstacle` being a signed distance to
-    the obstacle. This string should be an expression where the coordinates
-    are 'x', 'y' in 2D and 'x', 'y', 'z' in 3D. For instance, if the rigid
-    obstacle correspond to :math:`z \\le 0`, the corresponding signed distance
-    will be simply "z". `multname_n` should be a fixed size variable whose size
-    is the number of degrees of freedom on boundary `region`. It represents the
-    contact equivalent nodal forces. In order to add a friction condition
-    one has to add the `multname_t` and `dataname_friction_coeff` parameters.
-    `multname_t` should be a fixed size variable whose size is
-    the number of degrees of freedom on boundary `region` multiplied by
-    :math:`d-1` where :math:`d` is the domain dimension. It represents
-    the friction equivalent nodal forces.
-    The augmentation parameter `r` should be chosen in a
-    range of acceptabe values (close to the Young modulus of the elastic
-    body, see Getfem user documentation).  `dataname_friction_coeff` is
-    the friction coefficient. It could be a scalar or a vector of values
-    representing the friction coefficient on each contact node. 
-    The parameter `augmented_version`
-    indicates the augmentation strategy : 1 for the non-symmetric
-    Alart-Curnier augmented Lagrangian, 2 for the symmetric one (except for
-    the coupling between contact and Coulomb friction),
-    3 for the new unsymmetric method.
-    Basically, this brick compute the matrix BN
-    and the vectors gap and alpha and calls the basic contact brick. """
-    return self.set("add_nodal_contact_with_rigid_obstacle_brick", mim, varname_u, multname_n, multname_t, *args)
-
-
-  def add_contact_with_rigid_obstacle_brick(self, mim, varname_u, multname_n, multname_t=None, *args):
-    """Synopsis: ind = Model.add_contact_with_rigid_obstacle_brick(self,  MeshIm mim, string varname_u, string multname_n[, string multname_t], string dataname_r[, string dataname_friction_coeff], int region, string obstacle[,  int augmented_version])
-
-    DEPRECATED FUNCTION. Use 'add nodal contact with rigid obstacle brick' instead."""
-    return self.set("add_contact_with_rigid_obstacle_brick", mim, varname_u, multname_n, multname_t, *args)
-
-
-  def add_integral_contact_with_rigid_obstacle_brick(self, mim, varname_u, multname, dataname_obstacle, dataname_r, dataname_friction_coeff=None, *args):
-    """Synopsis: ind = Model.add_integral_contact_with_rigid_obstacle_brick(self,  MeshIm mim, string varname_u, string multname, string dataname_obstacle, string dataname_r [, string dataname_friction_coeff], int region [, int option [, string dataname_alpha [, string dataname_wt [, string dataname_gamma [, string dataname_vt]]]]])
-
-    Add a contact with or without friction condition with a rigid obstacle
-    to the model. This brick adds a contact which is defined
-    in an integral way. It is the direct approximation of an augmented
-    Lagrangian formulation (see Getfem user documentation) defined at the
-    continuous level. The advantage is a better scalability: the number of
-    Newton iterations should be more or less independent of the mesh size.
-    The contact condition is applied on the variable `varname_u`
-    on the boundary corresponding to `region`. The rigid obstacle should
-    be described with the data `dataname_obstacle` being a signed distance to
-    the obstacle (interpolated on a finite element method).
-    `multname` should be a fem variable representing the contact stress.
-    An inf-sup condition beetween `multname` and `varname_u` is required.
-    The augmentation parameter `dataname_r` should be chosen in a
-    range of acceptabe values.
-    The optional parameter `dataname_friction_coeff` is the friction
-    coefficient which could be constant or defined on a finite element method.
-    Possible values for `option` is 1 for the non-symmetric Alart-Curnier
-    augmented Lagrangian method, 2 for the symmetric one, 3 for the
-    non-symmetric Alart-Curnier method with an additional augmentation
-    and 4 for a new unsymmetric method. The default value is 1.
-    In case of contact with friction, `dataname_alpha` and `dataname_wt`
-    are optional parameters to solve evolutionary friction problems.
-    `dataname_gamma` and `dataname_vt` represent optional data for adding
-    a parameter-dependent sliding velocity to the friction condition.
-    """
-    return self.set("add_integral_contact_with_rigid_obstacle_brick", mim, varname_u, multname, dataname_obstacle, dataname_r, dataname_friction_coeff, *args)
-
-
-  def add_penalized_contact_with_rigid_obstacle_brick(self, mim, varname_u, dataname_obstacle, dataname_r, dataname_coeff=None, *args):
-    """Synopsis: ind = Model.add_penalized_contact_with_rigid_obstacle_brick(self,  MeshIm mim, string varname_u, string dataname_obstacle, string dataname_r [, string dataname_coeff], int region [, int option, string dataname_lambda, [, string dataname_alpha [, string dataname_wt]]])
-
-    Add a penalized contact with or without friction condition with a
-    rigid obstacle to the model.
-    The condition is applied on the variable `varname_u`
-    on the boundary corresponding to `region`. The rigid obstacle should
-    be described with the data `dataname_obstacle` being a signed distance to
-    the obstacle (interpolated on a finite element method).
-    The penalization parameter `dataname_r` should be chosen
-    large enough to prescribe approximate non-penetration and friction
-    conditions but not too large not to deteriorate too much the
-    conditionning of the tangent system.
-    `dataname_lambda` is an optional parameter used if option
-    is 2. In that case, the penalization term is shifted by lambda (this
-    allows the use of an Uzawa algorithm on the corresponding augmented
-    Lagrangian formulation)
-    """
-    return self.set("add_penalized_contact_with_rigid_obstacle_brick", mim, varname_u, dataname_obstacle, dataname_r, dataname_coeff, *args)
-
-
-  def add_Nitsche_contact_with_rigid_obstacle_brick(self, mim, varname_u, dataname_obstacle, dataname_r, dataname_friction_coeff, dataname_lambda, dataname_mu, region):
-    """Add a contact with friction condition with a rigid obstacle
-    to the model with  Nitsche strategy (no multiplier) in an integral way.
-    This is an experimental brick, which works only for linear homogeneous
-    isotropic elasticity.
-    The condition is applied on the variable `varname_u`
-    on the boundary corresponding to `region`. The rigid obstacle should
-    be described with the data `dataname_obstacle` being a signed distance
-    to the obstacle (interpolated on a finite element method).
-    The Nitsche parameter `dataname_r` should be chosen in a
-    range of acceptable values. `dataname_friction_coeff` is the friction
-    coefficient which could be constant or defined on a finite element
-    method. `dataname_lambda` and `dataname_mu` are the Lame coefficients.
-    """
-    return self.set("add_Nitsche_contact_with_rigid_obstacle_brick", mim, varname_u, dataname_obstacle, dataname_r, dataname_friction_coeff, dataname_lambda, dataname_mu, region)
-
-
-  def add_nodal_contact_between_nonmatching_meshes_brick(self, mim1, mim2=None, *args):
-    """Synopsis: ind = Model.add_nodal_contact_between_nonmatching_meshes_brick(self,  MeshIm mim1[, MeshIm mim2], string varname_u1[, string varname_u2], string multname_n[, string multname_t], string dataname_r[, string dataname_fr], int rg1, int rg2[, int slave1, int slave2,  int augmented_version])
-
-    Add a contact with or without friction condition between two faces of
-    one or two elastic bodies. The condition is applied on the variable
-    `varname_u1` or the variables `varname_u1` and `varname_u2` depending
-    if a single or two distinct displacement fields are given. Integers
-    `rg1` and `rg2` represent the regions expected to come in contact with
-    each other. In the single displacement variable case the regions defined
-    in both `rg1` and `rg2` refer to the variable `varname_u1`. In the case
-    of two displacement variables, `rg1` refers to `varname_u1` and `rg2`
-    refers to `varname_u2`. `multname_n` should be a fixed size variable
-    whose size is the number of degrees of freedom on those regions among
-    the ones defined in `rg1` and `rg2` which are characterized as "slaves".
-    It represents the contact equivalent nodal normal forces. `multname_t`
-    should be a fixed size variable whose size corresponds to the size of
-    `multname_n` multiplied by qdim - 1 . It represents the contact
-    equivalent nodal tangent (frictional) forces. The augmentation parameter
-    `r` should be chosen in a range of acceptabe values (close to the Young
-    modulus of the elastic body, see Getfem user documentation). The
-    friction coefficient stored in the parameter `fr` is either a single
-    value or a vector of the same size as `multname_n`. The optional
-    parameters `slave1` and `slave2` declare if the regions defined in `rg1`
-    and `rg2` are correspondingly considered as "slaves". By default
-    `slave1` is true and `slave2` is false, i.e. `rg1` contains the slave
-    surfaces, while 'rg2' the master surfaces. Preferrably only one of
-    `slave1` and `slave2` is set to true.  The parameter `augmented_version`
-    indicates the augmentation strategy : 1 for the non-symmetric
-    Alart-Curnier augmented Lagrangian, 2 for the symmetric one (except for
-    the coupling between contact and Coulomb friction),
-    3 for the new unsymmetric method.
-    Basically, this brick computes the matrices BN and BT and the vectors
-    gap and alpha and calls the basic contact brick. """
-    return self.set("add_nodal_contact_between_nonmatching_meshes_brick", mim1, mim2, *args)
-
-
-  def add_nonmatching_meshes_contact_brick(self, mim1, mim2=None, *args):
-    """Synopsis: ind = Model.add_nonmatching_meshes_contact_brick(self,  MeshIm mim1[, MeshIm mim2], string varname_u1[, string varname_u2], string multname_n[, string multname_t], string dataname_r[, string dataname_fr], int rg1, int rg2[, int slave1, int slave2,  int augmented_version])
-
-    DEPRECATED FUNCTION. Use 'add nodal contact between nonmatching meshes brick' instead."""
-    return self.set("add_nonmatching_meshes_contact_brick", mim1, mim2, *args)
-
-
-  def add_integral_contact_between_nonmatching_meshes_brick(self, mim, varname_u1, varname_u2, multname, dataname_r, dataname_friction_coeff=None, *args):
-    """Synopsis: ind = Model.add_integral_contact_between_nonmatching_meshes_brick(self,  MeshIm mim, string varname_u1, string varname_u2, string multname, string dataname_r [, string dataname_friction_coeff], int region1, int region2 [, int option [, string dataname_alpha [, string dataname_wt1 , string dataname_wt2]]])
-
-    Add a contact with or without friction condition between nonmatching
-    meshes to the model. This brick adds a contact which is defined
-    in an integral way. It is the direct approximation of an augmented
-    agrangian formulation (see Getfem user documentation) defined at the
-    continuous level. The advantage should be a better scalability:
-    the number of Newton iterations should be more or less independent
-    of the mesh size.
-    The condition is applied on the variables `varname_u1` and `varname_u2`
-    on the boundaries corresponding to `region1` and `region2`.
-    `multname` should be a fem variable representing the contact stress
-    for the frictionless case and the contact and friction stress for the
-    case with friction. An inf-sup condition between `multname` and
-    `varname_u1` and `varname_u2` is required.
-    The augmentation parameter `dataname_r` should be chosen in a
-    range of acceptable values.
-    The optional parameter `dataname_friction_coeff` is the friction
-    coefficient which could be constant or defined on a finite element
-    method on the same mesh as `varname_u1`.
-    Possible values for `option` is 1 for the non-symmetric Alart-Curnier
-    augmented Lagrangian method, 2 for the symmetric one, 3 for the
-    non-symmetric Alart-Curnier method with an additional augmentation
-    and 4 for a new unsymmetric method. The default value is 1.
-    In case of contact with friction, `dataname_alpha`, `dataname_wt1` and
-    `dataname_wt2` are optional parameters to solve evolutionary friction
-    problems.
-    """
-    return self.set("add_integral_contact_between_nonmatching_meshes_brick", mim, varname_u1, varname_u2, multname, dataname_r, dataname_friction_coeff, *args)
-
-
-  def add_penalized_contact_between_nonmatching_meshes_brick(self, mim, varname_u1, varname_u2, dataname_r, dataname_coeff=None, *args):
-    """Synopsis: ind = Model.add_penalized_contact_between_nonmatching_meshes_brick(self,  MeshIm mim, string varname_u1, string varname_u2, string dataname_r [, string dataname_coeff], int region1, int region2 [, int option [, string dataname_lambda, [, string dataname_alpha [, string dataname_wt1, string dataname_wt2]]]])
-
-    Add a penalized contact condition with or without friction between
-    nonmatching meshes to the model.
-    The condition is applied on the variables `varname_u1` and  `varname_u2`
-    on the boundaries corresponding to `region1` and `region2`.
-    The penalization parameter `dataname_r` should be chosen
-    large enough to prescribe approximate non-penetration and friction
-    conditions but not too large not to deteriorate too much the
-    conditionning of the tangent system.
-    The optional parameter `dataname_friction_coeff` is the friction
-    coefficient which could be constant or defined on a finite element
-    method on the same mesh as `varname_u1`.
-    `dataname_lambda` is an optional parameter used if option
-    is 2. In that case, the penalization term is shifted by lambda (this
-    allows the use of an Uzawa algorithm on the corresponding augmented
-    Lagrangian formulation)
-    In case of contact with friction, `dataname_alpha`, `dataname_wt1` and
-    `dataname_wt2` are optional parameters to solve evolutionary friction
-    problems.
-    """
-    return self.set("add_penalized_contact_between_nonmatching_meshes_brick", mim, varname_u1, varname_u2, dataname_r, dataname_coeff, *args)
-
-
-  def add_integral_large_sliding_contact_brick(self, mim, varname_u, multname, dataname_r, dataname_fr, rg):
-    """(still experimental brick)
-    Add a large sliding contact with friction brick to the model.
-    This brick is able to deal with auto-contact, contact between
-    several deformable bodies and contact with rigid obstacles.
-    The condition is applied on the variable `varname_u` on the
-    boundary corresponding to `region`. `dataname_r` is the augmentation
-    parameter of the augmented Lagrangian. `dataname_friction_coeff`
-    is the friction coefficient. `mim` is an integration method on the
-    boundary. `varname_u` is the variable on which the contact condition 
-    will be prescribed (should be of displacement type). `multname` is 
-    a multiplier defined on the boundary which will represent the contact
-    force. If no additional boundary or rigid
-    obstacle is added, only auto-contact will be detected. Use
-    `add_boundary_to_large_sliding_contact_brick` and
-    `add_rigid_obstacle_to_large_sliding_contact_brick` to add contact
-    boundaries and rigid obstacles. """
-    return self.set("add_integral_large_sliding_contact_brick", mim, varname_u, multname, dataname_r, dataname_fr, rg)
-
-
-  def add_boundary_to_large_sliding_contact_brick(self, indbrick, mim, varname_u, multname, rg):
-    """Add a contact boundary to an existing large sliding contact brick.
-    indbrick` is the brick index. """
-    return self.set("add_boundary_to_large_sliding_contact_brick", indbrick, mim, varname_u, multname, rg)
-
-
-  def add_rigid_obstacle_to_large_sliding_contact_brick(self, indbrick, obs):
-    """Add a rigid obstacle to an existing large sliding contact brick.
-    indbrick` is the brick index, `obs` is the expression of a
-    unction which should be closed to a signed distance to the obstacle. """
-    return self.set("add_rigid_obstacle_to_large_sliding_contact_brick", indbrick, obs)
-
-
-#
-# GetFEM class Precond definition.
-#
-
-class Precond:
-  """GetFEM Precond object
-
-  The preconditioners may store REAL or COMPLEX values. They accept getfem
-  sparse matrices and Matlab sparse matrices.
-
-  """
-  def __init__(self, *args):
-    """General constructor for Precond objects
-
-  * ``PC = Precond('identity')``
-    Create a REAL identity precondioner.
-
-  * ``PC = Precond('cidentity')``
-    Create a COMPLEX identity precondioner.
-
-  * ``PC = Precond('diagonal', vec D)``
-    Create a diagonal precondioner.
-
-  * ``PC = Precond('ildlt', SpMat m)``
-    Create an ILDLT (Cholesky) preconditioner for the (symmetric) sparse
-    matrix `m`. This preconditioner has the same sparsity pattern than `m`
-    (no fill-in).
-
-  * ``PC = Precond('ilu', SpMat m)``
-    Create an ILU (Incomplete LU) preconditioner for the sparse
-    matrix `m`. This preconditioner has the same sparsity pattern
-    than `m` (no fill-in).  
-
-  * ``PC = Precond('ildltt', SpMat m[, int fillin[, scalar threshold]])``
-    Create an ILDLTT (Cholesky with filling) preconditioner for the
-    (symmetric) sparse matrix `m`. The preconditioner may add at most
-    `fillin` additional non-zero entries on each line. The default value
-    for `fillin` is 10, and the default threshold is1e-7.
-
-  * ``PC = Precond('ilut', SpMat m[, int fillin[, scalar threshold]])``
-    Create an ILUT (Incomplete LU with filling) preconditioner for the
-    sparse matrix `m`. The preconditioner may add at most `fillin`
-    additional non-zero entries on each line. The default value for
-    `fillin` is 10, and the default threshold is 1e-7.
-
-  * ``PC = Precond('superlu', SpMat m)``
-    Uses SuperLU to build an exact factorization of the sparse matrix `m`.
-    This preconditioner is only available if the getfem-interface was
-    built with SuperLU support. Note that LU factorization is likely to
-    eat all your memory for 3D problems.
-
-  * ``PC = Precond('spmat', SpMat m)``
-    Preconditionner given explicitely by a sparse matrix.
-
-    """
-    generic_constructor(self,'precond',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('precond_get',self.id, *args)
-  def __repr__(self):
-    getfem('precond_get',self.id, 'display')
-    return ''
-  def __str__(self):
-    return self.char()
-
-  def mult(self, V):
-    """Apply the preconditioner to the supplied vector."""
-    return self.get("mult", V)
-
-
-  def tmult(self, V):
-    """Apply the transposed preconditioner to the supplied vector."""
-    return self.get("tmult", V)
-
-
-  def type(self):
-    """Return a string describing the type of the preconditioner ('ilu', 'ildlt',..)."""
-    return self.get("type")
-
-
-  def size(self):
-    """Return the dimensions of the preconditioner."""
-    return self.get("size")
-
-
-  def is_complex(self):
-    """Return 1 if the preconditioner stores complex values."""
-    return self.get("is_complex")
-
-
-  def char(self):
-    """Output a (unique) string representation of the Precond.
-    
-    This can be used to perform comparisons between two
-    different Precond objects.
-    This function is to be completed.
-    """
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a Precond object."""
-    return self.get("display")
-
-
-#
-# GetFEM class Slice definition.
-#
-
-class Slice:
-  """GetFEM Slice object
-
-  Creation of a mesh slice. Mesh slices are very similar to a
-  P1-discontinuous MeshFem on which interpolation is very fast. The slice is
-  built from a mesh object, and a description of the slicing operation, for
-  example::
-
-    sl = Slice(('planar',+1,[[0],[0]],[[0],[1]]), m, 5)
-
-  cuts the original mesh with the half space {y>0}. Each convex of the
-  original Mesh `m` is simplexified (for example a quadrangle is splitted
-  into 2 triangles), and each simplex is refined 5 times.
-
-  Slicing operations can be:
-
-  * cutting with a plane, a sphere or a cylinder
-  * intersection or union of slices
-  * isovalues surfaces/volumes
-  * "points", "streamlines" (see below)
-
-  If the first argument is a MeshFem `mf` instead of a Mesh, and if it is
-  followed by a `mf`-field `u`, then the deformation `u` will be applied to the
-  mesh before the slicing operation.
-
-  The first argument can also be a slice.
-
-  """
-  def __init__(self, *args):
-    """General constructor for Slice objects
-
-  * ``sl = Slice(sliceop, {Slice sl|{Mesh m| MeshFem mf, vec U}, int refine}[, mat CVfids])``
-    Create a Slice using `sliceop` operation.
-    
-    `sliceop` operation is specified with  Tuple
-    or List, do not forget the extra parentheses!. The first element is the
-    name of the operation, followed the slicing options:
-    
-    * ('none') :
-      Does not cut the mesh.
-    
-    * ('planar', int orient, vec p, vec n) :
-      Planar cut. `p` and `n` define a half-space, `p` being a point belong to
-      the boundary of the half-space, and `n` being its normal. If `orient` is
-      equal to -1 (resp. 0, +1), then the slicing operation will cut the mesh
-      with the "interior" (resp. "boundary", "exterior") of the half-space.
-      `orient` may also be set to +2 which means that the mesh will be sliced,
-      but both the outer and inner parts will be kept.
-    
-    * ('ball', int orient, vec c, scalar r) :
-      Cut with a ball of center `c` and radius `r`.
-    
-    * ('cylinder', int orient, vec p1, vec p2, scalar r) :
-      Cut with a cylinder whose axis is the line `(p1, p2)` and whose radius
-      is `r`.
-    
-    * ('isovalues', int orient, MeshFem mf, vec U, scalar s) :
-      Cut using the isosurface of the field `U` (defined on the MeshFem `mf`).
-      The result is the set `{x such that :math:`U(x) \\leq s`}` or `{x such that
-      `U`(x)=`s`}` or `{x such that `U`(x) >= `s`}` depending on the value of
-      `orient`.
-    
-    * ('boundary'[, SLICEOP]) :
-      Return the boundary of the result of SLICEOP, where SLICEOP is any
-      slicing operation. If SLICEOP is not specified, then the whole mesh is
-      considered (i.e. it is equivalent to ('boundary',{'none'})).
-    
-    * ('explode', mat Coef) :
-      Build an 'exploded' view of the mesh: each convex is shrinked (:math:`0 <
-      \\text{Coef} \\leq 1`). In the case of 3D convexes, only their faces are kept.
-    
-    * ('union', SLICEOP1, SLICEOP2) :
-      Returns the union of slicing operations.
-    
-    * ('intersection', SLICEOP1, SLICEOP2) :
-      Returns the intersection of slicing operations, for example::
-    
-        sl = Slice((intersection',('planar',+1,[[0],[0],[0]],[[0],[0],[1]]),
-                                   ('isovalues',-1,mf2,u2,0)),mf,u,5)
-    
-    * ('comp', SLICEOP) :
-      Returns the complementary of slicing operations.
-    
-    * ('diff', SLICEOP1, SLICEOP2) :
-      Returns the difference of slicing operations.
-    
-    * ('mesh', Mesh m) :
-      Build a slice which is the intersection of the sliced mesh with another
-      mesh. The slice is such that all of its simplexes are stricly contained
-      into a convex of each mesh.
-    
-
-  * ``sl = Slice('streamlines', MeshFem mf, mat U, mat S)``
-    Compute streamlines of the (vector) field `U`, with seed points given
-    by the columns of `S`.
-
-  * ``sl = Slice('points', Mesh m, mat Pts)``
-    Return the "slice" composed of points given by the columns of `Pts`
-    (useful for interpolation on a given set of sparse points, see
-    ``gf_compute('interpolate on',sl)``.
-
-  * ``sl = Slice('load', string filename[, Mesh m])``
-    Load the slice (and its linked mesh if it is not given as an argument)
-    from a text file.
-
-    """
-    generic_constructor(self,'slice',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('slice_get',self.id, *args)
-  def __repr__(self):
-    getfem('slice_get',self.id, 'display')
-    return ''
-  def set(self, *args):
-    return getfem('slice_set',self.id, *args)
-  def __str__(self):
-    return self.char()
-
-  def dim(self):
-    """Return the dimension of the slice (2 for a 2D mesh, etc..)."""
-    return self.get("dim")
-
-
-  def area(self):
-    """Return the area of the slice."""
-    return self.get("area")
-
-
-  def cvs(self):
-    """Return the list of convexes of the original mesh contained in the slice."""
-    return self.get("cvs")
-
-
-  def nbpts(self):
-    """Return the number of points in the slice."""
-    return self.get("nbpts")
-
-
-  def nbsplxs(self, dim=None):
-    """Return the number of simplexes in the slice.
-    
-    Since the slice may contain points (simplexes of dim 0), segments
-    (simplexes of dimension 1), triangles etc., the result is a vector
-    of size Slice.dim()+1, except if the optional argument `dim`
-    is used."""
-    return self.get("nbsplxs", dim)
-
-
-  def pts(self):
-    """Return the list of point coordinates."""
-    return self.get("pts")
-
-
-  def splxs(self, dim):
-    """Return the list of simplexes of dimension `dim`.
-    
-    On output, S has 'dim+1' rows, each column contains the point
-    numbers of a simplex.  The vector `CV2S` can be used to find the
-    list of simplexes for any convex stored in the slice. For example
-    'S[:,CV2S[4]:CV2S[5]]'
-    gives the list of simplexes for the fourth convex."""
-    return self.get("splxs", dim)
-
-
-  def edges(self):
-    """Return the edges of the linked mesh contained in the slice.
-    
-    `P` contains the list of all edge vertices, `E1` contains
-    the indices of each mesh edge in `P`, and `E2` contains the
-    indices of each "edges" which is on the border of the slice.
-    This function is useless except for post-processing purposes."""
-    return self.get("edges")
-
-
-  def interpolate_convex_data(self, Ucv):
-    """Interpolate data given on each convex of the mesh to the slice nodes.
-    
-    The input array `Ucv` may have any number of dimensions, but its
-    last dimension should be equal to Mesh.max_cvid().
-    
-    Example of use: Slice.interpolate_convex_data(Mesh.quality())."""
-    return self.get("interpolate_convex_data", Ucv)
-
-
-  def linked_mesh(self):
-    """Return the mesh on which the slice was taken."""
-    return self.get("linked_mesh")
-
-
-  def mesh(self):
-    """Return the mesh on which the slice was taken
-    (identical to 'linked mesh')"""
-    return self.get("mesh")
-
-
-  def memsize(self):
-    """Return the amount of memory (in bytes) used by the slice object."""
-    return self.get("memsize")
-
-
-  def export_to_vtk(self, filename, *args):
-    """Synopsis: Slice.export_to_vtk(self, string filename, ...)
-
-    Export a slice to VTK.
-    
-    Following the `filename`, you may use any of the following options:
-    
-    - if 'ascii' is not used, the file will contain binary data
-      (non portable, but fast).
-    - if 'edges' is used, the edges of the original mesh will be
-      written instead of the slice content.
-    
-    More than one dataset may be written, just list them. Each dataset
-    consists of either:
-    
-    - a field interpolated on the slice (scalar, vector or tensor),
-      followed by an optional name.
-    - a mesh_fem and a field, followed by an optional name.
-    
-    Examples:
-    
-    - Slice.export_to_vtk('test.vtk', Usl, 'first_dataset', mf,
-      U2, 'second_dataset')
-    - Slice.export_to_vtk('test.vtk', 'ascii', mf,U2)
-    - Slice.export_to_vtk('test.vtk', 'edges', 'ascii', Uslice)"""
-    return self.get("export_to_vtk", filename, *args)
-
-
-  def export_to_pov(self, filename):
-    """Export a the triangles of the slice to POV-RAY."""
-    return self.get("export_to_pov", filename)
-
-
-  def export_to_dx(self, filename, *args):
-    """Synopsis: Slice.export_to_dx(self, string filename, ...)
-
-    Export a slice to OpenDX.
-    
-    Following the `filename`, you may use any of the following
-    options:
-    
-    - if 'ascii' is not used, the file will contain binary data
-      (non portable, but fast).
-    - if 'edges' is used, the edges of the original mesh will be
-      written instead of the slice content.
-    - if 'append' is used, the opendx file will not be overwritten,
-      and the new data will be added at the end of the file.
-    
-    More than one dataset may be written, just list them. Each dataset
-    consists of either:
-    
-    - a field interpolated on the slice (scalar, vector or tensor),
-      followed by an optional name.
-    - a mesh_fem and a field, followed by an optional name."""
-    return self.get("export_to_dx", filename, *args)
-
-
-  def export_to_pos(self, filename, name=None, *args):
-    """Synopsis: Slice.export_to_pos(self, string filename[, string name][[,MeshFem mf1], mat U1, string nameU1[[,MeshFem mf1], mat U2, string nameU2,...])
-
-    Export a slice to Gmsh.
-    
-    More than one dataset may be written, just list them.
-    Each dataset consists of either:
-    
-    - a field interpolated on the slice (scalar, vector or tensor).
-    - a mesh_fem and a field."""
-    return self.get("export_to_pos", filename, name, *args)
-
-
-  def char(self):
-    """Output a (unique) string representation of the Slice.
-    
-    This can be used to perform comparisons between two
-    different Slice objects.
-    This function is to be completed.
-    """
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a Slice object."""
-    return self.get("display")
-
-
-  def set_pts(self, P):
-    """Replace the points of the slice.
-    
-    The new points `P` are stored in the columns the matrix. Note that
-    you can use the function to apply a deformation to a slice, or to
-    change the dimension of the slice (the number of rows of `P` is not
-    required to be equal to Slice.dim())."""
-    return self.set("pts", P)
-
-
-#
-# GetFEM class Spmat definition.
-#
-
-class Spmat:
-  """GetFEM Spmat object
-
-  Create a new sparse matrix in getfem++ format. These sparse matrix can be stored as CSC (compressed column
-  sparse), which is the format used by Matlab, or they can be stored as WSC
-  (internal format to getfem). The CSC matrices are not writable (it would
-  be very inefficient), but they are optimized for multiplication with
-  vectors, and memory usage. The WSC are writable, they are very fast with
-  respect to random read/write operation. However their memory overhead is
-  higher than CSC matrices, and they are a little bit slower for
-  matrix-vector multiplications.
-
-  By default, all newly created matrices are build as WSC matrices. This can
-  be changed later with ``Spmat.to_csc(...)``, or may be changed
-  automatically by getfem (for example ``gf_linsolve()`` converts the
-  matrices to CSC).
-
-  The matrices may store REAL or COMPLEX values.
-  """
-  def __init__(self, *args):
-    """General constructor for Spmat objects
-
-  * ``SM = Spmat('empty', int m [, int n])``
-    Create a new empty (i.e. full of zeros) sparse matrix, of dimensions
-    `m x n`. If `n` is omitted, the matrix dimension is `m x m`.
-
-  * ``SM = Spmat('copy', mat K [, list I [, list J]])``
-    Duplicate a matrix `K` (which might be a SpMat). If index `I` and/or `J` are given, the matrix will
-    be a submatrix of `K`. For example::
-    
-      
-      
-      m = Spmat('copy', Spmat('empty',50,50), range(40), [6, 7, 8, 3, 10])
-    
-    will return a 40x5 matrix.
-
-  * ``SM = Spmat('identity', int n)``
-    Create a `n x n` identity matrix.
-
-  * ``SM = Spmat('mult', Spmat A, Spmat B)``
-    Create a sparse matrix as the product of the sparse matrices `A` and
-    `B`. It requires that `A` and `B` be both real or both complex, you
-    may have to use ``Spmat.to_complex()``
-
-  * ``SM = Spmat('add', Spmat A, Spmat B)``
-    Create a sparse matrix as the sum of the sparse matrices `A` and `B`.
-    Adding a real matrix with a complex matrix is possible.
-
-  * ``SM = Spmat('diag', mat D [, ivec E [, int n [,int m]]])``
-    Create a diagonal matrix. If `E` is given, `D` might be a matrix and
-    each column of `E` will contain the sub-diagonal number that will be
-    filled with the corresponding column of `D`.
-
-  * ``SM = Spmat('load','hb'|'harwell-boeing'|'mm'|'matrix-market', string filename)``
-    Read a sparse matrix from an Harwell-Boeing or a Matrix-Market file
-    .
-
-    """
-    generic_constructor(self,'spmat',*args)
-  def __del__(self):
-    generic_destructor(self, destructible=True)
-  def get(self, *args):
-    return getfem('spmat_get',self.id, *args)
-  def __repr__(self):
-    getfem('spmat_get',self.id, 'display')
-    return ''
-  def set(self, *args):
-    return getfem('spmat_set',self.id, *args)
-  def __str__(self):
-    return self.char()
-
-  def __getitem__(self, key):
-    return getfem('spmat_get',self.id, 'full',*key)
-  def __setitem__(self, key, keyval):
-    getfem('spmat_set', self.id, 'assign', key[0], key[1], keyval)
-  def __neg__(self):
-    m=Spmat('copy',self)
-    m.scale(-1)
-    return m
-  def __add__(self, other):
-    return Spmat('add',self,other)
-  def __sub__(self, other):
-    return Spmat('add',self,other.__neg__())
-  def __mul__(self, other):
-    """Multiplication of a Spmat with another Spmat or a vector or a scalar.
-
-       The result is another Spmat object.
-    """
-    if isinstance(other,numbers.Number):
-      m = Spmat('copy',self)
-      m.set('scale',other)
-    elif (isinstance(other,list) or isinstance(other, numpy.ndarray)):
-      m = self.mult(other)
-    else:
-      m = Spmat('mult',self,other)
-    return m
-  def __rmul__(self, other):
-    if isinstance(other,numbers.Number):
-      m=Spmat('copy',self)
-      m.set('scale',other)
-    elif (isinstance(other,list) or isinstance(other, numpy.ndarray)):
-      m=self.tmult(other)
-    else:
-      m=Spmat('mult',other,self)
-    return m;
-  
-
-  def nnz(self):
-    """Return the number of non-null values stored in the sparse matrix."""
-    return self.get("nnz")
-
-
-  def full(self, I=None, *args):
-    """Synopsis: Sm = Spmat.full(self[, list I[, list J]])
-
-    Return a full (sub-)matrix.
-    
-    The optional arguments `I` and `J`, are the sub-intervals for the
-    rows and columns that are to be extracted."""
-    return self.get("full", I, *args)
-
-
-  def mult(self, V):
-    """Product of the sparse matrix `M` with a vector `V`.
-    
-    For matrix-matrix multiplications, see Spmat('mult')."""
-    return self.get("mult", V)
-
-
-  def tmult(self, V):
-    """Product of `M` transposed (conjugated if `M` is complex) with the
-    vector `V`."""
-    return self.get("tmult", V)
-
-
-  def diag(self, E=None):
-    """Return the diagonal of `M` as a vector.
-    
-    If `E` is used, return the sub-diagonals whose ranks are given in E."""
-    return self.get("diag", E)
-
-
-  def storage(self):
-    """Return the storage type currently used for the matrix.
-    
-    The storage is returned as a string, either 'CSC' or 'WSC'."""
-    return self.get("storage")
-
-
-  def size(self):
-    """Return a vector where `ni` and `nj` are the dimensions of the matrix."""
-    return self.get("size")
-
-
-  def is_complex(self):
-    """Return 1 if the matrix contains complex values."""
-    return self.get("is_complex")
-
-
-  def csc_ind(self):
-    """Return the two usual index arrays of CSC storage.
-    
-    If `M` is not stored as a CSC matrix, it is converted into CSC."""
-    return self.get("csc_ind")
-
-
-  def csc_val(self):
-    """Return the array of values of all non-zero entries of `M`.
-    
-    If `M` is not stored as a CSC matrix, it is converted into CSC."""
-    return self.get("csc_val")
-
-
-  def dirichlet_nullspace(self, R):
-    """Solve the dirichlet conditions `M.U=R`.
-    
-    A solution `U0` which has a minimum L2-norm is returned, with a
-    sparse matrix `N` containing an orthogonal basis of the kernel of
-    the (assembled) constraints matrix `M` (hence, the PDE linear system
-    should be solved on this subspace): the initial problem
-    
-    `K.U = B` with constraints `M.U = R`
-    
-    is replaced by
-    
-    `(N'.K.N).UU = N'.B` with `U = N.UU + U0`"""
-    return self.get("dirichlet_nullspace", R)
-
-
-  def save(self, format, filename):
-    """Export the sparse matrix.
-    
-    the format of the file may be 'hb' for Harwell-Boeing, or 'mm'
-    for Matrix-Market."""
-    return self.get("save", format, filename)
-
-
-  def char(self):
-    """Output a (unique) string representation of the Spmat.
-    
-    This can be used to perform comparisons between two
-    different Spmat objects.
-    This function is to be completed.
-    """
-    return self.get("char")
-
-
-  def display(self):
-    """displays a short summary for a Spmat object."""
-    return self.get("display")
-
-
-  def clear(self, I=None, *args):
-    """Synopsis: Spmat.clear(self[, list I[, list J]])
-
-    Erase the non-zero entries of the matrix.
-    
-    The optional arguments `I` and `J` may be specified to clear a
-    sub-matrix instead of the entire matrix."""
-    return self.set("clear", I, *args)
-
-
-  def scale(self, v):
-    """Multiplies the matrix by a scalar value `v`."""
-    return self.set("scale", v)
-
-
-  def transpose(self):
-    """Transpose the matrix."""
-    return self.set("transpose")
-
-
-  def conjugate(self):
-    """Conjugate each element of the matrix."""
-    return self.set("conjugate")
-
-
-  def transconj(self):
-    """Transpose and conjugate the matrix."""
-    return self.set("transconj")
-
-
-  def to_csc(self):
-    """Convert the matrix to CSC storage.
-    
-    CSC storage is recommended for matrix-vector multiplications."""
-    return self.set("to_csc")
-
-
-  def to_wsc(self):
-    """Convert the matrix to WSC storage.
-    
-    Read and write operation are quite fast with WSC storage."""
-    return self.set("to_wsc")
-
-
-  def to_complex(self):
-    """Store complex numbers."""
-    return self.set("to_complex")
-
-
-  def set_diag(self, D, E=None):
-    """Change the diagonal (or sub-diagonals) of the matrix.
-    
-    If `E` is given, `D` might be a matrix and each column of `E` will
-    contain the sub-diagonal number that will be filled with the
-    corresponding column of `D`."""
-    return self.set("diag", D, E)
-
-
-  def assign(self, I, J, V):
-    """Copy V into the sub-matrix 'M(I,J)'.
-    
-    `V` might be a sparse matrix or a full matrix."""
-    return self.set("assign", I, J, V)
-
-
-  def add(self, I, J, V):
-    """Add `V` to the sub-matrix 'M(I,J)'.
-    
-    `V` might be a sparse matrix or a full matrix."""
-    return self.set("add", I, J, V)
-
-#
-# asm module
-#
-
-
-def asm_mass_matrix(mim, mf1, mf2=None, *args):
-  """Synopsis: M = asm_mass_matrix(MeshIm mim, MeshFem mf1[, MeshFem mf2[, boundary_num]])
-
-  Assembly of a mass matrix.
-  
-  Return a SpMat object.
-  """
-  return getfem('asm', 'mass_matrix', mim, mf1, mf2, *args)
-
-
-def asm_lsneuman_matrix(mim, mf1, mf2, ls):
-  """Assembly of a level set Neuman  matrix.
-  
-  Return a SpMat object.
-  """
-  return getfem('asm', 'lsneuman_matrix', mim, mf1, mf2, ls)
-
-
-def asm_nlsgrad_matrix(mim, mf1, mf2, ls):
-  """Assembly of a nlsgrad matrix.
-  
-  Return a SpMat object.
-  """
-  return getfem('asm', 'nlsgrad_matrix', mim, mf1, mf2, ls)
-
-
-def asm_stabilization_patch_matrix(mesh, mf, mim, ratio, h):
-  """Assembly of stabilization patch matrix .
-  
-  Return a SpMat object.
-  """
-  return getfem('asm', 'stabilization_patch_matrix', mesh, mf, mim, ratio, h)
-
-
-def asm_laplacian(mim, mf_u, mf_d, a):
-  """Assembly of the matrix for the Laplacian problem.
-  
-  :math:`\\nabla\\cdot(a(x)\\nabla u)`  with `a` a scalar.
-  
-  Return a SpMat object.
-  """
-  return getfem('asm', 'laplacian', mim, mf_u, mf_d, a)
-
-
-def asm_linear_elasticity(mim, mf_u, mf_d, lambda_d, mu_d):
-  """Assembles of the matrix for the linear (isotropic) elasticity problem.
-  
-  :math:`\\nabla\\cdot(C(x):\\nabla u)`
-  with :math:`C` defined via `lambda_d` and `mu_d`.
-  
-  Return a SpMat object.
-  """
-  return getfem('asm', 'linear_elasticity', mim, mf_u, mf_d, lambda_d, mu_d)
-
-
-def asm_nonlinear_elasticity(mim, mf_u, U, law, mf_d, params, *args):
-  """Synopsis: TRHS = asm_nonlinear_elasticity(MeshIm mim, MeshFem mf_u, vec U, string law, MeshFem mf_d, mat params, {'tangent matrix'|'rhs'|'incompressible tangent matrix', MeshFem mf_p, vec P|'incompressible rhs', MeshFem mf_p, vec P})
-
-  Assembles terms (tangent matrix and right hand side) for nonlinear elasticity.
-  
-  The solution `U` is required at the current time-step. The `law`
-  may be choosen among:
-  
-  - 'SaintVenant Kirchhoff':
-  Linearized law, should be avoided). This law has the two usual
-  Lame coefficients as parameters, called lambda and mu.
-  - 'Mooney Rivlin':
-  Only for incompressibility. This law has two parameters,
-  called C1 and C2.
-  - 'Ciarlet Geymonat':
-  This law has 3 parameters, called lambda, mu and gamma, with
-  gamma chosen such that gamma is in ]-lambda/2-mu, -mu[.
-  
-  Te parameters of the material law are described on the MeshFem `mf_d`.
-  Te matrix `params` should have `nbdof(mf_d)` columns, each row
-  crrespounds to a parameter.
-  
-  Te last argument selects what is to be built: either the tangent
-  mtrix, or the right hand side. If the incompressibility is
-  cnsidered, it should be followed by a MeshFem `mf_p`, for the
-  pession.
-  
-  Rturn a SpMat object (tangent matrix), vec object (right hand
-  sde), tuple of SpMat objects (incompressible tangent matrix), or
-  tple of vec objects (incompressible right hand side).
-  """
-  return getfem('asm', 'nonlinear_elasticity', mim, mf_u, U, law, mf_d, params, *args)
-
-
-def asm_stokes(mim, mf_u, mf_p, mf_d, nu):
-  """Assembly of matrices for the Stokes problem.
-  
-  :math:`-\\nu(x)\\Delta u + \\nabla p = 0`
-  :math:`\\nabla\\cdot u  = 0`
-  with :math:`\\nu` (`nu`), the fluid's dynamic viscosity.
-  
-  On output, `K` is the usual linear elasticity stiffness matrix with
-  :math:`\\lambda = 0` and
-  :math:`2\\mu = \\nu`. `B` is a matrix
-  corresponding to :math:`\\int p\\nabla\\cdot\\phi`.
-  
-  `K` and `B` are SpMat object's.
-  """
-  return getfem('asm', 'stokes', mim, mf_u, mf_p, mf_d, nu)
-
-
-def asm_helmholtz(mim, mf_u, mf_d, k):
-  """Assembly of the matrix for the Helmholtz problem.
-  
-  :math:`\\Delta u + k^2 u` = 0,  with `k` complex scalar.
-  
-  Return a SpMat object.
-  """
-  return getfem('asm', 'helmholtz', mim, mf_u, mf_d, k)
-
-
-def asm_bilaplacian(mim, mf_u, mf_d, a):
-  """Assembly of the matrix for the Bilaplacian problem.
-  
-  :math:`\\Delta(a(x)\\Delta u) = 0`   with `a` scalar.
-  
-  Return a SpMat object.
-  """
-  return getfem('asm', 'bilaplacian', mim, mf_u, mf_d, a)
-
-
-def asm_bilaplacian_KL(mim, mf_u, mf_d, a, nu):
-  """Assembly of the matrix for the Bilaplacian problem with Kirchoff-Love formulation.
-  
-  :math:`\\Delta(a(x)\\Delta u) = 0`   with `a` scalar.
-  
-  Return a SpMat object.
-  """
-  return getfem('asm', 'bilaplacian_KL', mim, mf_u, mf_d, a, nu)
-
-
-def asm_volumic_source(mim, mf_u, mf_d, fd):
-  """Assembly of a volumic source term.
-  
-  Output a vector `V`, assembled on the MeshFem `mf_u`, using the data
-  vector `fd` defined on the data MeshFem `mf_d`. `fd` may be real or
-  complex-valued.
-  
-  Return a vec object.
-  """
-  return getfem('asm', 'volumic_source', mim, mf_u, mf_d, fd)
-
-
-def asm_boundary_source(bnum, mim, mf_u, mf_d, G):
-  """Assembly of a boundary source term.
-  
-  `G` should be a [Qdim x N] matrix, where N is the number of dof
-  of `mf_d`, and Qdim is the dimension of the unkown u (that is set
-  when creating the MeshFem).
-  
-  Return a vec object.
-  """
-  return getfem('asm', 'boundary_source', bnum, mim, mf_u, mf_d, G)
-
-
-def asm_dirichlet(bnum, mim, mf_u, mf_d, H, R, threshold=None):
-  """Assembly of Dirichlet conditions of type `h.u = r`.
-  
-  Handle `h.u = r` where h is a square matrix (of any rank) whose
-  size is equal to the dimension of the unkown u. This matrix is
-  stored in `H`, one column per dof in `mf_d`, each column containing
-  the values of the matrix h stored in fortran order:
-  
-  .. math::
-  
-    `H(:,j) = [h11(x_j) h21(x_j) h12(x_j) h22(x_j)]`
-  
-  if u is a 2D vector field.
-  
-  Of course, if the unknown is a scalar field, you just have to set
-  `H = ones(1, N)`, where N is the number of dof of `mf_d`.
-  
-  This is basically the same than calling gf_asm('boundary qu term')
-  for `H` and calling gf_asm('neumann') for `R`, except that this
-  function tries to produce a 'better' (more diagonal) constraints
-  matrix (when possible).
-  
-  See also Spmat.Dirichlet_nullspace()."""
-  return getfem('asm', 'dirichlet', bnum, mim, mf_u, mf_d, H, R, threshold)
-
-
-def asm_boundary_qu_term(boundary_num, mim, mf_u, mf_d, q):
-  """Assembly of a boundary qu term.
-  
-  `q` should be be a [Qdim x Qdim x N] array, where N is the number
-  of dof of `mf_d`, and Qdim is the dimension of the unkown u (that
-  is set when creating the MeshFem).
-  
-  Return a SpMat object.
-  """
-  return getfem('asm', 'boundary_qu_term', boundary_num, mim, mf_u, mf_d, q)
-
-
-def asm_volumic(CVLST=None, *args):
-  """Synopsis: (...) = asm_volumic(,CVLST], expr [, mesh_ims, mesh_fems, data...])
-
-  Generic assembly procedure for volumic assembly.
-  
-  The expression `expr` is evaluated over the MeshFem's listed in the
-  arguments (with optional data) and assigned to the output arguments.
-  For details about the syntax of assembly expressions, please refer
-  to the getfem user manual (or look at the file getfem_assembling.h
-  in the getfem++ sources).
-  
-  For example, the L2 norm of a field can be computed with::
-  
-    gf_compute('L2 norm') or with:
-  
-    gf_asm('volumic','u=data(#1); V()+=u(i).u(j).comp(Base(#1).Base(#1))(i,j)',mim,mf,U)
-  
-  The Laplacian stiffness matrix can be evaluated with::
-  
-    gf_asm('laplacian',mim, mf, A) or equivalently with:
-  
-    gf_asm('volumic','a=data(#2);M(#1,#1)+=sym(comp(Grad(#1).Grad(#1).Base(#2))(:,i,:,i,j).a(j))', mim,mf, A);"""
-  return getfem('asm', 'volumic', CVLST, *args)
-
-
-def asm_boundary(bnum, expr, mim=None, mf=None, data=None, *args):
-  """Synopsis: (...) = asm_boundary(int bnum, string expr [, MeshIm mim, MeshFem mf, data...])
-
-  Generic boundary assembly.
-  
-  See the help for gf_asm('volumic')."""
-  return getfem('asm', 'boundary', bnum, expr, mim, mf, data, *args)
-
-
-def asm_interpolation_matrix(mf, mfi):
-  """Build the interpolation matrix from a MeshFem onto another MeshFem.
-  
-  Return a matrix `Mi`, such that `V = Mi.U` is equal to
-  gf_compute('interpolate_on',mfi). Useful for repeated interpolations.
-  Note that this is just interpolation, no elementary integrations
-  are involved here, and `mfi` has to be lagrangian. In the more
-  general case, you would have to do a L2 projection via the mass
-  matrix.
-  
-  `Mi` is a SpMat object.
-  """
-  return getfem('asm', 'interpolation_matrix', mf, mfi)
-
-
-def asm_extrapolation_matrix(mf, mfe):
-  """Build the extrapolation matrix from a MeshFem onto another MeshFem.
-  
-  Return a matrix `Me`, such that `V = Me.U` is equal to
-  gf_compute('extrapolate_on',mfe). Useful for repeated
-  extrapolations.
-  
-  `Me` is a SpMat object.
-  """
-  return getfem('asm', 'extrapolation_matrix', mf, mfe)
-
-
-def asm_integral_contact_Uzawa_projection(bnum, mim, mf_u, U, mf_lambda, vec_lambda, mf_obstacle, obstacle, r, *args):
-  """Synopsis: B = asm_integral_contact_Uzawa_projection(int bnum, MeshIm mim, MeshFem mf_u, vec U, MeshFem mf_lambda, vec vec_lambda, MeshFem mf_obstacle, vec obstacle, scalar r [, {scalar coeff | MeshFem mf_coeff, vec coeff} [, int option[, scalar alpha, vec W]]])
-
-  Specific assembly procedure for the use of an Uzawa algorithm to solve
-    contact problems. Projects the term $-(\\lambda - r (u_N-g))_-$ on the
-    finite element space of $\\lambda$.
-  
-  Return a vec object.
-  """
-  return getfem('asm', 'integral_contact_Uzawa_projection', bnum, mim, mf_u, U, mf_lambda, vec_lambda, mf_obstacle, obstacle, r, *args)
-
-
-def asm_level_set_normal_source_term(bnum, mim, mf_u, mf_lambda, vec_lambda, mf_levelset, levelset):
-  """Performs an assembly of the source term represented by `vec_lambda`
-  on `mf_lambda` considered to be a component in the direction of the
-  gradient of a levelset function (normal to the levelset) of a vector
-  field defined on `mf_u` on the boundary `bnum`.
-  
-  Return a vec object.
-  """
-  return getfem('asm', 'level_set_normal_source_term', bnum, mim, mf_u, mf_lambda, vec_lambda, mf_levelset, levelset)
-
-#
-# compute module
-#
-
-
-def compute_L2_norm(MF, U, mim, CVids=None):
-  """Compute the L2 norm of the (real or complex) field `U`.
-  
-  If `CVids` is given, the norm will be computed only on the listed
-  convexes."""
-  return getfem('compute', MF, U, 'L2_norm', mim, CVids)
-
-
-def compute_L2_dist(MF, U, mim, mf2, U2, CVids=None):
-  """Compute the L2 distance between `U` and `U2`.
-  
-  If `CVids` is given, the norm will be computed only on the listed
-  convexes."""
-  return getfem('compute', MF, U, 'L2_dist', mim, mf2, U2, CVids)
-
-
-def compute_H1_semi_norm(MF, U, mim, CVids=None):
-  """Compute the L2 norm of grad(`U`).
-  
-  If `CVids` is given, the norm will be computed only on the listed
-  convexes."""
-  return getfem('compute', MF, U, 'H1_semi_norm', mim, CVids)
-
-
-def compute_H1_semi_dist(MF, U, mim, mf2, U2, CVids=None):
-  """Compute the semi H1 distance between `U` and `U2`.
-  
-  If `CVids` is given, the norm will be computed only on the listed
-  convexes."""
-  return getfem('compute', MF, U, 'H1_semi_dist', mim, mf2, U2, CVids)
-
-
-def compute_H1_norm(MF, U, mim, CVids=None):
-  """Compute the H1 norm of `U`.
-  
-  If `CVids` is given, the norm will be computed only on the listed
-  convexes."""
-  return getfem('compute', MF, U, 'H1_norm', mim, CVids)
-
-
-def compute_H2_semi_norm(MF, U, mim, CVids=None):
-  """Compute the L2 norm of D^2(`U`).
-  
-  If `CVids` is given, the norm will be computed only on the listed
-  convexes."""
-  return getfem('compute', MF, U, 'H2_semi_norm', mim, CVids)
-
-
-def compute_H2_norm(MF, U, mim, CVids=None):
-  """Compute the H2 norm of `U`.
-  
-  If `CVids` is given, the norm will be computed only on the listed
-  convexes."""
-  return getfem('compute', MF, U, 'H2_norm', mim, CVids)
-
-
-def compute_gradient(MF, U, mf_du):
-  """Compute the gradient of the field `U` defined on MeshFem `mf_du`.
-  
-  The gradient is interpolated on the MeshFem `mf_du`, and returned in
-  `DU`. For example, if `U` is defined on a P2 MeshFem, `DU` should be
-  evaluated on a P1-discontinuous MeshFem. `mf` and `mf_du` should
-  share the same mesh.
-  
-  `U` may have any number of dimensions (i.e. this function is not
-  restricted to the gradient of scalar fields, but may also be used
-  for tensor fields). However the last dimension of `U` has to be
-  equal to the number of dof of `mf`. For example, if `U` is a
-  [3x3xNmf] array (where Nmf is the number of dof of `mf`), `DU` will
-  be a [Nx3x3[xQ]xNmf_du] array, where N is the dimension of the mesh,
-  Nmf_du is the number of dof of `mf_du`, and the optional Q dimension
-  is inserted if `Qdim_mf != Qdim_mf_du`, where Qdim_mf is the Qdim of
-  `mf` and Qdim_mf_du is the Qdim of `mf_du`."""
-  return getfem('compute', MF, U, 'gradient', mf_du)
-
-
-def compute_hessian(MF, U, mf_h):
-  """Compute the hessian of the field `U` defined on MeshFem `mf_h`.
-  
-  See also gf_compute('gradient', MeshFem mf_du)."""
-  return getfem('compute', MF, U, 'hessian', mf_h)
-
-
-def compute_eval_on_triangulated_surface(MF, U, Nrefine, CVLIST=None):
-  """[OBSOLETE FUNCTION! will be removed in a future release]
-  Utility function designed for 2D triangular meshes : returns a list
-  of triangles coordinates with interpolated U values. This can be
-  used for the accurate visualization of data defined on a
-  discontinous high order element. On output, the six first rows of UP
-  contains the triangle coordinates, and the others rows contain the
-  interpolated values of U (one for each triangle vertex) CVLIST may
-  indicate the list of convex number that should be consider, if not
-  used then all the mesh convexes will be used. U should be a row
-  vector.
-  """
-  return getfem('compute', MF, U, 'eval_on_triangulated_surface', Nrefine, CVLIST)
-
-
-def compute_interpolate_on(MF, U, *args):
-  """Synopsis: Ui = compute_interpolate_on(MeshFem MF, vec U, {MeshFem mfi | Slice sli | vec pts})
-
-  Interpolate a field on another MeshFem or a Slice or a list of points.
-  
-  - Interpolation on another MeshFem `mfi`:
-     `mfi` has to be Lagrangian. If `mf` and `mfi` share the same
-     mesh object, the interpolation will be much faster.
-  - Interpolation on a Slice `sli`:
-     this is similar to interpolation on a refined P1-discontinuous
-     mesh, but it is much faster. This can also be used with
-     Slice('points') to obtain field values at a given set of
-     points.
-  - Interpolation on a set of points `pts`
-  
-  See also gf_asm('interpolation matrix')
-  """
-  return getfem('compute', MF, U, 'interpolate_on', *args)
-
-
-def compute_extrapolate_on(MF, U, mfe):
-  """Extrapolate a field on another MeshFem.
-  
-  If the mesh of `mfe` is stricly included in the mesh of `mf`, this
-  function does stricly the same job as gf_compute('interpolate_on').
-  However, if the mesh of `mfe` is not exactly included in `mf`
-  (imagine interpolation between a curved refined mesh and a coarse
-  mesh), then values which are outside `mf` will be
-  extrapolated.
-  
-  See also gf_asm('extrapolation matrix')"""
-  return getfem('compute', MF, U, 'extrapolate_on', mfe)
-
-
-def compute_error_estimate(MF, U, mim):
-  """Compute an a posteriori error estimate.
-  
-  Currently there is only one which is available: for each convex,
-  the jump of the normal derivative is integrated on its faces."""
-  return getfem('compute', MF, U, 'error_estimate', mim)
-
-
-def compute_convect(MF, U, mf_v, V, dt, nt, option=None):
-  """Compute a convection of `U` with regards to a steady state velocity
-  field `V` with a Characteristic-Galerkin method. This
-  method is restricted to pure Lagrange fems for U. `mf_v` should represent
-  a continuous finite element method. `dt` is the integration time and `nt`
-  is the number of integration step on the caracteristics. `option` is an
-  option for the part of the boundary where there is a re-entrant convection.
-  `option = 'extrapolation'` for an extrapolation on the nearest element
-  or `option = 'unchanged'` for a constant value on that boundary.
-  This method is rather dissipative, but stable.
-  """
-  return getfem('compute', MF, U, 'convect', mf_v, V, dt, nt, option)
-
-#
-# delete module
-#
-
-
-def delete(I, J=None, K=None, *args):
-  """Synopsis: delete(I[, J, K,...])
-
-  I should be a descriptor given by gf_mesh(),
-  gf_mesh_im(), gf_slice() etc.
-  
-  Note that if another object uses I, then object I will be deleted only
-  when both have been asked for deletion.
-  
-  Only objects listed in the output of gf_workspace('stats') can be
-  deleted (for example gf_fem objects cannot be destroyed).
-  
-  You may also use gf_workspace('clear all') to erase everything at
-  once.
-  """
-  return getfem('delete', I, J, K, *args)
-
-#
-# linsolve module
-#
-
-
-def linsolve_gmres(M, b, restart=None, *args):
-  """Synopsis: X = linsolve_gmres(SpMat M, vec b[, int restart][, Mrecond P][,'noisy'][,'res', r][,'maxiter', n])
-
-  Solve `M.X = b` with the generalized minimum residuals method.
-  
-  Optionally using `P` as preconditioner. The default value of the
-  restart parameter is 50."""
-  return getfem('linsolve', 'gmres', M, b, restart, *args)
-
-
-def linsolve_cg(M, b, P=None, *args):
-  """Synopsis: X = linsolve_cg(SpMat M, vec b [, Mrecond P][,'noisy'][,'res', r][,'maxiter', n])
-
-  Solve `M.X = b` with the conjugated gradient method.
-  
-  Optionally using `P` as preconditioner."""
-  return getfem('linsolve', 'cg', M, b, P, *args)
-
-
-def linsolve_bicgstab(M, b, P=None, *args):
-  """Synopsis: X = linsolve_bicgstab(SpMat M, vec b [, Mrecond P][,'noisy'][,'res', r][,'maxiter', n])
-
-  Solve `M.X = b` with the bi-conjugated gradient stabilized method.
-  
-  Optionally using `P` as a preconditioner."""
-  return getfem('linsolve', 'bicgstab', M, b, P, *args)
-
-
-def linsolve_lu(M, b):
-  """Alias for gf_linsolve('superlu',...)"""
-  return getfem('linsolve', 'lu', M, b)
-
-
-def linsolve_superlu(M, b):
-  """Solve `M.U = b` apply the SuperLU solver (sparse LU factorization).
-  
-  The condition number estimate `cond` is returned with the solution `U`."""
-  return getfem('linsolve', 'superlu', M, b)
-
-#
-# poly module
-#
-
-
-def poly_print(P):
-  """Prints the content of P.
-  """
-  return getfem('poly', P, 'print')
-
-
-def poly_product(P):
-  """To be done ... !
-  """
-  return getfem('poly', P, 'product')
-
-#
-# undelete module
-#
-
-
-def undelete(I, J=None, K=None, *args):
-  """Synopsis: undelete(I[, J, K,...])
-
-  I should be a descriptor given by gf_mesh(), gf_mesh_im(),
-  gf_slice() etc.
-  """
-  return getfem('undelete', I, J, K, *args)
-
-#
-# util module
-#
-
-
-def util_save_matrix(FMT, FILENAME, A):
-  """Exports a sparse matrix into the file named FILENAME, using
-  Harwell-Boeing (FMT='hb') or Matrix-Market (FMT='mm') formatting. """
-  return getfem('util', 'save_matrix', FMT, FILENAME, A)
-
-
-def util_load_matrix(FMT, FILENAME):
-  """Imports a sparse matrix from a file."""
-  return getfem('util', 'load_matrix', FMT, FILENAME)
-
-
-def util_trace_level(level=None):
-  """Set the verbosity of some getfem++ routines.
-  
-  Typically the messages printed by the model bricks, 0 means no
-  trace message (default is 3). if no level is given,
-  the current trace level is returned. """
-  return getfem('util', 'trace_level', level)
-
-
-def util_warning_level(level):
-  """Filter the less important warnings displayed by getfem.
-  
-  0 means no warnings, default level is 3. if no level is given,
-  the current warning level is returned. """
-  return getfem('util', 'warning_level', level)
-
-
-def memstats():
-  print "*** Getfem view of the workspace:"
-  getfem('workspace','stats')
-  print "*** Python view of the workspace:"
-  for id,c in obj_count.iteritems():
-    if (c):
-      name=str(factory(id).__class__)
-      print "%s class %d, id %d : instances=%d" % (name,id.classid,id.objid,c)
-
-def linsolve(what, *args):
-  return getfem('linsolve', what, *args)
-def compute(mf, U, what, *args):
-  return getfem('compute', mf, U, what, *args)
-def asm(what, *args):
-  return getfem('asm', what, *args)
-def util(what, *args):
-  return getfem('util', what, *args)
-
-
-def factory(id):
-  t = ( ContStruct,
-        CvStruct,
-        Eltm,
-        Fem,
-        GeoTrans,
-        GlobalFunction,
-        Integ,
-        LevelSet,
-        MdBrick,
-        MdState,
-        Mesh,
-        MeshFem,
-        MeshIm,
-        MeshLevelSet,
-        MesherObject,
-        Model,
-        Precond,
-        Slice,
-        Spmat)[id.classid]
-  return t(id)
-
-register_python_factory(factory)
diff --git a/interface/src/python/getfem_python.c b/interface/src/python/getfem_python.c
index 4b5e58c..2055735 100644
--- a/interface/src/python/getfem_python.c
+++ b/interface/src/python/getfem_python.c
@@ -673,11 +673,7 @@ getfem_env(PyObject *self, PyObject *args) {
     word_out = PyString_FromString("GetFEM++");
   }else if (strcmp(word_in,"copyright") == 0){
     word_out = PyString_FromString
-<<<<<<< HEAD
-    ("2004-2012 Yves Renard, Julien Pommier");
-=======
     ("2004-2013 Yves Renard, Julien Pommier");
->>>>>>> upstream
   }else if (strcmp(word_in,"authors") == 0){
     word_out = PyString_FromString
     ("Yves Renard, Julien Pommier");
diff --git a/interface/src/scilab/Makefile.in b/interface/src/scilab/Makefile.in
deleted file mode 100644
index 7235a1b..0000000
--- a/interface/src/scilab/Makefile.in
+++ /dev/null
@@ -1,875 +0,0 @@
-# Makefile.in generated by automake 1.11.3 from Makefile.am.
-# @configure_input@
-
-# Copyright (C) 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001, 2002,
-# 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011 Free Software
-# Foundation, Inc.
-# This Makefile.in is free software; the Free Software Foundation
-# gives unlimited permission to copy and/or distribute it,
-# with or without modifications, as long as this notice is preserved.
-
-# This program is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY, to the extent permitted by law; without
-# even the implied warranty of MERCHANTABILITY or FITNESS FOR A
-# PARTICULAR PURPOSE.
-
- at SET_MAKE@
-VPATH = @srcdir@
-pkgdatadir = $(datadir)/@PACKAGE@
-pkgincludedir = $(includedir)/@PACKAGE@
-pkglibdir = $(libdir)/@PACKAGE@
-pkglibexecdir = $(libexecdir)/@PACKAGE@
-am__cd = CDPATH="$${ZSH_VERSION+.}$(PATH_SEPARATOR)" && cd
-install_sh_DATA = $(install_sh) -c -m 644
-install_sh_PROGRAM = $(install_sh) -c
-install_sh_SCRIPT = $(install_sh) -c
-INSTALL_HEADER = $(INSTALL_DATA)
-transform = $(program_transform_name)
-NORMAL_INSTALL = :
-PRE_INSTALL = :
-POST_INSTALL = :
-NORMAL_UNINSTALL = :
-PRE_UNINSTALL = :
-POST_UNINSTALL = :
-build_triplet = @build@
-host_triplet = @host@
-subdir = interface/src/scilab
-DIST_COMMON = $(srcdir)/Makefile.am $(srcdir)/Makefile.in
-ACLOCAL_M4 = $(top_srcdir)/aclocal.m4
-am__aclocal_m4_deps = $(top_srcdir)/m4/ac_python_devel.m4 \
-	$(top_srcdir)/m4/ax_check_cxx_flag.m4 \
-	$(top_srcdir)/m4/ax_prefix_config_h.m4 \
-	$(top_srcdir)/m4/libtool.m4 $(top_srcdir)/m4/ltoptions.m4 \
-	$(top_srcdir)/m4/ltsugar.m4 $(top_srcdir)/m4/ltversion.m4 \
-	$(top_srcdir)/m4/lt~obsolete.m4 $(top_srcdir)/m4/scilab.m4 \
-	$(top_srcdir)/configure.in
-am__configure_deps = $(am__aclocal_m4_deps) $(CONFIGURE_DEPENDENCIES) \
-	$(ACLOCAL_M4)
-mkinstalldirs = $(SHELL) $(top_srcdir)/mkinstalldirs
-CONFIG_HEADER = $(top_builddir)/config.h
-CONFIG_CLEAN_FILES =
-CONFIG_CLEAN_VPATH_FILES =
-SOURCES =
-DIST_SOURCES =
-DISTFILES = $(DIST_COMMON) $(DIST_SOURCES) $(TEXINFOS) $(EXTRA_DIST)
-ACLOCAL = @ACLOCAL@
-AMTAR = @AMTAR@
-AR = @AR@
-AUTOCONF = @AUTOCONF@
-AUTOHEADER = @AUTOHEADER@
-AUTOMAKE = @AUTOMAKE@
-AWK = @AWK@
-BLAS_LIBS = @BLAS_LIBS@
-BUILDDATE = @BUILDDATE@
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-CC = @CC@
-CCDEPMODE = @CCDEPMODE@
-CFLAGS = @CFLAGS@
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-CPP = @CPP@
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-DLLTOOL = @DLLTOOL@
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-DUMPBIN = @DUMPBIN@
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-FGREP = @FGREP@
-GETFEM_BUILD_INTERFACE_PATH = @GETFEM_BUILD_INTERFACE_PATH@
-GETFEM_INTERFACE_PATH = @GETFEM_INTERFACE_PATH@
-GETFEM_SERVER = @GETFEM_SERVER@
-GFSERVERFLAGS = @GFSERVERFLAGS@
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-HAVE_SCILAB = @HAVE_SCILAB@
-IM_METHODS = @IM_METHODS@
-IM_METHODS_LOC = @IM_METHODS_LOC@
-INSTALL = @INSTALL@
-INSTALL_DATA = @INSTALL_DATA@
-INSTALL_PROGRAM = @INSTALL_PROGRAM@
-INSTALL_SCRIPT = @INSTALL_SCRIPT@
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-LD = @LD@
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-LIPO = @LIPO@
-LN_S = @LN_S@
-LTLIBOBJS = @LTLIBOBJS@
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-MATLAB_COM_EXT = @MATLAB_COM_EXT@
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-PYTHON_CPPFLAGS = @PYTHON_CPPFLAGS@
-PYTHON_EXEC_PREFIX = @PYTHON_EXEC_PREFIX@
-PYTHON_EXTRA_LDFLAGS = @PYTHON_EXTRA_LDFLAGS@
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-QHULL_LIBS = @QHULL_LIBS@
-RANLIB = @RANLIB@
-RPC_INC_DIR = @RPC_INC_DIR@
-RPC_LIB = @RPC_LIB@
-SCILAB_DIR = @SCILAB_DIR@
-SCILAB_EXE = @SCILAB_EXE@
-SCILAB_TOOLBOX_DIR = @SCILAB_TOOLBOX_DIR@
-SCILAB_VERSION = @SCILAB_VERSION@
-SCILAB_VERSION_MAJOR = @SCILAB_VERSION_MAJOR@
-SCILAB_VERSION_MICRO = @SCILAB_VERSION_MICRO@
-SCILAB_VERSION_MINOR = @SCILAB_VERSION_MINOR@
-SED = @SED@
-SET_MAKE = @SET_MAKE@
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-STDCPP_STATICLIBS = @STDCPP_STATICLIBS@
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-SUPERLU_CPPFLAGS = @SUPERLU_CPPFLAGS@
-SUPERLU_LIBS = @SUPERLU_LIBS@
-SUPERLU_SRC = @SUPERLU_SRC@
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-VERSION = @VERSION@
-abs_builddir = @abs_builddir@
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-	  $(MAKE) $(AM_MAKEFLAGS) INSTALL_PROGRAM="$(INSTALL_STRIP_PROGRAM)" \
-	    install_sh_PROGRAM="$(INSTALL_STRIP_PROGRAM)" INSTALL_STRIP_FLAG=-s \
-	      install; \
-	else \
-	  $(MAKE) $(AM_MAKEFLAGS) INSTALL_PROGRAM="$(INSTALL_STRIP_PROGRAM)" \
-	    install_sh_PROGRAM="$(INSTALL_STRIP_PROGRAM)" INSTALL_STRIP_FLAG=-s \
-	    "INSTALL_PROGRAM_ENV=STRIPPROG='$(STRIP)'" install; \
-	fi
-mostlyclean-generic:
-
-clean-generic:
-
-distclean-generic:
-	-test -z "$(CONFIG_CLEAN_FILES)" || rm -f $(CONFIG_CLEAN_FILES)
-	-test . = "$(srcdir)" || test -z "$(CONFIG_CLEAN_VPATH_FILES)" || rm -f $(CONFIG_CLEAN_VPATH_FILES)
-
-maintainer-clean-generic:
-	@echo "This command is intended for maintainers to use"
-	@echo "it deletes files that may require special tools to rebuild."
-clean-am: clean-generic clean-libtool mostlyclean-am
-
-distclean: distclean-am
-	-rm -f Makefile
-distclean-am: clean-am distclean-generic
-
-dvi: dvi-am
-
-dvi-am:
-
-html: html-am
-
-html-am:
-
-info: info-am
-
-info-am:
-
-install-data-am:
-
-install-dvi: install-dvi-am
-
-install-dvi-am:
-
-install-exec-am:
-
-install-html: install-html-am
-
-install-html-am:
-
-install-info: install-info-am
-
-install-info-am:
-
-install-man:
-
-install-pdf: install-pdf-am
-
-install-pdf-am:
-
-install-ps: install-ps-am
-
-install-ps-am:
-
-installcheck-am:
-
-maintainer-clean: maintainer-clean-am
-	-rm -f Makefile
-maintainer-clean-am: distclean-am maintainer-clean-generic
-
-mostlyclean: mostlyclean-am
-
-mostlyclean-am: mostlyclean-generic mostlyclean-libtool
-
-pdf: pdf-am
-
-pdf-am:
-
-ps: ps-am
-
-ps-am:
-
-uninstall-am:
-
-.MAKE: install-am install-strip
-
-.PHONY: all all-am check check-am clean clean-generic clean-libtool \
-	distclean distclean-generic distclean-libtool distdir dvi \
-	dvi-am html html-am info info-am install install-am \
-	install-data install-data-am install-dvi install-dvi-am \
-	install-exec install-exec-am install-html install-html-am \
-	install-info install-info-am install-man install-pdf \
-	install-pdf-am install-ps install-ps-am install-strip \
-	installcheck installcheck-am installdirs maintainer-clean \
-	maintainer-clean-generic mostlyclean mostlyclean-generic \
-	mostlyclean-libtool pdf pdf-am ps ps-am uninstall uninstall-am
-
-
-.NOTPARALLEL: *
-
-all:
-	@SCILAB_EXE@ -nw -nb -f $(scilabbuilddir)/makefile_builder.sce
-
-install:
-	$(mkinstalldirs) $(toolboxdir)/demos
-	$(mkinstalldirs) $(toolboxdir)/demos/data
-	$(mkinstalldirs) $(toolboxdir)/etc
-	$(mkinstalldirs) $(toolboxdir)/help
-	$(mkinstalldirs) $(toolboxdir)/help/en_US
-	$(mkinstalldirs) $(toolboxdir)/help/en_US/examples
-	$(mkinstalldirs) $(toolboxdir)/help/en_US/sparses
-	$(mkinstalldirs) $(toolboxdir)/help/fr_FR
-	$(mkinstalldirs) $(toolboxdir)/help/fig
-	$(mkinstalldirs) $(toolboxdir)/help/mml
-	$(mkinstalldirs) $(toolboxdir)/jar
-	$(mkinstalldirs) $(toolboxdir)/macros
-	$(mkinstalldirs) $(toolboxdir)/macros/overload
-	$(mkinstalldirs) $(toolboxdir)/sci_gateway
-	$(mkinstalldirs) $(toolboxdir)/sci_gateway/c
-	$(mkinstalldirs) $(toolboxdir)/src
-	$(mkinstalldirs) $(toolboxdir)/src/c
-	$(mkinstalldirs) $(toolboxdir)/src/c/MACHINES
-	$(mkinstalldirs) $(toolboxdir)/src/c/MACHINES/Cray
-	$(mkinstalldirs) $(toolboxdir)/src/c/MACHINES/GCC
-	$(mkinstalldirs) $(toolboxdir)/src/c/MACHINES/Linux
-	$(mkinstalldirs) $(toolboxdir)/src/c/MACHINES/RS6000
-	$(mkinstalldirs) $(toolboxdir)/src/c/MACHINES/SGI
-	$(mkinstalldirs) $(toolboxdir)/src/c/MACHINES/SPARC
-	$(mkinstalldirs) $(toolboxdir)/src/c/DOC
-	$(mkinstalldirs) $(toolboxdir)/tests
-	$(mkinstalldirs) $(toolboxdir)/tests/unit_tests
-	$(mkinstalldirs) $(toolboxdir)/tests/nonreg_tests
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/demos demos/*.sc[ie]
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/demos/data demos/data/*
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/etc etc/*
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/help help/*.sce
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/help/en_US help/en_US/*.sce
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/help/en_US help/en_US/*.xml
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/help/en_US/examples help/en_US/examples/CHAPTER
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/help/en_US/examples help/en_US/examples/*.xml
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/help/en_US/sparses help/en_US/sparses/CHAPTER
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/help/en_US/sparses help/en_US/sparses/*.xml
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/help/fr_FR help/fr_FR/*.sce
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/help/fig help/fig/*
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/help/mml help/mml/*.mml
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/jar jar/*.jar
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/macros macros/*.bin
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/macros macros/*.sc[ie]
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/macros macros/names
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/macros macros/lib
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/macros/overload macros/overload/*.bin
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/macros/overload macros/overload/*.sc[ie]
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/macros/overload macros/overload/names
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/macros/overload macros/overload/lib
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/sci_gateway sci_gateway/*.sce
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/sci_gateway/c sci_gateway/c/*.[ch]
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/sci_gateway/c sci_gateway/c/*.sce
-	@INSTALL@ -D -m 744 -t $(toolboxdir)/sci_gateway/c sci_gateway/c/*.so
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/src src/*.sce
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/src/c src/c/*.[ch]
-	@INSTALL@ -D -m 744 -t $(toolboxdir)/src/c src/c/*.so
-	@INSTALL@ -D -m 744 -t $(toolboxdir)/src/c $(scilabsrccdir)
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/src/c/MACHINES/Cray src/c/MACHINES/Cray/*
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/src/c/MACHINES/GCC src/c/MACHINES/GCC/*
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/src/c/MACHINES/Linux src/c/MACHINES/Linux/*
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/src/c/MACHINES/RS6000 src/c/MACHINES/RS6000/*
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/src/c/MACHINES/SGI src/c/MACHINES/SGI/*
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/src/c/MACHINES/SPARC src/c/MACHINES/SPARC/*
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/src/c/DOC src/c/DOC/*
-	@INSTALL@ -D -m 644 -t $(toolboxdir)/ $(scilabbasedir)
-
-clean:
-	@SCILAB_EXE@ -nw -nb -f $(scilabbuilddir)/makefile_cleaner.sce
-
-# Tell versions [3.59,3.63) of GNU make to not export all variables.
-# Otherwise a system limit (for SysV at least) may be exceeded.
-.NOEXPORT:
diff --git a/interface/src/scilab/cleaner.sce b/interface/src/scilab/cleaner.sce
deleted file mode 100644
index 685f06e..0000000
--- a/interface/src/scilab/cleaner.sce
+++ /dev/null
@@ -1,34 +0,0 @@
-// This file is released under the 3-clause BSD license. See COPYING-BSD.
-// Generated by builder.sce: Please, do not edit this file
-
-try
-    getversion("scilab");
-catch
-    error("Scilab 5.0 or more is required.");
-end
-function perform_clean()
-    root_tlbx = get_absolute_file_path('cleaner.sce');
-
-    if isfile(root_tlbx + '/macros/cleanmacros.sce') then
-        exec(root_tlbx+'/macros/cleanmacros.sce');
-    end
-
-    if isfile(root_tlbx + '/src/cleaner_src.sce') then
-        exec(root_tlbx+'/src/cleaner_src.sce');
-    end
-
-    if isfile(root_tlbx + "/sci_gateway/cleaner_gateway.sce") then
-        exec(root_tlbx + "/sci_gateway/cleaner_gateway.sce");
-        mdelete(root_tlbx + "/sci_gateway/cleaner_gateway.sce");
-     end
-
-    if isfile(root_tlbx + "/help/cleaner_help.sce") then
-        exec(root_tlbx + "/help/cleaner_help.sce");
-    end
-
-    if isfile(root_tlbx + "/loader.sce") then
-        mdelete(root_tlbx + "/loader.sce");
-    end
-endfunction
-perform_clean();
-clear perform_clean;
diff --git a/interface/src/scilab/demos/demo_continuation.sce b/interface/src/scilab/demos/demo_continuation.sce
index 4a6f241..3569c7d 100644
--- a/interface/src/scilab/demos/demo_continuation.sce
+++ b/interface/src/scilab/demos/demo_continuation.sce
@@ -1,13 +1,5 @@
 // Scilab GetFEM++ interface
-<<<<<<< HEAD
-<<<<<<< HEAD
-// Copyright (C) 2011-2011 Tomas Ligursky, Yves Renard.
-=======
-// Copyright (C) 2011-2012 Tomas Ligursky, Yves Renard.
->>>>>>> upstream
-=======
 // Copyright (C) 2011-2013 Tomas Ligursky, Yves Renard.
->>>>>>> upstream/4.2.1_beta1_svn4453_dfsg
 //
 // This file is a part of GetFEM++
 //
@@ -23,52 +15,19 @@
 // along  with  this program;  if not, write to the Free Software Foundation,
 // Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
 //
-<<<<<<< HEAD
-<<<<<<< HEAD
-// Simple example of the bifurcation problem: -Delta(u) + u = lambda exp(u)
-=======
-// Simple example of the bifurcation problem: -Delta(u) + u = lambda * exp(u)
->>>>>>> upstream
-=======
 // Simple example of the bifurcation problem:
 // -Delta(u) + u = lambda * exp(u).
->>>>>>> upstream/4.2.1_beta1_svn4453_dfsg
 //
 // This program is used to check that scilab-getfem is working. This is also
 // a good example of use of GetFEM++.
 //
 
-<<<<<<< HEAD
-=======
 gf_workspace('clear all');
->>>>>>> upstream
 lines(0);
 stacksize('max');
 
 if getos()=='Windows' then
   // Under Windows, all the trace messages are available in the dos console
-<<<<<<< HEAD
-  // Under Linuxs, all the trace messages are redirected to the Scilab console
-  consolebox('on');
-end
-gf_util('trace level',3);
-gf_util('warning level',3);
-
-gf_workspace('clear all');
-lambda = 0;
-direction = 1;
-nbstep = 80;
-
-maxit = 5;
-thrit = 4;
-minang = 0.993;
-maxres_solve = 1.e-7;
-noisy = 'very_noisy';
-
-h_init = 1e-3;
-h_max = 2e-1;
-h_min = 1e-5;
-=======
   // Under Linux, all the trace messages are redirected to the Scilab console
   consolebox('on');
 end
@@ -94,7 +53,6 @@ h_max = 2e-1;
 h_min = 2e-5;
 mincos = 0.997;
 noisy = 'noisy';
->>>>>>> upstream
 
 // create a simple cartesian mesh
 m = gf_mesh('cartesian', [0:.1:1]);
@@ -111,29 +69,6 @@ mim = gf_mesh_im(m, 4);
 md = gf_model('real');
 gf_model_set(md, 'add fem variable', 'u', mf);
 gf_model_set(md, 'add Laplacian brick', mim, 'u');
-<<<<<<< HEAD
-gf_model_set(md, 'add initialized data', 'lambda', [lambda]);
-gf_model_set(md, 'add basic nonlinear brick', mim, 'u', 'u-lambda*exp(u)', '1-lambda*exp(u)', 'lambda');
-
-// initialise the continuation
-scfac = 1 / gf_mesh_fem_get(mf, 'nbdof');
-S = gf_cont_struct(md, 'lambda', scfac, 'max_iter', maxit, 'thr_iter', thrit, 'min_ang', minang, 'h_init', h_init, 'h_max', h_max, 'h_min', h_min, noisy);
-
-// compute an initial point
-if (~isempty(noisy)) then
-    printf('computing an initial point\n');
-end
-gf_model_get(md, 'solve', noisy, 'max_iter', 100, 'max_res', maxres_solve);
-[T_U, T_lambda, h] = gf_cont_struct_get(S, 'init Moore-Penrose continuation', direction);
-
-U = gf_model_get(md, 'variable', 'u');
-tau = gf_cont_struct_get(S, 'test function');
-//printf('U = '); disp(U); printf('lambda = %e\n', lambda);
-//printf('lambda - U(1) * exp(-U(1)) = %e\n', lambda - U(1) * exp(-U(1)));
-
-U_hist = zeros(1, nbstep + 1); lambda_hist = zeros(1, nbstep + 1);
-U_hist(1) = U(1); lambda_hist(1) = lambda;
-=======
 gf_model_set(md, 'add data', 'lambda', 1);
 gf_model_set(md, 'add basic nonlinear brick', mim, 'u', ...
              'u-lambda*exp(u)', '1-lambda*exp(u)', 'lambda');
@@ -166,7 +101,6 @@ end
 U_hist = zeros(1, nbstep + 1); lambda_hist = zeros(1, nbstep + 1);
 U_hist(1) = U(1); lambda_hist(1) = lambda;
 //tau = gf_cont_struct_get(S, 'test function');
->>>>>>> upstream
 
 scf(0); drawlater; clf();
 subplot(2,1,1);
@@ -177,39 +111,16 @@ gf_plot_1D(mf, U, 'style', 'k.-');
 xtitle('', 'x', 'u');
 drawnow;
 
-<<<<<<< HEAD
-scf(1); drawlater; clf();
-plot(0, tau, 'k.');
-xtitle('', 'iteration', 'tau');
-drawnow;
-
-=======
 //scf(1); drawlater; clf();
 //plot(0, tau, 'k.');
 //xtitle('', 'iteration', 'test function');
 //drawnow;
 
 sing_out = [];
->>>>>>> upstream
 // continue from the initial point
 for step = 1:nbstep
   //sleep(1000);
   printf('\nbeginning of step %d\n', step);
-<<<<<<< HEAD
-  [T_U, T_lambda, h] = gf_cont_struct_get(S, 'Moore-Penrose continuation', T_U, T_lambda, h);
-  if (h == 0) then
-    printf('Continuation has failed');
-    break;
-  end
-  
-  U = gf_model_get(md, 'variable', 'u');
-  lambda = gf_model_get(md, 'variable', 'lambda');
-  tau = gf_cont_struct_get(S, 'test function');
-  U_hist(step+1) = U(1); lambda_hist(step+1) = lambda;
-//  printf('U = '); disp(U); printf('lambda = %e\n', lambda);
-//  printf('lambda - U(1) * exp(-U(1)) = %e\n', lambda - U(1) * exp(-U(1)));
-
-=======
   [U, lambda, T_U, T_lambda, h, sing_label] = ...
     gf_cont_struct_get(S, 'Moore-Penrose continuation',...
                        U, lambda, T_U, T_lambda, h);
@@ -227,7 +138,6 @@ for step = 1:nbstep
   
   U_hist(step+1) = U(1); lambda_hist(step+1) = lambda;
 //  tau = gf_cont_struct_get(S, 'test function');
->>>>>>> upstream
 
   scf(0); drawlater; clf();
   subplot(2,1,1);
@@ -240,30 +150,6 @@ for step = 1:nbstep
   xtitle('', 'x', 'u');
   drawnow;
 
-<<<<<<< HEAD
-  scf(1); drawlater;
-  plot(step, tau, 'k.');
-  drawnow;
-  
-  // calculate the determinant of the augmented Jacobian directly
-//  lambda = lambda + 1e-8; gf_model_set(md, 'variable', 'lambda', [lambda]);
-//  gf_model_get(md, 'assembly', 'build_rhs');
-//  F1 = gf_model_get(md, 'rhs');
-//  lambda = lambda - 1e-8; gf_model_set(md, 'variable', 'lambda', [lambda]);
-//  gf_model_get(md, 'assembly', 'build_all');
-//  F0 = gf_model_get(md, 'rhs');
-//  J(1:11,1:11) = gf_model_get(md, 'tangent_matrix');
-//  J(1:11,12) = ((1 / 1e-8) * (F0 - F1))';
-//  J(12,1:11) = T_U; J(12,12) = T_lambda; detJ = det(J);
-//  printf('J = '); disp(J); printf('det(J) = %e\n', detJ);
-//  scf(2); drawlater;
-//  plot(step, detJ, 'k.');
-//  xtitle('', 'iteration', 'tau');
-//  drawnow;
-  
-  printf('end of step n° %d', step); printf(' / %d\n', nbstep);
-end
-=======
 //  scf(1); drawlater;
 //  plot(step, tau, 'k.');
 //  drawnow;
@@ -280,4 +166,3 @@ if (nsing > 0) then
     printf(sing_out(i) + '\n')
   end
 end
->>>>>>> upstream
diff --git a/interface/src/scilab/help/en_US/gf_asm.xml b/interface/src/scilab/help/en_US/gf_asm.xml
index 17a9f60..5e88d82 100644
--- a/interface/src/scilab/help/en_US/gf_asm.xml
+++ b/interface/src/scilab/help/en_US/gf_asm.xml
@@ -45,10 +45,7 @@
     <synopsis>Me = gf_asm('extrapolation matrix',mesh_fem mf, mesh_fem mfe)</synopsis>
     <synopsis>B = gf_asm('integral contact Uzawa projection', int bnum, mesh_im mim, mesh_fem mf_u, vec U, mesh_fem mf_lambda, vec vec_lambda, mesh_fem mf_obstacle, vec obstacle, scalar r [, {scalar coeff | mesh_fem mf_coeff, vec coeff} [, int option[, scalar alpha, vec W]]])</synopsis>
     <synopsis>B = gf_asm('level set normal source term', int bnum, mesh_im mim, mesh_fem mf_u, mesh_fem mf_lambda, vec vec_lambda, mesh_fem mf_levelset, vec levelset)</synopsis>
-<<<<<<< HEAD
-=======
     <synopsis>B = gf_asm('Nitsche contact rigid obstacle rhs', int bnum, mesh_im mim, mesh_fem mf_u, vec U, mesh_fem mf_obs, vec obs, scalar fcoeff, scalar r, scalar theta, scalar clambda, scalar cmu)</synopsis>
->>>>>>> upstream
   </refsynopsisdiv>
 
   <refsection>
@@ -146,10 +143,6 @@
       Linearized law, should be avoided). This law has the two usual
       Lame coefficients as parameters, called lambda and mu.
       - 'Mooney Rivlin':
-<<<<<<< HEAD
-      Only for incompressibility. This law has two parameters,
-      called C1 and C2.
-=======
       This law has three parameters, called C1, C2 and D1.
       Can be preceded with the words 'compressible' or 'incompressible' to force
       a specific version. By default, the incompressible version is considered
@@ -157,7 +150,6 @@
       - 'neo Hookean':
       A special case of the 'Mooney Rivlin' law that requires one material
       coefficient less (C2 = 0). By default, its compressible version is used.
->>>>>>> upstream
       - 'Ciarlet Geymonat':
       This law has 3 parameters, called lambda, mu and gamma, with
       gamma chosen such that gamma is in ]-lambda/2-mu, -mu[.
@@ -369,11 +361,7 @@
     </listitem>
 
     <listitem>
-<<<<<<< HEAD
-    <para><literal>B = gf_asm('contact with friction Uzawa projection', int bnum, mesh_im mim, mesh_fem mf_u, vec U, mesh_fem mf_lambda, vec vec_lambda, mesh_fem mf_obstacle, vec obstacle, scalar r [, {scalar coeff | mesh_fem mf_coeff, vec coeff} [, int option[, scalar alpha, vec W]]])</literal></para>
-=======
     <para><literal>B = gf_asm('integral contact Uzawa projection', int bnum, mesh_im mim, mesh_fem mf_u, vec U, mesh_fem mf_lambda, vec vec_lambda, mesh_fem mf_obstacle, vec obstacle, scalar r [, {scalar coeff | mesh_fem mf_coeff, vec coeff} [, int option[, scalar alpha, vec W]]])</literal></para>
->>>>>>> upstream
 
     <para>       Specific assembly procedure for the use of an Uzawa algorithm to solve
       contact problems. Projects the term $-(\lambda - r (u_N-g))_-$ on the
@@ -397,8 +385,6 @@
     </para>
     </listitem>
 
-<<<<<<< HEAD
-=======
     <listitem>
     <para><literal>B = gf_asm('Nitsche contact rigid obstacle rhs', int bnum, mesh_im mim, mesh_fem mf_u, vec U, mesh_fem mf_obs, vec obs, scalar fcoeff, scalar r, scalar theta, scalar clambda, scalar cmu)</literal></para>
 
@@ -410,7 +396,6 @@
     </para>
     </listitem>
 
->>>>>>> upstream
     </itemizedlist>
   </refsection>
 
diff --git a/interface/src/scilab/help/en_US/gf_mdbrick.xml b/interface/src/scilab/help/en_US/gf_mdbrick.xml
index c1b72b7..a724e4a 100644
--- a/interface/src/scilab/help/en_US/gf_mdbrick.xml
+++ b/interface/src/scilab/help/en_US/gf_mdbrick.xml
@@ -227,9 +227,6 @@
     - 'SaintVenant Kirchhoff' :
       Linearized material law.
     - 'Mooney Rivlin' :
-<<<<<<< HEAD
-      To be used with the nonlinear incompressibily term.
-=======
       Can be preceded with the words 'compressible' or 'incompressible' to force
       a specific version. By default, the incompressible version is considered,
       which has to be used with the nonlinear incompressibily term.
@@ -237,7 +234,6 @@
     - 'neo Hookean' :
       A special case of the 'Mooney Rivlin' law that requires one material
       coefficient less. By default, its compressible version is used.
->>>>>>> upstream
     - 'Ciarlet Geymonat'
     </para>
     </listitem>
diff --git a/interface/src/scilab/help/en_US/gf_model_get.xml b/interface/src/scilab/help/en_US/gf_model_get.xml
index 451f0e8..745650f 100644
--- a/interface/src/scilab/help/en_US/gf_model_get.xml
+++ b/interface/src/scilab/help/en_US/gf_model_get.xml
@@ -25,11 +25,7 @@
     <synopsis>gf_model_get(model M, 'listvar')</synopsis>
     <synopsis>gf_model_get(model M, 'listbricks')</synopsis>
     <synopsis>V = gf_model_get(model M, 'variable', string name[, int niter])</synopsis>
-<<<<<<< HEAD
-    <synopsis>V = gf_model_get(model M, 'mesh fem of variable', string name)</synopsis>
-=======
     <synopsis>mf = gf_model_get(model M, 'mesh fem of variable', string name)</synopsis>
->>>>>>> upstream
     <synopsis>name = gf_model_get(model M, 'mult varname Dirichlet', int ind_brick)</synopsis>
     <synopsis>I = gf_model_get(model M, 'interval of variable', string varname)</synopsis>
     <synopsis>V = gf_model_get(model M, 'from variables')</synopsis>
@@ -131,11 +127,7 @@
     </listitem>
 
     <listitem>
-<<<<<<< HEAD
-    <para><literal>V = gf_model_get(model M, 'mesh fem of variable', string name)</literal></para>
-=======
     <para><literal>mf = gf_model_get(model M, 'mesh fem of variable', string name)</literal></para>
->>>>>>> upstream
 
     <para>         Gives access to the <literal>mesh_fem</literal> of a variable or data.
     </para>
@@ -255,11 +247,7 @@
 
     <para>         Compute on <literal>mf_vm</literal> the Von-Mises stress or the Tresca stress of a field
       for nonlinear elasticity in 3D. <literal>lawname</literal> is the constitutive law which
-<<<<<<< HEAD
-      could be 'SaintVenant Kirchhoff', 'Mooney Rivlin' or 'Ciarlet Geymonat'.
-=======
       could be 'SaintVenant Kirchhoff', 'Mooney Rivlin', 'neo Hookean' or 'Ciarlet Geymonat'.
->>>>>>> upstream
       <literal>dataname</literal> is a vector of parameters for the constitutive law. Its length
       depends on the law. It could be a short vector of constant values or a
       vector field described on a finite element method for variable coefficients.
@@ -272,11 +260,7 @@
 
     <para>         Compute on <literal>mf_sigma</literal> the second Piola Kirchhoff stress tensor of a field
       for nonlinear elasticity in 3D. <literal>lawname</literal> is the constitutive law which
-<<<<<<< HEAD
-      could be 'SaintVenant Kirchhoff', 'Mooney Rivlin' or 'Ciarlet Geymonat'.
-=======
       could be 'SaintVenant Kirchhoff', 'Mooney Rivlin', 'neo Hookean' or 'Ciarlet Geymonat'.
->>>>>>> upstream
       <literal>dataname</literal> is a vector of parameters for the constitutive law. Its length
       depends on the law. It could be a short vector of constant values or a
       vector field described on a finite element method for variable
diff --git a/interface/src/scilab/help/en_US/gf_model_set.xml b/interface/src/scilab/help/en_US/gf_model_set.xml
index 1d203cf..e3638d8 100644
--- a/interface/src/scilab/help/en_US/gf_model_set.xml
+++ b/interface/src/scilab/help/en_US/gf_model_set.xml
@@ -18,16 +18,10 @@
 
     <synopsis>gf_model_set(model M, 'clear')</synopsis>
     <synopsis>gf_model_set(model M, 'add fem variable', string name, mesh_fem mf[, int niter])</synopsis>
-<<<<<<< HEAD
-    <synopsis>gf_model_set(model M, 'add variable', string name, int size[, int niter])</synopsis>
-    <synopsis>gf_model_set(model M, 'resize variable', string name, int size)</synopsis>
-    <synopsis>gf_model_set(model M, 'add multiplier', string name, mesh_fem mf, string primalname[, int niter])</synopsis>
-=======
     <synopsis>gf_model_set(model M, 'add filtered fem variable', string name, mesh_fem mf, int region[, int niter])</synopsis>
     <synopsis>gf_model_set(model M, 'add variable', string name, int size[, int niter])</synopsis>
     <synopsis>gf_model_set(model M, 'resize variable', string name, int size)</synopsis>
     <synopsis>gf_model_set(model M, 'add multiplier', string name, mesh_fem mf, string primalname[, mesh_im mim, int region][, int niter])</synopsis>
->>>>>>> upstream
     <synopsis>gf_model_set(model M, 'add fem data', string name, mesh_fem mf[, int qdim[, int niter]])</synopsis>
     <synopsis>gf_model_set(model M, 'add initialized fem data', string name, mesh_fem mf, vec V)</synopsis>
     <synopsis>gf_model_set(model M, 'add data', string name, int size[, int niter])</synopsis>
@@ -85,12 +79,6 @@
     <synopsis>gf_model_set(model M, 'contact brick set BN', int indbrick, spmat BN)</synopsis>
     <synopsis>gf_model_set(model M, 'contact brick set BT', int indbrick, spmat BT)</synopsis>
     <synopsis>ind = gf_model_set(model M, 'add nodal contact with rigid obstacle brick',  mesh_im mim, string varname_u, string multname_n[, string multname_t], string dataname_r[, string dataname_friction_coeff], int region, string obstacle[,  int augmented_version])</synopsis>
-<<<<<<< HEAD
-    <synopsis>ind = gf_model_set(model M, 'add integral contact with rigid obstacle brick',  mesh_im mim, string varname_u, string multname, string dataname_obstacle, string dataname_r [, string dataname_friction_coeff], int region [, int option [, string dataname_alpha [, string dataname_wt [, string dataname_gamma [, string dataname_vt]]]]])</synopsis>
-    <synopsis>ind = gf_model_set(model M, 'add penalized contact with rigid obstacle brick',  mesh_im mim, string varname_u, string dataname_obstacle, string dataname_r [, string dataname_coeff], int region [, int option, string dataname_lambda, [, string dataname_alpha [, string dataname_wt]]])</synopsis>
-    <synopsis>ind = gf_model_set(model M, 'add Nitsche contact with rigid obstacle brick',  mesh_im mim, string varname_u, string dataname_obstacle, string dataname_r, string dataname_friction_coeff, string dataname_lambda, string dataname_mu, int region)</synopsis>
-    <synopsis>ind = gf_model_set(model M, 'add nodal contact between nonmatching meshes brick',  mesh_im mim1[, mesh_im mim2], string varname_u1[, string varname_u2], string multname_n[, string multname_t], string dataname_r[, string dataname_fr], int rg1, int rg2[, int slave1, int slave2,  int augmented_version])</synopsis>
-=======
     <synopsis>ind = gf_model_set(model M, 'add contact with rigid obstacle brick',  mesh_im mim, string varname_u, string multname_n[, string multname_t], string dataname_r[, string dataname_friction_coeff], int region, string obstacle[,  int augmented_version])</synopsis>
     <synopsis>ind = gf_model_set(model M, 'add integral contact with rigid obstacle brick',  mesh_im mim, string varname_u, string multname, string dataname_obstacle, string dataname_r [, string dataname_friction_coeff], int region [, int option [, string dataname_alpha [, string dataname_wt [, string dataname_gamma [, string dataname_vt]]]]])</synopsis>
     <synopsis>ind = gf_model_set(model M, 'add penalized contact with rigid obstacle brick',  mesh_im mim, string varname_u, string dataname_obstacle, string dataname_r [, string dataname_coeff], int region [, int option, string dataname_lambda, [, string dataname_alpha [, string dataname_wt]]])</synopsis>
@@ -99,7 +87,6 @@
     <synopsis>ind = gf_model_set(model M, 'add nonmatching meshes contact brick',  mesh_im mim1[, mesh_im mim2], string varname_u1[, string varname_u2], string multname_n[, string multname_t], string dataname_r[, string dataname_fr], int rg1, int rg2[, int slave1, int slave2,  int augmented_version])</synopsis>
     <synopsis>ind = gf_model_set(model M, 'add integral contact between nonmatching meshes brick',  mesh_im mim, string varname_u1, string varname_u2, string multname, string dataname_r [, string dataname_friction_coeff], int region1, int region2 [, int option [, string dataname_alpha [, string dataname_wt1 , string dataname_wt2]]])</synopsis>
     <synopsis>ind = gf_model_set(model M, 'add penalized contact between nonmatching meshes brick',  mesh_im mim, string varname_u1, string varname_u2, string dataname_r [, string dataname_coeff], int region1, int region2 [, int option [, string dataname_lambda, [, string dataname_alpha [, string dataname_wt1, string dataname_wt2]]]])</synopsis>
->>>>>>> upstream
     <synopsis>ind = gf_model_set(model M, 'add integral large sliding contact brick',  mesh_im mim, string varname_u, string multname, string dataname_r, string dataname_fr, int rg)</synopsis>
     <synopsis>ind = gf_model_set(model M, 'add boundary to large sliding contact brick',  int indbrick, mesh_im mim, string varname_u, string multname, int rg)</synopsis>
     <synopsis>ind = gf_model_set(model M, 'add rigid obstacle to large sliding contact brick',  int indbrick, string obs)</synopsis>
@@ -132,8 +119,6 @@
     </listitem>
 
     <listitem>
-<<<<<<< HEAD
-=======
     <para><literal>gf_model_set(model M, 'add filtered fem variable', string name, mesh_fem mf, int region[, int niter])</literal></para>
 
     <para>         Add a variable to the model linked to a mesh_fem. The variable is filtered
@@ -144,7 +129,6 @@
     </listitem>
 
     <listitem>
->>>>>>> upstream
     <para><literal>gf_model_set(model M, 'add variable', string name, int size[, int niter])</literal></para>
 
     <para>         Add a variable to the model of constant size. <literal>name</literal> is the variable
@@ -162,11 +146,7 @@
     </listitem>
 
     <listitem>
-<<<<<<< HEAD
-    <para><literal>gf_model_set(model M, 'add multiplier', string name, mesh_fem mf, string primalname[, int niter])</literal></para>
-=======
     <para><literal>gf_model_set(model M, 'add multiplier', string name, mesh_fem mf, string primalname[, mesh_im mim, int region][, int niter])</literal></para>
->>>>>>> upstream
 
     <para>       Add a particular variable linked to a fem being a multiplier with
     respect to a primal variable. The dof will be filtered with the
@@ -641,10 +621,6 @@
 
     <para>       Add a nonlinear elasticity term to the model relatively to the
     variable <literal>varname</literal>. <literal>lawname</literal> is the constitutive law which
-<<<<<<< HEAD
-    could be 'SaintVenant Kirchhoff', 'Mooney Rivlin', 'Ciarlet Geymonat'
-    or 'generalized Blatz Ko'.
-=======
     could be 'SaintVenant Kirchhoff', 'Mooney Rivlin', 'neo Hookean',
     'Ciarlet Geymonat' or 'generalized Blatz Ko'.
     'Mooney Rivlin' and 'neo Hookean' law names can be preceded with the word
@@ -654,7 +630,6 @@
     and the compressible one of the 'neo Hookean' law are considered. In general,
     'neo Hookean' is a special case of the 'Mooney Rivlin' law that requires one
     coefficient less.
->>>>>>> upstream
     IMPORTANT : if the variable is defined on a 2D mesh, the plane strain
     approximation is automatically used.
     <literal>dataname</literal> is a vector of parameters for the constitutive law. Its length
@@ -675,11 +650,7 @@
       we want to use. For the moment, only the Von Mises projection is
       computing that we could entering 'VM' or 'Von Mises'.
       <literal>datasigma</literal> is the variable representing the constraints on the material.
-<<<<<<< HEAD
-      Be carefull that <literal>varname</literal> and <literal>datasigma</literal> are composed of two iterates
-=======
       Be careful that <literal>varname</literal> and <literal>datasigma</literal> are composed of two iterates
->>>>>>> upstream
       for the time scheme needed for the Newton algorithm used.
       Moreover, the finite element method on which <literal>varname</literal> is described
       is an K ordered mesh_fem, the <literal>datasigma</literal> one have to be at least
@@ -965,15 +936,9 @@
      (see Getfem user documentation).  The parameter <literal>augmented_version</literal>
      indicates the augmentation strategy : 1 for the non-symmetric
      Alart-Curnier augmented Lagrangian, 2 for the symmetric one (except for
-<<<<<<< HEAD
-     the coupling between contact and Coulomb friction), 3 for the symmetric
-     one with an additional term, 4 for the new unsymmetric method,
-     5 for the new unsymmetric method with De Saxce projection. 
-=======
      the coupling between contact and Coulomb friction), 3 for the
      unsymmetric method with augmented multipliers, 4 for the unsymmetric
      method with augmented multipliers and De Saxce projection. 
->>>>>>> upstream
     </para>
     </listitem>
 
@@ -1027,36 +992,6 @@
     </listitem>
 
     <listitem>
-<<<<<<< HEAD
-    <para><literal>ind = gf_model_set(model M, 'add integral contact with rigid obstacle brick',  mesh_im mim, string varname_u, string multname, string dataname_obstacle, string dataname_r [, string dataname_friction_coeff], int region [, int option [, string dataname_alpha [, string dataname_wt [, string dataname_gamma [, string dataname_vt]]]]])</literal></para>
-
-    <para>   
-      Add a contact with or without friction condition with a rigid obstacle
-      to the model. This brick adds a contact which is defined
-      in an integral way. It is the direct approximation of an augmented
-      Lagrangian formulation (see Getfem user documentation) defined at the
-      continuous level. The advantage should be a better scalability:
-      the number of the
-      Newton iterations should be more or less independent of the mesh size.
-      The condition is applied on the variable <literal>varname_u</literal>
-      on the boundary corresponding to <literal>region</literal>. The rigid obstacle should
-      be described with the data <literal>dataname_obstacle</literal> being a signed distance
-      to the obstacle (interpolated on a finite element method).
-      <literal>multname</literal> should be a fem variable representing the contact stress.
-      An inf-sup condition between <literal>multname</literal> and <literal>varname_u</literal> is required.
-      The augmentation parameter <literal>dataname_r</literal> should be chosen in a
-      range of acceptable values. <literal>dataname_friction_coeff</literal> is the friction
-      coefficient which could be constant or defined on a finite element
-      method.
-      Possible values for <literal>option</literal> is 1 for the non-symmetric Alart-Curnier
-      augmented Lagrangian method, 2 for the symmetric one, 3 for the
-      non-symmetric Alart-Curnier method with an additional augmentation
-      and 4 for a new unsymmetric method. The default value is 1.
-      <literal>dataname_alpha</literal> and <literal>dataname_wt</literal> are optional parameters to solve
-      evolutionary friction problems. <literal>dataname_gamma</literal> and <literal>dataname_vt</literal>
-      represent optional data for adding a parameter-dependent sliding
-      velocity to the friction condition.
-=======
     <para><literal>ind = gf_model_set(model M, 'add contact with rigid obstacle brick',  mesh_im mim, string varname_u, string multname_n[, string multname_t], string dataname_r[, string dataname_friction_coeff], int region, string obstacle[,  int augmented_version])</literal></para>
 
     <para>       DEPRECATED FUNCTION. Use 'add nodal contact with rigid obstacle brick' instead.
@@ -1091,31 +1026,11 @@
     are optional parameters to solve evolutionary friction problems.
     <literal>dataname_gamma</literal> and <literal>dataname_vt</literal> represent optional data for adding
     a parameter-dependent sliding velocity to the friction condition.
->>>>>>> upstream
     
     </para>
     </listitem>
 
     <listitem>
-<<<<<<< HEAD
-    <para><literal>ind = gf_model_set(model M, 'add penalized contact with rigid obstacle brick',  mesh_im mim, string varname_u, string dataname_obstacle, string dataname_r [, string dataname_coeff,] int region [, int option, string dataname_lambda, [, string dataname_alpha [, string dataname_wt]]])</literal></para>
-
-    <para>
-      Adds a penalized contact with or without friction condition with a
-      rigid obstacle to the model.
-      The condition is applied on the variable <literal>varname_u</literal>
-      on the boundary corresponding to <literal>region</literal>. The rigid obstacle should
-      be described with the data <literal>dataname_obstacle</literal> being a signed distance to
-      the obstacle (interpolated on a finite element method).
-      The penalization parameter <literal>dataname_r</literal> should be chosen
-      large enough to prescribe approximate non-penetration and friction
-      conditions but not too large not to deteriorate too much the
-      conditionning of the tangent system.
-      <literal>dataname_lambda</literal> is an optional parameter used if option
-      is 2. In that case, the penalization term is shifted by lambda (this
-      allows the use of an Uzawa algorithm on the corresponding augmented
-      Lagrangian formulation)
-=======
     <para><literal>ind = gf_model_set(model M, 'add penalized contact with rigid obstacle brick',  mesh_im mim, string varname_u, string dataname_obstacle, string dataname_r [, string dataname_coeff], int region [, int option, string dataname_lambda, [, string dataname_alpha [, string dataname_wt]]])</literal></para>
 
     <para>   
@@ -1134,16 +1049,11 @@
     allows the use of an Uzawa algorithm on the corresponding augmented
     Lagrangian formulation)
     
->>>>>>> upstream
     </para>
     </listitem>
 
     <listitem>
-<<<<<<< HEAD
-    <para><literal>ind = gf_model_set(model M, 'add Nitsche contact with rigid obstacle brick',  mesh_im mim, string varname_u, string dataname_obstacle, string dataname_r, string dataname_friction_coeff, string dataname_lambda, string dataname_mu, int region)</literal></para>
-=======
     <para><literal>ind = gf_model_set(model M, 'add Nitsche contact with rigid obstacle brick',  mesh_im mim, string varname_u, string dataname_obstacle, string dataname_r, string dataname_theta, string dataname_friction_coeff, string dataname_lambda, string dataname_mu, int region)</literal></para>
->>>>>>> upstream
 
     <para>   
       Add a contact with friction condition with a rigid obstacle
@@ -1155,14 +1065,10 @@
       be described with the data <literal>dataname_obstacle</literal> being a signed distance
       to the obstacle (interpolated on a finite element method).
       The Nitsche parameter <literal>dataname_r</literal> should be chosen in a
-<<<<<<< HEAD
-      range of acceptable values. <literal>dataname_friction_coeff</literal> is the friction
-=======
       range of acceptable values. <literal>dataname_theta</literal> corresponds to the real
       parameter (1 for the classical symmetric version, 0 for the simplest
       non symmetric one, -1 for the classical unconditionally coercive
       non-symmetric one). <literal>dataname_friction_coeff</literal> is the friction
->>>>>>> upstream
       coefficient which could be constant or defined on a finite element
       method. <literal>dataname_lambda</literal> and <literal>dataname_mu</literal> are the Lame coefficients.
     
@@ -1207,8 +1113,6 @@
     </listitem>
 
     <listitem>
-<<<<<<< HEAD
-=======
     <para><literal>ind = gf_model_set(model M, 'add nonmatching meshes contact brick',  mesh_im mim1[, mesh_im mim2], string varname_u1[, string varname_u2], string multname_n[, string multname_t], string dataname_r[, string dataname_fr], int rg1, int rg2[, int slave1, int slave2,  int augmented_version])</literal></para>
 
     <para>       DEPRECATED FUNCTION. Use 'add nodal contact between nonmatching meshes brick' instead.
@@ -1275,7 +1179,6 @@
     </listitem>
 
     <listitem>
->>>>>>> upstream
     <para><literal>ind = gf_model_set(model M, 'add integral large sliding contact brick',  mesh_im mim, string varname_u, string multname, string dataname_r, string dataname_fr, int rg)</literal></para>
 
     <para>          (still experimental brick)
diff --git a/interface/src/scilab/jar/scilab_en_US_help.jar b/interface/src/scilab/jar/scilab_en_US_help.jar
deleted file mode 100644
index 3bfa848..0000000
Binary files a/interface/src/scilab/jar/scilab_en_US_help.jar and /dev/null differ
diff --git a/interface/src/scilab/loader.sce b/interface/src/scilab/loader.sce
deleted file mode 100644
index d995d5c..0000000
--- a/interface/src/scilab/loader.sce
+++ /dev/null
@@ -1,10 +0,0 @@
-// This file is released under the 3-clause BSD license. See COPYING-BSD.
-// Generated by builder.sce: Please, do not edit this file
-
-try
- getversion("scilab");
-catch
- error("Scilab 5.0 or more is required.");
-end;
-
-exec(get_absolute_file_path("loader.sce")+"etc/"+"sci_getfem.start");
diff --git a/interface/src/scilab/macros/gf_plot_mesh.sci b/interface/src/scilab/macros/gf_plot_mesh.sci
index 084b2e2..c3fbcde 100644
--- a/interface/src/scilab/macros/gf_plot_mesh.sci
+++ b/interface/src/scilab/macros/gf_plot_mesh.sci
@@ -153,11 +153,7 @@ if (mdim > 3) then error('sorry, only mesh of dimension <= 3 allowed'); end;
       plot(X, Y);
       hmesh = gce();
       hmesh.children(:).thickness  = o_edges_width;
-<<<<<<< HEAD
-      hmesh.children(:).line_style = 0; // Continous lines
-=======
       hmesh.children(:).line_style = 1; // Continous lines
->>>>>>> upstream
       hmesh.children(:).foreground = color(round(255*o_edges_color(1)),round(255*o_edges_color(2)),round(255*o_edges_color(3)));
       drawnow;
     end
@@ -201,11 +197,7 @@ if (mdim > 3) then error('sorry, only mesh of dimension <= 3 allowed'); end;
       plot3d(X, Y, Z); // 'Color',o_edges_color,'LineWidth',o_edges_width
       hmesh = gce();
       hmesh.thickness  = o_edges_width;
-<<<<<<< HEAD
-      //hmesh.children(:).line_style = 0; // Continuous line
-=======
       //hmesh.children(:).line_style = 1; // Continuous line
->>>>>>> upstream
       hmesh.foreground = color(round(255*o_edges_color(1)),round(255*o_edges_color(2)),round(255*o_edges_color(3)));
       drawnow;
     end
@@ -214,11 +206,7 @@ if (mdim > 3) then error('sorry, only mesh of dimension <= 3 allowed'); end;
       plot3d(bedge(bnum)(:,:,1), bedge(bnum)(:,:,2), bedge(bnum)(:,:,3)); // 'Color','red','LineWidth',2);
       hbound(bnum) = gce();
       hbound(bnum).thickness  = 2;
-<<<<<<< HEAD
-      hbound(bnum).line_style = 0; // Continuous line
-=======
       hbound(bnum).line_style = 1; // Continuous line
->>>>>>> upstream
       hbound(bnum).foreground = 5; // Red
       drawnow;
     end
diff --git a/interface/src/scilab/macros/overload/%objid_e.sci b/interface/src/scilab/macros/overload/%objid_e.sci
index 9981ec2..8cb2ed2 100644
--- a/interface/src/scilab/macros/overload/%objid_e.sci
+++ b/interface/src/scilab/macros/overload/%objid_e.sci
@@ -56,17 +56,6 @@ function varargout = %objid_e(varargin)
     // gfModel
     varargout = gf_model_get(gf_obj,other_param);
   case 16 then
-<<<<<<< HEAD
-    // gfPrecond
-    varargout = gf_precond_get(gf_obj,other_param);
-  case 17 then
-    // gfSlice
-    varargout = gf_slice_get(gf_obj,other_param);
-  case 18 then
-    // gfSpmat
-    varargout = gf_spmat_get(gf_obj,other_param);
-  case 19 then
-=======
     // gfMultiContactFrame
     varargout = gf_multi_contact_frame_get(gf_obj,other_param);
   case 17 then
@@ -79,7 +68,6 @@ function varargout = %objid_e(varargin)
     // gfSpmat
     varargout = gf_spmat_get(gf_obj,other_param);
   case 20 then
->>>>>>> upstream
     // gfPoly
     // No gf_poly_get function
   else
diff --git a/interface/src/scilab/macros/overload/%objid_get.sci b/interface/src/scilab/macros/overload/%objid_get.sci
index 5db29ec..f6cb590 100644
--- a/interface/src/scilab/macros/overload/%objid_get.sci
+++ b/interface/src/scilab/macros/overload/%objid_get.sci
@@ -56,17 +56,6 @@ function varargout = %objid_get(varargin)
     // gfModel
     varargout = gf_model_get(gf_obj,other_param(:));
   case 16 then
-<<<<<<< HEAD
-    // gfPrecond
-    varargout = gf_precond_get(gf_obj,other_param(:));
-  case 17 then
-    // gfSlice
-    varargout = gf_slice_get(gf_obj,other_param(:));
-  case 18 then
-    // gfSpmat
-    varargout = gf_spmat_get(gf_obj,other_param(:));
-  case 19 then
-=======
     // gfMultiContactFrame
     varargout = gf_multi_contact_frame_get(gf_obj,other_param(:));
   case 17 then
@@ -79,7 +68,6 @@ function varargout = %objid_get(varargin)
     // gfSpmat
     varargout = gf_spmat_get(gf_obj,other_param(:));
   case 20 then
->>>>>>> upstream
     // gfPoly
     // No gf_poly_get function
   else
diff --git a/interface/src/scilab/macros/overload/%objid_set.sci b/interface/src/scilab/macros/overload/%objid_set.sci
index 874083a..4a43f7f 100644
--- a/interface/src/scilab/macros/overload/%objid_set.sci
+++ b/interface/src/scilab/macros/overload/%objid_set.sci
@@ -55,17 +55,6 @@ function %objid_set(varargin)
     // gfModel
     gf_model_set(gf_obj,other_param(:));
   case 16 then
-<<<<<<< HEAD
-    // gfPrecond
-    // No gf_precond_set function
-  case 17 then
-    // gfSlice
-    gf_slice_set(gf_obj,other_param(:));
-  case 18 then
-    // gfSpmat
-    gf_spmat_set(gf_obj,other_param(:));
-  case 19 then
-=======
     // gfMultiContactFrame
     gf_multi_contact_frame_set(gf_obj,other_param(:));
   case 17 then
@@ -78,7 +67,6 @@ function %objid_set(varargin)
     // gfSpmat
     gf_spmat_set(gf_obj,other_param(:));
   case 20 then
->>>>>>> upstream
     // gfPoly
     // No gf_poly_set function
   else
diff --git a/interface/src/scilab/macros/overload/gf_typeof.sci b/interface/src/scilab/macros/overload/gf_typeof.sci
index 878930b..9e1572f 100644
--- a/interface/src/scilab/macros/overload/gf_typeof.sci
+++ b/interface/src/scilab/macros/overload/gf_typeof.sci
@@ -42,14 +42,6 @@ function res = gf_typeof(gf_var)
   case 15 then
     res = 'gfModel';
   case 16 then
-<<<<<<< HEAD
-    res = 'gfPrecond';
-  case 17 then
-    res = 'gfSlice';
-  case 18 then
-    res = 'gfSpmat';
-  case 19 then
-=======
     res = 'gfMultiContactFrame';
   case 17 then
     res = 'gfPrecond';
@@ -58,7 +50,6 @@ function res = gf_typeof(gf_var)
   case 19 then
     res = 'gfSpmat';
   case 20 then
->>>>>>> upstream
     res = 'gfPoly';
   else
     error('wrong object ID');
diff --git a/interface/src/scilab/sci_gateway/c/builder_gateway_c.sce b/interface/src/scilab/sci_gateway/c/builder_gateway_c.sce
deleted file mode 100644
index f234524..0000000
--- a/interface/src/scilab/sci_gateway/c/builder_gateway_c.sce
+++ /dev/null
@@ -1,139 +0,0 @@
-// ====================================================================
-// Copyright 2009
-// Yann COLLETTE
-// This file is released into the public domain
-// ====================================================================
-
-sci_getfem_path = get_absolute_file_path('builder_gateway_c.sce');
-getfem_path = '/home/renard/temp/getfem-4.2';
-
-// Functions extracted from getfem_interface.cc
-
-Table = ['gf_workspace',           'sci_gf_scilab'; ...
-         'gf_delete',              'sci_gf_scilab'; ...
-         'gf_undelete',            'sci_gf_scilab'; ...
-         'gf_eltm',                'sci_gf_scilab'; ...
-         'gf_geotrans',            'sci_gf_scilab'; ...
-         'gf_geotrans_get',        'sci_gf_scilab'; ...
-         'gf_integ',               'sci_gf_scilab'; ...
-         'gf_integ_get',           'sci_gf_scilab'; ...
-         'gf_global_function',     'sci_gf_scilab'; ...
-         'gf_global_function_get', 'sci_gf_scilab'; ...
-         'gf_fem',                 'sci_gf_scilab'; ...
-         'gf_fem_get',             'sci_gf_scilab'; ...
-         'gf_cvstruct_get',        'sci_gf_scilab'; ...
-         'gf_mesher_object',       'sci_gf_scilab'; ...
-         'gf_mesher_object_get',   'sci_gf_scilab'; ...
-         'gf_mesh',                'sci_gf_scilab'; ...
-         'gf_mesh_get',            'sci_gf_scilab'; ...
-         'gf_mesh_set',            'sci_gf_scilab'; ...
-         'gf_mesh_fem',            'sci_gf_scilab'; ...
-         'gf_mesh_fem_get',        'sci_gf_scilab'; ...
-         'gf_mesh_fem_set',        'sci_gf_scilab'; ...
-         'gf_mesh_im',             'sci_gf_scilab'; ...
-         'gf_mesh_im_get',         'sci_gf_scilab'; ...
-         'gf_mesh_im_set',         'sci_gf_scilab'; ...
-         'gf_mdbrick',             'sci_gf_scilab'; ...
-         'gf_mdbrick_get',         'sci_gf_scilab'; ...
-         'gf_mdbrick_set',         'sci_gf_scilab'; ...
-         'gf_mdstate',             'sci_gf_scilab'; ...
-         'gf_mdstate_get',         'sci_gf_scilab'; ...
-         'gf_mdstate_set',         'sci_gf_scilab'; ...
-         'gf_model',               'sci_gf_scilab'; ...
-         'gf_model_get',           'sci_gf_scilab'; ...
-         'gf_model_set',           'sci_gf_scilab'; ...
-         'gf_slice',               'sci_gf_scilab'; ...
-         'gf_slice_get',           'sci_gf_scilab'; ...
-         'gf_slice_set',           'sci_gf_scilab'; ...
-         'gf_levelset',            'sci_gf_scilab'; ...
-         'gf_levelset_get',        'sci_gf_scilab'; ...
-         'gf_levelset_set',        'sci_gf_scilab'; ...
-         'gf_mesh_levelset',       'sci_gf_scilab'; ...
-         'gf_mesh_levelset_get',   'sci_gf_scilab'; ...
-         'gf_mesh_levelset_set',   'sci_gf_scilab'; ...
-         'gf_asm',                 'sci_gf_scilab'; ...
-         'gf_compute',             'sci_gf_scilab'; ...
-         'gf_precond',             'sci_gf_scilab'; ...
-         'gf_precond_get',         'sci_gf_scilab'; ...
-         'gf_spmat',               'sci_gf_scilab'; ...
-         'gf_spmat_get',           'sci_gf_scilab'; ...
-         'gf_spmat_set',           'sci_gf_scilab'; ...
-         'gf_linsolve',            'sci_gf_scilab'; ...
-         'gf_util',                'sci_gf_scilab'; ...
-         'gf_exit',                'sci_gf_scilab'; ...
-	 'gf_cont_struct_get',     'sci_gf_scilab'; ...
-	 'gf_cont_struct',         'sci_gf_scilab'];
-
-// Special functions added for matlab compatibility
-
-Table = [Table; ...
-	 'sp_luinc',   'sci_spluinc';   ...
-	 'sp_lu',      'sci_splu';      ...
-	 'sp_lusolve', 'sci_splusolve'; ...
-	 'sp_cholinc', 'sci_spcholinc'; ...
-	 'sp_chol',    'sci_spchol';    ...
-	 'sp_chsolve', 'sci_spchsolve'; ...
-	 'sp_cgne',    'sci_spcgne';    ...
-	 'sp_cgs',     'sci_spcgs';     ...
-	 'sp_gmres',   'sci_spgmres';   ...
-	 'sp_mgcr',    'sci_spmgcr'];
-
-Files = ['gfm_common.c','gfm_scilab.cpp','sci_spluinc.c','sci_spcholinc.c','sci_splu.c','sci_spchol.c', ...
-         'sci_cgne.c','sci_cgs.c','sci_gmres.c','sci_mgcr.c','sci_spchsolve.c','sci_splusolve.c'];
-
-Libraries = ['../../src/c/libsp_get'];
-
-if getos()=='Windows' then
-  getfem_path = pwd() + '\..\..\..\';
-  
-  cflags = ' /I' + sci_getfem_path + ' /I' + sci_getfem_path + '/../../src/c';
-  cflags = cflags + ' /I' + getfem_path + '/interface/src/' + ' /I' + getfem_path + '/src/getfem';
-  cflags = cflags + ' /I' + SCI + '/../../include/scilab'; // For the binary distribution
-  cflags = cflags + ' /D__USE_DEPRECATED_STACK_FUNCTIONS__';
-
-  ldflags = getfem_path + 'msvc2010\Release\libgetfemint.lib ';
-  ldflags = ldflags + getfem_path + 'msvc2010\Release\libgetfem.lib ';
-  ldflags = ldflags + getfem_path + 'msvc2010\Release\superlu.lib ';
-  if (isfile(getfem_path + 'msvc2010\qhull-2011.1\lib\qhullstatic.lib')) then
-    ldflags = ldflags + getfem_path + 'msvc2010\qhull-2011.1\lib\qhullstatic.lib ';
-  end  
-  if (isfile(getfem_path + 'msvc2010\muparser_v134\lib\muparser.lib')) then
-    ldflags = ldflags + getfem_path + 'msvc2010\muparser_v134\lib\muparser.lib ';
-  end  
-
-  // Under windows, scilab ships only sparse_f.dll
-  // We need first to recreate the lib part 
-
-  // * Here are the mingw commands necessary to produce this lib library:
-  //   echo EXPORT > sparse_f.def
-  //   nm sparse_f.dll | grep 'T_' | sed 's/.* T _//' > sparse_f.def
-  //   dll_tool --def sparse_f.def --dllname sparse_f.dll --outputfile sparse_f.lib
-  // * Here are the visual commands necessary to produce this lib library:
-  //   dumpbin /exports sparse_f.dll > sparse_f.def
-  //   Edit sparse_f.def, add 'EXPORTS' on the first line and remove all the
-  //   cryptic symbols except the symbol name.
-  //   Now produce the lib file: lib /def:sparse_f.def /OUT:sparse_f.lib
-    
-  ldflags = ldflags + ' ' + SCI + '/bin/sparse_f.lib';
-
-  // ldflags = ldflags + ' /NODEFAULTLIB:LIBCMT';
-else
-  cflags = ' -g -I' + sci_getfem_path + ' -I' + sci_getfem_path + ' -I' + sci_getfem_path + '/../../src/c';
-  cflags = cflags + ' -I' + getfem_path + '/interface/src/' + ' -I' + getfem_path + '/src/getfem';
-  cflags = cflags + ' -I' + SCI + '/../../include/scilab'; // For the binary distribution
-  cflags = cflags + ' -D__USE_DEPRECATED_STACK_FUNCTIONS__';
-  
-  ldflags = sci_getfem_path + '/../../../.libs/libgetfemint.a ' + sci_getfem_path + '/../../../../../src/.libs/libgetfem.a';
-end
-
-if ~isempty('-lqhull') & getos()~='Windows' then
-  ldflags = ldflags + ' -L/usr/lib -lqhull';
-end
-
-if ~isempty('-lmuparser') & getos()~='Windows' then
-  ldflags = ldflags + ' -L/usr/lib -lmuparser';
-end
-
-tbx_build_gateway('scigetfem_c', Table, Files, sci_getfem_path, Libraries, ldflags, cflags);
-
-clear tbx_build_gateway;
diff --git a/interface/src/scilab/sci_gateway/c/builder_gateway_c.sce.in b/interface/src/scilab/sci_gateway/c/builder_gateway_c.sce.in
index 96ef032..91ae674 100644
--- a/interface/src/scilab/sci_gateway/c/builder_gateway_c.sce.in
+++ b/interface/src/scilab/sci_gateway/c/builder_gateway_c.sce.in
@@ -9,62 +9,6 @@ getfem_path = '@GETFEM_INTERFACE_PATH@';
 
 // Functions extracted from getfem_interface.cc
 
-<<<<<<< HEAD
-Table = ['gf_workspace',           'sci_gf_scilab'; ...
-         'gf_delete',              'sci_gf_scilab'; ...
-         'gf_undelete',            'sci_gf_scilab'; ...
-         'gf_eltm',                'sci_gf_scilab'; ...
-         'gf_geotrans',            'sci_gf_scilab'; ...
-         'gf_geotrans_get',        'sci_gf_scilab'; ...
-         'gf_integ',               'sci_gf_scilab'; ...
-         'gf_integ_get',           'sci_gf_scilab'; ...
-         'gf_global_function',     'sci_gf_scilab'; ...
-         'gf_global_function_get', 'sci_gf_scilab'; ...
-         'gf_fem',                 'sci_gf_scilab'; ...
-         'gf_fem_get',             'sci_gf_scilab'; ...
-         'gf_cvstruct_get',        'sci_gf_scilab'; ...
-         'gf_mesher_object',       'sci_gf_scilab'; ...
-         'gf_mesher_object_get',   'sci_gf_scilab'; ...
-         'gf_mesh',                'sci_gf_scilab'; ...
-         'gf_mesh_get',            'sci_gf_scilab'; ...
-         'gf_mesh_set',            'sci_gf_scilab'; ...
-         'gf_mesh_fem',            'sci_gf_scilab'; ...
-         'gf_mesh_fem_get',        'sci_gf_scilab'; ...
-         'gf_mesh_fem_set',        'sci_gf_scilab'; ...
-         'gf_mesh_im',             'sci_gf_scilab'; ...
-         'gf_mesh_im_get',         'sci_gf_scilab'; ...
-         'gf_mesh_im_set',         'sci_gf_scilab'; ...
-         'gf_mdbrick',             'sci_gf_scilab'; ...
-         'gf_mdbrick_get',         'sci_gf_scilab'; ...
-         'gf_mdbrick_set',         'sci_gf_scilab'; ...
-         'gf_mdstate',             'sci_gf_scilab'; ...
-         'gf_mdstate_get',         'sci_gf_scilab'; ...
-         'gf_mdstate_set',         'sci_gf_scilab'; ...
-         'gf_model',               'sci_gf_scilab'; ...
-         'gf_model_get',           'sci_gf_scilab'; ...
-         'gf_model_set',           'sci_gf_scilab'; ...
-         'gf_slice',               'sci_gf_scilab'; ...
-         'gf_slice_get',           'sci_gf_scilab'; ...
-         'gf_slice_set',           'sci_gf_scilab'; ...
-         'gf_levelset',            'sci_gf_scilab'; ...
-         'gf_levelset_get',        'sci_gf_scilab'; ...
-         'gf_levelset_set',        'sci_gf_scilab'; ...
-         'gf_mesh_levelset',       'sci_gf_scilab'; ...
-         'gf_mesh_levelset_get',   'sci_gf_scilab'; ...
-         'gf_mesh_levelset_set',   'sci_gf_scilab'; ...
-         'gf_asm',                 'sci_gf_scilab'; ...
-         'gf_compute',             'sci_gf_scilab'; ...
-         'gf_precond',             'sci_gf_scilab'; ...
-         'gf_precond_get',         'sci_gf_scilab'; ...
-         'gf_spmat',               'sci_gf_scilab'; ...
-         'gf_spmat_get',           'sci_gf_scilab'; ...
-         'gf_spmat_set',           'sci_gf_scilab'; ...
-         'gf_linsolve',            'sci_gf_scilab'; ...
-         'gf_util',                'sci_gf_scilab'; ...
-         'gf_exit',                'sci_gf_scilab'; ...
-	 'gf_cont_struct_get',     'sci_gf_scilab'; ...
-	 'gf_cont_struct',         'sci_gf_scilab'];
-=======
 Table = ['gf_workspace',               'sci_gf_scilab'; ...
          'gf_delete',                  'sci_gf_scilab'; ...
          'gf_undelete',                'sci_gf_scilab'; ...
@@ -122,7 +66,6 @@ Table = ['gf_workspace',               'sci_gf_scilab'; ...
 	 'gf_multi_contact_frame_get', 'sci_gf_scilab'; ...
 	 'gf_multi_contact_frame_set', 'sci_gf_scilab'; ...
 	 'gf_multi_contact_frame',     'sci_gf_scilab'];
->>>>>>> upstream
 
 // Special functions added for matlab compatibility
 
@@ -146,8 +89,6 @@ Libraries = ['../../src/c/libsp_get'];
 if getos()=='Windows' then
   getfem_path = pwd() + '\..\..\..\';
   
-<<<<<<< HEAD
-=======
   // rebuild parameters.lib
   exec(path_builder + 'rebuild_lib_windows.sci');
   // We need to use Visual studio 10.0
@@ -162,7 +103,6 @@ if getos()=='Windows' then
     abort();
   end
 
->>>>>>> upstream
   cflags = ' /I' + sci_getfem_path + ' /I' + sci_getfem_path + '/../../src/c';
   cflags = cflags + ' /I' + getfem_path + '/interface/src/' + ' /I' + getfem_path + '/src/getfem';
   cflags = cflags + ' /I' + SCI + '/../../include/scilab'; // For the binary distribution
@@ -177,26 +117,8 @@ if getos()=='Windows' then
   if (isfile(getfem_path + 'msvc2010\muparser_v134\lib\muparser.lib')) then
     ldflags = ldflags + getfem_path + 'msvc2010\muparser_v134\lib\muparser.lib ';
   end  
-<<<<<<< HEAD
-
-  // Under windows, scilab ships only sparse_f.dll
-  // We need first to recreate the lib part 
-
-  // * Here are the mingw commands necessary to produce this lib library:
-  //   echo EXPORT > sparse_f.def
-  //   nm sparse_f.dll | grep 'T_' | sed 's/.* T _//' > sparse_f.def
-  //   dll_tool --def sparse_f.def --dllname sparse_f.dll --outputfile sparse_f.lib
-  // * Here are the visual commands necessary to produce this lib library:
-  //   dumpbin /exports sparse_f.dll > sparse_f.def
-  //   Edit sparse_f.def, add 'EXPORTS' on the first line and remove all the
-  //   cryptic symbols except the symbol name.
-  //   Now produce the lib file: lib /def:sparse_f.def /OUT:sparse_f.lib
-    
-  ldflags = ldflags + ' ' + SCI + '/bin/sparse_f.lib';
-=======
     
   ldflags = ldflags + ' sparse_f.lib ';
->>>>>>> upstream
 
   // ldflags = ldflags + ' /NODEFAULTLIB:LIBCMT';
 else
diff --git a/interface/src/scilab/sci_gateway/c/cleaner.sce b/interface/src/scilab/sci_gateway/c/cleaner.sce
deleted file mode 100644
index 19ad36f..0000000
--- a/interface/src/scilab/sci_gateway/c/cleaner.sce
+++ /dev/null
@@ -1,22 +0,0 @@
-// This file is released under the 3-clause BSD license. See COPYING-BSD.
-// Generated by builder.sce : Please, do not edit this file
-// cleaner.sce
-// ------------------------------------------------------
-curdir = pwd();
-cleaner_path = get_file_path('cleaner.sce');
-chdir(cleaner_path);
-// ------------------------------------------------------
-if fileinfo('loader.sce') <> [] then
-  mdelete('loader.sce');
-end
-// ------------------------------------------------------
-if fileinfo('libscigetfem_c.so') <> [] then
-  mdelete('libscigetfem_c.so');
-end
-// ------------------------------------------------------
-if fileinfo('libscigetfem_c.c') <> [] then
-  mdelete('libscigetfem_c.c');
-end
-// ------------------------------------------------------
-chdir(curdir);
-// ------------------------------------------------------
diff --git a/interface/src/scilab/sci_gateway/c/libscigetfem_c.c b/interface/src/scilab/sci_gateway/c/libscigetfem_c.c
deleted file mode 100644
index 965f0e3..0000000
--- a/interface/src/scilab/sci_gateway/c/libscigetfem_c.c
+++ /dev/null
@@ -1,150 +0,0 @@
-#include <mex.h> 
-#include <sci_gateway.h>
-#include <api_scilab.h>
-#include <MALLOC.h>
-static int direct_gateway(char *fname,void F(void)) { F();return 0;};
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_gf_scilab;
-extern Gatefunc sci_spluinc;
-extern Gatefunc sci_splu;
-extern Gatefunc sci_splusolve;
-extern Gatefunc sci_spcholinc;
-extern Gatefunc sci_spchol;
-extern Gatefunc sci_spchsolve;
-extern Gatefunc sci_spcgne;
-extern Gatefunc sci_spcgs;
-extern Gatefunc sci_spgmres;
-extern Gatefunc sci_spmgcr;
-static GenericTable Tab[]={
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_workspace"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_delete"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_undelete"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_eltm"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_geotrans"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_geotrans_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_integ"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_integ_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_global_function"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_global_function_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_fem"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_fem_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_cvstruct_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesher_object"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesher_object_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh_set"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh_fem"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh_fem_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh_fem_set"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh_im"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh_im_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh_im_set"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mdbrick"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mdbrick_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mdbrick_set"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mdstate"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mdstate_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mdstate_set"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_model"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_model_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_model_set"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_slice"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_slice_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_slice_set"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_levelset"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_levelset_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_levelset_set"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh_levelset"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh_levelset_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_mesh_levelset_set"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_asm"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_compute"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_precond"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_precond_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_spmat"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_spmat_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_spmat_set"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_linsolve"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_util"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_exit"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_cont_struct_get"},
-  {(Myinterfun)sci_gateway,sci_gf_scilab,"gf_cont_struct"},
-  {(Myinterfun)sci_gateway,sci_spluinc,"sp_luinc"},
-  {(Myinterfun)sci_gateway,sci_splu,"sp_lu"},
-  {(Myinterfun)sci_gateway,sci_splusolve,"sp_lusolve"},
-  {(Myinterfun)sci_gateway,sci_spcholinc,"sp_cholinc"},
-  {(Myinterfun)sci_gateway,sci_spchol,"sp_chol"},
-  {(Myinterfun)sci_gateway,sci_spchsolve,"sp_chsolve"},
-  {(Myinterfun)sci_gateway,sci_spcgne,"sp_cgne"},
-  {(Myinterfun)sci_gateway,sci_spcgs,"sp_cgs"},
-  {(Myinterfun)sci_gateway,sci_spgmres,"sp_gmres"},
-  {(Myinterfun)sci_gateway,sci_spmgcr,"sp_mgcr"},
-};
- 
-int C2F(libscigetfem_c)()
-{
-  Rhs = Max(0, Rhs);
-  if (*(Tab[Fin-1].f) != NULL) 
-  {
-     if(pvApiCtx == NULL)
-     {
-       pvApiCtx = (StrCtx*)MALLOC(sizeof(StrCtx));
-     }
-     pvApiCtx->pstName = (char*)Tab[Fin-1].name;
-    (*(Tab[Fin-1].f))(Tab[Fin-1].name,Tab[Fin-1].F);
-  }
-  return 0;
-}
diff --git a/interface/src/scilab/sci_gateway/c/loader.sce b/interface/src/scilab/sci_gateway/c/loader.sce
deleted file mode 100644
index 7ae366c..0000000
--- a/interface/src/scilab/sci_gateway/c/loader.sce
+++ /dev/null
@@ -1,85 +0,0 @@
-// This file is released under the 3-clause BSD license. See COPYING-BSD.
-// Generated by builder.sce : Please, do not edit this file
-// ----------------------------------------------------------------------------
-//
-libscigetfem_c_path = get_absolute_file_path('loader.sce');
-//
-// ulink previous function with same name
-[bOK, ilib] = c_link('libscigetfem_c');
-if bOK then
-  ulink(ilib);
-end
-//
-link(libscigetfem_c_path + filesep() + '../../src/c/libsp_get' + getdynlibext());
-list_functions = [ 'gf_workspace';
-                   'gf_delete';
-                   'gf_undelete';
-                   'gf_eltm';
-                   'gf_geotrans';
-                   'gf_geotrans_get';
-                   'gf_integ';
-                   'gf_integ_get';
-                   'gf_global_function';
-                   'gf_global_function_get';
-                   'gf_fem';
-                   'gf_fem_get';
-                   'gf_cvstruct_get';
-                   'gf_mesher_object';
-                   'gf_mesher_object_get';
-                   'gf_mesh';
-                   'gf_mesh_get';
-                   'gf_mesh_set';
-                   'gf_mesh_fem';
-                   'gf_mesh_fem_get';
-                   'gf_mesh_fem_set';
-                   'gf_mesh_im';
-                   'gf_mesh_im_get';
-                   'gf_mesh_im_set';
-                   'gf_mdbrick';
-                   'gf_mdbrick_get';
-                   'gf_mdbrick_set';
-                   'gf_mdstate';
-                   'gf_mdstate_get';
-                   'gf_mdstate_set';
-                   'gf_model';
-                   'gf_model_get';
-                   'gf_model_set';
-                   'gf_slice';
-                   'gf_slice_get';
-                   'gf_slice_set';
-                   'gf_levelset';
-                   'gf_levelset_get';
-                   'gf_levelset_set';
-                   'gf_mesh_levelset';
-                   'gf_mesh_levelset_get';
-                   'gf_mesh_levelset_set';
-                   'gf_asm';
-                   'gf_compute';
-                   'gf_precond';
-                   'gf_precond_get';
-                   'gf_spmat';
-                   'gf_spmat_get';
-                   'gf_spmat_set';
-                   'gf_linsolve';
-                   'gf_util';
-                   'gf_exit';
-                   'gf_cont_struct_get';
-                   'gf_cont_struct';
-                   'sp_luinc';
-                   'sp_lu';
-                   'sp_lusolve';
-                   'sp_cholinc';
-                   'sp_chol';
-                   'sp_chsolve';
-                   'sp_cgne';
-                   'sp_cgs';
-                   'sp_gmres';
-                   'sp_mgcr';
-];
-addinter(libscigetfem_c_path + filesep() + 'libscigetfem_c' + getdynlibext(), 'libscigetfem_c', list_functions);
-// remove temp. variables on stack
-clear libscigetfem_c_path;
-clear bOK;
-clear ilib;
-clear list_functions;
-// ----------------------------------------------------------------------------
diff --git a/interface/src/scilab/sci_gateway/cleaner_gateway.sce b/interface/src/scilab/sci_gateway/cleaner_gateway.sce
deleted file mode 100644
index a245907..0000000
--- a/interface/src/scilab/sci_gateway/cleaner_gateway.sce
+++ /dev/null
@@ -1,15 +0,0 @@
-// This file is released under the 3-clause BSD license. See COPYING-BSD.
-// Generated by builder_gateway.sce: Please, do not edit this file
-
-sci_gateway_dir = get_absolute_file_path("cleaner_gateway.sce");
-current_dir     = pwd();
-
-chdir(sci_gateway_dir);
-if ( isdir("c") ) then
-    chdir("c");
-    exec("cleaner.sce");
-    mdelete("cleaner.sce");
-end
-
-chdir(current_dir);
-clear sci_gateway_dir current_dir;
diff --git a/interface/src/scilab/sci_gateway/loader_gateway.sce b/interface/src/scilab/sci_gateway/loader_gateway.sce
deleted file mode 100644
index e3e7807..0000000
--- a/interface/src/scilab/sci_gateway/loader_gateway.sce
+++ /dev/null
@@ -1,24 +0,0 @@
-// This file is released under the 3-clause BSD license. See COPYING-BSD.
-// Generated by builder_gateway.sce: Please, do not edit this file
-
-try
-    v = getversion("scilab");
-catch
-    v = [ 5 0 ]; // or older 
-end
-if (v(1) <= 5) & (v(2) < 3) then
-    // new API in scilab 5.3
-    error(gettext("Scilab 5.3 or more is required."));
-end
-
-sci_gateway_dir = get_absolute_file_path("loader_gateway.sce");
-current_dir     = pwd();
-
-chdir(sci_gateway_dir);
-if ( isdir("c") ) then
-    chdir("c");
-    exec("loader.sce");
-end
-
-chdir(current_dir);
-clear sci_gateway_dir current_dir v;
diff --git a/interface/src/scilab/src/c/cleaner.sce b/interface/src/scilab/src/c/cleaner.sce
deleted file mode 100644
index e43f6dd..0000000
--- a/interface/src/scilab/src/c/cleaner.sce
+++ /dev/null
@@ -1,18 +0,0 @@
-// This file is released under the 3-clause BSD license. See COPYING-BSD.
-// Generated by builder.sce : Please, do not edit this file
-// cleaner.sce
-// ------------------------------------------------------
-curdir = pwd();
-cleaner_path = get_file_path('cleaner.sce');
-chdir(cleaner_path);
-// ------------------------------------------------------
-if fileinfo('loader.sce') <> [] then
-  mdelete('loader.sce');
-end
-// ------------------------------------------------------
-if fileinfo('libsp_get.so') <> [] then
-  mdelete('libsp_get.so');
-end
-// ------------------------------------------------------
-chdir(curdir);
-// ------------------------------------------------------
diff --git a/interface/src/scilab/src/c/loader.sce b/interface/src/scilab/src/c/loader.sce
deleted file mode 100644
index 4b70767..0000000
--- a/interface/src/scilab/src/c/loader.sce
+++ /dev/null
@@ -1,103 +0,0 @@
-// This file is released under the 3-clause BSD license. See COPYING-BSD.
-// Generated by builder.sce : Please, do not edit this file
-// ----------------------------------------------------------------------------
-//
-sp_get_path = get_absolute_file_path('loader.sce');
-//
-// ulink previous function with same name
-[bOK, ilib] = c_link('sp_get');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('sp_set_val');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('spICHfactor');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('sp_col_access');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('spILUfactor');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('iter_spcgne');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('iter_spcgs');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('iter_spgmres');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('iter_spmgcr');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('spCHfactor');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('spILUfactor');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('spLUfactor');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('spLUsolve');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('v_set_val');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('v_free');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('sp_free');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('v_get');
-if bOK then
-  ulink(ilib);
-end
-//
-[bOK, ilib] = c_link('restart');
-if bOK then
-  ulink(ilib);
-end
-//
-link(sp_get_path + 'libsp_get' + getdynlibext(), ['sp_get','sp_set_val','spICHfactor','sp_col_access','spILUfactor','iter_spcgne','iter_spcgs','iter_spgmres','iter_spmgcr','spCHfactor','spILUfactor','spLUfactor','spLUsolve','v_set_val','v_free','sp_free','v_get','restart'],'c');
-// remove temp. variables on stack
-clear sp_get_path;
-clear bOK;
-clear ilib;
-// ----------------------------------------------------------------------------
diff --git a/interface/tests/Makefile.in b/interface/tests/Makefile.in
deleted file mode 100644
index 4b242da..0000000
--- a/interface/tests/Makefile.in
+++ /dev/null
@@ -1,632 +0,0 @@
-# Makefile.in generated by automake 1.11.3 from Makefile.am.
-# @configure_input@
-
-# Copyright (C) 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001, 2002,
-# 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011 Free Software
-# Foundation, Inc.
-# This Makefile.in is free software; the Free Software Foundation
-# gives unlimited permission to copy and/or distribute it,
-# with or without modifications, as long as this notice is preserved.
-
-# This program is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY, to the extent permitted by law; without
-# even the implied warranty of MERCHANTABILITY or FITNESS FOR A
-# PARTICULAR PURPOSE.
-
- at SET_MAKE@
-VPATH = @srcdir@
-pkgdatadir = $(datadir)/@PACKAGE@
-pkgincludedir = $(includedir)/@PACKAGE@
-pkglibdir = $(libdir)/@PACKAGE@
-pkglibexecdir = $(libexecdir)/@PACKAGE@
-am__cd = CDPATH="$${ZSH_VERSION+.}$(PATH_SEPARATOR)" && cd
-install_sh_DATA = $(install_sh) -c -m 644
-install_sh_PROGRAM = $(install_sh) -c
-install_sh_SCRIPT = $(install_sh) -c
-INSTALL_HEADER = $(INSTALL_DATA)
-transform = $(program_transform_name)
-NORMAL_INSTALL = :
-PRE_INSTALL = :
-POST_INSTALL = :
-NORMAL_UNINSTALL = :
-PRE_UNINSTALL = :
-POST_UNINSTALL = :
-build_triplet = @build@
-host_triplet = @host@
-subdir = interface/tests
-DIST_COMMON = $(srcdir)/Makefile.am $(srcdir)/Makefile.in
-ACLOCAL_M4 = $(top_srcdir)/aclocal.m4
-am__aclocal_m4_deps = $(top_srcdir)/m4/ac_python_devel.m4 \
-	$(top_srcdir)/m4/ax_check_cxx_flag.m4 \
-	$(top_srcdir)/m4/ax_prefix_config_h.m4 \
-	$(top_srcdir)/m4/libtool.m4 $(top_srcdir)/m4/ltoptions.m4 \
-	$(top_srcdir)/m4/ltsugar.m4 $(top_srcdir)/m4/ltversion.m4 \
-	$(top_srcdir)/m4/lt~obsolete.m4 $(top_srcdir)/m4/scilab.m4 \
-	$(top_srcdir)/configure.in
-am__configure_deps = $(am__aclocal_m4_deps) $(CONFIGURE_DEPENDENCIES) \
-	$(ACLOCAL_M4)
-mkinstalldirs = $(SHELL) $(top_srcdir)/mkinstalldirs
-CONFIG_HEADER = $(top_builddir)/config.h
-CONFIG_CLEAN_FILES =
-CONFIG_CLEAN_VPATH_FILES =
-SOURCES =
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-RECURSIVE_TARGETS = all-recursive check-recursive dvi-recursive \
-	html-recursive info-recursive install-data-recursive \
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-	install-pdf-recursive install-ps-recursive install-recursive \
-	installcheck-recursive installdirs-recursive pdf-recursive \
-	ps-recursive uninstall-recursive
-RECURSIVE_CLEAN_TARGETS = mostlyclean-recursive clean-recursive	\
-  distclean-recursive maintainer-clean-recursive
-AM_RECURSIVE_TARGETS = $(RECURSIVE_TARGETS:-recursive=) \
-	$(RECURSIVE_CLEAN_TARGETS:-recursive=) tags TAGS ctags CTAGS \
-	distdir
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-CTAGS = ctags
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-DISTFILES = $(DIST_COMMON) $(DIST_SOURCES) $(TEXINFOS) $(EXTRA_DIST)
-am__relativize = \
-  dir0=`pwd`; \
-  sed_first='s,^\([^/]*\)/.*$$,\1,'; \
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-  sed_butlast='s,/*[^/]*$$,,'; \
-  while test -n "$$dir1"; do \
-    first=`echo "$$dir1" | sed -e "$$sed_first"`; \
-    if test "$$first" != "."; then \
-      if test "$$first" = ".."; then \
-        dir2=`echo "$$dir0" | sed -e "$$sed_last"`/"$$dir2"; \
-        dir0=`echo "$$dir0" | sed -e "$$sed_butlast"`; \
-      else \
-        first2=`echo "$$dir2" | sed -e "$$sed_first"`; \
-        if test "$$first2" = "$$first"; then \
-          dir2=`echo "$$dir2" | sed -e "$$sed_rest"`; \
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-          dir2="../$$dir2"; \
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-ACLOCAL = @ACLOCAL@
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-DLLTOOL = @DLLTOOL@
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-DUMPBIN = @DUMPBIN@
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diff --git a/interface/tests/matlab/Makefile.am b/interface/tests/matlab/Makefile.am
index ab9c9a8..ec66a10 100644
--- a/interface/tests/matlab/Makefile.am
+++ b/interface/tests/matlab/Makefile.am
@@ -49,10 +49,7 @@ EXTRA_DIST= \
 	demo_tripod_slice_anim.m \
 	demo_fictitious_domains.m \
 	demo_fictitious_domains_laplacian.m \
-<<<<<<< HEAD
-=======
 	demo_contact_fictitious_domain_nitsche.m \
->>>>>>> upstream
 	demo_static_contact.m \
 	demo_large_sliding_contact.m \
 	demo_wave2D.m \
diff --git a/interface/tests/matlab/Makefile.in b/interface/tests/matlab/Makefile.in
deleted file mode 100644
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-	    if test -d "$(distdir)/$$file"; then \
-	      find "$(distdir)/$$file" -type d ! -perm -700 -exec chmod u+rwx {} \;; \
-	    fi; \
-	    if test -d $(srcdir)/$$file && test $$d != $(srcdir); then \
-	      cp -fpR $(srcdir)/$$file "$(distdir)$$dir" || exit 1; \
-	      find "$(distdir)/$$file" -type d ! -perm -700 -exec chmod u+rwx {} \;; \
-	    fi; \
-	    cp -fpR $$d/$$file "$(distdir)$$dir" || exit 1; \
-	  else \
-	    test -f "$(distdir)/$$file" \
-	    || cp -p $$d/$$file "$(distdir)/$$file" \
-	    || exit 1; \
-	  fi; \
-	done
-	@list='$(DIST_SUBDIRS)'; for subdir in $$list; do \
-	  if test "$$subdir" = .; then :; else \
-	    test -d "$(distdir)/$$subdir" \
-	    || $(MKDIR_P) "$(distdir)/$$subdir" \
-	    || exit 1; \
-	  fi; \
-	done
-	@list='$(DIST_SUBDIRS)'; for subdir in $$list; do \
-	  if test "$$subdir" = .; then :; else \
-	    dir1=$$subdir; dir2="$(distdir)/$$subdir"; \
-	    $(am__relativize); \
-	    new_distdir=$$reldir; \
-	    dir1=$$subdir; dir2="$(top_distdir)"; \
-	    $(am__relativize); \
-	    new_top_distdir=$$reldir; \
-	    echo " (cd $$subdir && $(MAKE) $(AM_MAKEFLAGS) top_distdir="$$new_top_distdir" distdir="$$new_distdir" \\"; \
-	    echo "     am__remove_distdir=: am__skip_length_check=: am__skip_mode_fix=: distdir)"; \
-	    ($(am__cd) $$subdir && \
-	      $(MAKE) $(AM_MAKEFLAGS) \
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-	done
-check-am: all-am
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-check: check-recursive
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-	  $(MAKE) $(AM_MAKEFLAGS) INSTALL_PROGRAM="$(INSTALL_STRIP_PROGRAM)" \
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-# Tell versions [3.59,3.63) of GNU make to not export all variables.
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diff --git a/interface/tests/matlab/demo_continuation.m b/interface/tests/matlab/demo_continuation.m
index 96e1419..dcab4bd 100644
--- a/interface/tests/matlab/demo_continuation.m
+++ b/interface/tests/matlab/demo_continuation.m
@@ -15,35 +15,13 @@
 % along  with  this program;  if not, write to the Free Software Foundation,
 % Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
 %
-<<<<<<< HEAD
-% Simple exemple othe f bifurcation problem: -Delta(u) + u = lambda exp(u)
-=======
 % Simple example of the bifurcation problem: -Delta(u) + u = lambda * exp(u)
->>>>>>> upstream
 %
 % This program is used to check that matlab-getfem is working. This is also
 % a good example of use of GetFEM++.
 %
 
 gf_workspace('clear all');
-<<<<<<< HEAD
-
-lambda = 0;
-direction = 1;
-nbstep = 80;
-
-maxit = 5;
-thrit = 4;
-minang = 0.993;
-maxres_solve = 1.e-7;
-noisy = 'very_noisy'
-
-h_init = 1e-3;
-h_max = 2e-1;
-h_min = 1e-5;
-
-with_dirichlet = true;
-=======
 gf_util('trace level', 1);
 gf_util('warning level', 3);
 
@@ -68,16 +46,11 @@ mincos = 0.997;
 noisy = 'noisy';
 
 with_dirichlet = false;
->>>>>>> upstream
 
 % create a simple cartesian mesh
 m = gf_mesh('cartesian', [0:.1:1]);
 
-<<<<<<< HEAD
-% create a mesh_fem of for a field of dimension 1 (i.e. a scalar field)
-=======
 % create a mesh_fem for a field of dimension 1 (i.e. a scalar field)
->>>>>>> upstream
 mf = gf_mesh_fem(m,1);
 % assign the P1 fem to all convexes of the mesh_fem,
 gf_mesh_fem_set(mf, 'classical fem', 1);
@@ -94,38 +67,16 @@ gf_mesh_set(m, 'boundary', 1, border);
 md = gf_model('real');
 gf_model_set(md, 'add fem variable', 'u', mf);
 gf_model_set(md, 'add Laplacian brick', mim, 'u');
-<<<<<<< HEAD
-gf_model_set(md, 'add initialized data', 'lambda', [lambda]);
-gf_model_set(md, 'add basic nonlinear brick', mim, 'u', 'u-lambda*exp(u)', '1-lambda*exp(u)', 'lambda');
-if (with_dirichlet)
-  gf_model_set(md, 'add Dirichlet condition with multipliers', mim, 'u', mf, 1);
-=======
 gf_model_set(md, 'add data', 'lambda', 1);
 gf_model_set(md, 'add basic nonlinear brick', mim, 'u', ...
              'u-lambda*exp(u)', '1-lambda*exp(u)', 'lambda');
 if (with_dirichlet)
   gf_model_set(md, 'add Dirichlet condition with multipliers', ...
                mim, 'u', mf, 1);
->>>>>>> upstream
 end;
 
 % initialise the continuation
 scfac = 1 / gf_mesh_fem_get(mf, 'nbdof');
-<<<<<<< HEAD
-S = gf_cont_struct(md, 'lambda', scfac, 'max_iter', maxit, 'thr_iter', thrit, 'min_ang', minang, 'h_init', h_init, 'h_max', h_max, 'h_min', h_min, noisy);
-
-% compute an initial point
-if (noisy) disp('computing initial point\n'); end
-gf_model_get(md, 'solve', noisy, 'max iter', 100, 'max_res', maxres_solve);
-[T_U, T_lambda, h] = gf_cont_struct_get(S, 'init Moore-Penrose continuation', direction);
-
-U = gf_model_get(md, 'variable', 'u');
-disp('U = '); disp(U); disp(sprintf('lambda = %e\n', lambda));
-disp(sprintf('lambda - U(1) * exp(-U(1)) = %e\n', lambda - U(1) * exp(-U(1))));
-
-U_hist = zeros(1, nbstep + 1); lambda_hist = zeros(1, nbstep + 1);
-U_hist(1) = max(U); lambda_hist(1) = lambda;
-=======
 S = gf_cont_struct(md, 'lambda', scfac, 'bifurcations', 'h_init', h_init, ...
                    'h_max', h_max, 'h_min', h_min, 'min_cos', mincos, noisy);
 
@@ -149,32 +100,10 @@ end
 
 U_hist = zeros(1, nbstep + 1); lambda_hist = zeros(1, nbstep + 1);
 U_hist(1) = U(1); lambda_hist(1) = lambda;
->>>>>>> upstream
 
 figure(1);
 subplot(2,1,1);
 plot(lambda_hist(1), U_hist(1), 'k.');
-<<<<<<< HEAD
-xlabel('lambda'); ylabel('max(u)');
-if (with_dirichlet) axis([0 4 0 10]); else axis([0 0.4 0 11]); end
-subplot(2,1,2)
-gf_plot_1D(mf, U, 'style', 'k.-');
-if (with_dirichlet) axis([0 1 0 10]); else axis([0 1 0 11]); end  
-xlabel('x'); ylabel('u');
-pause(1);
-
-% continue from the initial point
-for step = 1:nbstep
-  disp(sprintf('\nbeginning of step %d\n', step));
-  [T_U, T_lambda, h] = gf_cont_struct_get(S, 'Moore-Penrose continuation', T_U, T_lambda, h);
-  U = gf_model_get(md, 'variable', 'u');
-  lambda = gf_model_get(md, 'variable', 'lambda');
-  % disp('U = '); disp(U);
-  disp(sprintf('lambda = %e\n', lambda));
-  % disp(sprintf('lambda - U(1) * exp(-U(1)) = %e\n', lambda - U(1) * exp(-U(1))));
-   
-  U_hist(step+1) = max(U); lambda_hist(step+1) = lambda;
-=======
 xlabel('lambda'); ylabel('U(1)');
 if (with_dirichlet) axis([0 4 0 15]); else axis([0 0.4 0 15]); end
 subplot(2,1,2)
@@ -203,7 +132,6 @@ for step = 1:nbstep
   end
   
   U_hist(step+1) = U(1); lambda_hist(step+1) = lambda;
->>>>>>> upstream
     
   subplot(2,1,1);
   plot(lambda_hist(1:step+1), U_hist(1:step+1), 'k-');
@@ -211,18 +139,6 @@ for step = 1:nbstep
   plot(lambda_hist(1:step), U_hist(1:step), 'ko');
   plot(lambda_hist(step+1), U_hist(step+1), 'k.');
   hold off;
-<<<<<<< HEAD
-  if (with_dirichlet) axis([0 4 0 10]); else axis([0 0.4 0 11]); end
-  xlabel('lambda'); ylabel('max(u)');
-  subplot(2,1,2)
-  gf_plot_1D(mf, U, 'style', 'k.-');
-  if (with_dirichlet) axis([0 1 0 10]); else axis([0 1 0 11]); end
-  xlabel('x'); ylabel('u');
-  pause(0.25);
-  disp(sprintf('end of step n° %d', step)); disp(sprintf(' / %d\n', nbstep));
-end
-
-=======
   if (with_dirichlet) axis([0 4 0 15]); else axis([0 0.4 0 15]); end
   xlabel('lambda'); ylabel('U(1)');
   subplot(2,1,2)
@@ -242,7 +158,6 @@ if (nsing)
     disp(sing_out(i,:))
   end
 end
->>>>>>> upstream
 
 
 % gf_plot(mf,U,'mesh','on','contour',.01:.01:.1); 
diff --git a/interface/tests/matlab/demo_fictitious_domains_laplacian.m b/interface/tests/matlab/demo_fictitious_domains_laplacian.m
index 8e97f30..7eb790c 100644
--- a/interface/tests/matlab/demo_fictitious_domains_laplacian.m
+++ b/interface/tests/matlab/demo_fictitious_domains_laplacian.m
@@ -25,11 +25,7 @@ gf_workspace('clear all');
 
   
 
-<<<<<<< HEAD
-NX=30
-=======
 NX= 10
->>>>>>> upstream
 N = 3
 ls_degree = 1
 R = 0.4;
diff --git a/interface/tests/matlab/demo_laplacian.m b/interface/tests/matlab/demo_laplacian.m
index c579375..e10037b 100644
--- a/interface/tests/matlab/demo_laplacian.m
+++ b/interface/tests/matlab/demo_laplacian.m
@@ -15,15 +15,12 @@
 % along  with  this program;  if not, write to the Free Software Foundation,
 % Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
 
-<<<<<<< HEAD
-=======
 % Options for prescribing the Dirichlet condition
 dirichlet_version = 1; % 0 = simplification, 1 = with multipliers, 2 = penalization,  3 = Nitsche's method
 theta = 1;       % Nitsche's method parameter theta
 gamma0 = 0.001;  % Nitsche's method parameter gamma0 (gamma = gamma0*h)
 r = 1e8;         % Penalization parameter
 draw = true;
->>>>>>> upstream
 
 % trace on;
 gf_workspace('clear all');
diff --git a/interface/tests/matlab/demo_large_sliding_contact.m b/interface/tests/matlab/demo_large_sliding_contact.m
index 0ec1667..991edfc 100644
--- a/interface/tests/matlab/demo_large_sliding_contact.m
+++ b/interface/tests/matlab/demo_large_sliding_contact.m
@@ -1,8 +1,4 @@
-<<<<<<< HEAD
-% Copyright (C) 2012-2012 Yves Renard.
-=======
 % Copyright (C) 2012-2013 Yves Renard.
->>>>>>> upstream
 %
 % This file is a part of GETFEM++
 %
@@ -19,20 +15,6 @@
 % along  with  this program;  if not, write to the Free Software Foundation,
 % Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
 
-<<<<<<< HEAD
-gf_workspace('clear all');
-clear all;
-
-lambda = 1.; mu = 1.;   % Elasticity parameters
-r = 1.0;                % Augmentation parameter
-f_coeff = 1.;           % Friction coefficient
-vf = 0.01;                % Vertical force
-penalty_parameter = 0.1;
-
-
-mesh1 = gf_mesh('load', '../../../tests/meshes/disc_with_a_hole.mesh');
-mesh2 = gf_mesh('import', 'structured', 'GT="GT_PK(2,1)";ORG=[-0.5,0];SIZES=[1,0.1];NSUBDIV=[20,2]');
-=======
 
 clear all;
 gf_workspace('clear all');
@@ -101,47 +83,12 @@ switch (test_case)
     mesh1 = gf_mesh('load', '../../../tests/meshes/sphere_with_quadratic_tetra_400_elts.mesh');
     mesh2 = gf_mesh('import', 'structured', 'GT="GT_PK(3,1)";ORG=[-15,-15,-4];SIZES=[30,30,4];NSUBDIV=[10,10,2]');
 end
->>>>>>> upstream
 
 N = gf_mesh_get(mesh1, 'dim');
 
 mfu1 = gf_mesh_fem(mesh1, N); gf_mesh_fem_set(mfu1, 'classical fem', 2);
 pre_mflambda1 = gf_mesh_fem(mesh1, N); gf_mesh_fem_set(pre_mflambda1, 'classical fem', 1);
 mfvm1 = gf_mesh_fem(mesh1); gf_mesh_fem_set(mfvm1, 'classical discontinuous fem', 1);
-<<<<<<< HEAD
-fb1 = gf_mesh_get(mesh1, 'outer faces');
-CONTACT_BOUNDARY1 = 1;
-gf_mesh_set(mesh1,'boundary', CONTACT_BOUNDARY1, fb1);
-dol1 = gf_mesh_fem_get(pre_mflambda1, 'basic dof on region', CONTACT_BOUNDARY1);
-mflambda1 = gf_mesh_fem('partial',  pre_mflambda1, dol1);
-mim1 = gf_mesh_im(mesh1, 4);
-
-
-mfu2 = gf_mesh_fem(mesh2, N); gf_mesh_fem_set(mfu2, 'classical fem', 1);
-pre_mflambda2 = gf_mesh_fem(mesh2, N); gf_mesh_fem_set(pre_mflambda2, 'classical fem', 1);
-mfvm2 = gf_mesh_fem(mesh2); gf_mesh_fem_set(mfvm2, 'classical discontinuous fem', 1);
-fb2 = gf_mesh_get(mesh2, 'outer faces');
-CONTACT_BOUNDARY2 = 2;
-gf_mesh_set(mesh2,'boundary', CONTACT_BOUNDARY2, fb2);
-dol2 = gf_mesh_fem_get(pre_mflambda2, 'basic dof on region', CONTACT_BOUNDARY2);
-mflambda2 = gf_mesh_fem('partial',  pre_mflambda2, dol2);
-mim2 = gf_mesh_im(mesh2, 8);
-
-two_bodies = 1;
-
-md=gf_model('real');
-gf_model_set(md, 'add initialized data', 'lambda', lambda);
-gf_model_set(md, 'add initialized data', 'mu', mu);
-
-if (two_bodies) 
-  gf_model_set(md, 'add fem variable', 'u1', mfu1);
-  gf_model_set(md, 'add fem variable', 'lambda1', mflambda1);
-  gf_model_set(md, 'add isotropic linearized elasticity brick', mim1, 'u1', 'lambda', 'mu');
-%   gf_model_set(md, 'add initialized data', 'cpoints1', [0 0.5 0 1.5 0 0.5 0 1.5]);
-%   gf_model_set(md, 'add initialized data', 'cunitv1', [1 0 1 0 0 1 0 1]);
-%   gf_model_set(md, 'add initialized data', 'cdata', [0 0 -0.01 -0.01]);
-%   gf_model_set(md, 'add pointwise constraints with multipliers', 'u1', 'cpoints1', 'cunitv1', 'cdata');
-=======
 CONTACT_BOUNDARY1 = 1;
 DIRICHLET_BOUNDARY1 = 3;
 if (test_case >= 2)
@@ -221,80 +168,10 @@ if (test_case == 2)
   %   gf_model_set(md, 'add initialized data', 'cunitv1', [1 0 1 0 0 1 0 1]);
   %   gf_model_set(md, 'add initialized data', 'cdata', [0 0 -0.01 -0.01]);
   %   gf_model_set(md, 'add pointwise constraints with multipliers', 'u1', 'cpoints1', 'cunitv1', 'cdata');
->>>>>>> upstream
   gf_model_set(md, 'add initialized data', 'cpoints1', [0 0.5 0 1.5]);
   gf_model_set(md, 'add initialized data', 'cunitv1', [1 0 1 0]);
   gf_model_set(md, 'add initialized data', 'cdata', [0 0]);
   gf_model_set(md, 'add pointwise constraints with multipliers', 'u1', 'cpoints1', 'cunitv1', 'cdata');
-<<<<<<< HEAD
-  gf_model_set(md, 'add initialized data', 'data1', [0 -vf]);
-  gf_model_set(md, 'add source term brick', mim1, 'u1', 'data1');
-  gf_model_set(md, 'add initialized data', 'penalty_param1', [penalty_parameter]);          
-  gf_model_set(md, 'add mass brick', mim1, 'u1', 'penalty_param1');
-end;
-
-gf_model_set(md, 'add fem variable', 'u2', mfu2);
-gf_model_set(md, 'add fem variable', 'lambda2', mflambda2);
-gf_model_set(md, 'add isotropic linearized elasticity brick', mim2, 'u2', 'lambda', 'mu');
-gf_model_set(md, 'add initialized data', 'cpoints2', [0 0]);
-gf_model_set(md, 'add initialized data', 'cunitv2', [1 0]);
-gf_model_set(md, 'add pointwise constraints with multipliers', 'u2', 'cpoints2', 'cunitv2');
-gf_model_set(md, 'add initialized data', 'data2', [0 -vf]);
-gf_model_set(md, 'add source term brick', mim2, 'u2', 'data2');
-gf_model_set(md, 'add initialized data', 'penalty_param2', [penalty_parameter]);          
-gf_model_set(md, 'add mass brick', mim2, 'u2', 'penalty_param2');
-
-gf_model_set(md, 'add initialized data', 'r', r);
-gf_model_set(md, 'add initialized data', 'f', f_coeff);
-
-indb = gf_model_set(md, 'add integral large sliding contact brick', mim2, 'u2', 'lambda2', 'r', 'f', CONTACT_BOUNDARY2);
-
-if (two_bodies) 
-  gf_model_set(md, 'add boundary to large sliding contact brick', indb, mim1, 'u1', 'lambda1', CONTACT_BOUNDARY1);
-end;
-
-gf_model_set(md, 'add rigid obstacle to large sliding contact brick', indb, 'y');
-
-% gf_model_get(md, 'test tangent matrix', 1E-6, 10, 0.00001);
-
-
-
-for i=1:100
-
-   
-    
-gf_model_get(md, 'solve', 'noisy', 'max_iter', 50, 'max_res', 1e-8); % , 'lsearch', 'simplest');
-
-U2 = gf_model_get(md, 'variable', 'u2');
-VM2 = gf_model_get(md, 'compute_isotropic_linearized_Von_Mises_or_Tresca', ...
-		  'u2', 'lambda', 'mu', mfvm2);
-
-gf_plot(mfvm2,VM2,'mesh','off', 'deformation',U2,'deformation_mf',mfu2,'deformation_scale', 1, 'refine', 8); colorbar;
-
-if (two_bodies)
-   hold on
-   U1 = gf_model_get(md, 'variable', 'u1');
-   VM1 = gf_model_get(md, 'compute_isotropic_linearized_Von_Mises_or_Tresca', ...
-		  'u1', 'lambda', 'mu', mfvm1);
-   gf_plot(mfvm1,VM1,'mesh','off', 'deformation',U1,'deformation_mf',mfu1,'deformation_scale', 1, 'refine', 8); colorbar;
-   hold off
-end;
-
-axis([-2, 2, -0.2, 3]);
-pause(1);
-
- vf = vf + 0.001;
- gf_model_set(md, 'variable', 'data1', [0 -vf]);
- gf_model_set(md, 'variable', 'data2', [0 -vf]);
-
-end;
-
-
-
-
-
-
-=======
 end
 gf_model_set(md, 'add initialized data', 'penalty_param1', [penalty_parameter]);
 indmass = gf_model_set(md, 'add mass brick', mim1, 'u1', 'penalty_param1');
@@ -463,4 +340,3 @@ for nit=1:10000
   
 
 end;
->>>>>>> upstream
diff --git a/interface/tests/matlab/demo_static_contact.m b/interface/tests/matlab/demo_static_contact.m
index 0b05ec7..e2cf479 100644
--- a/interface/tests/matlab/demo_static_contact.m
+++ b/interface/tests/matlab/demo_static_contact.m
@@ -48,10 +48,6 @@ clambda = 1;           % Lame coefficient
 cmu = 1;               % Lame coefficient
 friction_coeff = 0.4;  % coefficient of friction
 vertical_force = 0.05; % Volumic load in the vertical direction
-<<<<<<< HEAD
-r = 1;                % Augmentation parameter
-condition_type = 2; % 0 = Explicitely kill horizontal rigid displacements
-=======
 u_degree = 2;
 lambda_degree = 2;
 incompressibility = 0;
@@ -60,12 +56,7 @@ r = 40;                % Augmentation parameter
 gamma0 = 0.001;          % Nitsche's method gamma0 parameter
 theta = 1;             % Nitsche's method theta parameter
 
-<<<<<<< HEAD
-condition_type = 0; % 0 = Explicitely kill horizontal rigid displacements
->>>>>>> upstream
-=======
 condition_type = 1; % 0 = Explicitely kill horizontal rigid displacements
->>>>>>> upstream/4.2.1_beta1_svn4453_dfsg
                     % 1 = Kill rigid displacements using a global penalization
                     % 2 = Add a Dirichlet condition on the top of the structure
 penalty_parameter = 1E-6;    % Penalization coefficient for the global penalization
@@ -79,15 +70,7 @@ end;
 
 niter = 100;   % Maximum number of iterations for Newton's algorithm.
 plot_mesh = true;
-<<<<<<< HEAD
-<<<<<<< HEAD
-version = 1;  % 1 : frictionless contact and the basic contact brick
-=======
-version = 16;  % 1 : frictionless contact and the basic contact brick
->>>>>>> upstream
-=======
 version = 16; % 1 : frictionless contact and the basic contact brick
->>>>>>> upstream/4.2.1_beta1_svn4453_dfsg
               % 2 : contact with 'static' Coulomb friction and basic contact brick
               % 3 : frictionless contact and the contact with a
               %     rigid obstacle brick
@@ -117,11 +100,8 @@ version = 16; % 1 : frictionless contact and the basic contact brick
               %     on the Lagrangian augmented by the penalization term.
               % 15 : penalized contact with 'static' Coulomb friction (r is the penalization
               %     coefficient).
-<<<<<<< HEAD
-=======
               % 16 : contact without friction and integral Nitsche approach
               % 17 : contact with friction and integral Nitsche approach
->>>>>>> upstream
  % Signed distance representing the obstacle
 if (d == 2) obstacle = 'y'; else obstacle = 'z'; end;
 
@@ -132,32 +112,13 @@ border = gf_mesh_get(m,'outer faces');
 normals = gf_mesh_get(m, 'normal of faces', border);
 contact_boundary=border(:, find(normals(d, :) < -0.01));
 gf_mesh_set(m, 'region', GAMMAC, contact_boundary);
-<<<<<<< HEAD
-contact_boundary=border(:, find(normals(d, :) > 0.01));
-gf_mesh_set(m, 'region', GAMMAD, contact_boundary);
-=======
 dirichlet_boundary=border(:, find(normals(d, :) > 0.01));
 gf_mesh_set(m, 'region', GAMMAD, dirichlet_boundary);
->>>>>>> upstream
 
 
 
 
 % Finite element methods
-<<<<<<< HEAD
-u_degree = 2;
-lambda_degree = 2;
-
-mfu=gf_mesh_fem(m, d);
-gf_mesh_fem_set(mfu, 'classical fem', u_degree);
-mfd=gf_mesh_fem(m, 1);
-gf_mesh_fem_set(mfd, 'classical fem', u_degree);
-mflambda=gf_mesh_fem(m, 1); % used only by versions 5 to 13
-gf_mesh_fem_set(mflambda, 'classical fem', lambda_degree);
-mfvm=gf_mesh_fem(m, 1);
-gf_mesh_fem_set(mfvm, 'classical discontinuous fem', u_degree-1);
-
-=======
 
 mfu=gf_mesh_fem(m, d);
 gf_mesh_fem_set(mfu, 'classical fem', u_degree);
@@ -172,7 +133,6 @@ gf_mesh_fem_set(mflambda, 'classical fem', lambda_degree);
 mfvm=gf_mesh_fem(m, 1);
 gf_mesh_fem_set(mfvm, 'classical discontinuous fem', u_degree-1);
 
->>>>>>> upstream
 % Integration method
 mim=gf_mesh_im(m, 4);
 if (d == 2)
@@ -204,13 +164,10 @@ gf_model_set(md, 'add initialized data', 'cmu', [cmu]);
 gf_model_set(md, 'add initialized data', 'clambda', [clambda]);
 gf_model_set(md, 'add isotropic linearized elasticity brick', mim, 'u', ...
                  'clambda', 'cmu');
-<<<<<<< HEAD
-=======
 if (incompressibility)
   gf_model_set(md, 'add fem variable', 'p', mfp);
   gf_model_set(md, 'add linear incompressibility brick', mim, 'u', 'p');
 end
->>>>>>> upstream
 gf_model_set(md, 'add initialized fem data', 'volumicload', mfd, F);
 gf_model_set(md, 'add source term brick', mim, 'u', 'volumicload');
 
@@ -381,8 +338,6 @@ elseif (version == 15)
   gf_model_set(md, 'add penalized contact with rigid obstacle brick', mim_friction, 'u', ...
 	         'obstacle', 'r', 'friction_coeff', GAMMAC);
     
-<<<<<<< HEAD
-=======
          
 elseif (version == 16 || version == 17)
  
@@ -402,18 +357,13 @@ elseif (version == 16 || version == 17)
   else
     gf_model_set(md, 'add Nitsche contact with rigid obstacle brick', mim_friction, 'u', 'obstacle', 'gamma0', GAMMAC, theta, 'friction_coeff'); 
   end
->>>>>>> upstream
 else
   error('Inexistent version');
 end
 
 % Solve the problem
 if (~solved)
-<<<<<<< HEAD
-  gf_model_get(md, 'test tangent matrix', 1e-6, 10, 0.01);
-=======
   gf_model_get(md, 'test tangent matrix', 1e-6, 10, 0.1);
->>>>>>> upstream
   gf_model_get(md, 'solve', 'max_res', 1E-9, 'very noisy', 'max_iter', niter); % ,  'lsearch', 'simplest'); % , 'with pseudo potential');
 end;
 
diff --git a/interface/tests/matlab/private/Makefile.in b/interface/tests/matlab/private/Makefile.in
deleted file mode 100644
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-	install-pdf install-pdf-am install-ps install-ps-am \
-	install-strip installcheck installcheck-am installdirs \
-	maintainer-clean maintainer-clean-generic mostlyclean \
-	mostlyclean-generic mostlyclean-libtool pdf pdf-am ps ps-am \
-	uninstall uninstall-am
-
-
-# Tell versions [3.59,3.63) of GNU make to not export all variables.
-# Otherwise a system limit (for SysV at least) may be exceeded.
-.NOEXPORT:
diff --git a/ltmain.sh b/ltmain.sh
deleted file mode 100644
index c2852d8..0000000
--- a/ltmain.sh
+++ /dev/null
@@ -1,9661 +0,0 @@
-
-# libtool (GNU libtool) 2.4.2
-# Written by Gordon Matzigkeit <gord at gnu.ai.mit.edu>, 1996
-
-# Copyright (C) 1996, 1997, 1998, 1999, 2000, 2001, 2003, 2004, 2005, 2006,
-# 2007, 2008, 2009, 2010, 2011 Free Software Foundation, Inc.
-# This is free software; see the source for copying conditions.  There is NO
-# warranty; not even for MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.
-
-# GNU Libtool is free software; you can redistribute it and/or modify
-# it under the terms of the GNU General Public License as published by
-# the Free Software Foundation; either version 2 of the License, or
-# (at your option) any later version.
-#
-# As a special exception to the GNU General Public License,
-# if you distribute this file as part of a program or library that
-# is built using GNU Libtool, you may include this file under the
-# same distribution terms that you use for the rest of that program.
-#
-# GNU Libtool is distributed in the hope that it will be useful, but
-# WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU
-# General Public License for more details.
-#
-# You should have received a copy of the GNU General Public License
-# along with GNU Libtool; see the file COPYING.  If not, a copy
-# can be downloaded from http://www.gnu.org/licenses/gpl.html,
-# or obtained by writing to the Free Software Foundation, Inc.,
-# 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301, USA.
-
-# Usage: $progname [OPTION]... [MODE-ARG]...
-#
-# Provide generalized library-building support services.
-#
-#       --config             show all configuration variables
-#       --debug              enable verbose shell tracing
-#   -n, --dry-run            display commands without modifying any files
-#       --features           display basic configuration information and exit
-#       --mode=MODE          use operation mode MODE
-#       --preserve-dup-deps  don't remove duplicate dependency libraries
-#       --quiet, --silent    don't print informational messages
-#       --no-quiet, --no-silent
-#                            print informational messages (default)
-#       --no-warn            don't display warning messages
-#       --tag=TAG            use configuration variables from tag TAG
-#   -v, --verbose            print more informational messages than default
-#       --no-verbose         don't print the extra informational messages
-#       --version            print version information
-#   -h, --help, --help-all   print short, long, or detailed help message
-#
-# MODE must be one of the following:
-#
-#         clean              remove files from the build directory
-#         compile            compile a source file into a libtool object
-#         execute            automatically set library path, then run a program
-#         finish             complete the installation of libtool libraries
-#         install            install libraries or executables
-#         link               create a library or an executable
-#         uninstall          remove libraries from an installed directory
-#
-# MODE-ARGS vary depending on the MODE.  When passed as first option,
-# `--mode=MODE' may be abbreviated as `MODE' or a unique abbreviation of that.
-# Try `$progname --help --mode=MODE' for a more detailed description of MODE.
-#
-# When reporting a bug, please describe a test case to reproduce it and
-# include the following information:
-#
-#         host-triplet:	$host
-#         shell:		$SHELL
-#         compiler:		$LTCC
-#         compiler flags:		$LTCFLAGS
-#         linker:		$LD (gnu? $with_gnu_ld)
-#         $progname:	(GNU libtool) 2.4.2 Debian-2.4.2-1ubuntu1
-#         automake:	$automake_version
-#         autoconf:	$autoconf_version
-#
-# Report bugs to <bug-libtool at gnu.org>.
-# GNU libtool home page: <http://www.gnu.org/software/libtool/>.
-# General help using GNU software: <http://www.gnu.org/gethelp/>.
-
-PROGRAM=libtool
-PACKAGE=libtool
-VERSION="2.4.2 Debian-2.4.2-1ubuntu1"
-TIMESTAMP=""
-package_revision=1.3337
-
-# Be Bourne compatible
-if test -n "${ZSH_VERSION+set}" && (emulate sh) >/dev/null 2>&1; then
-  emulate sh
-  NULLCMD=:
-  # Zsh 3.x and 4.x performs word splitting on ${1+"$@"}, which
-  # is contrary to our usage.  Disable this feature.
-  alias -g '${1+"$@"}'='"$@"'
-  setopt NO_GLOB_SUBST
-else
-  case `(set -o) 2>/dev/null` in *posix*) set -o posix;; esac
-fi
-BIN_SH=xpg4; export BIN_SH # for Tru64
-DUALCASE=1; export DUALCASE # for MKS sh
-
-# A function that is used when there is no print builtin or printf.
-func_fallback_echo ()
-{
-  eval 'cat <<_LTECHO_EOF
-$1
-_LTECHO_EOF'
-}
-
-# NLS nuisances: We save the old values to restore during execute mode.
-lt_user_locale=
-lt_safe_locale=
-for lt_var in LANG LANGUAGE LC_ALL LC_CTYPE LC_COLLATE LC_MESSAGES
-do
-  eval "if test \"\${$lt_var+set}\" = set; then
-          save_$lt_var=\$$lt_var
-          $lt_var=C
-	  export $lt_var
-	  lt_user_locale=\"$lt_var=\\\$save_\$lt_var; \$lt_user_locale\"
-	  lt_safe_locale=\"$lt_var=C; \$lt_safe_locale\"
-	fi"
-done
-LC_ALL=C
-LANGUAGE=C
-export LANGUAGE LC_ALL
-
-$lt_unset CDPATH
-
-
-# Work around backward compatibility issue on IRIX 6.5. On IRIX 6.4+, sh
-# is ksh but when the shell is invoked as "sh" and the current value of
-# the _XPG environment variable is not equal to 1 (one), the special
-# positional parameter $0, within a function call, is the name of the
-# function.
-progpath="$0"
-
-
-
-: ${CP="cp -f"}
-test "${ECHO+set}" = set || ECHO=${as_echo-'printf %s\n'}
-: ${MAKE="make"}
-: ${MKDIR="mkdir"}
-: ${MV="mv -f"}
-: ${RM="rm -f"}
-: ${SHELL="${CONFIG_SHELL-/bin/sh}"}
-: ${Xsed="$SED -e 1s/^X//"}
-
-# Global variables:
-EXIT_SUCCESS=0
-EXIT_FAILURE=1
-EXIT_MISMATCH=63  # $? = 63 is used to indicate version mismatch to missing.
-EXIT_SKIP=77	  # $? = 77 is used to indicate a skipped test to automake.
-
-exit_status=$EXIT_SUCCESS
-
-# Make sure IFS has a sensible default
-lt_nl='
-'
-IFS=" 	$lt_nl"
-
-dirname="s,/[^/]*$,,"
-basename="s,^.*/,,"
-
-# func_dirname file append nondir_replacement
-# Compute the dirname of FILE.  If nonempty, add APPEND to the result,
-# otherwise set result to NONDIR_REPLACEMENT.
-func_dirname ()
-{
-    func_dirname_result=`$ECHO "${1}" | $SED "$dirname"`
-    if test "X$func_dirname_result" = "X${1}"; then
-      func_dirname_result="${3}"
-    else
-      func_dirname_result="$func_dirname_result${2}"
-    fi
-} # func_dirname may be replaced by extended shell implementation
-
-
-# func_basename file
-func_basename ()
-{
-    func_basename_result=`$ECHO "${1}" | $SED "$basename"`
-} # func_basename may be replaced by extended shell implementation
-
-
-# func_dirname_and_basename file append nondir_replacement
-# perform func_basename and func_dirname in a single function
-# call:
-#   dirname:  Compute the dirname of FILE.  If nonempty,
-#             add APPEND to the result, otherwise set result
-#             to NONDIR_REPLACEMENT.
-#             value returned in "$func_dirname_result"
-#   basename: Compute filename of FILE.
-#             value retuned in "$func_basename_result"
-# Implementation must be kept synchronized with func_dirname
-# and func_basename. For efficiency, we do not delegate to
-# those functions but instead duplicate the functionality here.
-func_dirname_and_basename ()
-{
-    # Extract subdirectory from the argument.
-    func_dirname_result=`$ECHO "${1}" | $SED -e "$dirname"`
-    if test "X$func_dirname_result" = "X${1}"; then
-      func_dirname_result="${3}"
-    else
-      func_dirname_result="$func_dirname_result${2}"
-    fi
-    func_basename_result=`$ECHO "${1}" | $SED -e "$basename"`
-} # func_dirname_and_basename may be replaced by extended shell implementation
-
-
-# func_stripname prefix suffix name
-# strip PREFIX and SUFFIX off of NAME.
-# PREFIX and SUFFIX must not contain globbing or regex special
-# characters, hashes, percent signs, but SUFFIX may contain a leading
-# dot (in which case that matches only a dot).
-# func_strip_suffix prefix name
-func_stripname ()
-{
-    case ${2} in
-      .*) func_stripname_result=`$ECHO "${3}" | $SED "s%^${1}%%; s%\\\\${2}\$%%"`;;
-      *)  func_stripname_result=`$ECHO "${3}" | $SED "s%^${1}%%; s%${2}\$%%"`;;
-    esac
-} # func_stripname may be replaced by extended shell implementation
-
-
-# These SED scripts presuppose an absolute path with a trailing slash.
-pathcar='s,^/\([^/]*\).*$,\1,'
-pathcdr='s,^/[^/]*,,'
-removedotparts=':dotsl
-		s@/\./@/@g
-		t dotsl
-		s,/\.$,/,'
-collapseslashes='s@/\{1,\}@/@g'
-finalslash='s,/*$,/,'
-
-# func_normal_abspath PATH
-# Remove doubled-up and trailing slashes, "." path components,
-# and cancel out any ".." path components in PATH after making
-# it an absolute path.
-#             value returned in "$func_normal_abspath_result"
-func_normal_abspath ()
-{
-  # Start from root dir and reassemble the path.
-  func_normal_abspath_result=
-  func_normal_abspath_tpath=$1
-  func_normal_abspath_altnamespace=
-  case $func_normal_abspath_tpath in
-    "")
-      # Empty path, that just means $cwd.
-      func_stripname '' '/' "`pwd`"
-      func_normal_abspath_result=$func_stripname_result
-      return
-    ;;
-    # The next three entries are used to spot a run of precisely
-    # two leading slashes without using negated character classes;
-    # we take advantage of case's first-match behaviour.
-    ///*)
-      # Unusual form of absolute path, do nothing.
-    ;;
-    //*)
-      # Not necessarily an ordinary path; POSIX reserves leading '//'
-      # and for example Cygwin uses it to access remote file shares
-      # over CIFS/SMB, so we conserve a leading double slash if found.
-      func_normal_abspath_altnamespace=/
-    ;;
-    /*)
-      # Absolute path, do nothing.
-    ;;
-    *)
-      # Relative path, prepend $cwd.
-      func_normal_abspath_tpath=`pwd`/$func_normal_abspath_tpath
-    ;;
-  esac
-  # Cancel out all the simple stuff to save iterations.  We also want
-  # the path to end with a slash for ease of parsing, so make sure
-  # there is one (and only one) here.
-  func_normal_abspath_tpath=`$ECHO "$func_normal_abspath_tpath" | $SED \
-        -e "$removedotparts" -e "$collapseslashes" -e "$finalslash"`
-  while :; do
-    # Processed it all yet?
-    if test "$func_normal_abspath_tpath" = / ; then
-      # If we ascended to the root using ".." the result may be empty now.
-      if test -z "$func_normal_abspath_result" ; then
-        func_normal_abspath_result=/
-      fi
-      break
-    fi
-    func_normal_abspath_tcomponent=`$ECHO "$func_normal_abspath_tpath" | $SED \
-        -e "$pathcar"`
-    func_normal_abspath_tpath=`$ECHO "$func_normal_abspath_tpath" | $SED \
-        -e "$pathcdr"`
-    # Figure out what to do with it
-    case $func_normal_abspath_tcomponent in
-      "")
-        # Trailing empty path component, ignore it.
-      ;;
-      ..)
-        # Parent dir; strip last assembled component from result.
-        func_dirname "$func_normal_abspath_result"
-        func_normal_abspath_result=$func_dirname_result
-      ;;
-      *)
-        # Actual path component, append it.
-        func_normal_abspath_result=$func_normal_abspath_result/$func_normal_abspath_tcomponent
-      ;;
-    esac
-  done
-  # Restore leading double-slash if one was found on entry.
-  func_normal_abspath_result=$func_normal_abspath_altnamespace$func_normal_abspath_result
-}
-
-# func_relative_path SRCDIR DSTDIR
-# generates a relative path from SRCDIR to DSTDIR, with a trailing
-# slash if non-empty, suitable for immediately appending a filename
-# without needing to append a separator.
-#             value returned in "$func_relative_path_result"
-func_relative_path ()
-{
-  func_relative_path_result=
-  func_normal_abspath "$1"
-  func_relative_path_tlibdir=$func_normal_abspath_result
-  func_normal_abspath "$2"
-  func_relative_path_tbindir=$func_normal_abspath_result
-
-  # Ascend the tree starting from libdir
-  while :; do
-    # check if we have found a prefix of bindir
-    case $func_relative_path_tbindir in
-      $func_relative_path_tlibdir)
-        # found an exact match
-        func_relative_path_tcancelled=
-        break
-        ;;
-      $func_relative_path_tlibdir*)
-        # found a matching prefix
-        func_stripname "$func_relative_path_tlibdir" '' "$func_relative_path_tbindir"
-        func_relative_path_tcancelled=$func_stripname_result
-        if test -z "$func_relative_path_result"; then
-          func_relative_path_result=.
-        fi
-        break
-        ;;
-      *)
-        func_dirname $func_relative_path_tlibdir
-        func_relative_path_tlibdir=${func_dirname_result}
-        if test "x$func_relative_path_tlibdir" = x ; then
-          # Have to descend all the way to the root!
-          func_relative_path_result=../$func_relative_path_result
-          func_relative_path_tcancelled=$func_relative_path_tbindir
-          break
-        fi
-        func_relative_path_result=../$func_relative_path_result
-        ;;
-    esac
-  done
-
-  # Now calculate path; take care to avoid doubling-up slashes.
-  func_stripname '' '/' "$func_relative_path_result"
-  func_relative_path_result=$func_stripname_result
-  func_stripname '/' '/' "$func_relative_path_tcancelled"
-  if test "x$func_stripname_result" != x ; then
-    func_relative_path_result=${func_relative_path_result}/${func_stripname_result}
-  fi
-
-  # Normalisation. If bindir is libdir, return empty string,
-  # else relative path ending with a slash; either way, target
-  # file name can be directly appended.
-  if test ! -z "$func_relative_path_result"; then
-    func_stripname './' '' "$func_relative_path_result/"
-    func_relative_path_result=$func_stripname_result
-  fi
-}
-
-# The name of this program:
-func_dirname_and_basename "$progpath"
-progname=$func_basename_result
-
-# Make sure we have an absolute path for reexecution:
-case $progpath in
-  [\\/]*|[A-Za-z]:\\*) ;;
-  *[\\/]*)
-     progdir=$func_dirname_result
-     progdir=`cd "$progdir" && pwd`
-     progpath="$progdir/$progname"
-     ;;
-  *)
-     save_IFS="$IFS"
-     IFS=${PATH_SEPARATOR-:}
-     for progdir in $PATH; do
-       IFS="$save_IFS"
-       test -x "$progdir/$progname" && break
-     done
-     IFS="$save_IFS"
-     test -n "$progdir" || progdir=`pwd`
-     progpath="$progdir/$progname"
-     ;;
-esac
-
-# Sed substitution that helps us do robust quoting.  It backslashifies
-# metacharacters that are still active within double-quoted strings.
-Xsed="${SED}"' -e 1s/^X//'
-sed_quote_subst='s/\([`"$\\]\)/\\\1/g'
-
-# Same as above, but do not quote variable references.
-double_quote_subst='s/\(["`\\]\)/\\\1/g'
-
-# Sed substitution that turns a string into a regex matching for the
-# string literally.
-sed_make_literal_regex='s,[].[^$\\*\/],\\&,g'
-
-# Sed substitution that converts a w32 file name or path
-# which contains forward slashes, into one that contains
-# (escaped) backslashes.  A very naive implementation.
-lt_sed_naive_backslashify='s|\\\\*|\\|g;s|/|\\|g;s|\\|\\\\|g'
-
-# Re-`\' parameter expansions in output of double_quote_subst that were
-# `\'-ed in input to the same.  If an odd number of `\' preceded a '$'
-# in input to double_quote_subst, that '$' was protected from expansion.
-# Since each input `\' is now two `\'s, look for any number of runs of
-# four `\'s followed by two `\'s and then a '$'.  `\' that '$'.
-bs='\\'
-bs2='\\\\'
-bs4='\\\\\\\\'
-dollar='\$'
-sed_double_backslash="\
-  s/$bs4/&\\
-/g
-  s/^$bs2$dollar/$bs&/
-  s/\\([^$bs]\\)$bs2$dollar/\\1$bs2$bs$dollar/g
-  s/\n//g"
-
-# Standard options:
-opt_dry_run=false
-opt_help=false
-opt_quiet=false
-opt_verbose=false
-opt_warning=:
-
-# func_echo arg...
-# Echo program name prefixed message, along with the current mode
-# name if it has been set yet.
-func_echo ()
-{
-    $ECHO "$progname: ${opt_mode+$opt_mode: }$*"
-}
-
-# func_verbose arg...
-# Echo program name prefixed message in verbose mode only.
-func_verbose ()
-{
-    $opt_verbose && func_echo ${1+"$@"}
-
-    # A bug in bash halts the script if the last line of a function
-    # fails when set -e is in force, so we need another command to
-    # work around that:
-    :
-}
-
-# func_echo_all arg...
-# Invoke $ECHO with all args, space-separated.
-func_echo_all ()
-{
-    $ECHO "$*"
-}
-
-# func_error arg...
-# Echo program name prefixed message to standard error.
-func_error ()
-{
-    $ECHO "$progname: ${opt_mode+$opt_mode: }"${1+"$@"} 1>&2
-}
-
-# func_warning arg...
-# Echo program name prefixed warning message to standard error.
-func_warning ()
-{
-    $opt_warning && $ECHO "$progname: ${opt_mode+$opt_mode: }warning: "${1+"$@"} 1>&2
-
-    # bash bug again:
-    :
-}
-
-# func_fatal_error arg...
-# Echo program name prefixed message to standard error, and exit.
-func_fatal_error ()
-{
-    func_error ${1+"$@"}
-    exit $EXIT_FAILURE
-}
-
-# func_fatal_help arg...
-# Echo program name prefixed message to standard error, followed by
-# a help hint, and exit.
-func_fatal_help ()
-{
-    func_error ${1+"$@"}
-    func_fatal_error "$help"
-}
-help="Try \`$progname --help' for more information."  ## default
-
-
-# func_grep expression filename
-# Check whether EXPRESSION matches any line of FILENAME, without output.
-func_grep ()
-{
-    $GREP "$1" "$2" >/dev/null 2>&1
-}
-
-
-# func_mkdir_p directory-path
-# Make sure the entire path to DIRECTORY-PATH is available.
-func_mkdir_p ()
-{
-    my_directory_path="$1"
-    my_dir_list=
-
-    if test -n "$my_directory_path" && test "$opt_dry_run" != ":"; then
-
-      # Protect directory names starting with `-'
-      case $my_directory_path in
-        -*) my_directory_path="./$my_directory_path" ;;
-      esac
-
-      # While some portion of DIR does not yet exist...
-      while test ! -d "$my_directory_path"; do
-        # ...make a list in topmost first order.  Use a colon delimited
-	# list incase some portion of path contains whitespace.
-        my_dir_list="$my_directory_path:$my_dir_list"
-
-        # If the last portion added has no slash in it, the list is done
-        case $my_directory_path in */*) ;; *) break ;; esac
-
-        # ...otherwise throw away the child directory and loop
-        my_directory_path=`$ECHO "$my_directory_path" | $SED -e "$dirname"`
-      done
-      my_dir_list=`$ECHO "$my_dir_list" | $SED 's,:*$,,'`
-
-      save_mkdir_p_IFS="$IFS"; IFS=':'
-      for my_dir in $my_dir_list; do
-	IFS="$save_mkdir_p_IFS"
-        # mkdir can fail with a `File exist' error if two processes
-        # try to create one of the directories concurrently.  Don't
-        # stop in that case!
-        $MKDIR "$my_dir" 2>/dev/null || :
-      done
-      IFS="$save_mkdir_p_IFS"
-
-      # Bail out if we (or some other process) failed to create a directory.
-      test -d "$my_directory_path" || \
-        func_fatal_error "Failed to create \`$1'"
-    fi
-}
-
-
-# func_mktempdir [string]
-# Make a temporary directory that won't clash with other running
-# libtool processes, and avoids race conditions if possible.  If
-# given, STRING is the basename for that directory.
-func_mktempdir ()
-{
-    my_template="${TMPDIR-/tmp}/${1-$progname}"
-
-    if test "$opt_dry_run" = ":"; then
-      # Return a directory name, but don't create it in dry-run mode
-      my_tmpdir="${my_template}-$$"
-    else
-
-      # If mktemp works, use that first and foremost
-      my_tmpdir=`mktemp -d "${my_template}-XXXXXXXX" 2>/dev/null`
-
-      if test ! -d "$my_tmpdir"; then
-        # Failing that, at least try and use $RANDOM to avoid a race
-        my_tmpdir="${my_template}-${RANDOM-0}$$"
-
-        save_mktempdir_umask=`umask`
-        umask 0077
-        $MKDIR "$my_tmpdir"
-        umask $save_mktempdir_umask
-      fi
-
-      # If we're not in dry-run mode, bomb out on failure
-      test -d "$my_tmpdir" || \
-        func_fatal_error "cannot create temporary directory \`$my_tmpdir'"
-    fi
-
-    $ECHO "$my_tmpdir"
-}
-
-
-# func_quote_for_eval arg
-# Aesthetically quote ARG to be evaled later.
-# This function returns two values: FUNC_QUOTE_FOR_EVAL_RESULT
-# is double-quoted, suitable for a subsequent eval, whereas
-# FUNC_QUOTE_FOR_EVAL_UNQUOTED_RESULT has merely all characters
-# which are still active within double quotes backslashified.
-func_quote_for_eval ()
-{
-    case $1 in
-      *[\\\`\"\$]*)
-	func_quote_for_eval_unquoted_result=`$ECHO "$1" | $SED "$sed_quote_subst"` ;;
-      *)
-        func_quote_for_eval_unquoted_result="$1" ;;
-    esac
-
-    case $func_quote_for_eval_unquoted_result in
-      # Double-quote args containing shell metacharacters to delay
-      # word splitting, command substitution and and variable
-      # expansion for a subsequent eval.
-      # Many Bourne shells cannot handle close brackets correctly
-      # in scan sets, so we specify it separately.
-      *[\[\~\#\^\&\*\(\)\{\}\|\;\<\>\?\'\ \	]*|*]*|"")
-        func_quote_for_eval_result="\"$func_quote_for_eval_unquoted_result\""
-        ;;
-      *)
-        func_quote_for_eval_result="$func_quote_for_eval_unquoted_result"
-    esac
-}
-
-
-# func_quote_for_expand arg
-# Aesthetically quote ARG to be evaled later; same as above,
-# but do not quote variable references.
-func_quote_for_expand ()
-{
-    case $1 in
-      *[\\\`\"]*)
-	my_arg=`$ECHO "$1" | $SED \
-	    -e "$double_quote_subst" -e "$sed_double_backslash"` ;;
-      *)
-        my_arg="$1" ;;
-    esac
-
-    case $my_arg in
-      # Double-quote args containing shell metacharacters to delay
-      # word splitting and command substitution for a subsequent eval.
-      # Many Bourne shells cannot handle close brackets correctly
-      # in scan sets, so we specify it separately.
-      *[\[\~\#\^\&\*\(\)\{\}\|\;\<\>\?\'\ \	]*|*]*|"")
-        my_arg="\"$my_arg\""
-        ;;
-    esac
-
-    func_quote_for_expand_result="$my_arg"
-}
-
-
-# func_show_eval cmd [fail_exp]
-# Unless opt_silent is true, then output CMD.  Then, if opt_dryrun is
-# not true, evaluate CMD.  If the evaluation of CMD fails, and FAIL_EXP
-# is given, then evaluate it.
-func_show_eval ()
-{
-    my_cmd="$1"
-    my_fail_exp="${2-:}"
-
-    ${opt_silent-false} || {
-      func_quote_for_expand "$my_cmd"
-      eval "func_echo $func_quote_for_expand_result"
-    }
-
-    if ${opt_dry_run-false}; then :; else
-      eval "$my_cmd"
-      my_status=$?
-      if test "$my_status" -eq 0; then :; else
-	eval "(exit $my_status); $my_fail_exp"
-      fi
-    fi
-}
-
-
-# func_show_eval_locale cmd [fail_exp]
-# Unless opt_silent is true, then output CMD.  Then, if opt_dryrun is
-# not true, evaluate CMD.  If the evaluation of CMD fails, and FAIL_EXP
-# is given, then evaluate it.  Use the saved locale for evaluation.
-func_show_eval_locale ()
-{
-    my_cmd="$1"
-    my_fail_exp="${2-:}"
-
-    ${opt_silent-false} || {
-      func_quote_for_expand "$my_cmd"
-      eval "func_echo $func_quote_for_expand_result"
-    }
-
-    if ${opt_dry_run-false}; then :; else
-      eval "$lt_user_locale
-	    $my_cmd"
-      my_status=$?
-      eval "$lt_safe_locale"
-      if test "$my_status" -eq 0; then :; else
-	eval "(exit $my_status); $my_fail_exp"
-      fi
-    fi
-}
-
-# func_tr_sh
-# Turn $1 into a string suitable for a shell variable name.
-# Result is stored in $func_tr_sh_result.  All characters
-# not in the set a-zA-Z0-9_ are replaced with '_'. Further,
-# if $1 begins with a digit, a '_' is prepended as well.
-func_tr_sh ()
-{
-  case $1 in
-  [0-9]* | *[!a-zA-Z0-9_]*)
-    func_tr_sh_result=`$ECHO "$1" | $SED 's/^\([0-9]\)/_\1/; s/[^a-zA-Z0-9_]/_/g'`
-    ;;
-  * )
-    func_tr_sh_result=$1
-    ;;
-  esac
-}
-
-
-# func_version
-# Echo version message to standard output and exit.
-func_version ()
-{
-    $opt_debug
-
-    $SED -n '/(C)/!b go
-	:more
-	/\./!{
-	  N
-	  s/\n# / /
-	  b more
-	}
-	:go
-	/^# '$PROGRAM' (GNU /,/# warranty; / {
-        s/^# //
-	s/^# *$//
-        s/\((C)\)[ 0-9,-]*\( [1-9][0-9]*\)/\1\2/
-        p
-     }' < "$progpath"
-     exit $?
-}
-
-# func_usage
-# Echo short help message to standard output and exit.
-func_usage ()
-{
-    $opt_debug
-
-    $SED -n '/^# Usage:/,/^#  *.*--help/ {
-        s/^# //
-	s/^# *$//
-	s/\$progname/'$progname'/
-	p
-    }' < "$progpath"
-    echo
-    $ECHO "run \`$progname --help | more' for full usage"
-    exit $?
-}
-
-# func_help [NOEXIT]
-# Echo long help message to standard output and exit,
-# unless 'noexit' is passed as argument.
-func_help ()
-{
-    $opt_debug
-
-    $SED -n '/^# Usage:/,/# Report bugs to/ {
-	:print
-        s/^# //
-	s/^# *$//
-	s*\$progname*'$progname'*
-	s*\$host*'"$host"'*
-	s*\$SHELL*'"$SHELL"'*
-	s*\$LTCC*'"$LTCC"'*
-	s*\$LTCFLAGS*'"$LTCFLAGS"'*
-	s*\$LD*'"$LD"'*
-	s/\$with_gnu_ld/'"$with_gnu_ld"'/
-	s/\$automake_version/'"`(${AUTOMAKE-automake} --version) 2>/dev/null |$SED 1q`"'/
-	s/\$autoconf_version/'"`(${AUTOCONF-autoconf} --version) 2>/dev/null |$SED 1q`"'/
-	p
-	d
-     }
-     /^# .* home page:/b print
-     /^# General help using/b print
-     ' < "$progpath"
-    ret=$?
-    if test -z "$1"; then
-      exit $ret
-    fi
-}
-
-# func_missing_arg argname
-# Echo program name prefixed message to standard error and set global
-# exit_cmd.
-func_missing_arg ()
-{
-    $opt_debug
-
-    func_error "missing argument for $1."
-    exit_cmd=exit
-}
-
-
-# func_split_short_opt shortopt
-# Set func_split_short_opt_name and func_split_short_opt_arg shell
-# variables after splitting SHORTOPT after the 2nd character.
-func_split_short_opt ()
-{
-    my_sed_short_opt='1s/^\(..\).*$/\1/;q'
-    my_sed_short_rest='1s/^..\(.*\)$/\1/;q'
-
-    func_split_short_opt_name=`$ECHO "$1" | $SED "$my_sed_short_opt"`
-    func_split_short_opt_arg=`$ECHO "$1" | $SED "$my_sed_short_rest"`
-} # func_split_short_opt may be replaced by extended shell implementation
-
-
-# func_split_long_opt longopt
-# Set func_split_long_opt_name and func_split_long_opt_arg shell
-# variables after splitting LONGOPT at the `=' sign.
-func_split_long_opt ()
-{
-    my_sed_long_opt='1s/^\(--[^=]*\)=.*/\1/;q'
-    my_sed_long_arg='1s/^--[^=]*=//'
-
-    func_split_long_opt_name=`$ECHO "$1" | $SED "$my_sed_long_opt"`
-    func_split_long_opt_arg=`$ECHO "$1" | $SED "$my_sed_long_arg"`
-} # func_split_long_opt may be replaced by extended shell implementation
-
-exit_cmd=:
-
-
-
-
-
-magic="%%%MAGIC variable%%%"
-magic_exe="%%%MAGIC EXE variable%%%"
-
-# Global variables.
-nonopt=
-preserve_args=
-lo2o="s/\\.lo\$/.${objext}/"
-o2lo="s/\\.${objext}\$/.lo/"
-extracted_archives=
-extracted_serial=0
-
-# If this variable is set in any of the actions, the command in it
-# will be execed at the end.  This prevents here-documents from being
-# left over by shells.
-exec_cmd=
-
-# func_append var value
-# Append VALUE to the end of shell variable VAR.
-func_append ()
-{
-    eval "${1}=\$${1}\${2}"
-} # func_append may be replaced by extended shell implementation
-
-# func_append_quoted var value
-# Quote VALUE and append to the end of shell variable VAR, separated
-# by a space.
-func_append_quoted ()
-{
-    func_quote_for_eval "${2}"
-    eval "${1}=\$${1}\\ \$func_quote_for_eval_result"
-} # func_append_quoted may be replaced by extended shell implementation
-
-
-# func_arith arithmetic-term...
-func_arith ()
-{
-    func_arith_result=`expr "${@}"`
-} # func_arith may be replaced by extended shell implementation
-
-
-# func_len string
-# STRING may not start with a hyphen.
-func_len ()
-{
-    func_len_result=`expr "${1}" : ".*" 2>/dev/null || echo $max_cmd_len`
-} # func_len may be replaced by extended shell implementation
-
-
-# func_lo2o object
-func_lo2o ()
-{
-    func_lo2o_result=`$ECHO "${1}" | $SED "$lo2o"`
-} # func_lo2o may be replaced by extended shell implementation
-
-
-# func_xform libobj-or-source
-func_xform ()
-{
-    func_xform_result=`$ECHO "${1}" | $SED 's/\.[^.]*$/.lo/'`
-} # func_xform may be replaced by extended shell implementation
-
-
-# func_fatal_configuration arg...
-# Echo program name prefixed message to standard error, followed by
-# a configuration failure hint, and exit.
-func_fatal_configuration ()
-{
-    func_error ${1+"$@"}
-    func_error "See the $PACKAGE documentation for more information."
-    func_fatal_error "Fatal configuration error."
-}
-
-
-# func_config
-# Display the configuration for all the tags in this script.
-func_config ()
-{
-    re_begincf='^# ### BEGIN LIBTOOL'
-    re_endcf='^# ### END LIBTOOL'
-
-    # Default configuration.
-    $SED "1,/$re_begincf CONFIG/d;/$re_endcf CONFIG/,\$d" < "$progpath"
-
-    # Now print the configurations for the tags.
-    for tagname in $taglist; do
-      $SED -n "/$re_begincf TAG CONFIG: $tagname\$/,/$re_endcf TAG CONFIG: $tagname\$/p" < "$progpath"
-    done
-
-    exit $?
-}
-
-# func_features
-# Display the features supported by this script.
-func_features ()
-{
-    echo "host: $host"
-    if test "$build_libtool_libs" = yes; then
-      echo "enable shared libraries"
-    else
-      echo "disable shared libraries"
-    fi
-    if test "$build_old_libs" = yes; then
-      echo "enable static libraries"
-    else
-      echo "disable static libraries"
-    fi
-
-    exit $?
-}
-
-# func_enable_tag tagname
-# Verify that TAGNAME is valid, and either flag an error and exit, or
-# enable the TAGNAME tag.  We also add TAGNAME to the global $taglist
-# variable here.
-func_enable_tag ()
-{
-  # Global variable:
-  tagname="$1"
-
-  re_begincf="^# ### BEGIN LIBTOOL TAG CONFIG: $tagname\$"
-  re_endcf="^# ### END LIBTOOL TAG CONFIG: $tagname\$"
-  sed_extractcf="/$re_begincf/,/$re_endcf/p"
-
-  # Validate tagname.
-  case $tagname in
-    *[!-_A-Za-z0-9,/]*)
-      func_fatal_error "invalid tag name: $tagname"
-      ;;
-  esac
-
-  # Don't test for the "default" C tag, as we know it's
-  # there but not specially marked.
-  case $tagname in
-    CC) ;;
-    *)
-      if $GREP "$re_begincf" "$progpath" >/dev/null 2>&1; then
-	taglist="$taglist $tagname"
-
-	# Evaluate the configuration.  Be careful to quote the path
-	# and the sed script, to avoid splitting on whitespace, but
-	# also don't use non-portable quotes within backquotes within
-	# quotes we have to do it in 2 steps:
-	extractedcf=`$SED -n -e "$sed_extractcf" < "$progpath"`
-	eval "$extractedcf"
-      else
-	func_error "ignoring unknown tag $tagname"
-      fi
-      ;;
-  esac
-}
-
-# func_check_version_match
-# Ensure that we are using m4 macros, and libtool script from the same
-# release of libtool.
-func_check_version_match ()
-{
-  if test "$package_revision" != "$macro_revision"; then
-    if test "$VERSION" != "$macro_version"; then
-      if test -z "$macro_version"; then
-        cat >&2 <<_LT_EOF
-$progname: Version mismatch error.  This is $PACKAGE $VERSION, but the
-$progname: definition of this LT_INIT comes from an older release.
-$progname: You should recreate aclocal.m4 with macros from $PACKAGE $VERSION
-$progname: and run autoconf again.
-_LT_EOF
-      else
-        cat >&2 <<_LT_EOF
-$progname: Version mismatch error.  This is $PACKAGE $VERSION, but the
-$progname: definition of this LT_INIT comes from $PACKAGE $macro_version.
-$progname: You should recreate aclocal.m4 with macros from $PACKAGE $VERSION
-$progname: and run autoconf again.
-_LT_EOF
-      fi
-    else
-      cat >&2 <<_LT_EOF
-$progname: Version mismatch error.  This is $PACKAGE $VERSION, revision $package_revision,
-$progname: but the definition of this LT_INIT comes from revision $macro_revision.
-$progname: You should recreate aclocal.m4 with macros from revision $package_revision
-$progname: of $PACKAGE $VERSION and run autoconf again.
-_LT_EOF
-    fi
-
-    exit $EXIT_MISMATCH
-  fi
-}
-
-
-# Shorthand for --mode=foo, only valid as the first argument
-case $1 in
-clean|clea|cle|cl)
-  shift; set dummy --mode clean ${1+"$@"}; shift
-  ;;
-compile|compil|compi|comp|com|co|c)
-  shift; set dummy --mode compile ${1+"$@"}; shift
-  ;;
-execute|execut|execu|exec|exe|ex|e)
-  shift; set dummy --mode execute ${1+"$@"}; shift
-  ;;
-finish|finis|fini|fin|fi|f)
-  shift; set dummy --mode finish ${1+"$@"}; shift
-  ;;
-install|instal|insta|inst|ins|in|i)
-  shift; set dummy --mode install ${1+"$@"}; shift
-  ;;
-link|lin|li|l)
-  shift; set dummy --mode link ${1+"$@"}; shift
-  ;;
-uninstall|uninstal|uninsta|uninst|unins|unin|uni|un|u)
-  shift; set dummy --mode uninstall ${1+"$@"}; shift
-  ;;
-esac
-
-
-
-# Option defaults:
-opt_debug=:
-opt_dry_run=false
-opt_config=false
-opt_preserve_dup_deps=false
-opt_features=false
-opt_finish=false
-opt_help=false
-opt_help_all=false
-opt_silent=:
-opt_warning=:
-opt_verbose=:
-opt_silent=false
-opt_verbose=false
-
-
-# Parse options once, thoroughly.  This comes as soon as possible in the
-# script to make things like `--version' happen as quickly as we can.
-{
-  # this just eases exit handling
-  while test $# -gt 0; do
-    opt="$1"
-    shift
-    case $opt in
-      --debug|-x)	opt_debug='set -x'
-			func_echo "enabling shell trace mode"
-			$opt_debug
-			;;
-      --dry-run|--dryrun|-n)
-			opt_dry_run=:
-			;;
-      --config)
-			opt_config=:
-func_config
-			;;
-      --dlopen|-dlopen)
-			optarg="$1"
-			opt_dlopen="${opt_dlopen+$opt_dlopen
-}$optarg"
-			shift
-			;;
-      --preserve-dup-deps)
-			opt_preserve_dup_deps=:
-			;;
-      --features)
-			opt_features=:
-func_features
-			;;
-      --finish)
-			opt_finish=:
-set dummy --mode finish ${1+"$@"}; shift
-			;;
-      --help)
-			opt_help=:
-			;;
-      --help-all)
-			opt_help_all=:
-opt_help=': help-all'
-			;;
-      --mode)
-			test $# = 0 && func_missing_arg $opt && break
-			optarg="$1"
-			opt_mode="$optarg"
-case $optarg in
-  # Valid mode arguments:
-  clean|compile|execute|finish|install|link|relink|uninstall) ;;
-
-  # Catch anything else as an error
-  *) func_error "invalid argument for $opt"
-     exit_cmd=exit
-     break
-     ;;
-esac
-			shift
-			;;
-      --no-silent|--no-quiet)
-			opt_silent=false
-func_append preserve_args " $opt"
-			;;
-      --no-warning|--no-warn)
-			opt_warning=false
-func_append preserve_args " $opt"
-			;;
-      --no-verbose)
-			opt_verbose=false
-func_append preserve_args " $opt"
-			;;
-      --silent|--quiet)
-			opt_silent=:
-func_append preserve_args " $opt"
-        opt_verbose=false
-			;;
-      --verbose|-v)
-			opt_verbose=:
-func_append preserve_args " $opt"
-opt_silent=false
-			;;
-      --tag)
-			test $# = 0 && func_missing_arg $opt && break
-			optarg="$1"
-			opt_tag="$optarg"
-func_append preserve_args " $opt $optarg"
-func_enable_tag "$optarg"
-			shift
-			;;
-
-      -\?|-h)		func_usage				;;
-      --help)		func_help				;;
-      --version)	func_version				;;
-
-      # Separate optargs to long options:
-      --*=*)
-			func_split_long_opt "$opt"
-			set dummy "$func_split_long_opt_name" "$func_split_long_opt_arg" ${1+"$@"}
-			shift
-			;;
-
-      # Separate non-argument short options:
-      -\?*|-h*|-n*|-v*)
-			func_split_short_opt "$opt"
-			set dummy "$func_split_short_opt_name" "-$func_split_short_opt_arg" ${1+"$@"}
-			shift
-			;;
-
-      --)		break					;;
-      -*)		func_fatal_help "unrecognized option \`$opt'" ;;
-      *)		set dummy "$opt" ${1+"$@"};	shift; break  ;;
-    esac
-  done
-
-  # Validate options:
-
-  # save first non-option argument
-  if test "$#" -gt 0; then
-    nonopt="$opt"
-    shift
-  fi
-
-  # preserve --debug
-  test "$opt_debug" = : || func_append preserve_args " --debug"
-
-  case $host in
-    *cygwin* | *mingw* | *pw32* | *cegcc*)
-      # don't eliminate duplications in $postdeps and $predeps
-      opt_duplicate_compiler_generated_deps=:
-      ;;
-    *)
-      opt_duplicate_compiler_generated_deps=$opt_preserve_dup_deps
-      ;;
-  esac
-
-  $opt_help || {
-    # Sanity checks first:
-    func_check_version_match
-
-    if test "$build_libtool_libs" != yes && test "$build_old_libs" != yes; then
-      func_fatal_configuration "not configured to build any kind of library"
-    fi
-
-    # Darwin sucks
-    eval std_shrext=\"$shrext_cmds\"
-
-    # Only execute mode is allowed to have -dlopen flags.
-    if test -n "$opt_dlopen" && test "$opt_mode" != execute; then
-      func_error "unrecognized option \`-dlopen'"
-      $ECHO "$help" 1>&2
-      exit $EXIT_FAILURE
-    fi
-
-    # Change the help message to a mode-specific one.
-    generic_help="$help"
-    help="Try \`$progname --help --mode=$opt_mode' for more information."
-  }
-
-
-  # Bail if the options were screwed
-  $exit_cmd $EXIT_FAILURE
-}
-
-
-
-
-## ----------- ##
-##    Main.    ##
-## ----------- ##
-
-# func_lalib_p file
-# True iff FILE is a libtool `.la' library or `.lo' object file.
-# This function is only a basic sanity check; it will hardly flush out
-# determined imposters.
-func_lalib_p ()
-{
-    test -f "$1" &&
-      $SED -e 4q "$1" 2>/dev/null \
-        | $GREP "^# Generated by .*$PACKAGE" > /dev/null 2>&1
-}
-
-# func_lalib_unsafe_p file
-# True iff FILE is a libtool `.la' library or `.lo' object file.
-# This function implements the same check as func_lalib_p without
-# resorting to external programs.  To this end, it redirects stdin and
-# closes it afterwards, without saving the original file descriptor.
-# As a safety measure, use it only where a negative result would be
-# fatal anyway.  Works if `file' does not exist.
-func_lalib_unsafe_p ()
-{
-    lalib_p=no
-    if test -f "$1" && test -r "$1" && exec 5<&0 <"$1"; then
-	for lalib_p_l in 1 2 3 4
-	do
-	    read lalib_p_line
-	    case "$lalib_p_line" in
-		\#\ Generated\ by\ *$PACKAGE* ) lalib_p=yes; break;;
-	    esac
-	done
-	exec 0<&5 5<&-
-    fi
-    test "$lalib_p" = yes
-}
-
-# func_ltwrapper_script_p file
-# True iff FILE is a libtool wrapper script
-# This function is only a basic sanity check; it will hardly flush out
-# determined imposters.
-func_ltwrapper_script_p ()
-{
-    func_lalib_p "$1"
-}
-
-# func_ltwrapper_executable_p file
-# True iff FILE is a libtool wrapper executable
-# This function is only a basic sanity check; it will hardly flush out
-# determined imposters.
-func_ltwrapper_executable_p ()
-{
-    func_ltwrapper_exec_suffix=
-    case $1 in
-    *.exe) ;;
-    *) func_ltwrapper_exec_suffix=.exe ;;
-    esac
-    $GREP "$magic_exe" "$1$func_ltwrapper_exec_suffix" >/dev/null 2>&1
-}
-
-# func_ltwrapper_scriptname file
-# Assumes file is an ltwrapper_executable
-# uses $file to determine the appropriate filename for a
-# temporary ltwrapper_script.
-func_ltwrapper_scriptname ()
-{
-    func_dirname_and_basename "$1" "" "."
-    func_stripname '' '.exe' "$func_basename_result"
-    func_ltwrapper_scriptname_result="$func_dirname_result/$objdir/${func_stripname_result}_ltshwrapper"
-}
-
-# func_ltwrapper_p file
-# True iff FILE is a libtool wrapper script or wrapper executable
-# This function is only a basic sanity check; it will hardly flush out
-# determined imposters.
-func_ltwrapper_p ()
-{
-    func_ltwrapper_script_p "$1" || func_ltwrapper_executable_p "$1"
-}
-
-
-# func_execute_cmds commands fail_cmd
-# Execute tilde-delimited COMMANDS.
-# If FAIL_CMD is given, eval that upon failure.
-# FAIL_CMD may read-access the current command in variable CMD!
-func_execute_cmds ()
-{
-    $opt_debug
-    save_ifs=$IFS; IFS='~'
-    for cmd in $1; do
-      IFS=$save_ifs
-      eval cmd=\"$cmd\"
-      func_show_eval "$cmd" "${2-:}"
-    done
-    IFS=$save_ifs
-}
-
-
-# func_source file
-# Source FILE, adding directory component if necessary.
-# Note that it is not necessary on cygwin/mingw to append a dot to
-# FILE even if both FILE and FILE.exe exist: automatic-append-.exe
-# behavior happens only for exec(3), not for open(2)!  Also, sourcing
-# `FILE.' does not work on cygwin managed mounts.
-func_source ()
-{
-    $opt_debug
-    case $1 in
-    */* | *\\*)	. "$1" ;;
-    *)		. "./$1" ;;
-    esac
-}
-
-
-# func_resolve_sysroot PATH
-# Replace a leading = in PATH with a sysroot.  Store the result into
-# func_resolve_sysroot_result
-func_resolve_sysroot ()
-{
-  func_resolve_sysroot_result=$1
-  case $func_resolve_sysroot_result in
-  =*)
-    func_stripname '=' '' "$func_resolve_sysroot_result"
-    func_resolve_sysroot_result=$lt_sysroot$func_stripname_result
-    ;;
-  esac
-}
-
-# func_replace_sysroot PATH
-# If PATH begins with the sysroot, replace it with = and
-# store the result into func_replace_sysroot_result.
-func_replace_sysroot ()
-{
-  case "$lt_sysroot:$1" in
-  ?*:"$lt_sysroot"*)
-    func_stripname "$lt_sysroot" '' "$1"
-    func_replace_sysroot_result="=$func_stripname_result"
-    ;;
-  *)
-    # Including no sysroot.
-    func_replace_sysroot_result=$1
-    ;;
-  esac
-}
-
-# func_infer_tag arg
-# Infer tagged configuration to use if any are available and
-# if one wasn't chosen via the "--tag" command line option.
-# Only attempt this if the compiler in the base compile
-# command doesn't match the default compiler.
-# arg is usually of the form 'gcc ...'
-func_infer_tag ()
-{
-    $opt_debug
-    if test -n "$available_tags" && test -z "$tagname"; then
-      CC_quoted=
-      for arg in $CC; do
-	func_append_quoted CC_quoted "$arg"
-      done
-      CC_expanded=`func_echo_all $CC`
-      CC_quoted_expanded=`func_echo_all $CC_quoted`
-      case $@ in
-      # Blanks in the command may have been stripped by the calling shell,
-      # but not from the CC environment variable when configure was run.
-      " $CC "* | "$CC "* | " $CC_expanded "* | "$CC_expanded "* | \
-      " $CC_quoted"* | "$CC_quoted "* | " $CC_quoted_expanded "* | "$CC_quoted_expanded "*) ;;
-      # Blanks at the start of $base_compile will cause this to fail
-      # if we don't check for them as well.
-      *)
-	for z in $available_tags; do
-	  if $GREP "^# ### BEGIN LIBTOOL TAG CONFIG: $z$" < "$progpath" > /dev/null; then
-	    # Evaluate the configuration.
-	    eval "`${SED} -n -e '/^# ### BEGIN LIBTOOL TAG CONFIG: '$z'$/,/^# ### END LIBTOOL TAG CONFIG: '$z'$/p' < $progpath`"
-	    CC_quoted=
-	    for arg in $CC; do
-	      # Double-quote args containing other shell metacharacters.
-	      func_append_quoted CC_quoted "$arg"
-	    done
-	    CC_expanded=`func_echo_all $CC`
-	    CC_quoted_expanded=`func_echo_all $CC_quoted`
-	    case "$@ " in
-	    " $CC "* | "$CC "* | " $CC_expanded "* | "$CC_expanded "* | \
-	    " $CC_quoted"* | "$CC_quoted "* | " $CC_quoted_expanded "* | "$CC_quoted_expanded "*)
-	      # The compiler in the base compile command matches
-	      # the one in the tagged configuration.
-	      # Assume this is the tagged configuration we want.
-	      tagname=$z
-	      break
-	      ;;
-	    esac
-	  fi
-	done
-	# If $tagname still isn't set, then no tagged configuration
-	# was found and let the user know that the "--tag" command
-	# line option must be used.
-	if test -z "$tagname"; then
-	  func_echo "unable to infer tagged configuration"
-	  func_fatal_error "specify a tag with \`--tag'"
-#	else
-#	  func_verbose "using $tagname tagged configuration"
-	fi
-	;;
-      esac
-    fi
-}
-
-
-
-# func_write_libtool_object output_name pic_name nonpic_name
-# Create a libtool object file (analogous to a ".la" file),
-# but don't create it if we're doing a dry run.
-func_write_libtool_object ()
-{
-    write_libobj=${1}
-    if test "$build_libtool_libs" = yes; then
-      write_lobj=\'${2}\'
-    else
-      write_lobj=none
-    fi
-
-    if test "$build_old_libs" = yes; then
-      write_oldobj=\'${3}\'
-    else
-      write_oldobj=none
-    fi
-
-    $opt_dry_run || {
-      cat >${write_libobj}T <<EOF
-# $write_libobj - a libtool object file
-# Generated by $PROGRAM (GNU $PACKAGE$TIMESTAMP) $VERSION
-#
-# Please DO NOT delete this file!
-# It is necessary for linking the library.
-
-# Name of the PIC object.
-pic_object=$write_lobj
-
-# Name of the non-PIC object
-non_pic_object=$write_oldobj
-
-EOF
-      $MV "${write_libobj}T" "${write_libobj}"
-    }
-}
-
-
-##################################################
-# FILE NAME AND PATH CONVERSION HELPER FUNCTIONS #
-##################################################
-
-# func_convert_core_file_wine_to_w32 ARG
-# Helper function used by file name conversion functions when $build is *nix,
-# and $host is mingw, cygwin, or some other w32 environment. Relies on a
-# correctly configured wine environment available, with the winepath program
-# in $build's $PATH.
-#
-# ARG is the $build file name to be converted to w32 format.
-# Result is available in $func_convert_core_file_wine_to_w32_result, and will
-# be empty on error (or when ARG is empty)
-func_convert_core_file_wine_to_w32 ()
-{
-  $opt_debug
-  func_convert_core_file_wine_to_w32_result="$1"
-  if test -n "$1"; then
-    # Unfortunately, winepath does not exit with a non-zero error code, so we
-    # are forced to check the contents of stdout. On the other hand, if the
-    # command is not found, the shell will set an exit code of 127 and print
-    # *an error message* to stdout. So we must check for both error code of
-    # zero AND non-empty stdout, which explains the odd construction:
-    func_convert_core_file_wine_to_w32_tmp=`winepath -w "$1" 2>/dev/null`
-    if test "$?" -eq 0 && test -n "${func_convert_core_file_wine_to_w32_tmp}"; then
-      func_convert_core_file_wine_to_w32_result=`$ECHO "$func_convert_core_file_wine_to_w32_tmp" |
-        $SED -e "$lt_sed_naive_backslashify"`
-    else
-      func_convert_core_file_wine_to_w32_result=
-    fi
-  fi
-}
-# end: func_convert_core_file_wine_to_w32
-
-
-# func_convert_core_path_wine_to_w32 ARG
-# Helper function used by path conversion functions when $build is *nix, and
-# $host is mingw, cygwin, or some other w32 environment. Relies on a correctly
-# configured wine environment available, with the winepath program in $build's
-# $PATH. Assumes ARG has no leading or trailing path separator characters.
-#
-# ARG is path to be converted from $build format to win32.
-# Result is available in $func_convert_core_path_wine_to_w32_result.
-# Unconvertible file (directory) names in ARG are skipped; if no directory names
-# are convertible, then the result may be empty.
-func_convert_core_path_wine_to_w32 ()
-{
-  $opt_debug
-  # unfortunately, winepath doesn't convert paths, only file names
-  func_convert_core_path_wine_to_w32_result=""
-  if test -n "$1"; then
-    oldIFS=$IFS
-    IFS=:
-    for func_convert_core_path_wine_to_w32_f in $1; do
-      IFS=$oldIFS
-      func_convert_core_file_wine_to_w32 "$func_convert_core_path_wine_to_w32_f"
-      if test -n "$func_convert_core_file_wine_to_w32_result" ; then
-        if test -z "$func_convert_core_path_wine_to_w32_result"; then
-          func_convert_core_path_wine_to_w32_result="$func_convert_core_file_wine_to_w32_result"
-        else
-          func_append func_convert_core_path_wine_to_w32_result ";$func_convert_core_file_wine_to_w32_result"
-        fi
-      fi
-    done
-    IFS=$oldIFS
-  fi
-}
-# end: func_convert_core_path_wine_to_w32
-
-
-# func_cygpath ARGS...
-# Wrapper around calling the cygpath program via LT_CYGPATH. This is used when
-# when (1) $build is *nix and Cygwin is hosted via a wine environment; or (2)
-# $build is MSYS and $host is Cygwin, or (3) $build is Cygwin. In case (1) or
-# (2), returns the Cygwin file name or path in func_cygpath_result (input
-# file name or path is assumed to be in w32 format, as previously converted
-# from $build's *nix or MSYS format). In case (3), returns the w32 file name
-# or path in func_cygpath_result (input file name or path is assumed to be in
-# Cygwin format). Returns an empty string on error.
-#
-# ARGS are passed to cygpath, with the last one being the file name or path to
-# be converted.
-#
-# Specify the absolute *nix (or w32) name to cygpath in the LT_CYGPATH
-# environment variable; do not put it in $PATH.
-func_cygpath ()
-{
-  $opt_debug
-  if test -n "$LT_CYGPATH" && test -f "$LT_CYGPATH"; then
-    func_cygpath_result=`$LT_CYGPATH "$@" 2>/dev/null`
-    if test "$?" -ne 0; then
-      # on failure, ensure result is empty
-      func_cygpath_result=
-    fi
-  else
-    func_cygpath_result=
-    func_error "LT_CYGPATH is empty or specifies non-existent file: \`$LT_CYGPATH'"
-  fi
-}
-#end: func_cygpath
-
-
-# func_convert_core_msys_to_w32 ARG
-# Convert file name or path ARG from MSYS format to w32 format.  Return
-# result in func_convert_core_msys_to_w32_result.
-func_convert_core_msys_to_w32 ()
-{
-  $opt_debug
-  # awkward: cmd appends spaces to result
-  func_convert_core_msys_to_w32_result=`( cmd //c echo "$1" ) 2>/dev/null |
-    $SED -e 's/[ ]*$//' -e "$lt_sed_naive_backslashify"`
-}
-#end: func_convert_core_msys_to_w32
-
-
-# func_convert_file_check ARG1 ARG2
-# Verify that ARG1 (a file name in $build format) was converted to $host
-# format in ARG2. Otherwise, emit an error message, but continue (resetting
-# func_to_host_file_result to ARG1).
-func_convert_file_check ()
-{
-  $opt_debug
-  if test -z "$2" && test -n "$1" ; then
-    func_error "Could not determine host file name corresponding to"
-    func_error "  \`$1'"
-    func_error "Continuing, but uninstalled executables may not work."
-    # Fallback:
-    func_to_host_file_result="$1"
-  fi
-}
-# end func_convert_file_check
-
-
-# func_convert_path_check FROM_PATHSEP TO_PATHSEP FROM_PATH TO_PATH
-# Verify that FROM_PATH (a path in $build format) was converted to $host
-# format in TO_PATH. Otherwise, emit an error message, but continue, resetting
-# func_to_host_file_result to a simplistic fallback value (see below).
-func_convert_path_check ()
-{
-  $opt_debug
-  if test -z "$4" && test -n "$3"; then
-    func_error "Could not determine the host path corresponding to"
-    func_error "  \`$3'"
-    func_error "Continuing, but uninstalled executables may not work."
-    # Fallback.  This is a deliberately simplistic "conversion" and
-    # should not be "improved".  See libtool.info.
-    if test "x$1" != "x$2"; then
-      lt_replace_pathsep_chars="s|$1|$2|g"
-      func_to_host_path_result=`echo "$3" |
-        $SED -e "$lt_replace_pathsep_chars"`
-    else
-      func_to_host_path_result="$3"
-    fi
-  fi
-}
-# end func_convert_path_check
-
-
-# func_convert_path_front_back_pathsep FRONTPAT BACKPAT REPL ORIG
-# Modifies func_to_host_path_result by prepending REPL if ORIG matches FRONTPAT
-# and appending REPL if ORIG matches BACKPAT.
-func_convert_path_front_back_pathsep ()
-{
-  $opt_debug
-  case $4 in
-  $1 ) func_to_host_path_result="$3$func_to_host_path_result"
-    ;;
-  esac
-  case $4 in
-  $2 ) func_append func_to_host_path_result "$3"
-    ;;
-  esac
-}
-# end func_convert_path_front_back_pathsep
-
-
-##################################################
-# $build to $host FILE NAME CONVERSION FUNCTIONS #
-##################################################
-# invoked via `$to_host_file_cmd ARG'
-#
-# In each case, ARG is the path to be converted from $build to $host format.
-# Result will be available in $func_to_host_file_result.
-
-
-# func_to_host_file ARG
-# Converts the file name ARG from $build format to $host format. Return result
-# in func_to_host_file_result.
-func_to_host_file ()
-{
-  $opt_debug
-  $to_host_file_cmd "$1"
-}
-# end func_to_host_file
-
-
-# func_to_tool_file ARG LAZY
-# converts the file name ARG from $build format to toolchain format. Return
-# result in func_to_tool_file_result.  If the conversion in use is listed
-# in (the comma separated) LAZY, no conversion takes place.
-func_to_tool_file ()
-{
-  $opt_debug
-  case ,$2, in
-    *,"$to_tool_file_cmd",*)
-      func_to_tool_file_result=$1
-      ;;
-    *)
-      $to_tool_file_cmd "$1"
-      func_to_tool_file_result=$func_to_host_file_result
-      ;;
-  esac
-}
-# end func_to_tool_file
-
-
-# func_convert_file_noop ARG
-# Copy ARG to func_to_host_file_result.
-func_convert_file_noop ()
-{
-  func_to_host_file_result="$1"
-}
-# end func_convert_file_noop
-
-
-# func_convert_file_msys_to_w32 ARG
-# Convert file name ARG from (mingw) MSYS to (mingw) w32 format; automatic
-# conversion to w32 is not available inside the cwrapper.  Returns result in
-# func_to_host_file_result.
-func_convert_file_msys_to_w32 ()
-{
-  $opt_debug
-  func_to_host_file_result="$1"
-  if test -n "$1"; then
-    func_convert_core_msys_to_w32 "$1"
-    func_to_host_file_result="$func_convert_core_msys_to_w32_result"
-  fi
-  func_convert_file_check "$1" "$func_to_host_file_result"
-}
-# end func_convert_file_msys_to_w32
-
-
-# func_convert_file_cygwin_to_w32 ARG
-# Convert file name ARG from Cygwin to w32 format.  Returns result in
-# func_to_host_file_result.
-func_convert_file_cygwin_to_w32 ()
-{
-  $opt_debug
-  func_to_host_file_result="$1"
-  if test -n "$1"; then
-    # because $build is cygwin, we call "the" cygpath in $PATH; no need to use
-    # LT_CYGPATH in this case.
-    func_to_host_file_result=`cygpath -m "$1"`
-  fi
-  func_convert_file_check "$1" "$func_to_host_file_result"
-}
-# end func_convert_file_cygwin_to_w32
-
-
-# func_convert_file_nix_to_w32 ARG
-# Convert file name ARG from *nix to w32 format.  Requires a wine environment
-# and a working winepath. Returns result in func_to_host_file_result.
-func_convert_file_nix_to_w32 ()
-{
-  $opt_debug
-  func_to_host_file_result="$1"
-  if test -n "$1"; then
-    func_convert_core_file_wine_to_w32 "$1"
-    func_to_host_file_result="$func_convert_core_file_wine_to_w32_result"
-  fi
-  func_convert_file_check "$1" "$func_to_host_file_result"
-}
-# end func_convert_file_nix_to_w32
-
-
-# func_convert_file_msys_to_cygwin ARG
-# Convert file name ARG from MSYS to Cygwin format.  Requires LT_CYGPATH set.
-# Returns result in func_to_host_file_result.
-func_convert_file_msys_to_cygwin ()
-{
-  $opt_debug
-  func_to_host_file_result="$1"
-  if test -n "$1"; then
-    func_convert_core_msys_to_w32 "$1"
-    func_cygpath -u "$func_convert_core_msys_to_w32_result"
-    func_to_host_file_result="$func_cygpath_result"
-  fi
-  func_convert_file_check "$1" "$func_to_host_file_result"
-}
-# end func_convert_file_msys_to_cygwin
-
-
-# func_convert_file_nix_to_cygwin ARG
-# Convert file name ARG from *nix to Cygwin format.  Requires Cygwin installed
-# in a wine environment, working winepath, and LT_CYGPATH set.  Returns result
-# in func_to_host_file_result.
-func_convert_file_nix_to_cygwin ()
-{
-  $opt_debug
-  func_to_host_file_result="$1"
-  if test -n "$1"; then
-    # convert from *nix to w32, then use cygpath to convert from w32 to cygwin.
-    func_convert_core_file_wine_to_w32 "$1"
-    func_cygpath -u "$func_convert_core_file_wine_to_w32_result"
-    func_to_host_file_result="$func_cygpath_result"
-  fi
-  func_convert_file_check "$1" "$func_to_host_file_result"
-}
-# end func_convert_file_nix_to_cygwin
-
-
-#############################################
-# $build to $host PATH CONVERSION FUNCTIONS #
-#############################################
-# invoked via `$to_host_path_cmd ARG'
-#
-# In each case, ARG is the path to be converted from $build to $host format.
-# The result will be available in $func_to_host_path_result.
-#
-# Path separators are also converted from $build format to $host format.  If
-# ARG begins or ends with a path separator character, it is preserved (but
-# converted to $host format) on output.
-#
-# All path conversion functions are named using the following convention:
-#   file name conversion function    : func_convert_file_X_to_Y ()
-#   path conversion function         : func_convert_path_X_to_Y ()
-# where, for any given $build/$host combination the 'X_to_Y' value is the
-# same.  If conversion functions are added for new $build/$host combinations,
-# the two new functions must follow this pattern, or func_init_to_host_path_cmd
-# will break.
-
-
-# func_init_to_host_path_cmd
-# Ensures that function "pointer" variable $to_host_path_cmd is set to the
-# appropriate value, based on the value of $to_host_file_cmd.
-to_host_path_cmd=
-func_init_to_host_path_cmd ()
-{
-  $opt_debug
-  if test -z "$to_host_path_cmd"; then
-    func_stripname 'func_convert_file_' '' "$to_host_file_cmd"
-    to_host_path_cmd="func_convert_path_${func_stripname_result}"
-  fi
-}
-
-
-# func_to_host_path ARG
-# Converts the path ARG from $build format to $host format. Return result
-# in func_to_host_path_result.
-func_to_host_path ()
-{
-  $opt_debug
-  func_init_to_host_path_cmd
-  $to_host_path_cmd "$1"
-}
-# end func_to_host_path
-
-
-# func_convert_path_noop ARG
-# Copy ARG to func_to_host_path_result.
-func_convert_path_noop ()
-{
-  func_to_host_path_result="$1"
-}
-# end func_convert_path_noop
-
-
-# func_convert_path_msys_to_w32 ARG
-# Convert path ARG from (mingw) MSYS to (mingw) w32 format; automatic
-# conversion to w32 is not available inside the cwrapper.  Returns result in
-# func_to_host_path_result.
-func_convert_path_msys_to_w32 ()
-{
-  $opt_debug
-  func_to_host_path_result="$1"
-  if test -n "$1"; then
-    # Remove leading and trailing path separator characters from ARG.  MSYS
-    # behavior is inconsistent here; cygpath turns them into '.;' and ';.';
-    # and winepath ignores them completely.
-    func_stripname : : "$1"
-    func_to_host_path_tmp1=$func_stripname_result
-    func_convert_core_msys_to_w32 "$func_to_host_path_tmp1"
-    func_to_host_path_result="$func_convert_core_msys_to_w32_result"
-    func_convert_path_check : ";" \
-      "$func_to_host_path_tmp1" "$func_to_host_path_result"
-    func_convert_path_front_back_pathsep ":*" "*:" ";" "$1"
-  fi
-}
-# end func_convert_path_msys_to_w32
-
-
-# func_convert_path_cygwin_to_w32 ARG
-# Convert path ARG from Cygwin to w32 format.  Returns result in
-# func_to_host_file_result.
-func_convert_path_cygwin_to_w32 ()
-{
-  $opt_debug
-  func_to_host_path_result="$1"
-  if test -n "$1"; then
-    # See func_convert_path_msys_to_w32:
-    func_stripname : : "$1"
-    func_to_host_path_tmp1=$func_stripname_result
-    func_to_host_path_result=`cygpath -m -p "$func_to_host_path_tmp1"`
-    func_convert_path_check : ";" \
-      "$func_to_host_path_tmp1" "$func_to_host_path_result"
-    func_convert_path_front_back_pathsep ":*" "*:" ";" "$1"
-  fi
-}
-# end func_convert_path_cygwin_to_w32
-
-
-# func_convert_path_nix_to_w32 ARG
-# Convert path ARG from *nix to w32 format.  Requires a wine environment and
-# a working winepath.  Returns result in func_to_host_file_result.
-func_convert_path_nix_to_w32 ()
-{
-  $opt_debug
-  func_to_host_path_result="$1"
-  if test -n "$1"; then
-    # See func_convert_path_msys_to_w32:
-    func_stripname : : "$1"
-    func_to_host_path_tmp1=$func_stripname_result
-    func_convert_core_path_wine_to_w32 "$func_to_host_path_tmp1"
-    func_to_host_path_result="$func_convert_core_path_wine_to_w32_result"
-    func_convert_path_check : ";" \
-      "$func_to_host_path_tmp1" "$func_to_host_path_result"
-    func_convert_path_front_back_pathsep ":*" "*:" ";" "$1"
-  fi
-}
-# end func_convert_path_nix_to_w32
-
-
-# func_convert_path_msys_to_cygwin ARG
-# Convert path ARG from MSYS to Cygwin format.  Requires LT_CYGPATH set.
-# Returns result in func_to_host_file_result.
-func_convert_path_msys_to_cygwin ()
-{
-  $opt_debug
-  func_to_host_path_result="$1"
-  if test -n "$1"; then
-    # See func_convert_path_msys_to_w32:
-    func_stripname : : "$1"
-    func_to_host_path_tmp1=$func_stripname_result
-    func_convert_core_msys_to_w32 "$func_to_host_path_tmp1"
-    func_cygpath -u -p "$func_convert_core_msys_to_w32_result"
-    func_to_host_path_result="$func_cygpath_result"
-    func_convert_path_check : : \
-      "$func_to_host_path_tmp1" "$func_to_host_path_result"
-    func_convert_path_front_back_pathsep ":*" "*:" : "$1"
-  fi
-}
-# end func_convert_path_msys_to_cygwin
-
-
-# func_convert_path_nix_to_cygwin ARG
-# Convert path ARG from *nix to Cygwin format.  Requires Cygwin installed in a
-# a wine environment, working winepath, and LT_CYGPATH set.  Returns result in
-# func_to_host_file_result.
-func_convert_path_nix_to_cygwin ()
-{
-  $opt_debug
-  func_to_host_path_result="$1"
-  if test -n "$1"; then
-    # Remove leading and trailing path separator characters from
-    # ARG. msys behavior is inconsistent here, cygpath turns them
-    # into '.;' and ';.', and winepath ignores them completely.
-    func_stripname : : "$1"
-    func_to_host_path_tmp1=$func_stripname_result
-    func_convert_core_path_wine_to_w32 "$func_to_host_path_tmp1"
-    func_cygpath -u -p "$func_convert_core_path_wine_to_w32_result"
-    func_to_host_path_result="$func_cygpath_result"
-    func_convert_path_check : : \
-      "$func_to_host_path_tmp1" "$func_to_host_path_result"
-    func_convert_path_front_back_pathsep ":*" "*:" : "$1"
-  fi
-}
-# end func_convert_path_nix_to_cygwin
-
-
-# func_mode_compile arg...
-func_mode_compile ()
-{
-    $opt_debug
-    # Get the compilation command and the source file.
-    base_compile=
-    srcfile="$nonopt"  #  always keep a non-empty value in "srcfile"
-    suppress_opt=yes
-    suppress_output=
-    arg_mode=normal
-    libobj=
-    later=
-    pie_flag=
-
-    for arg
-    do
-      case $arg_mode in
-      arg  )
-	# do not "continue".  Instead, add this to base_compile
-	lastarg="$arg"
-	arg_mode=normal
-	;;
-
-      target )
-	libobj="$arg"
-	arg_mode=normal
-	continue
-	;;
-
-      normal )
-	# Accept any command-line options.
-	case $arg in
-	-o)
-	  test -n "$libobj" && \
-	    func_fatal_error "you cannot specify \`-o' more than once"
-	  arg_mode=target
-	  continue
-	  ;;
-
-	-pie | -fpie | -fPIE)
-          func_append pie_flag " $arg"
-	  continue
-	  ;;
-
-	-shared | -static | -prefer-pic | -prefer-non-pic)
-	  func_append later " $arg"
-	  continue
-	  ;;
-
-	-no-suppress)
-	  suppress_opt=no
-	  continue
-	  ;;
-
-	-Xcompiler)
-	  arg_mode=arg  #  the next one goes into the "base_compile" arg list
-	  continue      #  The current "srcfile" will either be retained or
-	  ;;            #  replaced later.  I would guess that would be a bug.
-
-	-Wc,*)
-	  func_stripname '-Wc,' '' "$arg"
-	  args=$func_stripname_result
-	  lastarg=
-	  save_ifs="$IFS"; IFS=','
-	  for arg in $args; do
-	    IFS="$save_ifs"
-	    func_append_quoted lastarg "$arg"
-	  done
-	  IFS="$save_ifs"
-	  func_stripname ' ' '' "$lastarg"
-	  lastarg=$func_stripname_result
-
-	  # Add the arguments to base_compile.
-	  func_append base_compile " $lastarg"
-	  continue
-	  ;;
-
-	*)
-	  # Accept the current argument as the source file.
-	  # The previous "srcfile" becomes the current argument.
-	  #
-	  lastarg="$srcfile"
-	  srcfile="$arg"
-	  ;;
-	esac  #  case $arg
-	;;
-      esac    #  case $arg_mode
-
-      # Aesthetically quote the previous argument.
-      func_append_quoted base_compile "$lastarg"
-    done # for arg
-
-    case $arg_mode in
-    arg)
-      func_fatal_error "you must specify an argument for -Xcompile"
-      ;;
-    target)
-      func_fatal_error "you must specify a target with \`-o'"
-      ;;
-    *)
-      # Get the name of the library object.
-      test -z "$libobj" && {
-	func_basename "$srcfile"
-	libobj="$func_basename_result"
-      }
-      ;;
-    esac
-
-    # Recognize several different file suffixes.
-    # If the user specifies -o file.o, it is replaced with file.lo
-    case $libobj in
-    *.[cCFSifmso] | \
-    *.ada | *.adb | *.ads | *.asm | \
-    *.c++ | *.cc | *.ii | *.class | *.cpp | *.cxx | \
-    *.[fF][09]? | *.for | *.java | *.go | *.obj | *.sx | *.cu | *.cup)
-      func_xform "$libobj"
-      libobj=$func_xform_result
-      ;;
-    esac
-
-    case $libobj in
-    *.lo) func_lo2o "$libobj"; obj=$func_lo2o_result ;;
-    *)
-      func_fatal_error "cannot determine name of library object from \`$libobj'"
-      ;;
-    esac
-
-    func_infer_tag $base_compile
-
-    for arg in $later; do
-      case $arg in
-      -shared)
-	test "$build_libtool_libs" != yes && \
-	  func_fatal_configuration "can not build a shared library"
-	build_old_libs=no
-	continue
-	;;
-
-      -static)
-	build_libtool_libs=no
-	build_old_libs=yes
-	continue
-	;;
-
-      -prefer-pic)
-	pic_mode=yes
-	continue
-	;;
-
-      -prefer-non-pic)
-	pic_mode=no
-	continue
-	;;
-      esac
-    done
-
-    func_quote_for_eval "$libobj"
-    test "X$libobj" != "X$func_quote_for_eval_result" \
-      && $ECHO "X$libobj" | $GREP '[]~#^*{};<>?"'"'"'	 &()|`$[]' \
-      && func_warning "libobj name \`$libobj' may not contain shell special characters."
-    func_dirname_and_basename "$obj" "/" ""
-    objname="$func_basename_result"
-    xdir="$func_dirname_result"
-    lobj=${xdir}$objdir/$objname
-
-    test -z "$base_compile" && \
-      func_fatal_help "you must specify a compilation command"
-
-    # Delete any leftover library objects.
-    if test "$build_old_libs" = yes; then
-      removelist="$obj $lobj $libobj ${libobj}T"
-    else
-      removelist="$lobj $libobj ${libobj}T"
-    fi
-
-    # On Cygwin there's no "real" PIC flag so we must build both object types
-    case $host_os in
-    cygwin* | mingw* | pw32* | os2* | cegcc*)
-      pic_mode=default
-      ;;
-    esac
-    if test "$pic_mode" = no && test "$deplibs_check_method" != pass_all; then
-      # non-PIC code in shared libraries is not supported
-      pic_mode=default
-    fi
-
-    # Calculate the filename of the output object if compiler does
-    # not support -o with -c
-    if test "$compiler_c_o" = no; then
-      output_obj=`$ECHO "$srcfile" | $SED 's%^.*/%%; s%\.[^.]*$%%'`.${objext}
-      lockfile="$output_obj.lock"
-    else
-      output_obj=
-      need_locks=no
-      lockfile=
-    fi
-
-    # Lock this critical section if it is needed
-    # We use this script file to make the link, it avoids creating a new file
-    if test "$need_locks" = yes; then
-      until $opt_dry_run || ln "$progpath" "$lockfile" 2>/dev/null; do
-	func_echo "Waiting for $lockfile to be removed"
-	sleep 2
-      done
-    elif test "$need_locks" = warn; then
-      if test -f "$lockfile"; then
-	$ECHO "\
-*** ERROR, $lockfile exists and contains:
-`cat $lockfile 2>/dev/null`
-
-This indicates that another process is trying to use the same
-temporary object file, and libtool could not work around it because
-your compiler does not support \`-c' and \`-o' together.  If you
-repeat this compilation, it may succeed, by chance, but you had better
-avoid parallel builds (make -j) in this platform, or get a better
-compiler."
-
-	$opt_dry_run || $RM $removelist
-	exit $EXIT_FAILURE
-      fi
-      func_append removelist " $output_obj"
-      $ECHO "$srcfile" > "$lockfile"
-    fi
-
-    $opt_dry_run || $RM $removelist
-    func_append removelist " $lockfile"
-    trap '$opt_dry_run || $RM $removelist; exit $EXIT_FAILURE' 1 2 15
-
-    func_to_tool_file "$srcfile" func_convert_file_msys_to_w32
-    srcfile=$func_to_tool_file_result
-    func_quote_for_eval "$srcfile"
-    qsrcfile=$func_quote_for_eval_result
-
-    # Only build a PIC object if we are building libtool libraries.
-    if test "$build_libtool_libs" = yes; then
-      # Without this assignment, base_compile gets emptied.
-      fbsd_hideous_sh_bug=$base_compile
-
-      if test "$pic_mode" != no; then
-	command="$base_compile $qsrcfile $pic_flag"
-      else
-	# Don't build PIC code
-	command="$base_compile $qsrcfile"
-      fi
-
-      func_mkdir_p "$xdir$objdir"
-
-      if test -z "$output_obj"; then
-	# Place PIC objects in $objdir
-	func_append command " -o $lobj"
-      fi
-
-      func_show_eval_locale "$command"	\
-          'test -n "$output_obj" && $RM $removelist; exit $EXIT_FAILURE'
-
-      if test "$need_locks" = warn &&
-	 test "X`cat $lockfile 2>/dev/null`" != "X$srcfile"; then
-	$ECHO "\
-*** ERROR, $lockfile contains:
-`cat $lockfile 2>/dev/null`
-
-but it should contain:
-$srcfile
-
-This indicates that another process is trying to use the same
-temporary object file, and libtool could not work around it because
-your compiler does not support \`-c' and \`-o' together.  If you
-repeat this compilation, it may succeed, by chance, but you had better
-avoid parallel builds (make -j) in this platform, or get a better
-compiler."
-
-	$opt_dry_run || $RM $removelist
-	exit $EXIT_FAILURE
-      fi
-
-      # Just move the object if needed, then go on to compile the next one
-      if test -n "$output_obj" && test "X$output_obj" != "X$lobj"; then
-	func_show_eval '$MV "$output_obj" "$lobj"' \
-	  'error=$?; $opt_dry_run || $RM $removelist; exit $error'
-      fi
-
-      # Allow error messages only from the first compilation.
-      if test "$suppress_opt" = yes; then
-	suppress_output=' >/dev/null 2>&1'
-      fi
-    fi
-
-    # Only build a position-dependent object if we build old libraries.
-    if test "$build_old_libs" = yes; then
-      if test "$pic_mode" != yes; then
-	# Don't build PIC code
-	command="$base_compile $qsrcfile$pie_flag"
-      else
-	command="$base_compile $qsrcfile $pic_flag"
-      fi
-      if test "$compiler_c_o" = yes; then
-	func_append command " -o $obj"
-      fi
-
-      # Suppress compiler output if we already did a PIC compilation.
-      func_append command "$suppress_output"
-      func_show_eval_locale "$command" \
-        '$opt_dry_run || $RM $removelist; exit $EXIT_FAILURE'
-
-      if test "$need_locks" = warn &&
-	 test "X`cat $lockfile 2>/dev/null`" != "X$srcfile"; then
-	$ECHO "\
-*** ERROR, $lockfile contains:
-`cat $lockfile 2>/dev/null`
-
-but it should contain:
-$srcfile
-
-This indicates that another process is trying to use the same
-temporary object file, and libtool could not work around it because
-your compiler does not support \`-c' and \`-o' together.  If you
-repeat this compilation, it may succeed, by chance, but you had better
-avoid parallel builds (make -j) in this platform, or get a better
-compiler."
-
-	$opt_dry_run || $RM $removelist
-	exit $EXIT_FAILURE
-      fi
-
-      # Just move the object if needed
-      if test -n "$output_obj" && test "X$output_obj" != "X$obj"; then
-	func_show_eval '$MV "$output_obj" "$obj"' \
-	  'error=$?; $opt_dry_run || $RM $removelist; exit $error'
-      fi
-    fi
-
-    $opt_dry_run || {
-      func_write_libtool_object "$libobj" "$objdir/$objname" "$objname"
-
-      # Unlock the critical section if it was locked
-      if test "$need_locks" != no; then
-	removelist=$lockfile
-        $RM "$lockfile"
-      fi
-    }
-
-    exit $EXIT_SUCCESS
-}
-
-$opt_help || {
-  test "$opt_mode" = compile && func_mode_compile ${1+"$@"}
-}
-
-func_mode_help ()
-{
-    # We need to display help for each of the modes.
-    case $opt_mode in
-      "")
-        # Generic help is extracted from the usage comments
-        # at the start of this file.
-        func_help
-        ;;
-
-      clean)
-        $ECHO \
-"Usage: $progname [OPTION]... --mode=clean RM [RM-OPTION]... FILE...
-
-Remove files from the build directory.
-
-RM is the name of the program to use to delete files associated with each FILE
-(typically \`/bin/rm').  RM-OPTIONS are options (such as \`-f') to be passed
-to RM.
-
-If FILE is a libtool library, object or program, all the files associated
-with it are deleted. Otherwise, only FILE itself is deleted using RM."
-        ;;
-
-      compile)
-      $ECHO \
-"Usage: $progname [OPTION]... --mode=compile COMPILE-COMMAND... SOURCEFILE
-
-Compile a source file into a libtool library object.
-
-This mode accepts the following additional options:
-
-  -o OUTPUT-FILE    set the output file name to OUTPUT-FILE
-  -no-suppress      do not suppress compiler output for multiple passes
-  -prefer-pic       try to build PIC objects only
-  -prefer-non-pic   try to build non-PIC objects only
-  -shared           do not build a \`.o' file suitable for static linking
-  -static           only build a \`.o' file suitable for static linking
-  -Wc,FLAG          pass FLAG directly to the compiler
-
-COMPILE-COMMAND is a command to be used in creating a \`standard' object file
-from the given SOURCEFILE.
-
-The output file name is determined by removing the directory component from
-SOURCEFILE, then substituting the C source code suffix \`.c' with the
-library object suffix, \`.lo'."
-        ;;
-
-      execute)
-        $ECHO \
-"Usage: $progname [OPTION]... --mode=execute COMMAND [ARGS]...
-
-Automatically set library path, then run a program.
-
-This mode accepts the following additional options:
-
-  -dlopen FILE      add the directory containing FILE to the library path
-
-This mode sets the library path environment variable according to \`-dlopen'
-flags.
-
-If any of the ARGS are libtool executable wrappers, then they are translated
-into their corresponding uninstalled binary, and any of their required library
-directories are added to the library path.
-
-Then, COMMAND is executed, with ARGS as arguments."
-        ;;
-
-      finish)
-        $ECHO \
-"Usage: $progname [OPTION]... --mode=finish [LIBDIR]...
-
-Complete the installation of libtool libraries.
-
-Each LIBDIR is a directory that contains libtool libraries.
-
-The commands that this mode executes may require superuser privileges.  Use
-the \`--dry-run' option if you just want to see what would be executed."
-        ;;
-
-      install)
-        $ECHO \
-"Usage: $progname [OPTION]... --mode=install INSTALL-COMMAND...
-
-Install executables or libraries.
-
-INSTALL-COMMAND is the installation command.  The first component should be
-either the \`install' or \`cp' program.
-
-The following components of INSTALL-COMMAND are treated specially:
-
-  -inst-prefix-dir PREFIX-DIR  Use PREFIX-DIR as a staging area for installation
-
-The rest of the components are interpreted as arguments to that command (only
-BSD-compatible install options are recognized)."
-        ;;
-
-      link)
-        $ECHO \
-"Usage: $progname [OPTION]... --mode=link LINK-COMMAND...
-
-Link object files or libraries together to form another library, or to
-create an executable program.
-
-LINK-COMMAND is a command using the C compiler that you would use to create
-a program from several object files.
-
-The following components of LINK-COMMAND are treated specially:
-
-  -all-static       do not do any dynamic linking at all
-  -avoid-version    do not add a version suffix if possible
-  -bindir BINDIR    specify path to binaries directory (for systems where
-                    libraries must be found in the PATH setting at runtime)
-  -dlopen FILE      \`-dlpreopen' FILE if it cannot be dlopened at runtime
-  -dlpreopen FILE   link in FILE and add its symbols to lt_preloaded_symbols
-  -export-dynamic   allow symbols from OUTPUT-FILE to be resolved with dlsym(3)
-  -export-symbols SYMFILE
-                    try to export only the symbols listed in SYMFILE
-  -export-symbols-regex REGEX
-                    try to export only the symbols matching REGEX
-  -LLIBDIR          search LIBDIR for required installed libraries
-  -lNAME            OUTPUT-FILE requires the installed library libNAME
-  -module           build a library that can dlopened
-  -no-fast-install  disable the fast-install mode
-  -no-install       link a not-installable executable
-  -no-undefined     declare that a library does not refer to external symbols
-  -o OUTPUT-FILE    create OUTPUT-FILE from the specified objects
-  -objectlist FILE  Use a list of object files found in FILE to specify objects
-  -precious-files-regex REGEX
-                    don't remove output files matching REGEX
-  -release RELEASE  specify package release information
-  -rpath LIBDIR     the created library will eventually be installed in LIBDIR
-  -R[ ]LIBDIR       add LIBDIR to the runtime path of programs and libraries
-  -shared           only do dynamic linking of libtool libraries
-  -shrext SUFFIX    override the standard shared library file extension
-  -static           do not do any dynamic linking of uninstalled libtool libraries
-  -static-libtool-libs
-                    do not do any dynamic linking of libtool libraries
-  -version-info CURRENT[:REVISION[:AGE]]
-                    specify library version info [each variable defaults to 0]
-  -weak LIBNAME     declare that the target provides the LIBNAME interface
-  -Wc,FLAG
-  -Xcompiler FLAG   pass linker-specific FLAG directly to the compiler
-  -Wl,FLAG
-  -Xlinker FLAG     pass linker-specific FLAG directly to the linker
-  -XCClinker FLAG   pass link-specific FLAG to the compiler driver (CC)
-
-All other options (arguments beginning with \`-') are ignored.
-
-Every other argument is treated as a filename.  Files ending in \`.la' are
-treated as uninstalled libtool libraries, other files are standard or library
-object files.
-
-If the OUTPUT-FILE ends in \`.la', then a libtool library is created,
-only library objects (\`.lo' files) may be specified, and \`-rpath' is
-required, except when creating a convenience library.
-
-If OUTPUT-FILE ends in \`.a' or \`.lib', then a standard library is created
-using \`ar' and \`ranlib', or on Windows using \`lib'.
-
-If OUTPUT-FILE ends in \`.lo' or \`.${objext}', then a reloadable object file
-is created, otherwise an executable program is created."
-        ;;
-
-      uninstall)
-        $ECHO \
-"Usage: $progname [OPTION]... --mode=uninstall RM [RM-OPTION]... FILE...
-
-Remove libraries from an installation directory.
-
-RM is the name of the program to use to delete files associated with each FILE
-(typically \`/bin/rm').  RM-OPTIONS are options (such as \`-f') to be passed
-to RM.
-
-If FILE is a libtool library, all the files associated with it are deleted.
-Otherwise, only FILE itself is deleted using RM."
-        ;;
-
-      *)
-        func_fatal_help "invalid operation mode \`$opt_mode'"
-        ;;
-    esac
-
-    echo
-    $ECHO "Try \`$progname --help' for more information about other modes."
-}
-
-# Now that we've collected a possible --mode arg, show help if necessary
-if $opt_help; then
-  if test "$opt_help" = :; then
-    func_mode_help
-  else
-    {
-      func_help noexit
-      for opt_mode in compile link execute install finish uninstall clean; do
-	func_mode_help
-      done
-    } | sed -n '1p; 2,$s/^Usage:/  or: /p'
-    {
-      func_help noexit
-      for opt_mode in compile link execute install finish uninstall clean; do
-	echo
-	func_mode_help
-      done
-    } |
-    sed '1d
-      /^When reporting/,/^Report/{
-	H
-	d
-      }
-      $x
-      /information about other modes/d
-      /more detailed .*MODE/d
-      s/^Usage:.*--mode=\([^ ]*\) .*/Description of \1 mode:/'
-  fi
-  exit $?
-fi
-
-
-# func_mode_execute arg...
-func_mode_execute ()
-{
-    $opt_debug
-    # The first argument is the command name.
-    cmd="$nonopt"
-    test -z "$cmd" && \
-      func_fatal_help "you must specify a COMMAND"
-
-    # Handle -dlopen flags immediately.
-    for file in $opt_dlopen; do
-      test -f "$file" \
-	|| func_fatal_help "\`$file' is not a file"
-
-      dir=
-      case $file in
-      *.la)
-	func_resolve_sysroot "$file"
-	file=$func_resolve_sysroot_result
-
-	# Check to see that this really is a libtool archive.
-	func_lalib_unsafe_p "$file" \
-	  || func_fatal_help "\`$lib' is not a valid libtool archive"
-
-	# Read the libtool library.
-	dlname=
-	library_names=
-	func_source "$file"
-
-	# Skip this library if it cannot be dlopened.
-	if test -z "$dlname"; then
-	  # Warn if it was a shared library.
-	  test -n "$library_names" && \
-	    func_warning "\`$file' was not linked with \`-export-dynamic'"
-	  continue
-	fi
-
-	func_dirname "$file" "" "."
-	dir="$func_dirname_result"
-
-	if test -f "$dir/$objdir/$dlname"; then
-	  func_append dir "/$objdir"
-	else
-	  if test ! -f "$dir/$dlname"; then
-	    func_fatal_error "cannot find \`$dlname' in \`$dir' or \`$dir/$objdir'"
-	  fi
-	fi
-	;;
-
-      *.lo)
-	# Just add the directory containing the .lo file.
-	func_dirname "$file" "" "."
-	dir="$func_dirname_result"
-	;;
-
-      *)
-	func_warning "\`-dlopen' is ignored for non-libtool libraries and objects"
-	continue
-	;;
-      esac
-
-      # Get the absolute pathname.
-      absdir=`cd "$dir" && pwd`
-      test -n "$absdir" && dir="$absdir"
-
-      # Now add the directory to shlibpath_var.
-      if eval "test -z \"\$$shlibpath_var\""; then
-	eval "$shlibpath_var=\"\$dir\""
-      else
-	eval "$shlibpath_var=\"\$dir:\$$shlibpath_var\""
-      fi
-    done
-
-    # This variable tells wrapper scripts just to set shlibpath_var
-    # rather than running their programs.
-    libtool_execute_magic="$magic"
-
-    # Check if any of the arguments is a wrapper script.
-    args=
-    for file
-    do
-      case $file in
-      -* | *.la | *.lo ) ;;
-      *)
-	# Do a test to see if this is really a libtool program.
-	if func_ltwrapper_script_p "$file"; then
-	  func_source "$file"
-	  # Transform arg to wrapped name.
-	  file="$progdir/$program"
-	elif func_ltwrapper_executable_p "$file"; then
-	  func_ltwrapper_scriptname "$file"
-	  func_source "$func_ltwrapper_scriptname_result"
-	  # Transform arg to wrapped name.
-	  file="$progdir/$program"
-	fi
-	;;
-      esac
-      # Quote arguments (to preserve shell metacharacters).
-      func_append_quoted args "$file"
-    done
-
-    if test "X$opt_dry_run" = Xfalse; then
-      if test -n "$shlibpath_var"; then
-	# Export the shlibpath_var.
-	eval "export $shlibpath_var"
-      fi
-
-      # Restore saved environment variables
-      for lt_var in LANG LANGUAGE LC_ALL LC_CTYPE LC_COLLATE LC_MESSAGES
-      do
-	eval "if test \"\${save_$lt_var+set}\" = set; then
-                $lt_var=\$save_$lt_var; export $lt_var
-	      else
-		$lt_unset $lt_var
-	      fi"
-      done
-
-      # Now prepare to actually exec the command.
-      exec_cmd="\$cmd$args"
-    else
-      # Display what would be done.
-      if test -n "$shlibpath_var"; then
-	eval "\$ECHO \"\$shlibpath_var=\$$shlibpath_var\""
-	echo "export $shlibpath_var"
-      fi
-      $ECHO "$cmd$args"
-      exit $EXIT_SUCCESS
-    fi
-}
-
-test "$opt_mode" = execute && func_mode_execute ${1+"$@"}
-
-
-# func_mode_finish arg...
-func_mode_finish ()
-{
-    $opt_debug
-    libs=
-    libdirs=
-    admincmds=
-
-    for opt in "$nonopt" ${1+"$@"}
-    do
-      if test -d "$opt"; then
-	func_append libdirs " $opt"
-
-      elif test -f "$opt"; then
-	if func_lalib_unsafe_p "$opt"; then
-	  func_append libs " $opt"
-	else
-	  func_warning "\`$opt' is not a valid libtool archive"
-	fi
-
-      else
-	func_fatal_error "invalid argument \`$opt'"
-      fi
-    done
-
-    if test -n "$libs"; then
-      if test -n "$lt_sysroot"; then
-        sysroot_regex=`$ECHO "$lt_sysroot" | $SED "$sed_make_literal_regex"`
-        sysroot_cmd="s/\([ ']\)$sysroot_regex/\1/g;"
-      else
-        sysroot_cmd=
-      fi
-
-      # Remove sysroot references
-      if $opt_dry_run; then
-        for lib in $libs; do
-          echo "removing references to $lt_sysroot and \`=' prefixes from $lib"
-        done
-      else
-        tmpdir=`func_mktempdir`
-        for lib in $libs; do
-	  sed -e "${sysroot_cmd} s/\([ ']-[LR]\)=/\1/g; s/\([ ']\)=/\1/g" $lib \
-	    > $tmpdir/tmp-la
-	  mv -f $tmpdir/tmp-la $lib
-	done
-        ${RM}r "$tmpdir"
-      fi
-    fi
-
-    if test -n "$finish_cmds$finish_eval" && test -n "$libdirs"; then
-      for libdir in $libdirs; do
-	if test -n "$finish_cmds"; then
-	  # Do each command in the finish commands.
-	  func_execute_cmds "$finish_cmds" 'admincmds="$admincmds
-'"$cmd"'"'
-	fi
-	if test -n "$finish_eval"; then
-	  # Do the single finish_eval.
-	  eval cmds=\"$finish_eval\"
-	  $opt_dry_run || eval "$cmds" || func_append admincmds "
-       $cmds"
-	fi
-      done
-    fi
-
-    # Exit here if they wanted silent mode.
-    $opt_silent && exit $EXIT_SUCCESS
-
-    if test -n "$finish_cmds$finish_eval" && test -n "$libdirs"; then
-      echo "----------------------------------------------------------------------"
-      echo "Libraries have been installed in:"
-      for libdir in $libdirs; do
-	$ECHO "   $libdir"
-      done
-      echo
-      echo "If you ever happen to want to link against installed libraries"
-      echo "in a given directory, LIBDIR, you must either use libtool, and"
-      echo "specify the full pathname of the library, or use the \`-LLIBDIR'"
-      echo "flag during linking and do at least one of the following:"
-      if test -n "$shlibpath_var"; then
-	echo "   - add LIBDIR to the \`$shlibpath_var' environment variable"
-	echo "     during execution"
-      fi
-      if test -n "$runpath_var"; then
-	echo "   - add LIBDIR to the \`$runpath_var' environment variable"
-	echo "     during linking"
-      fi
-      if test -n "$hardcode_libdir_flag_spec"; then
-	libdir=LIBDIR
-	eval flag=\"$hardcode_libdir_flag_spec\"
-
-	$ECHO "   - use the \`$flag' linker flag"
-      fi
-      if test -n "$admincmds"; then
-	$ECHO "   - have your system administrator run these commands:$admincmds"
-      fi
-      if test -f /etc/ld.so.conf; then
-	echo "   - have your system administrator add LIBDIR to \`/etc/ld.so.conf'"
-      fi
-      echo
-
-      echo "See any operating system documentation about shared libraries for"
-      case $host in
-	solaris2.[6789]|solaris2.1[0-9])
-	  echo "more information, such as the ld(1), crle(1) and ld.so(8) manual"
-	  echo "pages."
-	  ;;
-	*)
-	  echo "more information, such as the ld(1) and ld.so(8) manual pages."
-	  ;;
-      esac
-      echo "----------------------------------------------------------------------"
-    fi
-    exit $EXIT_SUCCESS
-}
-
-test "$opt_mode" = finish && func_mode_finish ${1+"$@"}
-
-
-# func_mode_install arg...
-func_mode_install ()
-{
-    $opt_debug
-    # There may be an optional sh(1) argument at the beginning of
-    # install_prog (especially on Windows NT).
-    if test "$nonopt" = "$SHELL" || test "$nonopt" = /bin/sh ||
-       # Allow the use of GNU shtool's install command.
-       case $nonopt in *shtool*) :;; *) false;; esac; then
-      # Aesthetically quote it.
-      func_quote_for_eval "$nonopt"
-      install_prog="$func_quote_for_eval_result "
-      arg=$1
-      shift
-    else
-      install_prog=
-      arg=$nonopt
-    fi
-
-    # The real first argument should be the name of the installation program.
-    # Aesthetically quote it.
-    func_quote_for_eval "$arg"
-    func_append install_prog "$func_quote_for_eval_result"
-    install_shared_prog=$install_prog
-    case " $install_prog " in
-      *[\\\ /]cp\ *) install_cp=: ;;
-      *) install_cp=false ;;
-    esac
-
-    # We need to accept at least all the BSD install flags.
-    dest=
-    files=
-    opts=
-    prev=
-    install_type=
-    isdir=no
-    stripme=
-    no_mode=:
-    for arg
-    do
-      arg2=
-      if test -n "$dest"; then
-	func_append files " $dest"
-	dest=$arg
-	continue
-      fi
-
-      case $arg in
-      -d) isdir=yes ;;
-      -f)
-	if $install_cp; then :; else
-	  prev=$arg
-	fi
-	;;
-      -g | -m | -o)
-	prev=$arg
-	;;
-      -s)
-	stripme=" -s"
-	continue
-	;;
-      -*)
-	;;
-      *)
-	# If the previous option needed an argument, then skip it.
-	if test -n "$prev"; then
-	  if test "x$prev" = x-m && test -n "$install_override_mode"; then
-	    arg2=$install_override_mode
-	    no_mode=false
-	  fi
-	  prev=
-	else
-	  dest=$arg
-	  continue
-	fi
-	;;
-      esac
-
-      # Aesthetically quote the argument.
-      func_quote_for_eval "$arg"
-      func_append install_prog " $func_quote_for_eval_result"
-      if test -n "$arg2"; then
-	func_quote_for_eval "$arg2"
-      fi
-      func_append install_shared_prog " $func_quote_for_eval_result"
-    done
-
-    test -z "$install_prog" && \
-      func_fatal_help "you must specify an install program"
-
-    test -n "$prev" && \
-      func_fatal_help "the \`$prev' option requires an argument"
-
-    if test -n "$install_override_mode" && $no_mode; then
-      if $install_cp; then :; else
-	func_quote_for_eval "$install_override_mode"
-	func_append install_shared_prog " -m $func_quote_for_eval_result"
-      fi
-    fi
-
-    if test -z "$files"; then
-      if test -z "$dest"; then
-	func_fatal_help "no file or destination specified"
-      else
-	func_fatal_help "you must specify a destination"
-      fi
-    fi
-
-    # Strip any trailing slash from the destination.
-    func_stripname '' '/' "$dest"
-    dest=$func_stripname_result
-
-    # Check to see that the destination is a directory.
-    test -d "$dest" && isdir=yes
-    if test "$isdir" = yes; then
-      destdir="$dest"
-      destname=
-    else
-      func_dirname_and_basename "$dest" "" "."
-      destdir="$func_dirname_result"
-      destname="$func_basename_result"
-
-      # Not a directory, so check to see that there is only one file specified.
-      set dummy $files; shift
-      test "$#" -gt 1 && \
-	func_fatal_help "\`$dest' is not a directory"
-    fi
-    case $destdir in
-    [\\/]* | [A-Za-z]:[\\/]*) ;;
-    *)
-      for file in $files; do
-	case $file in
-	*.lo) ;;
-	*)
-	  func_fatal_help "\`$destdir' must be an absolute directory name"
-	  ;;
-	esac
-      done
-      ;;
-    esac
-
-    # This variable tells wrapper scripts just to set variables rather
-    # than running their programs.
-    libtool_install_magic="$magic"
-
-    staticlibs=
-    future_libdirs=
-    current_libdirs=
-    for file in $files; do
-
-      # Do each installation.
-      case $file in
-      *.$libext)
-	# Do the static libraries later.
-	func_append staticlibs " $file"
-	;;
-
-      *.la)
-	func_resolve_sysroot "$file"
-	file=$func_resolve_sysroot_result
-
-	# Check to see that this really is a libtool archive.
-	func_lalib_unsafe_p "$file" \
-	  || func_fatal_help "\`$file' is not a valid libtool archive"
-
-	library_names=
-	old_library=
-	relink_command=
-	func_source "$file"
-
-	# Add the libdir to current_libdirs if it is the destination.
-	if test "X$destdir" = "X$libdir"; then
-	  case "$current_libdirs " in
-	  *" $libdir "*) ;;
-	  *) func_append current_libdirs " $libdir" ;;
-	  esac
-	else
-	  # Note the libdir as a future libdir.
-	  case "$future_libdirs " in
-	  *" $libdir "*) ;;
-	  *) func_append future_libdirs " $libdir" ;;
-	  esac
-	fi
-
-	func_dirname "$file" "/" ""
-	dir="$func_dirname_result"
-	func_append dir "$objdir"
-
-	if test -n "$relink_command"; then
-	  # Determine the prefix the user has applied to our future dir.
-	  inst_prefix_dir=`$ECHO "$destdir" | $SED -e "s%$libdir\$%%"`
-
-	  # Don't allow the user to place us outside of our expected
-	  # location b/c this prevents finding dependent libraries that
-	  # are installed to the same prefix.
-	  # At present, this check doesn't affect windows .dll's that
-	  # are installed into $libdir/../bin (currently, that works fine)
-	  # but it's something to keep an eye on.
-	  test "$inst_prefix_dir" = "$destdir" && \
-	    func_fatal_error "error: cannot install \`$file' to a directory not ending in $libdir"
-
-	  if test -n "$inst_prefix_dir"; then
-	    # Stick the inst_prefix_dir data into the link command.
-	    relink_command=`$ECHO "$relink_command" | $SED "s%@inst_prefix_dir@%-inst-prefix-dir $inst_prefix_dir%"`
-	  else
-	    relink_command=`$ECHO "$relink_command" | $SED "s%@inst_prefix_dir@%%"`
-	  fi
-
-	  func_warning "relinking \`$file'"
-	  func_show_eval "$relink_command" \
-	    'func_fatal_error "error: relink \`$file'\'' with the above command before installing it"'
-	fi
-
-	# See the names of the shared library.
-	set dummy $library_names; shift
-	if test -n "$1"; then
-	  realname="$1"
-	  shift
-
-	  srcname="$realname"
-	  test -n "$relink_command" && srcname="$realname"T
-
-	  # Install the shared library and build the symlinks.
-	  func_show_eval "$install_shared_prog $dir/$srcname $destdir/$realname" \
-	      'exit $?'
-	  tstripme="$stripme"
-	  case $host_os in
-	  cygwin* | mingw* | pw32* | cegcc*)
-	    case $realname in
-	    *.dll.a)
-	      tstripme=""
-	      ;;
-	    esac
-	    ;;
-	  esac
-	  if test -n "$tstripme" && test -n "$striplib"; then
-	    func_show_eval "$striplib $destdir/$realname" 'exit $?'
-	  fi
-
-	  if test "$#" -gt 0; then
-	    # Delete the old symlinks, and create new ones.
-	    # Try `ln -sf' first, because the `ln' binary might depend on
-	    # the symlink we replace!  Solaris /bin/ln does not understand -f,
-	    # so we also need to try rm && ln -s.
-	    for linkname
-	    do
-	      test "$linkname" != "$realname" \
-		&& func_show_eval "(cd $destdir && { $LN_S -f $realname $linkname || { $RM $linkname && $LN_S $realname $linkname; }; })"
-	    done
-	  fi
-
-	  # Do each command in the postinstall commands.
-	  lib="$destdir/$realname"
-	  func_execute_cmds "$postinstall_cmds" 'exit $?'
-	fi
-
-	# Install the pseudo-library for information purposes.
-	func_basename "$file"
-	name="$func_basename_result"
-	instname="$dir/$name"i
-	func_show_eval "$install_prog $instname $destdir/$name" 'exit $?'
-
-	# Maybe install the static library, too.
-	test -n "$old_library" && func_append staticlibs " $dir/$old_library"
-	;;
-
-      *.lo)
-	# Install (i.e. copy) a libtool object.
-
-	# Figure out destination file name, if it wasn't already specified.
-	if test -n "$destname"; then
-	  destfile="$destdir/$destname"
-	else
-	  func_basename "$file"
-	  destfile="$func_basename_result"
-	  destfile="$destdir/$destfile"
-	fi
-
-	# Deduce the name of the destination old-style object file.
-	case $destfile in
-	*.lo)
-	  func_lo2o "$destfile"
-	  staticdest=$func_lo2o_result
-	  ;;
-	*.$objext)
-	  staticdest="$destfile"
-	  destfile=
-	  ;;
-	*)
-	  func_fatal_help "cannot copy a libtool object to \`$destfile'"
-	  ;;
-	esac
-
-	# Install the libtool object if requested.
-	test -n "$destfile" && \
-	  func_show_eval "$install_prog $file $destfile" 'exit $?'
-
-	# Install the old object if enabled.
-	if test "$build_old_libs" = yes; then
-	  # Deduce the name of the old-style object file.
-	  func_lo2o "$file"
-	  staticobj=$func_lo2o_result
-	  func_show_eval "$install_prog \$staticobj \$staticdest" 'exit $?'
-	fi
-	exit $EXIT_SUCCESS
-	;;
-
-      *)
-	# Figure out destination file name, if it wasn't already specified.
-	if test -n "$destname"; then
-	  destfile="$destdir/$destname"
-	else
-	  func_basename "$file"
-	  destfile="$func_basename_result"
-	  destfile="$destdir/$destfile"
-	fi
-
-	# If the file is missing, and there is a .exe on the end, strip it
-	# because it is most likely a libtool script we actually want to
-	# install
-	stripped_ext=""
-	case $file in
-	  *.exe)
-	    if test ! -f "$file"; then
-	      func_stripname '' '.exe' "$file"
-	      file=$func_stripname_result
-	      stripped_ext=".exe"
-	    fi
-	    ;;
-	esac
-
-	# Do a test to see if this is really a libtool program.
-	case $host in
-	*cygwin* | *mingw*)
-	    if func_ltwrapper_executable_p "$file"; then
-	      func_ltwrapper_scriptname "$file"
-	      wrapper=$func_ltwrapper_scriptname_result
-	    else
-	      func_stripname '' '.exe' "$file"
-	      wrapper=$func_stripname_result
-	    fi
-	    ;;
-	*)
-	    wrapper=$file
-	    ;;
-	esac
-	if func_ltwrapper_script_p "$wrapper"; then
-	  notinst_deplibs=
-	  relink_command=
-
-	  func_source "$wrapper"
-
-	  # Check the variables that should have been set.
-	  test -z "$generated_by_libtool_version" && \
-	    func_fatal_error "invalid libtool wrapper script \`$wrapper'"
-
-	  finalize=yes
-	  for lib in $notinst_deplibs; do
-	    # Check to see that each library is installed.
-	    libdir=
-	    if test -f "$lib"; then
-	      func_source "$lib"
-	    fi
-	    libfile="$libdir/"`$ECHO "$lib" | $SED 's%^.*/%%g'` ### testsuite: skip nested quoting test
-	    if test -n "$libdir" && test ! -f "$libfile"; then
-	      func_warning "\`$lib' has not been installed in \`$libdir'"
-	      finalize=no
-	    fi
-	  done
-
-	  relink_command=
-	  func_source "$wrapper"
-
-	  outputname=
-	  if test "$fast_install" = no && test -n "$relink_command"; then
-	    $opt_dry_run || {
-	      if test "$finalize" = yes; then
-	        tmpdir=`func_mktempdir`
-		func_basename "$file$stripped_ext"
-		file="$func_basename_result"
-	        outputname="$tmpdir/$file"
-	        # Replace the output file specification.
-	        relink_command=`$ECHO "$relink_command" | $SED 's%@OUTPUT@%'"$outputname"'%g'`
-
-	        $opt_silent || {
-	          func_quote_for_expand "$relink_command"
-		  eval "func_echo $func_quote_for_expand_result"
-	        }
-	        if eval "$relink_command"; then :
-	          else
-		  func_error "error: relink \`$file' with the above command before installing it"
-		  $opt_dry_run || ${RM}r "$tmpdir"
-		  continue
-	        fi
-	        file="$outputname"
-	      else
-	        func_warning "cannot relink \`$file'"
-	      fi
-	    }
-	  else
-	    # Install the binary that we compiled earlier.
-	    file=`$ECHO "$file$stripped_ext" | $SED "s%\([^/]*\)$%$objdir/\1%"`
-	  fi
-	fi
-
-	# remove .exe since cygwin /usr/bin/install will append another
-	# one anyway
-	case $install_prog,$host in
-	*/usr/bin/install*,*cygwin*)
-	  case $file:$destfile in
-	  *.exe:*.exe)
-	    # this is ok
-	    ;;
-	  *.exe:*)
-	    destfile=$destfile.exe
-	    ;;
-	  *:*.exe)
-	    func_stripname '' '.exe' "$destfile"
-	    destfile=$func_stripname_result
-	    ;;
-	  esac
-	  ;;
-	esac
-	func_show_eval "$install_prog\$stripme \$file \$destfile" 'exit $?'
-	$opt_dry_run || if test -n "$outputname"; then
-	  ${RM}r "$tmpdir"
-	fi
-	;;
-      esac
-    done
-
-    for file in $staticlibs; do
-      func_basename "$file"
-      name="$func_basename_result"
-
-      # Set up the ranlib parameters.
-      oldlib="$destdir/$name"
-      func_to_tool_file "$oldlib" func_convert_file_msys_to_w32
-      tool_oldlib=$func_to_tool_file_result
-
-      func_show_eval "$install_prog \$file \$oldlib" 'exit $?'
-
-      if test -n "$stripme" && test -n "$old_striplib"; then
-	func_show_eval "$old_striplib $tool_oldlib" 'exit $?'
-      fi
-
-      # Do each command in the postinstall commands.
-      func_execute_cmds "$old_postinstall_cmds" 'exit $?'
-    done
-
-    test -n "$future_libdirs" && \
-      func_warning "remember to run \`$progname --finish$future_libdirs'"
-
-    if test -n "$current_libdirs"; then
-      # Maybe just do a dry run.
-      $opt_dry_run && current_libdirs=" -n$current_libdirs"
-      exec_cmd='$SHELL $progpath $preserve_args --finish$current_libdirs'
-    else
-      exit $EXIT_SUCCESS
-    fi
-}
-
-test "$opt_mode" = install && func_mode_install ${1+"$@"}
-
-
-# func_generate_dlsyms outputname originator pic_p
-# Extract symbols from dlprefiles and create ${outputname}S.o with
-# a dlpreopen symbol table.
-func_generate_dlsyms ()
-{
-    $opt_debug
-    my_outputname="$1"
-    my_originator="$2"
-    my_pic_p="${3-no}"
-    my_prefix=`$ECHO "$my_originator" | sed 's%[^a-zA-Z0-9]%_%g'`
-    my_dlsyms=
-
-    if test -n "$dlfiles$dlprefiles" || test "$dlself" != no; then
-      if test -n "$NM" && test -n "$global_symbol_pipe"; then
-	my_dlsyms="${my_outputname}S.c"
-      else
-	func_error "not configured to extract global symbols from dlpreopened files"
-      fi
-    fi
-
-    if test -n "$my_dlsyms"; then
-      case $my_dlsyms in
-      "") ;;
-      *.c)
-	# Discover the nlist of each of the dlfiles.
-	nlist="$output_objdir/${my_outputname}.nm"
-
-	func_show_eval "$RM $nlist ${nlist}S ${nlist}T"
-
-	# Parse the name list into a source file.
-	func_verbose "creating $output_objdir/$my_dlsyms"
-
-	$opt_dry_run || $ECHO > "$output_objdir/$my_dlsyms" "\
-/* $my_dlsyms - symbol resolution table for \`$my_outputname' dlsym emulation. */
-/* Generated by $PROGRAM (GNU $PACKAGE$TIMESTAMP) $VERSION */
-
-#ifdef __cplusplus
-extern \"C\" {
-#endif
-
-#if defined(__GNUC__) && (((__GNUC__ == 4) && (__GNUC_MINOR__ >= 4)) || (__GNUC__ > 4))
-#pragma GCC diagnostic ignored \"-Wstrict-prototypes\"
-#endif
-
-/* Keep this code in sync between libtool.m4, ltmain, lt_system.h, and tests.  */
-#if defined(_WIN32) || defined(__CYGWIN__) || defined(_WIN32_WCE)
-/* DATA imports from DLLs on WIN32 con't be const, because runtime
-   relocations are performed -- see ld's documentation on pseudo-relocs.  */
-# define LT_DLSYM_CONST
-#elif defined(__osf__)
-/* This system does not cope well with relocations in const data.  */
-# define LT_DLSYM_CONST
-#else
-# define LT_DLSYM_CONST const
-#endif
-
-/* External symbol declarations for the compiler. */\
-"
-
-	if test "$dlself" = yes; then
-	  func_verbose "generating symbol list for \`$output'"
-
-	  $opt_dry_run || echo ': @PROGRAM@ ' > "$nlist"
-
-	  # Add our own program objects to the symbol list.
-	  progfiles=`$ECHO "$objs$old_deplibs" | $SP2NL | $SED "$lo2o" | $NL2SP`
-	  for progfile in $progfiles; do
-	    func_to_tool_file "$progfile" func_convert_file_msys_to_w32
-	    func_verbose "extracting global C symbols from \`$func_to_tool_file_result'"
-	    $opt_dry_run || eval "$NM $func_to_tool_file_result | $global_symbol_pipe >> '$nlist'"
-	  done
-
-	  if test -n "$exclude_expsyms"; then
-	    $opt_dry_run || {
-	      eval '$EGREP -v " ($exclude_expsyms)$" "$nlist" > "$nlist"T'
-	      eval '$MV "$nlist"T "$nlist"'
-	    }
-	  fi
-
-	  if test -n "$export_symbols_regex"; then
-	    $opt_dry_run || {
-	      eval '$EGREP -e "$export_symbols_regex" "$nlist" > "$nlist"T'
-	      eval '$MV "$nlist"T "$nlist"'
-	    }
-	  fi
-
-	  # Prepare the list of exported symbols
-	  if test -z "$export_symbols"; then
-	    export_symbols="$output_objdir/$outputname.exp"
-	    $opt_dry_run || {
-	      $RM $export_symbols
-	      eval "${SED} -n -e '/^: @PROGRAM@ $/d' -e 's/^.* \(.*\)$/\1/p' "'< "$nlist" > "$export_symbols"'
-	      case $host in
-	      *cygwin* | *mingw* | *cegcc* )
-                eval "echo EXPORTS "'> "$output_objdir/$outputname.def"'
-                eval 'cat "$export_symbols" >> "$output_objdir/$outputname.def"'
-	        ;;
-	      esac
-	    }
-	  else
-	    $opt_dry_run || {
-	      eval "${SED} -e 's/\([].[*^$]\)/\\\\\1/g' -e 's/^/ /' -e 's/$/$/'"' < "$export_symbols" > "$output_objdir/$outputname.exp"'
-	      eval '$GREP -f "$output_objdir/$outputname.exp" < "$nlist" > "$nlist"T'
-	      eval '$MV "$nlist"T "$nlist"'
-	      case $host in
-	        *cygwin* | *mingw* | *cegcc* )
-	          eval "echo EXPORTS "'> "$output_objdir/$outputname.def"'
-	          eval 'cat "$nlist" >> "$output_objdir/$outputname.def"'
-	          ;;
-	      esac
-	    }
-	  fi
-	fi
-
-	for dlprefile in $dlprefiles; do
-	  func_verbose "extracting global C symbols from \`$dlprefile'"
-	  func_basename "$dlprefile"
-	  name="$func_basename_result"
-          case $host in
-	    *cygwin* | *mingw* | *cegcc* )
-	      # if an import library, we need to obtain dlname
-	      if func_win32_import_lib_p "$dlprefile"; then
-	        func_tr_sh "$dlprefile"
-	        eval "curr_lafile=\$libfile_$func_tr_sh_result"
-	        dlprefile_dlbasename=""
-	        if test -n "$curr_lafile" && func_lalib_p "$curr_lafile"; then
-	          # Use subshell, to avoid clobbering current variable values
-	          dlprefile_dlname=`source "$curr_lafile" && echo "$dlname"`
-	          if test -n "$dlprefile_dlname" ; then
-	            func_basename "$dlprefile_dlname"
-	            dlprefile_dlbasename="$func_basename_result"
-	          else
-	            # no lafile. user explicitly requested -dlpreopen <import library>.
-	            $sharedlib_from_linklib_cmd "$dlprefile"
-	            dlprefile_dlbasename=$sharedlib_from_linklib_result
-	          fi
-	        fi
-	        $opt_dry_run || {
-	          if test -n "$dlprefile_dlbasename" ; then
-	            eval '$ECHO ": $dlprefile_dlbasename" >> "$nlist"'
-	          else
-	            func_warning "Could not compute DLL name from $name"
-	            eval '$ECHO ": $name " >> "$nlist"'
-	          fi
-	          func_to_tool_file "$dlprefile" func_convert_file_msys_to_w32
-	          eval "$NM \"$func_to_tool_file_result\" 2>/dev/null | $global_symbol_pipe |
-	            $SED -e '/I __imp/d' -e 's/I __nm_/D /;s/_nm__//' >> '$nlist'"
-	        }
-	      else # not an import lib
-	        $opt_dry_run || {
-	          eval '$ECHO ": $name " >> "$nlist"'
-	          func_to_tool_file "$dlprefile" func_convert_file_msys_to_w32
-	          eval "$NM \"$func_to_tool_file_result\" 2>/dev/null | $global_symbol_pipe >> '$nlist'"
-	        }
-	      fi
-	    ;;
-	    *)
-	      $opt_dry_run || {
-	        eval '$ECHO ": $name " >> "$nlist"'
-	        func_to_tool_file "$dlprefile" func_convert_file_msys_to_w32
-	        eval "$NM \"$func_to_tool_file_result\" 2>/dev/null | $global_symbol_pipe >> '$nlist'"
-	      }
-	    ;;
-          esac
-	done
-
-	$opt_dry_run || {
-	  # Make sure we have at least an empty file.
-	  test -f "$nlist" || : > "$nlist"
-
-	  if test -n "$exclude_expsyms"; then
-	    $EGREP -v " ($exclude_expsyms)$" "$nlist" > "$nlist"T
-	    $MV "$nlist"T "$nlist"
-	  fi
-
-	  # Try sorting and uniquifying the output.
-	  if $GREP -v "^: " < "$nlist" |
-	      if sort -k 3 </dev/null >/dev/null 2>&1; then
-		sort -k 3
-	      else
-		sort +2
-	      fi |
-	      uniq > "$nlist"S; then
-	    :
-	  else
-	    $GREP -v "^: " < "$nlist" > "$nlist"S
-	  fi
-
-	  if test -f "$nlist"S; then
-	    eval "$global_symbol_to_cdecl"' < "$nlist"S >> "$output_objdir/$my_dlsyms"'
-	  else
-	    echo '/* NONE */' >> "$output_objdir/$my_dlsyms"
-	  fi
-
-	  echo >> "$output_objdir/$my_dlsyms" "\
-
-/* The mapping between symbol names and symbols.  */
-typedef struct {
-  const char *name;
-  void *address;
-} lt_dlsymlist;
-extern LT_DLSYM_CONST lt_dlsymlist
-lt_${my_prefix}_LTX_preloaded_symbols[];
-LT_DLSYM_CONST lt_dlsymlist
-lt_${my_prefix}_LTX_preloaded_symbols[] =
-{\
-  { \"$my_originator\", (void *) 0 },"
-
-	  case $need_lib_prefix in
-	  no)
-	    eval "$global_symbol_to_c_name_address" < "$nlist" >> "$output_objdir/$my_dlsyms"
-	    ;;
-	  *)
-	    eval "$global_symbol_to_c_name_address_lib_prefix" < "$nlist" >> "$output_objdir/$my_dlsyms"
-	    ;;
-	  esac
-	  echo >> "$output_objdir/$my_dlsyms" "\
-  {0, (void *) 0}
-};
-
-/* This works around a problem in FreeBSD linker */
-#ifdef FREEBSD_WORKAROUND
-static const void *lt_preloaded_setup() {
-  return lt_${my_prefix}_LTX_preloaded_symbols;
-}
-#endif
-
-#ifdef __cplusplus
-}
-#endif\
-"
-	} # !$opt_dry_run
-
-	pic_flag_for_symtable=
-	case "$compile_command " in
-	*" -static "*) ;;
-	*)
-	  case $host in
-	  # compiling the symbol table file with pic_flag works around
-	  # a FreeBSD bug that causes programs to crash when -lm is
-	  # linked before any other PIC object.  But we must not use
-	  # pic_flag when linking with -static.  The problem exists in
-	  # FreeBSD 2.2.6 and is fixed in FreeBSD 3.1.
-	  *-*-freebsd2.*|*-*-freebsd3.0*|*-*-freebsdelf3.0*)
-	    pic_flag_for_symtable=" $pic_flag -DFREEBSD_WORKAROUND" ;;
-	  *-*-hpux*)
-	    pic_flag_for_symtable=" $pic_flag"  ;;
-	  *)
-	    if test "X$my_pic_p" != Xno; then
-	      pic_flag_for_symtable=" $pic_flag"
-	    fi
-	    ;;
-	  esac
-	  ;;
-	esac
-	symtab_cflags=
-	for arg in $LTCFLAGS; do
-	  case $arg in
-	  -pie | -fpie | -fPIE) ;;
-	  *) func_append symtab_cflags " $arg" ;;
-	  esac
-	done
-
-	# Now compile the dynamic symbol file.
-	func_show_eval '(cd $output_objdir && $LTCC$symtab_cflags -c$no_builtin_flag$pic_flag_for_symtable "$my_dlsyms")' 'exit $?'
-
-	# Clean up the generated files.
-	func_show_eval '$RM "$output_objdir/$my_dlsyms" "$nlist" "${nlist}S" "${nlist}T"'
-
-	# Transform the symbol file into the correct name.
-	symfileobj="$output_objdir/${my_outputname}S.$objext"
-	case $host in
-	*cygwin* | *mingw* | *cegcc* )
-	  if test -f "$output_objdir/$my_outputname.def"; then
-	    compile_command=`$ECHO "$compile_command" | $SED "s%@SYMFILE@%$output_objdir/$my_outputname.def $symfileobj%"`
-	    finalize_command=`$ECHO "$finalize_command" | $SED "s%@SYMFILE@%$output_objdir/$my_outputname.def $symfileobj%"`
-	  else
-	    compile_command=`$ECHO "$compile_command" | $SED "s%@SYMFILE@%$symfileobj%"`
-	    finalize_command=`$ECHO "$finalize_command" | $SED "s%@SYMFILE@%$symfileobj%"`
-	  fi
-	  ;;
-	*)
-	  compile_command=`$ECHO "$compile_command" | $SED "s%@SYMFILE@%$symfileobj%"`
-	  finalize_command=`$ECHO "$finalize_command" | $SED "s%@SYMFILE@%$symfileobj%"`
-	  ;;
-	esac
-	;;
-      *)
-	func_fatal_error "unknown suffix for \`$my_dlsyms'"
-	;;
-      esac
-    else
-      # We keep going just in case the user didn't refer to
-      # lt_preloaded_symbols.  The linker will fail if global_symbol_pipe
-      # really was required.
-
-      # Nullify the symbol file.
-      compile_command=`$ECHO "$compile_command" | $SED "s% @SYMFILE@%%"`
-      finalize_command=`$ECHO "$finalize_command" | $SED "s% @SYMFILE@%%"`
-    fi
-}
-
-# func_win32_libid arg
-# return the library type of file 'arg'
-#
-# Need a lot of goo to handle *both* DLLs and import libs
-# Has to be a shell function in order to 'eat' the argument
-# that is supplied when $file_magic_command is called.
-# Despite the name, also deal with 64 bit binaries.
-func_win32_libid ()
-{
-  $opt_debug
-  win32_libid_type="unknown"
-  win32_fileres=`file -L $1 2>/dev/null`
-  case $win32_fileres in
-  *ar\ archive\ import\ library*) # definitely import
-    win32_libid_type="x86 archive import"
-    ;;
-  *ar\ archive*) # could be an import, or static
-    # Keep the egrep pattern in sync with the one in _LT_CHECK_MAGIC_METHOD.
-    if eval $OBJDUMP -f $1 | $SED -e '10q' 2>/dev/null |
-       $EGREP 'file format (pei*-i386(.*architecture: i386)?|pe-arm-wince|pe-x86-64)' >/dev/null; then
-      func_to_tool_file "$1" func_convert_file_msys_to_w32
-      win32_nmres=`eval $NM -f posix -A \"$func_to_tool_file_result\" |
-	$SED -n -e '
-	    1,100{
-		/ I /{
-		    s,.*,import,
-		    p
-		    q
-		}
-	    }'`
-      case $win32_nmres in
-      import*)  win32_libid_type="x86 archive import";;
-      *)        win32_libid_type="x86 archive static";;
-      esac
-    fi
-    ;;
-  *DLL*)
-    win32_libid_type="x86 DLL"
-    ;;
-  *executable*) # but shell scripts are "executable" too...
-    case $win32_fileres in
-    *MS\ Windows\ PE\ Intel*)
-      win32_libid_type="x86 DLL"
-      ;;
-    esac
-    ;;
-  esac
-  $ECHO "$win32_libid_type"
-}
-
-# func_cygming_dll_for_implib ARG
-#
-# Platform-specific function to extract the
-# name of the DLL associated with the specified
-# import library ARG.
-# Invoked by eval'ing the libtool variable
-#    $sharedlib_from_linklib_cmd
-# Result is available in the variable
-#    $sharedlib_from_linklib_result
-func_cygming_dll_for_implib ()
-{
-  $opt_debug
-  sharedlib_from_linklib_result=`$DLLTOOL --identify-strict --identify "$1"`
-}
-
-# func_cygming_dll_for_implib_fallback_core SECTION_NAME LIBNAMEs
-#
-# The is the core of a fallback implementation of a
-# platform-specific function to extract the name of the
-# DLL associated with the specified import library LIBNAME.
-#
-# SECTION_NAME is either .idata$6 or .idata$7, depending
-# on the platform and compiler that created the implib.
-#
-# Echos the name of the DLL associated with the
-# specified import library.
-func_cygming_dll_for_implib_fallback_core ()
-{
-  $opt_debug
-  match_literal=`$ECHO "$1" | $SED "$sed_make_literal_regex"`
-  $OBJDUMP -s --section "$1" "$2" 2>/dev/null |
-    $SED '/^Contents of section '"$match_literal"':/{
-      # Place marker at beginning of archive member dllname section
-      s/.*/====MARK====/
-      p
-      d
-    }
-    # These lines can sometimes be longer than 43 characters, but
-    # are always uninteresting
-    /:[	 ]*file format pe[i]\{,1\}-/d
-    /^In archive [^:]*:/d
-    # Ensure marker is printed
-    /^====MARK====/p
-    # Remove all lines with less than 43 characters
-    /^.\{43\}/!d
-    # From remaining lines, remove first 43 characters
-    s/^.\{43\}//' |
-    $SED -n '
-      # Join marker and all lines until next marker into a single line
-      /^====MARK====/ b para
-      H
-      $ b para
-      b
-      :para
-      x
-      s/\n//g
-      # Remove the marker
-      s/^====MARK====//
-      # Remove trailing dots and whitespace
-      s/[\. \t]*$//
-      # Print
-      /./p' |
-    # we now have a list, one entry per line, of the stringified
-    # contents of the appropriate section of all members of the
-    # archive which possess that section. Heuristic: eliminate
-    # all those which have a first or second character that is
-    # a '.' (that is, objdump's representation of an unprintable
-    # character.) This should work for all archives with less than
-    # 0x302f exports -- but will fail for DLLs whose name actually
-    # begins with a literal '.' or a single character followed by
-    # a '.'.
-    #
-    # Of those that remain, print the first one.
-    $SED -e '/^\./d;/^.\./d;q'
-}
-
-# func_cygming_gnu_implib_p ARG
-# This predicate returns with zero status (TRUE) if
-# ARG is a GNU/binutils-style import library. Returns
-# with nonzero status (FALSE) otherwise.
-func_cygming_gnu_implib_p ()
-{
-  $opt_debug
-  func_to_tool_file "$1" func_convert_file_msys_to_w32
-  func_cygming_gnu_implib_tmp=`$NM "$func_to_tool_file_result" | eval "$global_symbol_pipe" | $EGREP ' (_head_[A-Za-z0-9_]+_[ad]l*|[A-Za-z0-9_]+_[ad]l*_iname)$'`
-  test -n "$func_cygming_gnu_implib_tmp"
-}
-
-# func_cygming_ms_implib_p ARG
-# This predicate returns with zero status (TRUE) if
-# ARG is an MS-style import library. Returns
-# with nonzero status (FALSE) otherwise.
-func_cygming_ms_implib_p ()
-{
-  $opt_debug
-  func_to_tool_file "$1" func_convert_file_msys_to_w32
-  func_cygming_ms_implib_tmp=`$NM "$func_to_tool_file_result" | eval "$global_symbol_pipe" | $GREP '_NULL_IMPORT_DESCRIPTOR'`
-  test -n "$func_cygming_ms_implib_tmp"
-}
-
-# func_cygming_dll_for_implib_fallback ARG
-# Platform-specific function to extract the
-# name of the DLL associated with the specified
-# import library ARG.
-#
-# This fallback implementation is for use when $DLLTOOL
-# does not support the --identify-strict option.
-# Invoked by eval'ing the libtool variable
-#    $sharedlib_from_linklib_cmd
-# Result is available in the variable
-#    $sharedlib_from_linklib_result
-func_cygming_dll_for_implib_fallback ()
-{
-  $opt_debug
-  if func_cygming_gnu_implib_p "$1" ; then
-    # binutils import library
-    sharedlib_from_linklib_result=`func_cygming_dll_for_implib_fallback_core '.idata$7' "$1"`
-  elif func_cygming_ms_implib_p "$1" ; then
-    # ms-generated import library
-    sharedlib_from_linklib_result=`func_cygming_dll_for_implib_fallback_core '.idata$6' "$1"`
-  else
-    # unknown
-    sharedlib_from_linklib_result=""
-  fi
-}
-
-
-# func_extract_an_archive dir oldlib
-func_extract_an_archive ()
-{
-    $opt_debug
-    f_ex_an_ar_dir="$1"; shift
-    f_ex_an_ar_oldlib="$1"
-    if test "$lock_old_archive_extraction" = yes; then
-      lockfile=$f_ex_an_ar_oldlib.lock
-      until $opt_dry_run || ln "$progpath" "$lockfile" 2>/dev/null; do
-	func_echo "Waiting for $lockfile to be removed"
-	sleep 2
-      done
-    fi
-    func_show_eval "(cd \$f_ex_an_ar_dir && $AR x \"\$f_ex_an_ar_oldlib\")" \
-		   'stat=$?; rm -f "$lockfile"; exit $stat'
-    if test "$lock_old_archive_extraction" = yes; then
-      $opt_dry_run || rm -f "$lockfile"
-    fi
-    if ($AR t "$f_ex_an_ar_oldlib" | sort | sort -uc >/dev/null 2>&1); then
-     :
-    else
-      func_fatal_error "object name conflicts in archive: $f_ex_an_ar_dir/$f_ex_an_ar_oldlib"
-    fi
-}
-
-
-# func_extract_archives gentop oldlib ...
-func_extract_archives ()
-{
-    $opt_debug
-    my_gentop="$1"; shift
-    my_oldlibs=${1+"$@"}
-    my_oldobjs=""
-    my_xlib=""
-    my_xabs=""
-    my_xdir=""
-
-    for my_xlib in $my_oldlibs; do
-      # Extract the objects.
-      case $my_xlib in
-	[\\/]* | [A-Za-z]:[\\/]*) my_xabs="$my_xlib" ;;
-	*) my_xabs=`pwd`"/$my_xlib" ;;
-      esac
-      func_basename "$my_xlib"
-      my_xlib="$func_basename_result"
-      my_xlib_u=$my_xlib
-      while :; do
-        case " $extracted_archives " in
-	*" $my_xlib_u "*)
-	  func_arith $extracted_serial + 1
-	  extracted_serial=$func_arith_result
-	  my_xlib_u=lt$extracted_serial-$my_xlib ;;
-	*) break ;;
-	esac
-      done
-      extracted_archives="$extracted_archives $my_xlib_u"
-      my_xdir="$my_gentop/$my_xlib_u"
-
-      func_mkdir_p "$my_xdir"
-
-      case $host in
-      *-darwin*)
-	func_verbose "Extracting $my_xabs"
-	# Do not bother doing anything if just a dry run
-	$opt_dry_run || {
-	  darwin_orig_dir=`pwd`
-	  cd $my_xdir || exit $?
-	  darwin_archive=$my_xabs
-	  darwin_curdir=`pwd`
-	  darwin_base_archive=`basename "$darwin_archive"`
-	  darwin_arches=`$LIPO -info "$darwin_archive" 2>/dev/null | $GREP Architectures 2>/dev/null || true`
-	  if test -n "$darwin_arches"; then
-	    darwin_arches=`$ECHO "$darwin_arches" | $SED -e 's/.*are://'`
-	    darwin_arch=
-	    func_verbose "$darwin_base_archive has multiple architectures $darwin_arches"
-	    for darwin_arch in  $darwin_arches ; do
-	      func_mkdir_p "unfat-$$/${darwin_base_archive}-${darwin_arch}"
-	      $LIPO -thin $darwin_arch -output "unfat-$$/${darwin_base_archive}-${darwin_arch}/${darwin_base_archive}" "${darwin_archive}"
-	      cd "unfat-$$/${darwin_base_archive}-${darwin_arch}"
-	      func_extract_an_archive "`pwd`" "${darwin_base_archive}"
-	      cd "$darwin_curdir"
-	      $RM "unfat-$$/${darwin_base_archive}-${darwin_arch}/${darwin_base_archive}"
-	    done # $darwin_arches
-            ## Okay now we've a bunch of thin objects, gotta fatten them up :)
-	    darwin_filelist=`find unfat-$$ -type f -name \*.o -print -o -name \*.lo -print | $SED -e "$basename" | sort -u`
-	    darwin_file=
-	    darwin_files=
-	    for darwin_file in $darwin_filelist; do
-	      darwin_files=`find unfat-$$ -name $darwin_file -print | sort | $NL2SP`
-	      $LIPO -create -output "$darwin_file" $darwin_files
-	    done # $darwin_filelist
-	    $RM -rf unfat-$$
-	    cd "$darwin_orig_dir"
-	  else
-	    cd $darwin_orig_dir
-	    func_extract_an_archive "$my_xdir" "$my_xabs"
-	  fi # $darwin_arches
-	} # !$opt_dry_run
-	;;
-      *)
-        func_extract_an_archive "$my_xdir" "$my_xabs"
-	;;
-      esac
-      my_oldobjs="$my_oldobjs "`find $my_xdir -name \*.$objext -print -o -name \*.lo -print | sort | $NL2SP`
-    done
-
-    func_extract_archives_result="$my_oldobjs"
-}
-
-
-# func_emit_wrapper [arg=no]
-#
-# Emit a libtool wrapper script on stdout.
-# Don't directly open a file because we may want to
-# incorporate the script contents within a cygwin/mingw
-# wrapper executable.  Must ONLY be called from within
-# func_mode_link because it depends on a number of variables
-# set therein.
-#
-# ARG is the value that the WRAPPER_SCRIPT_BELONGS_IN_OBJDIR
-# variable will take.  If 'yes', then the emitted script
-# will assume that the directory in which it is stored is
-# the $objdir directory.  This is a cygwin/mingw-specific
-# behavior.
-func_emit_wrapper ()
-{
-	func_emit_wrapper_arg1=${1-no}
-
-	$ECHO "\
-#! $SHELL
-
-# $output - temporary wrapper script for $objdir/$outputname
-# Generated by $PROGRAM (GNU $PACKAGE$TIMESTAMP) $VERSION
-#
-# The $output program cannot be directly executed until all the libtool
-# libraries that it depends on are installed.
-#
-# This wrapper script should never be moved out of the build directory.
-# If it is, it will not operate correctly.
-
-# Sed substitution that helps us do robust quoting.  It backslashifies
-# metacharacters that are still active within double-quoted strings.
-sed_quote_subst='$sed_quote_subst'
-
-# Be Bourne compatible
-if test -n \"\${ZSH_VERSION+set}\" && (emulate sh) >/dev/null 2>&1; then
-  emulate sh
-  NULLCMD=:
-  # Zsh 3.x and 4.x performs word splitting on \${1+\"\$@\"}, which
-  # is contrary to our usage.  Disable this feature.
-  alias -g '\${1+\"\$@\"}'='\"\$@\"'
-  setopt NO_GLOB_SUBST
-else
-  case \`(set -o) 2>/dev/null\` in *posix*) set -o posix;; esac
-fi
-BIN_SH=xpg4; export BIN_SH # for Tru64
-DUALCASE=1; export DUALCASE # for MKS sh
-
-# The HP-UX ksh and POSIX shell print the target directory to stdout
-# if CDPATH is set.
-(unset CDPATH) >/dev/null 2>&1 && unset CDPATH
-
-relink_command=\"$relink_command\"
-
-# This environment variable determines our operation mode.
-if test \"\$libtool_install_magic\" = \"$magic\"; then
-  # install mode needs the following variables:
-  generated_by_libtool_version='$macro_version'
-  notinst_deplibs='$notinst_deplibs'
-else
-  # When we are sourced in execute mode, \$file and \$ECHO are already set.
-  if test \"\$libtool_execute_magic\" != \"$magic\"; then
-    file=\"\$0\""
-
-    qECHO=`$ECHO "$ECHO" | $SED "$sed_quote_subst"`
-    $ECHO "\
-
-# A function that is used when there is no print builtin or printf.
-func_fallback_echo ()
-{
-  eval 'cat <<_LTECHO_EOF
-\$1
-_LTECHO_EOF'
-}
-    ECHO=\"$qECHO\"
-  fi
-
-# Very basic option parsing. These options are (a) specific to
-# the libtool wrapper, (b) are identical between the wrapper
-# /script/ and the wrapper /executable/ which is used only on
-# windows platforms, and (c) all begin with the string "--lt-"
-# (application programs are unlikely to have options which match
-# this pattern).
-#
-# There are only two supported options: --lt-debug and
-# --lt-dump-script. There is, deliberately, no --lt-help.
-#
-# The first argument to this parsing function should be the
-# script's $0 value, followed by "$@".
-lt_option_debug=
-func_parse_lt_options ()
-{
-  lt_script_arg0=\$0
-  shift
-  for lt_opt
-  do
-    case \"\$lt_opt\" in
-    --lt-debug) lt_option_debug=1 ;;
-    --lt-dump-script)
-        lt_dump_D=\`\$ECHO \"X\$lt_script_arg0\" | $SED -e 's/^X//' -e 's%/[^/]*$%%'\`
-        test \"X\$lt_dump_D\" = \"X\$lt_script_arg0\" && lt_dump_D=.
-        lt_dump_F=\`\$ECHO \"X\$lt_script_arg0\" | $SED -e 's/^X//' -e 's%^.*/%%'\`
-        cat \"\$lt_dump_D/\$lt_dump_F\"
-        exit 0
-      ;;
-    --lt-*)
-        \$ECHO \"Unrecognized --lt- option: '\$lt_opt'\" 1>&2
-        exit 1
-      ;;
-    esac
-  done
-
-  # Print the debug banner immediately:
-  if test -n \"\$lt_option_debug\"; then
-    echo \"${outputname}:${output}:\${LINENO}: libtool wrapper (GNU $PACKAGE$TIMESTAMP) $VERSION\" 1>&2
-  fi
-}
-
-# Used when --lt-debug. Prints its arguments to stdout
-# (redirection is the responsibility of the caller)
-func_lt_dump_args ()
-{
-  lt_dump_args_N=1;
-  for lt_arg
-  do
-    \$ECHO \"${outputname}:${output}:\${LINENO}: newargv[\$lt_dump_args_N]: \$lt_arg\"
-    lt_dump_args_N=\`expr \$lt_dump_args_N + 1\`
-  done
-}
-
-# Core function for launching the target application
-func_exec_program_core ()
-{
-"
-  case $host in
-  # Backslashes separate directories on plain windows
-  *-*-mingw | *-*-os2* | *-cegcc*)
-    $ECHO "\
-      if test -n \"\$lt_option_debug\"; then
-        \$ECHO \"${outputname}:${output}:\${LINENO}: newargv[0]: \$progdir\\\\\$program\" 1>&2
-        func_lt_dump_args \${1+\"\$@\"} 1>&2
-      fi
-      exec \"\$progdir\\\\\$program\" \${1+\"\$@\"}
-"
-    ;;
-
-  *)
-    $ECHO "\
-      if test -n \"\$lt_option_debug\"; then
-        \$ECHO \"${outputname}:${output}:\${LINENO}: newargv[0]: \$progdir/\$program\" 1>&2
-        func_lt_dump_args \${1+\"\$@\"} 1>&2
-      fi
-      exec \"\$progdir/\$program\" \${1+\"\$@\"}
-"
-    ;;
-  esac
-  $ECHO "\
-      \$ECHO \"\$0: cannot exec \$program \$*\" 1>&2
-      exit 1
-}
-
-# A function to encapsulate launching the target application
-# Strips options in the --lt-* namespace from \$@ and
-# launches target application with the remaining arguments.
-func_exec_program ()
-{
-  case \" \$* \" in
-  *\\ --lt-*)
-    for lt_wr_arg
-    do
-      case \$lt_wr_arg in
-      --lt-*) ;;
-      *) set x \"\$@\" \"\$lt_wr_arg\"; shift;;
-      esac
-      shift
-    done ;;
-  esac
-  func_exec_program_core \${1+\"\$@\"}
-}
-
-  # Parse options
-  func_parse_lt_options \"\$0\" \${1+\"\$@\"}
-
-  # Find the directory that this script lives in.
-  thisdir=\`\$ECHO \"\$file\" | $SED 's%/[^/]*$%%'\`
-  test \"x\$thisdir\" = \"x\$file\" && thisdir=.
-
-  # Follow symbolic links until we get to the real thisdir.
-  file=\`ls -ld \"\$file\" | $SED -n 's/.*-> //p'\`
-  while test -n \"\$file\"; do
-    destdir=\`\$ECHO \"\$file\" | $SED 's%/[^/]*\$%%'\`
-
-    # If there was a directory component, then change thisdir.
-    if test \"x\$destdir\" != \"x\$file\"; then
-      case \"\$destdir\" in
-      [\\\\/]* | [A-Za-z]:[\\\\/]*) thisdir=\"\$destdir\" ;;
-      *) thisdir=\"\$thisdir/\$destdir\" ;;
-      esac
-    fi
-
-    file=\`\$ECHO \"\$file\" | $SED 's%^.*/%%'\`
-    file=\`ls -ld \"\$thisdir/\$file\" | $SED -n 's/.*-> //p'\`
-  done
-
-  # Usually 'no', except on cygwin/mingw when embedded into
-  # the cwrapper.
-  WRAPPER_SCRIPT_BELONGS_IN_OBJDIR=$func_emit_wrapper_arg1
-  if test \"\$WRAPPER_SCRIPT_BELONGS_IN_OBJDIR\" = \"yes\"; then
-    # special case for '.'
-    if test \"\$thisdir\" = \".\"; then
-      thisdir=\`pwd\`
-    fi
-    # remove .libs from thisdir
-    case \"\$thisdir\" in
-    *[\\\\/]$objdir ) thisdir=\`\$ECHO \"\$thisdir\" | $SED 's%[\\\\/][^\\\\/]*$%%'\` ;;
-    $objdir )   thisdir=. ;;
-    esac
-  fi
-
-  # Try to get the absolute directory name.
-  absdir=\`cd \"\$thisdir\" && pwd\`
-  test -n \"\$absdir\" && thisdir=\"\$absdir\"
-"
-
-	if test "$fast_install" = yes; then
-	  $ECHO "\
-  program=lt-'$outputname'$exeext
-  progdir=\"\$thisdir/$objdir\"
-
-  if test ! -f \"\$progdir/\$program\" ||
-     { file=\`ls -1dt \"\$progdir/\$program\" \"\$progdir/../\$program\" 2>/dev/null | ${SED} 1q\`; \\
-       test \"X\$file\" != \"X\$progdir/\$program\"; }; then
-
-    file=\"\$\$-\$program\"
-
-    if test ! -d \"\$progdir\"; then
-      $MKDIR \"\$progdir\"
-    else
-      $RM \"\$progdir/\$file\"
-    fi"
-
-	  $ECHO "\
-
-    # relink executable if necessary
-    if test -n \"\$relink_command\"; then
-      if relink_command_output=\`eval \$relink_command 2>&1\`; then :
-      else
-	$ECHO \"\$relink_command_output\" >&2
-	$RM \"\$progdir/\$file\"
-	exit 1
-      fi
-    fi
-
-    $MV \"\$progdir/\$file\" \"\$progdir/\$program\" 2>/dev/null ||
-    { $RM \"\$progdir/\$program\";
-      $MV \"\$progdir/\$file\" \"\$progdir/\$program\"; }
-    $RM \"\$progdir/\$file\"
-  fi"
-	else
-	  $ECHO "\
-  program='$outputname'
-  progdir=\"\$thisdir/$objdir\"
-"
-	fi
-
-	$ECHO "\
-
-  if test -f \"\$progdir/\$program\"; then"
-
-	# fixup the dll searchpath if we need to.
-	#
-	# Fix the DLL searchpath if we need to.  Do this before prepending
-	# to shlibpath, because on Windows, both are PATH and uninstalled
-	# libraries must come first.
-	if test -n "$dllsearchpath"; then
-	  $ECHO "\
-    # Add the dll search path components to the executable PATH
-    PATH=$dllsearchpath:\$PATH
-"
-	fi
-
-	# Export our shlibpath_var if we have one.
-	if test "$shlibpath_overrides_runpath" = yes && test -n "$shlibpath_var" && test -n "$temp_rpath"; then
-	  $ECHO "\
-    # Add our own library path to $shlibpath_var
-    $shlibpath_var=\"$temp_rpath\$$shlibpath_var\"
-
-    # Some systems cannot cope with colon-terminated $shlibpath_var
-    # The second colon is a workaround for a bug in BeOS R4 sed
-    $shlibpath_var=\`\$ECHO \"\$$shlibpath_var\" | $SED 's/::*\$//'\`
-
-    export $shlibpath_var
-"
-	fi
-
-	$ECHO "\
-    if test \"\$libtool_execute_magic\" != \"$magic\"; then
-      # Run the actual program with our arguments.
-      func_exec_program \${1+\"\$@\"}
-    fi
-  else
-    # The program doesn't exist.
-    \$ECHO \"\$0: error: \\\`\$progdir/\$program' does not exist\" 1>&2
-    \$ECHO \"This script is just a wrapper for \$program.\" 1>&2
-    \$ECHO \"See the $PACKAGE documentation for more information.\" 1>&2
-    exit 1
-  fi
-fi\
-"
-}
-
-
-# func_emit_cwrapperexe_src
-# emit the source code for a wrapper executable on stdout
-# Must ONLY be called from within func_mode_link because
-# it depends on a number of variable set therein.
-func_emit_cwrapperexe_src ()
-{
-	cat <<EOF
-
-/* $cwrappersource - temporary wrapper executable for $objdir/$outputname
-   Generated by $PROGRAM (GNU $PACKAGE$TIMESTAMP) $VERSION
-
-   The $output program cannot be directly executed until all the libtool
-   libraries that it depends on are installed.
-
-   This wrapper executable should never be moved out of the build directory.
-   If it is, it will not operate correctly.
-*/
-EOF
-	    cat <<"EOF"
-#ifdef _MSC_VER
-# define _CRT_SECURE_NO_DEPRECATE 1
-#endif
-#include <stdio.h>
-#include <stdlib.h>
-#ifdef _MSC_VER
-# include <direct.h>
-# include <process.h>
-# include <io.h>
-#else
-# include <unistd.h>
-# include <stdint.h>
-# ifdef __CYGWIN__
-#  include <io.h>
-# endif
-#endif
-#include <malloc.h>
-#include <stdarg.h>
-#include <assert.h>
-#include <string.h>
-#include <ctype.h>
-#include <errno.h>
-#include <fcntl.h>
-#include <sys/stat.h>
-
-/* declarations of non-ANSI functions */
-#if defined(__MINGW32__)
-# ifdef __STRICT_ANSI__
-int _putenv (const char *);
-# endif
-#elif defined(__CYGWIN__)
-# ifdef __STRICT_ANSI__
-char *realpath (const char *, char *);
-int putenv (char *);
-int setenv (const char *, const char *, int);
-# endif
-/* #elif defined (other platforms) ... */
-#endif
-
-/* portability defines, excluding path handling macros */
-#if defined(_MSC_VER)
-# define setmode _setmode
-# define stat    _stat
-# define chmod   _chmod
-# define getcwd  _getcwd
-# define putenv  _putenv
-# define S_IXUSR _S_IEXEC
-# ifndef _INTPTR_T_DEFINED
-#  define _INTPTR_T_DEFINED
-#  define intptr_t int
-# endif
-#elif defined(__MINGW32__)
-# define setmode _setmode
-# define stat    _stat
-# define chmod   _chmod
-# define getcwd  _getcwd
-# define putenv  _putenv
-#elif defined(__CYGWIN__)
-# define HAVE_SETENV
-# define FOPEN_WB "wb"
-/* #elif defined (other platforms) ... */
-#endif
-
-#if defined(PATH_MAX)
-# define LT_PATHMAX PATH_MAX
-#elif defined(MAXPATHLEN)
-# define LT_PATHMAX MAXPATHLEN
-#else
-# define LT_PATHMAX 1024
-#endif
-
-#ifndef S_IXOTH
-# define S_IXOTH 0
-#endif
-#ifndef S_IXGRP
-# define S_IXGRP 0
-#endif
-
-/* path handling portability macros */
-#ifndef DIR_SEPARATOR
-# define DIR_SEPARATOR '/'
-# define PATH_SEPARATOR ':'
-#endif
-
-#if defined (_WIN32) || defined (__MSDOS__) || defined (__DJGPP__) || \
-  defined (__OS2__)
-# define HAVE_DOS_BASED_FILE_SYSTEM
-# define FOPEN_WB "wb"
-# ifndef DIR_SEPARATOR_2
-#  define DIR_SEPARATOR_2 '\\'
-# endif
-# ifndef PATH_SEPARATOR_2
-#  define PATH_SEPARATOR_2 ';'
-# endif
-#endif
-
-#ifndef DIR_SEPARATOR_2
-# define IS_DIR_SEPARATOR(ch) ((ch) == DIR_SEPARATOR)
-#else /* DIR_SEPARATOR_2 */
-# define IS_DIR_SEPARATOR(ch) \
-	(((ch) == DIR_SEPARATOR) || ((ch) == DIR_SEPARATOR_2))
-#endif /* DIR_SEPARATOR_2 */
-
-#ifndef PATH_SEPARATOR_2
-# define IS_PATH_SEPARATOR(ch) ((ch) == PATH_SEPARATOR)
-#else /* PATH_SEPARATOR_2 */
-# define IS_PATH_SEPARATOR(ch) ((ch) == PATH_SEPARATOR_2)
-#endif /* PATH_SEPARATOR_2 */
-
-#ifndef FOPEN_WB
-# define FOPEN_WB "w"
-#endif
-#ifndef _O_BINARY
-# define _O_BINARY 0
-#endif
-
-#define XMALLOC(type, num)      ((type *) xmalloc ((num) * sizeof(type)))
-#define XFREE(stale) do { \
-  if (stale) { free ((void *) stale); stale = 0; } \
-} while (0)
-
-#if defined(LT_DEBUGWRAPPER)
-static int lt_debug = 1;
-#else
-static int lt_debug = 0;
-#endif
-
-const char *program_name = "libtool-wrapper"; /* in case xstrdup fails */
-
-void *xmalloc (size_t num);
-char *xstrdup (const char *string);
-const char *base_name (const char *name);
-char *find_executable (const char *wrapper);
-char *chase_symlinks (const char *pathspec);
-int make_executable (const char *path);
-int check_executable (const char *path);
-char *strendzap (char *str, const char *pat);
-void lt_debugprintf (const char *file, int line, const char *fmt, ...);
-void lt_fatal (const char *file, int line, const char *message, ...);
-static const char *nonnull (const char *s);
-static const char *nonempty (const char *s);
-void lt_setenv (const char *name, const char *value);
-char *lt_extend_str (const char *orig_value, const char *add, int to_end);
-void lt_update_exe_path (const char *name, const char *value);
-void lt_update_lib_path (const char *name, const char *value);
-char **prepare_spawn (char **argv);
-void lt_dump_script (FILE *f);
-EOF
-
-	    cat <<EOF
-volatile const char * MAGIC_EXE = "$magic_exe";
-const char * LIB_PATH_VARNAME = "$shlibpath_var";
-EOF
-
-	    if test "$shlibpath_overrides_runpath" = yes && test -n "$shlibpath_var" && test -n "$temp_rpath"; then
-              func_to_host_path "$temp_rpath"
-	      cat <<EOF
-const char * LIB_PATH_VALUE   = "$func_to_host_path_result";
-EOF
-	    else
-	      cat <<"EOF"
-const char * LIB_PATH_VALUE   = "";
-EOF
-	    fi
-
-	    if test -n "$dllsearchpath"; then
-              func_to_host_path "$dllsearchpath:"
-	      cat <<EOF
-const char * EXE_PATH_VARNAME = "PATH";
-const char * EXE_PATH_VALUE   = "$func_to_host_path_result";
-EOF
-	    else
-	      cat <<"EOF"
-const char * EXE_PATH_VARNAME = "";
-const char * EXE_PATH_VALUE   = "";
-EOF
-	    fi
-
-	    if test "$fast_install" = yes; then
-	      cat <<EOF
-const char * TARGET_PROGRAM_NAME = "lt-$outputname"; /* hopefully, no .exe */
-EOF
-	    else
-	      cat <<EOF
-const char * TARGET_PROGRAM_NAME = "$outputname"; /* hopefully, no .exe */
-EOF
-	    fi
-
-
-	    cat <<"EOF"
-
-#define LTWRAPPER_OPTION_PREFIX         "--lt-"
-
-static const char *ltwrapper_option_prefix = LTWRAPPER_OPTION_PREFIX;
-static const char *dumpscript_opt       = LTWRAPPER_OPTION_PREFIX "dump-script";
-static const char *debug_opt            = LTWRAPPER_OPTION_PREFIX "debug";
-
-int
-main (int argc, char *argv[])
-{
-  char **newargz;
-  int  newargc;
-  char *tmp_pathspec;
-  char *actual_cwrapper_path;
-  char *actual_cwrapper_name;
-  char *target_name;
-  char *lt_argv_zero;
-  intptr_t rval = 127;
-
-  int i;
-
-  program_name = (char *) xstrdup (base_name (argv[0]));
-  newargz = XMALLOC (char *, argc + 1);
-
-  /* very simple arg parsing; don't want to rely on getopt
-   * also, copy all non cwrapper options to newargz, except
-   * argz[0], which is handled differently
-   */
-  newargc=0;
-  for (i = 1; i < argc; i++)
-    {
-      if (strcmp (argv[i], dumpscript_opt) == 0)
-	{
-EOF
-	    case "$host" in
-	      *mingw* | *cygwin* )
-		# make stdout use "unix" line endings
-		echo "          setmode(1,_O_BINARY);"
-		;;
-	      esac
-
-	    cat <<"EOF"
-	  lt_dump_script (stdout);
-	  return 0;
-	}
-      if (strcmp (argv[i], debug_opt) == 0)
-	{
-          lt_debug = 1;
-          continue;
-	}
-      if (strcmp (argv[i], ltwrapper_option_prefix) == 0)
-        {
-          /* however, if there is an option in the LTWRAPPER_OPTION_PREFIX
-             namespace, but it is not one of the ones we know about and
-             have already dealt with, above (inluding dump-script), then
-             report an error. Otherwise, targets might begin to believe
-             they are allowed to use options in the LTWRAPPER_OPTION_PREFIX
-             namespace. The first time any user complains about this, we'll
-             need to make LTWRAPPER_OPTION_PREFIX a configure-time option
-             or a configure.ac-settable value.
-           */
-          lt_fatal (__FILE__, __LINE__,
-		    "unrecognized %s option: '%s'",
-                    ltwrapper_option_prefix, argv[i]);
-        }
-      /* otherwise ... */
-      newargz[++newargc] = xstrdup (argv[i]);
-    }
-  newargz[++newargc] = NULL;
-
-EOF
-	    cat <<EOF
-  /* The GNU banner must be the first non-error debug message */
-  lt_debugprintf (__FILE__, __LINE__, "libtool wrapper (GNU $PACKAGE$TIMESTAMP) $VERSION\n");
-EOF
-	    cat <<"EOF"
-  lt_debugprintf (__FILE__, __LINE__, "(main) argv[0]: %s\n", argv[0]);
-  lt_debugprintf (__FILE__, __LINE__, "(main) program_name: %s\n", program_name);
-
-  tmp_pathspec = find_executable (argv[0]);
-  if (tmp_pathspec == NULL)
-    lt_fatal (__FILE__, __LINE__, "couldn't find %s", argv[0]);
-  lt_debugprintf (__FILE__, __LINE__,
-                  "(main) found exe (before symlink chase) at: %s\n",
-		  tmp_pathspec);
-
-  actual_cwrapper_path = chase_symlinks (tmp_pathspec);
-  lt_debugprintf (__FILE__, __LINE__,
-                  "(main) found exe (after symlink chase) at: %s\n",
-		  actual_cwrapper_path);
-  XFREE (tmp_pathspec);
-
-  actual_cwrapper_name = xstrdup (base_name (actual_cwrapper_path));
-  strendzap (actual_cwrapper_path, actual_cwrapper_name);
-
-  /* wrapper name transforms */
-  strendzap (actual_cwrapper_name, ".exe");
-  tmp_pathspec = lt_extend_str (actual_cwrapper_name, ".exe", 1);
-  XFREE (actual_cwrapper_name);
-  actual_cwrapper_name = tmp_pathspec;
-  tmp_pathspec = 0;
-
-  /* target_name transforms -- use actual target program name; might have lt- prefix */
-  target_name = xstrdup (base_name (TARGET_PROGRAM_NAME));
-  strendzap (target_name, ".exe");
-  tmp_pathspec = lt_extend_str (target_name, ".exe", 1);
-  XFREE (target_name);
-  target_name = tmp_pathspec;
-  tmp_pathspec = 0;
-
-  lt_debugprintf (__FILE__, __LINE__,
-		  "(main) libtool target name: %s\n",
-		  target_name);
-EOF
-
-	    cat <<EOF
-  newargz[0] =
-    XMALLOC (char, (strlen (actual_cwrapper_path) +
-		    strlen ("$objdir") + 1 + strlen (actual_cwrapper_name) + 1));
-  strcpy (newargz[0], actual_cwrapper_path);
-  strcat (newargz[0], "$objdir");
-  strcat (newargz[0], "/");
-EOF
-
-	    cat <<"EOF"
-  /* stop here, and copy so we don't have to do this twice */
-  tmp_pathspec = xstrdup (newargz[0]);
-
-  /* do NOT want the lt- prefix here, so use actual_cwrapper_name */
-  strcat (newargz[0], actual_cwrapper_name);
-
-  /* DO want the lt- prefix here if it exists, so use target_name */
-  lt_argv_zero = lt_extend_str (tmp_pathspec, target_name, 1);
-  XFREE (tmp_pathspec);
-  tmp_pathspec = NULL;
-EOF
-
-	    case $host_os in
-	      mingw*)
-	    cat <<"EOF"
-  {
-    char* p;
-    while ((p = strchr (newargz[0], '\\')) != NULL)
-      {
-	*p = '/';
-      }
-    while ((p = strchr (lt_argv_zero, '\\')) != NULL)
-      {
-	*p = '/';
-      }
-  }
-EOF
-	    ;;
-	    esac
-
-	    cat <<"EOF"
-  XFREE (target_name);
-  XFREE (actual_cwrapper_path);
-  XFREE (actual_cwrapper_name);
-
-  lt_setenv ("BIN_SH", "xpg4"); /* for Tru64 */
-  lt_setenv ("DUALCASE", "1");  /* for MSK sh */
-  /* Update the DLL searchpath.  EXE_PATH_VALUE ($dllsearchpath) must
-     be prepended before (that is, appear after) LIB_PATH_VALUE ($temp_rpath)
-     because on Windows, both *_VARNAMEs are PATH but uninstalled
-     libraries must come first. */
-  lt_update_exe_path (EXE_PATH_VARNAME, EXE_PATH_VALUE);
-  lt_update_lib_path (LIB_PATH_VARNAME, LIB_PATH_VALUE);
-
-  lt_debugprintf (__FILE__, __LINE__, "(main) lt_argv_zero: %s\n",
-		  nonnull (lt_argv_zero));
-  for (i = 0; i < newargc; i++)
-    {
-      lt_debugprintf (__FILE__, __LINE__, "(main) newargz[%d]: %s\n",
-		      i, nonnull (newargz[i]));
-    }
-
-EOF
-
-	    case $host_os in
-	      mingw*)
-		cat <<"EOF"
-  /* execv doesn't actually work on mingw as expected on unix */
-  newargz = prepare_spawn (newargz);
-  rval = _spawnv (_P_WAIT, lt_argv_zero, (const char * const *) newargz);
-  if (rval == -1)
-    {
-      /* failed to start process */
-      lt_debugprintf (__FILE__, __LINE__,
-		      "(main) failed to launch target \"%s\": %s\n",
-		      lt_argv_zero, nonnull (strerror (errno)));
-      return 127;
-    }
-  return rval;
-EOF
-		;;
-	      *)
-		cat <<"EOF"
-  execv (lt_argv_zero, newargz);
-  return rval; /* =127, but avoids unused variable warning */
-EOF
-		;;
-	    esac
-
-	    cat <<"EOF"
-}
-
-void *
-xmalloc (size_t num)
-{
-  void *p = (void *) malloc (num);
-  if (!p)
-    lt_fatal (__FILE__, __LINE__, "memory exhausted");
-
-  return p;
-}
-
-char *
-xstrdup (const char *string)
-{
-  return string ? strcpy ((char *) xmalloc (strlen (string) + 1),
-			  string) : NULL;
-}
-
-const char *
-base_name (const char *name)
-{
-  const char *base;
-
-#if defined (HAVE_DOS_BASED_FILE_SYSTEM)
-  /* Skip over the disk name in MSDOS pathnames. */
-  if (isalpha ((unsigned char) name[0]) && name[1] == ':')
-    name += 2;
-#endif
-
-  for (base = name; *name; name++)
-    if (IS_DIR_SEPARATOR (*name))
-      base = name + 1;
-  return base;
-}
-
-int
-check_executable (const char *path)
-{
-  struct stat st;
-
-  lt_debugprintf (__FILE__, __LINE__, "(check_executable): %s\n",
-                  nonempty (path));
-  if ((!path) || (!*path))
-    return 0;
-
-  if ((stat (path, &st) >= 0)
-      && (st.st_mode & (S_IXUSR | S_IXGRP | S_IXOTH)))
-    return 1;
-  else
-    return 0;
-}
-
-int
-make_executable (const char *path)
-{
-  int rval = 0;
-  struct stat st;
-
-  lt_debugprintf (__FILE__, __LINE__, "(make_executable): %s\n",
-                  nonempty (path));
-  if ((!path) || (!*path))
-    return 0;
-
-  if (stat (path, &st) >= 0)
-    {
-      rval = chmod (path, st.st_mode | S_IXOTH | S_IXGRP | S_IXUSR);
-    }
-  return rval;
-}
-
-/* Searches for the full path of the wrapper.  Returns
-   newly allocated full path name if found, NULL otherwise
-   Does not chase symlinks, even on platforms that support them.
-*/
-char *
-find_executable (const char *wrapper)
-{
-  int has_slash = 0;
-  const char *p;
-  const char *p_next;
-  /* static buffer for getcwd */
-  char tmp[LT_PATHMAX + 1];
-  int tmp_len;
-  char *concat_name;
-
-  lt_debugprintf (__FILE__, __LINE__, "(find_executable): %s\n",
-                  nonempty (wrapper));
-
-  if ((wrapper == NULL) || (*wrapper == '\0'))
-    return NULL;
-
-  /* Absolute path? */
-#if defined (HAVE_DOS_BASED_FILE_SYSTEM)
-  if (isalpha ((unsigned char) wrapper[0]) && wrapper[1] == ':')
-    {
-      concat_name = xstrdup (wrapper);
-      if (check_executable (concat_name))
-	return concat_name;
-      XFREE (concat_name);
-    }
-  else
-    {
-#endif
-      if (IS_DIR_SEPARATOR (wrapper[0]))
-	{
-	  concat_name = xstrdup (wrapper);
-	  if (check_executable (concat_name))
-	    return concat_name;
-	  XFREE (concat_name);
-	}
-#if defined (HAVE_DOS_BASED_FILE_SYSTEM)
-    }
-#endif
-
-  for (p = wrapper; *p; p++)
-    if (*p == '/')
-      {
-	has_slash = 1;
-	break;
-      }
-  if (!has_slash)
-    {
-      /* no slashes; search PATH */
-      const char *path = getenv ("PATH");
-      if (path != NULL)
-	{
-	  for (p = path; *p; p = p_next)
-	    {
-	      const char *q;
-	      size_t p_len;
-	      for (q = p; *q; q++)
-		if (IS_PATH_SEPARATOR (*q))
-		  break;
-	      p_len = q - p;
-	      p_next = (*q == '\0' ? q : q + 1);
-	      if (p_len == 0)
-		{
-		  /* empty path: current directory */
-		  if (getcwd (tmp, LT_PATHMAX) == NULL)
-		    lt_fatal (__FILE__, __LINE__, "getcwd failed: %s",
-                              nonnull (strerror (errno)));
-		  tmp_len = strlen (tmp);
-		  concat_name =
-		    XMALLOC (char, tmp_len + 1 + strlen (wrapper) + 1);
-		  memcpy (concat_name, tmp, tmp_len);
-		  concat_name[tmp_len] = '/';
-		  strcpy (concat_name + tmp_len + 1, wrapper);
-		}
-	      else
-		{
-		  concat_name =
-		    XMALLOC (char, p_len + 1 + strlen (wrapper) + 1);
-		  memcpy (concat_name, p, p_len);
-		  concat_name[p_len] = '/';
-		  strcpy (concat_name + p_len + 1, wrapper);
-		}
-	      if (check_executable (concat_name))
-		return concat_name;
-	      XFREE (concat_name);
-	    }
-	}
-      /* not found in PATH; assume curdir */
-    }
-  /* Relative path | not found in path: prepend cwd */
-  if (getcwd (tmp, LT_PATHMAX) == NULL)
-    lt_fatal (__FILE__, __LINE__, "getcwd failed: %s",
-              nonnull (strerror (errno)));
-  tmp_len = strlen (tmp);
-  concat_name = XMALLOC (char, tmp_len + 1 + strlen (wrapper) + 1);
-  memcpy (concat_name, tmp, tmp_len);
-  concat_name[tmp_len] = '/';
-  strcpy (concat_name + tmp_len + 1, wrapper);
-
-  if (check_executable (concat_name))
-    return concat_name;
-  XFREE (concat_name);
-  return NULL;
-}
-
-char *
-chase_symlinks (const char *pathspec)
-{
-#ifndef S_ISLNK
-  return xstrdup (pathspec);
-#else
-  char buf[LT_PATHMAX];
-  struct stat s;
-  char *tmp_pathspec = xstrdup (pathspec);
-  char *p;
-  int has_symlinks = 0;
-  while (strlen (tmp_pathspec) && !has_symlinks)
-    {
-      lt_debugprintf (__FILE__, __LINE__,
-		      "checking path component for symlinks: %s\n",
-		      tmp_pathspec);
-      if (lstat (tmp_pathspec, &s) == 0)
-	{
-	  if (S_ISLNK (s.st_mode) != 0)
-	    {
-	      has_symlinks = 1;
-	      break;
-	    }
-
-	  /* search backwards for last DIR_SEPARATOR */
-	  p = tmp_pathspec + strlen (tmp_pathspec) - 1;
-	  while ((p > tmp_pathspec) && (!IS_DIR_SEPARATOR (*p)))
-	    p--;
-	  if ((p == tmp_pathspec) && (!IS_DIR_SEPARATOR (*p)))
-	    {
-	      /* no more DIR_SEPARATORS left */
-	      break;
-	    }
-	  *p = '\0';
-	}
-      else
-	{
-	  lt_fatal (__FILE__, __LINE__,
-		    "error accessing file \"%s\": %s",
-		    tmp_pathspec, nonnull (strerror (errno)));
-	}
-    }
-  XFREE (tmp_pathspec);
-
-  if (!has_symlinks)
-    {
-      return xstrdup (pathspec);
-    }
-
-  tmp_pathspec = realpath (pathspec, buf);
-  if (tmp_pathspec == 0)
-    {
-      lt_fatal (__FILE__, __LINE__,
-		"could not follow symlinks for %s", pathspec);
-    }
-  return xstrdup (tmp_pathspec);
-#endif
-}
-
-char *
-strendzap (char *str, const char *pat)
-{
-  size_t len, patlen;
-
-  assert (str != NULL);
-  assert (pat != NULL);
-
-  len = strlen (str);
-  patlen = strlen (pat);
-
-  if (patlen <= len)
-    {
-      str += len - patlen;
-      if (strcmp (str, pat) == 0)
-	*str = '\0';
-    }
-  return str;
-}
-
-void
-lt_debugprintf (const char *file, int line, const char *fmt, ...)
-{
-  va_list args;
-  if (lt_debug)
-    {
-      (void) fprintf (stderr, "%s:%s:%d: ", program_name, file, line);
-      va_start (args, fmt);
-      (void) vfprintf (stderr, fmt, args);
-      va_end (args);
-    }
-}
-
-static void
-lt_error_core (int exit_status, const char *file,
-	       int line, const char *mode,
-	       const char *message, va_list ap)
-{
-  fprintf (stderr, "%s:%s:%d: %s: ", program_name, file, line, mode);
-  vfprintf (stderr, message, ap);
-  fprintf (stderr, ".\n");
-
-  if (exit_status >= 0)
-    exit (exit_status);
-}
-
-void
-lt_fatal (const char *file, int line, const char *message, ...)
-{
-  va_list ap;
-  va_start (ap, message);
-  lt_error_core (EXIT_FAILURE, file, line, "FATAL", message, ap);
-  va_end (ap);
-}
-
-static const char *
-nonnull (const char *s)
-{
-  return s ? s : "(null)";
-}
-
-static const char *
-nonempty (const char *s)
-{
-  return (s && !*s) ? "(empty)" : nonnull (s);
-}
-
-void
-lt_setenv (const char *name, const char *value)
-{
-  lt_debugprintf (__FILE__, __LINE__,
-		  "(lt_setenv) setting '%s' to '%s'\n",
-                  nonnull (name), nonnull (value));
-  {
-#ifdef HAVE_SETENV
-    /* always make a copy, for consistency with !HAVE_SETENV */
-    char *str = xstrdup (value);
-    setenv (name, str, 1);
-#else
-    int len = strlen (name) + 1 + strlen (value) + 1;
-    char *str = XMALLOC (char, len);
-    sprintf (str, "%s=%s", name, value);
-    if (putenv (str) != EXIT_SUCCESS)
-      {
-        XFREE (str);
-      }
-#endif
-  }
-}
-
-char *
-lt_extend_str (const char *orig_value, const char *add, int to_end)
-{
-  char *new_value;
-  if (orig_value && *orig_value)
-    {
-      int orig_value_len = strlen (orig_value);
-      int add_len = strlen (add);
-      new_value = XMALLOC (char, add_len + orig_value_len + 1);
-      if (to_end)
-        {
-          strcpy (new_value, orig_value);
-          strcpy (new_value + orig_value_len, add);
-        }
-      else
-        {
-          strcpy (new_value, add);
-          strcpy (new_value + add_len, orig_value);
-        }
-    }
-  else
-    {
-      new_value = xstrdup (add);
-    }
-  return new_value;
-}
-
-void
-lt_update_exe_path (const char *name, const char *value)
-{
-  lt_debugprintf (__FILE__, __LINE__,
-		  "(lt_update_exe_path) modifying '%s' by prepending '%s'\n",
-                  nonnull (name), nonnull (value));
-
-  if (name && *name && value && *value)
-    {
-      char *new_value = lt_extend_str (getenv (name), value, 0);
-      /* some systems can't cope with a ':'-terminated path #' */
-      int len = strlen (new_value);
-      while (((len = strlen (new_value)) > 0) && IS_PATH_SEPARATOR (new_value[len-1]))
-        {
-          new_value[len-1] = '\0';
-        }
-      lt_setenv (name, new_value);
-      XFREE (new_value);
-    }
-}
-
-void
-lt_update_lib_path (const char *name, const char *value)
-{
-  lt_debugprintf (__FILE__, __LINE__,
-		  "(lt_update_lib_path) modifying '%s' by prepending '%s'\n",
-                  nonnull (name), nonnull (value));
-
-  if (name && *name && value && *value)
-    {
-      char *new_value = lt_extend_str (getenv (name), value, 0);
-      lt_setenv (name, new_value);
-      XFREE (new_value);
-    }
-}
-
-EOF
-	    case $host_os in
-	      mingw*)
-		cat <<"EOF"
-
-/* Prepares an argument vector before calling spawn().
-   Note that spawn() does not by itself call the command interpreter
-     (getenv ("COMSPEC") != NULL ? getenv ("COMSPEC") :
-      ({ OSVERSIONINFO v; v.dwOSVersionInfoSize = sizeof(OSVERSIONINFO);
-         GetVersionEx(&v);
-         v.dwPlatformId == VER_PLATFORM_WIN32_NT;
-      }) ? "cmd.exe" : "command.com").
-   Instead it simply concatenates the arguments, separated by ' ', and calls
-   CreateProcess().  We must quote the arguments since Win32 CreateProcess()
-   interprets characters like ' ', '\t', '\\', '"' (but not '<' and '>') in a
-   special way:
-   - Space and tab are interpreted as delimiters. They are not treated as
-     delimiters if they are surrounded by double quotes: "...".
-   - Unescaped double quotes are removed from the input. Their only effect is
-     that within double quotes, space and tab are treated like normal
-     characters.
-   - Backslashes not followed by double quotes are not special.
-   - But 2*n+1 backslashes followed by a double quote become
-     n backslashes followed by a double quote (n >= 0):
-       \" -> "
-       \\\" -> \"
-       \\\\\" -> \\"
- */
-#define SHELL_SPECIAL_CHARS "\"\\ \001\002\003\004\005\006\007\010\011\012\013\014\015\016\017\020\021\022\023\024\025\026\027\030\031\032\033\034\035\036\037"
-#define SHELL_SPACE_CHARS " \001\002\003\004\005\006\007\010\011\012\013\014\015\016\017\020\021\022\023\024\025\026\027\030\031\032\033\034\035\036\037"
-char **
-prepare_spawn (char **argv)
-{
-  size_t argc;
-  char **new_argv;
-  size_t i;
-
-  /* Count number of arguments.  */
-  for (argc = 0; argv[argc] != NULL; argc++)
-    ;
-
-  /* Allocate new argument vector.  */
-  new_argv = XMALLOC (char *, argc + 1);
-
-  /* Put quoted arguments into the new argument vector.  */
-  for (i = 0; i < argc; i++)
-    {
-      const char *string = argv[i];
-
-      if (string[0] == '\0')
-	new_argv[i] = xstrdup ("\"\"");
-      else if (strpbrk (string, SHELL_SPECIAL_CHARS) != NULL)
-	{
-	  int quote_around = (strpbrk (string, SHELL_SPACE_CHARS) != NULL);
-	  size_t length;
-	  unsigned int backslashes;
-	  const char *s;
-	  char *quoted_string;
-	  char *p;
-
-	  length = 0;
-	  backslashes = 0;
-	  if (quote_around)
-	    length++;
-	  for (s = string; *s != '\0'; s++)
-	    {
-	      char c = *s;
-	      if (c == '"')
-		length += backslashes + 1;
-	      length++;
-	      if (c == '\\')
-		backslashes++;
-	      else
-		backslashes = 0;
-	    }
-	  if (quote_around)
-	    length += backslashes + 1;
-
-	  quoted_string = XMALLOC (char, length + 1);
-
-	  p = quoted_string;
-	  backslashes = 0;
-	  if (quote_around)
-	    *p++ = '"';
-	  for (s = string; *s != '\0'; s++)
-	    {
-	      char c = *s;
-	      if (c == '"')
-		{
-		  unsigned int j;
-		  for (j = backslashes + 1; j > 0; j--)
-		    *p++ = '\\';
-		}
-	      *p++ = c;
-	      if (c == '\\')
-		backslashes++;
-	      else
-		backslashes = 0;
-	    }
-	  if (quote_around)
-	    {
-	      unsigned int j;
-	      for (j = backslashes; j > 0; j--)
-		*p++ = '\\';
-	      *p++ = '"';
-	    }
-	  *p = '\0';
-
-	  new_argv[i] = quoted_string;
-	}
-      else
-	new_argv[i] = (char *) string;
-    }
-  new_argv[argc] = NULL;
-
-  return new_argv;
-}
-EOF
-		;;
-	    esac
-
-            cat <<"EOF"
-void lt_dump_script (FILE* f)
-{
-EOF
-	    func_emit_wrapper yes |
-	      $SED -n -e '
-s/^\(.\{79\}\)\(..*\)/\1\
-\2/
-h
-s/\([\\"]\)/\\\1/g
-s/$/\\n/
-s/\([^\n]*\).*/  fputs ("\1", f);/p
-g
-D'
-            cat <<"EOF"
-}
-EOF
-}
-# end: func_emit_cwrapperexe_src
-
-# func_win32_import_lib_p ARG
-# True if ARG is an import lib, as indicated by $file_magic_cmd
-func_win32_import_lib_p ()
-{
-    $opt_debug
-    case `eval $file_magic_cmd \"\$1\" 2>/dev/null | $SED -e 10q` in
-    *import*) : ;;
-    *) false ;;
-    esac
-}
-
-# func_mode_link arg...
-func_mode_link ()
-{
-    $opt_debug
-    case $host in
-    *-*-cygwin* | *-*-mingw* | *-*-pw32* | *-*-os2* | *-cegcc*)
-      # It is impossible to link a dll without this setting, and
-      # we shouldn't force the makefile maintainer to figure out
-      # which system we are compiling for in order to pass an extra
-      # flag for every libtool invocation.
-      # allow_undefined=no
-
-      # FIXME: Unfortunately, there are problems with the above when trying
-      # to make a dll which has undefined symbols, in which case not
-      # even a static library is built.  For now, we need to specify
-      # -no-undefined on the libtool link line when we can be certain
-      # that all symbols are satisfied, otherwise we get a static library.
-      allow_undefined=yes
-      ;;
-    *)
-      allow_undefined=yes
-      ;;
-    esac
-    libtool_args=$nonopt
-    base_compile="$nonopt $@"
-    compile_command=$nonopt
-    finalize_command=$nonopt
-
-    compile_rpath=
-    finalize_rpath=
-    compile_shlibpath=
-    finalize_shlibpath=
-    convenience=
-    old_convenience=
-    deplibs=
-    old_deplibs=
-    compiler_flags=
-    linker_flags=
-    dllsearchpath=
-    lib_search_path=`pwd`
-    inst_prefix_dir=
-    new_inherited_linker_flags=
-
-    avoid_version=no
-    bindir=
-    dlfiles=
-    dlprefiles=
-    dlself=no
-    export_dynamic=no
-    export_symbols=
-    export_symbols_regex=
-    generated=
-    libobjs=
-    ltlibs=
-    module=no
-    no_install=no
-    objs=
-    non_pic_objects=
-    precious_files_regex=
-    prefer_static_libs=no
-    preload=no
-    prev=
-    prevarg=
-    release=
-    rpath=
-    xrpath=
-    perm_rpath=
-    temp_rpath=
-    thread_safe=no
-    vinfo=
-    vinfo_number=no
-    weak_libs=
-    single_module="${wl}-single_module"
-    func_infer_tag $base_compile
-
-    # We need to know -static, to get the right output filenames.
-    for arg
-    do
-      case $arg in
-      -shared)
-	test "$build_libtool_libs" != yes && \
-	  func_fatal_configuration "can not build a shared library"
-	build_old_libs=no
-	break
-	;;
-      -all-static | -static | -static-libtool-libs)
-	case $arg in
-	-all-static)
-	  if test "$build_libtool_libs" = yes && test -z "$link_static_flag"; then
-	    func_warning "complete static linking is impossible in this configuration"
-	  fi
-	  if test -n "$link_static_flag"; then
-	    dlopen_self=$dlopen_self_static
-	  fi
-	  prefer_static_libs=yes
-	  ;;
-	-static)
-	  if test -z "$pic_flag" && test -n "$link_static_flag"; then
-	    dlopen_self=$dlopen_self_static
-	  fi
-	  prefer_static_libs=built
-	  ;;
-	-static-libtool-libs)
-	  if test -z "$pic_flag" && test -n "$link_static_flag"; then
-	    dlopen_self=$dlopen_self_static
-	  fi
-	  prefer_static_libs=yes
-	  ;;
-	esac
-	build_libtool_libs=no
-	build_old_libs=yes
-	break
-	;;
-      esac
-    done
-
-    # See if our shared archives depend on static archives.
-    test -n "$old_archive_from_new_cmds" && build_old_libs=yes
-
-    # Go through the arguments, transforming them on the way.
-    while test "$#" -gt 0; do
-      arg="$1"
-      shift
-      func_quote_for_eval "$arg"
-      qarg=$func_quote_for_eval_unquoted_result
-      func_append libtool_args " $func_quote_for_eval_result"
-
-      # If the previous option needs an argument, assign it.
-      if test -n "$prev"; then
-	case $prev in
-	output)
-	  func_append compile_command " @OUTPUT@"
-	  func_append finalize_command " @OUTPUT@"
-	  ;;
-	esac
-
-	case $prev in
-	bindir)
-	  bindir="$arg"
-	  prev=
-	  continue
-	  ;;
-	dlfiles|dlprefiles)
-	  if test "$preload" = no; then
-	    # Add the symbol object into the linking commands.
-	    func_append compile_command " @SYMFILE@"
-	    func_append finalize_command " @SYMFILE@"
-	    preload=yes
-	  fi
-	  case $arg in
-	  *.la | *.lo) ;;  # We handle these cases below.
-	  force)
-	    if test "$dlself" = no; then
-	      dlself=needless
-	      export_dynamic=yes
-	    fi
-	    prev=
-	    continue
-	    ;;
-	  self)
-	    if test "$prev" = dlprefiles; then
-	      dlself=yes
-	    elif test "$prev" = dlfiles && test "$dlopen_self" != yes; then
-	      dlself=yes
-	    else
-	      dlself=needless
-	      export_dynamic=yes
-	    fi
-	    prev=
-	    continue
-	    ;;
-	  *)
-	    if test "$prev" = dlfiles; then
-	      func_append dlfiles " $arg"
-	    else
-	      func_append dlprefiles " $arg"
-	    fi
-	    prev=
-	    continue
-	    ;;
-	  esac
-	  ;;
-	expsyms)
-	  export_symbols="$arg"
-	  test -f "$arg" \
-	    || func_fatal_error "symbol file \`$arg' does not exist"
-	  prev=
-	  continue
-	  ;;
-	expsyms_regex)
-	  export_symbols_regex="$arg"
-	  prev=
-	  continue
-	  ;;
-	framework)
-	  case $host in
-	    *-*-darwin*)
-	      case "$deplibs " in
-		*" $qarg.ltframework "*) ;;
-		*) func_append deplibs " $qarg.ltframework" # this is fixed later
-		   ;;
-	      esac
-	      ;;
-	  esac
-	  prev=
-	  continue
-	  ;;
-	inst_prefix)
-	  inst_prefix_dir="$arg"
-	  prev=
-	  continue
-	  ;;
-	objectlist)
-	  if test -f "$arg"; then
-	    save_arg=$arg
-	    moreargs=
-	    for fil in `cat "$save_arg"`
-	    do
-#	      func_append moreargs " $fil"
-	      arg=$fil
-	      # A libtool-controlled object.
-
-	      # Check to see that this really is a libtool object.
-	      if func_lalib_unsafe_p "$arg"; then
-		pic_object=
-		non_pic_object=
-
-		# Read the .lo file
-		func_source "$arg"
-
-		if test -z "$pic_object" ||
-		   test -z "$non_pic_object" ||
-		   test "$pic_object" = none &&
-		   test "$non_pic_object" = none; then
-		  func_fatal_error "cannot find name of object for \`$arg'"
-		fi
-
-		# Extract subdirectory from the argument.
-		func_dirname "$arg" "/" ""
-		xdir="$func_dirname_result"
-
-		if test "$pic_object" != none; then
-		  # Prepend the subdirectory the object is found in.
-		  pic_object="$xdir$pic_object"
-
-		  if test "$prev" = dlfiles; then
-		    if test "$build_libtool_libs" = yes && test "$dlopen_support" = yes; then
-		      func_append dlfiles " $pic_object"
-		      prev=
-		      continue
-		    else
-		      # If libtool objects are unsupported, then we need to preload.
-		      prev=dlprefiles
-		    fi
-		  fi
-
-		  # CHECK ME:  I think I busted this.  -Ossama
-		  if test "$prev" = dlprefiles; then
-		    # Preload the old-style object.
-		    func_append dlprefiles " $pic_object"
-		    prev=
-		  fi
-
-		  # A PIC object.
-		  func_append libobjs " $pic_object"
-		  arg="$pic_object"
-		fi
-
-		# Non-PIC object.
-		if test "$non_pic_object" != none; then
-		  # Prepend the subdirectory the object is found in.
-		  non_pic_object="$xdir$non_pic_object"
-
-		  # A standard non-PIC object
-		  func_append non_pic_objects " $non_pic_object"
-		  if test -z "$pic_object" || test "$pic_object" = none ; then
-		    arg="$non_pic_object"
-		  fi
-		else
-		  # If the PIC object exists, use it instead.
-		  # $xdir was prepended to $pic_object above.
-		  non_pic_object="$pic_object"
-		  func_append non_pic_objects " $non_pic_object"
-		fi
-	      else
-		# Only an error if not doing a dry-run.
-		if $opt_dry_run; then
-		  # Extract subdirectory from the argument.
-		  func_dirname "$arg" "/" ""
-		  xdir="$func_dirname_result"
-
-		  func_lo2o "$arg"
-		  pic_object=$xdir$objdir/$func_lo2o_result
-		  non_pic_object=$xdir$func_lo2o_result
-		  func_append libobjs " $pic_object"
-		  func_append non_pic_objects " $non_pic_object"
-	        else
-		  func_fatal_error "\`$arg' is not a valid libtool object"
-		fi
-	      fi
-	    done
-	  else
-	    func_fatal_error "link input file \`$arg' does not exist"
-	  fi
-	  arg=$save_arg
-	  prev=
-	  continue
-	  ;;
-	precious_regex)
-	  precious_files_regex="$arg"
-	  prev=
-	  continue
-	  ;;
-	release)
-	  release="-$arg"
-	  prev=
-	  continue
-	  ;;
-	rpath | xrpath)
-	  # We need an absolute path.
-	  case $arg in
-	  [\\/]* | [A-Za-z]:[\\/]*) ;;
-	  *)
-	    func_fatal_error "only absolute run-paths are allowed"
-	    ;;
-	  esac
-	  if test "$prev" = rpath; then
-	    case "$rpath " in
-	    *" $arg "*) ;;
-	    *) func_append rpath " $arg" ;;
-	    esac
-	  else
-	    case "$xrpath " in
-	    *" $arg "*) ;;
-	    *) func_append xrpath " $arg" ;;
-	    esac
-	  fi
-	  prev=
-	  continue
-	  ;;
-	shrext)
-	  shrext_cmds="$arg"
-	  prev=
-	  continue
-	  ;;
-	weak)
-	  func_append weak_libs " $arg"
-	  prev=
-	  continue
-	  ;;
-	xcclinker)
-	  func_append linker_flags " $qarg"
-	  func_append compiler_flags " $qarg"
-	  prev=
-	  func_append compile_command " $qarg"
-	  func_append finalize_command " $qarg"
-	  continue
-	  ;;
-	xcompiler)
-	  func_append compiler_flags " $qarg"
-	  prev=
-	  func_append compile_command " $qarg"
-	  func_append finalize_command " $qarg"
-	  continue
-	  ;;
-	xlinker)
-	  func_append linker_flags " $qarg"
-	  func_append compiler_flags " $wl$qarg"
-	  prev=
-	  func_append compile_command " $wl$qarg"
-	  func_append finalize_command " $wl$qarg"
-	  continue
-	  ;;
-	*)
-	  eval "$prev=\"\$arg\""
-	  prev=
-	  continue
-	  ;;
-	esac
-      fi # test -n "$prev"
-
-      prevarg="$arg"
-
-      case $arg in
-      -all-static)
-	if test -n "$link_static_flag"; then
-	  # See comment for -static flag below, for more details.
-	  func_append compile_command " $link_static_flag"
-	  func_append finalize_command " $link_static_flag"
-	fi
-	continue
-	;;
-
-      -allow-undefined)
-	# FIXME: remove this flag sometime in the future.
-	func_fatal_error "\`-allow-undefined' must not be used because it is the default"
-	;;
-
-      -avoid-version)
-	avoid_version=yes
-	continue
-	;;
-
-      -bindir)
-	prev=bindir
-	continue
-	;;
-
-      -dlopen)
-	prev=dlfiles
-	continue
-	;;
-
-      -dlpreopen)
-	prev=dlprefiles
-	continue
-	;;
-
-      -export-dynamic)
-	export_dynamic=yes
-	continue
-	;;
-
-      -export-symbols | -export-symbols-regex)
-	if test -n "$export_symbols" || test -n "$export_symbols_regex"; then
-	  func_fatal_error "more than one -exported-symbols argument is not allowed"
-	fi
-	if test "X$arg" = "X-export-symbols"; then
-	  prev=expsyms
-	else
-	  prev=expsyms_regex
-	fi
-	continue
-	;;
-
-      -framework)
-	prev=framework
-	continue
-	;;
-
-      -inst-prefix-dir)
-	prev=inst_prefix
-	continue
-	;;
-
-      # The native IRIX linker understands -LANG:*, -LIST:* and -LNO:*
-      # so, if we see these flags be careful not to treat them like -L
-      -L[A-Z][A-Z]*:*)
-	case $with_gcc/$host in
-	no/*-*-irix* | /*-*-irix*)
-	  func_append compile_command " $arg"
-	  func_append finalize_command " $arg"
-	  ;;
-	esac
-	continue
-	;;
-
-      -L*)
-	func_stripname "-L" '' "$arg"
-	if test -z "$func_stripname_result"; then
-	  if test "$#" -gt 0; then
-	    func_fatal_error "require no space between \`-L' and \`$1'"
-	  else
-	    func_fatal_error "need path for \`-L' option"
-	  fi
-	fi
-	func_resolve_sysroot "$func_stripname_result"
-	dir=$func_resolve_sysroot_result
-	# We need an absolute path.
-	case $dir in
-	[\\/]* | [A-Za-z]:[\\/]*) ;;
-	*)
-	  absdir=`cd "$dir" && pwd`
-	  test -z "$absdir" && \
-	    func_fatal_error "cannot determine absolute directory name of \`$dir'"
-	  dir="$absdir"
-	  ;;
-	esac
-	case "$deplibs " in
-	*" -L$dir "* | *" $arg "*)
-	  # Will only happen for absolute or sysroot arguments
-	  ;;
-	*)
-	  # Preserve sysroot, but never include relative directories
-	  case $dir in
-	    [\\/]* | [A-Za-z]:[\\/]* | =*) func_append deplibs " $arg" ;;
-	    *) func_append deplibs " -L$dir" ;;
-	  esac
-	  func_append lib_search_path " $dir"
-	  ;;
-	esac
-	case $host in
-	*-*-cygwin* | *-*-mingw* | *-*-pw32* | *-*-os2* | *-cegcc*)
-	  testbindir=`$ECHO "$dir" | $SED 's*/lib$*/bin*'`
-	  case :$dllsearchpath: in
-	  *":$dir:"*) ;;
-	  ::) dllsearchpath=$dir;;
-	  *) func_append dllsearchpath ":$dir";;
-	  esac
-	  case :$dllsearchpath: in
-	  *":$testbindir:"*) ;;
-	  ::) dllsearchpath=$testbindir;;
-	  *) func_append dllsearchpath ":$testbindir";;
-	  esac
-	  ;;
-	esac
-	continue
-	;;
-
-      -l*)
-	if test "X$arg" = "X-lc" || test "X$arg" = "X-lm"; then
-	  case $host in
-	  *-*-cygwin* | *-*-mingw* | *-*-pw32* | *-*-beos* | *-cegcc* | *-*-haiku*)
-	    # These systems don't actually have a C or math library (as such)
-	    continue
-	    ;;
-	  *-*-os2*)
-	    # These systems don't actually have a C library (as such)
-	    test "X$arg" = "X-lc" && continue
-	    ;;
-	  *-*-openbsd* | *-*-freebsd* | *-*-dragonfly*)
-	    # Do not include libc due to us having libc/libc_r.
-	    test "X$arg" = "X-lc" && continue
-	    ;;
-	  *-*-rhapsody* | *-*-darwin1.[012])
-	    # Rhapsody C and math libraries are in the System framework
-	    func_append deplibs " System.ltframework"
-	    continue
-	    ;;
-	  *-*-sco3.2v5* | *-*-sco5v6*)
-	    # Causes problems with __ctype
-	    test "X$arg" = "X-lc" && continue
-	    ;;
-	  *-*-sysv4.2uw2* | *-*-sysv5* | *-*-unixware* | *-*-OpenUNIX*)
-	    # Compiler inserts libc in the correct place for threads to work
-	    test "X$arg" = "X-lc" && continue
-	    ;;
-	  esac
-	elif test "X$arg" = "X-lc_r"; then
-	 case $host in
-	 *-*-openbsd* | *-*-freebsd* | *-*-dragonfly*)
-	   # Do not include libc_r directly, use -pthread flag.
-	   continue
-	   ;;
-	 esac
-	fi
-	func_append deplibs " $arg"
-	continue
-	;;
-
-      -module)
-	module=yes
-	continue
-	;;
-
-      # Tru64 UNIX uses -model [arg] to determine the layout of C++
-      # classes, name mangling, and exception handling.
-      # Darwin uses the -arch flag to determine output architecture.
-      -model|-arch|-isysroot|--sysroot)
-	func_append compiler_flags " $arg"
-	func_append compile_command " $arg"
-	func_append finalize_command " $arg"
-	prev=xcompiler
-	continue
-	;;
-
-      -mt|-mthreads|-kthread|-Kthread|-pthread|-pthreads|--thread-safe \
-      |-threads|-fopenmp|-openmp|-mp|-xopenmp|-omp|-qsmp=*)
-	func_append compiler_flags " $arg"
-	func_append compile_command " $arg"
-	func_append finalize_command " $arg"
-	case "$new_inherited_linker_flags " in
-	    *" $arg "*) ;;
-	    * ) func_append new_inherited_linker_flags " $arg" ;;
-	esac
-	continue
-	;;
-
-      -multi_module)
-	single_module="${wl}-multi_module"
-	continue
-	;;
-
-      -no-fast-install)
-	fast_install=no
-	continue
-	;;
-
-      -no-install)
-	case $host in
-	*-*-cygwin* | *-*-mingw* | *-*-pw32* | *-*-os2* | *-*-darwin* | *-cegcc*)
-	  # The PATH hackery in wrapper scripts is required on Windows
-	  # and Darwin in order for the loader to find any dlls it needs.
-	  func_warning "\`-no-install' is ignored for $host"
-	  func_warning "assuming \`-no-fast-install' instead"
-	  fast_install=no
-	  ;;
-	*) no_install=yes ;;
-	esac
-	continue
-	;;
-
-      -no-undefined)
-	allow_undefined=no
-	continue
-	;;
-
-      -objectlist)
-	prev=objectlist
-	continue
-	;;
-
-      -o) prev=output ;;
-
-      -precious-files-regex)
-	prev=precious_regex
-	continue
-	;;
-
-      -release)
-	prev=release
-	continue
-	;;
-
-      -rpath)
-	prev=rpath
-	continue
-	;;
-
-      -R)
-	prev=xrpath
-	continue
-	;;
-
-      -R*)
-	func_stripname '-R' '' "$arg"
-	dir=$func_stripname_result
-	# We need an absolute path.
-	case $dir in
-	[\\/]* | [A-Za-z]:[\\/]*) ;;
-	=*)
-	  func_stripname '=' '' "$dir"
-	  dir=$lt_sysroot$func_stripname_result
-	  ;;
-	*)
-	  func_fatal_error "only absolute run-paths are allowed"
-	  ;;
-	esac
-	case "$xrpath " in
-	*" $dir "*) ;;
-	*) func_append xrpath " $dir" ;;
-	esac
-	continue
-	;;
-
-      -shared)
-	# The effects of -shared are defined in a previous loop.
-	continue
-	;;
-
-      -shrext)
-	prev=shrext
-	continue
-	;;
-
-      -static | -static-libtool-libs)
-	# The effects of -static are defined in a previous loop.
-	# We used to do the same as -all-static on platforms that
-	# didn't have a PIC flag, but the assumption that the effects
-	# would be equivalent was wrong.  It would break on at least
-	# Digital Unix and AIX.
-	continue
-	;;
-
-      -thread-safe)
-	thread_safe=yes
-	continue
-	;;
-
-      -version-info)
-	prev=vinfo
-	continue
-	;;
-
-      -version-number)
-	prev=vinfo
-	vinfo_number=yes
-	continue
-	;;
-
-      -weak)
-        prev=weak
-	continue
-	;;
-
-      -Wc,*)
-	func_stripname '-Wc,' '' "$arg"
-	args=$func_stripname_result
-	arg=
-	save_ifs="$IFS"; IFS=','
-	for flag in $args; do
-	  IFS="$save_ifs"
-          func_quote_for_eval "$flag"
-	  func_append arg " $func_quote_for_eval_result"
-	  func_append compiler_flags " $func_quote_for_eval_result"
-	done
-	IFS="$save_ifs"
-	func_stripname ' ' '' "$arg"
-	arg=$func_stripname_result
-	;;
-
-      -Wl,*)
-	func_stripname '-Wl,' '' "$arg"
-	args=$func_stripname_result
-	arg=
-	save_ifs="$IFS"; IFS=','
-	for flag in $args; do
-	  IFS="$save_ifs"
-          func_quote_for_eval "$flag"
-	  func_append arg " $wl$func_quote_for_eval_result"
-	  func_append compiler_flags " $wl$func_quote_for_eval_result"
-	  func_append linker_flags " $func_quote_for_eval_result"
-	done
-	IFS="$save_ifs"
-	func_stripname ' ' '' "$arg"
-	arg=$func_stripname_result
-	;;
-
-      -Xcompiler)
-	prev=xcompiler
-	continue
-	;;
-
-      -Xlinker)
-	prev=xlinker
-	continue
-	;;
-
-      -XCClinker)
-	prev=xcclinker
-	continue
-	;;
-
-      # -msg_* for osf cc
-      -msg_*)
-	func_quote_for_eval "$arg"
-	arg="$func_quote_for_eval_result"
-	;;
-
-      # Flags to be passed through unchanged, with rationale:
-      # -64, -mips[0-9]      enable 64-bit mode for the SGI compiler
-      # -r[0-9][0-9]*        specify processor for the SGI compiler
-      # -xarch=*, -xtarget=* enable 64-bit mode for the Sun compiler
-      # +DA*, +DD*           enable 64-bit mode for the HP compiler
-      # -q*                  compiler args for the IBM compiler
-      # -m*, -t[45]*, -txscale* architecture-specific flags for GCC
-      # -F/path              path to uninstalled frameworks, gcc on darwin
-      # -p, -pg, --coverage, -fprofile-*  profiling flags for GCC
-      # @file                GCC response files
-      # -tp=*                Portland pgcc target processor selection
-      # --sysroot=*          for sysroot support
-      # -O*, -flto*, -fwhopr*, -fuse-linker-plugin GCC link-time optimization
-      -64|-mips[0-9]|-r[0-9][0-9]*|-xarch=*|-xtarget=*|+DA*|+DD*|-q*|-m*| \
-      -t[45]*|-txscale*|-p|-pg|--coverage|-fprofile-*|-F*|@*|-tp=*|--sysroot=*| \
-      -O*|-flto*|-fwhopr*|-fuse-linker-plugin)
-        func_quote_for_eval "$arg"
-	arg="$func_quote_for_eval_result"
-        func_append compile_command " $arg"
-        func_append finalize_command " $arg"
-        func_append compiler_flags " $arg"
-        continue
-        ;;
-
-      # Some other compiler flag.
-      -* | +*)
-        func_quote_for_eval "$arg"
-	arg="$func_quote_for_eval_result"
-	;;
-
-      *.$objext)
-	# A standard object.
-	func_append objs " $arg"
-	;;
-
-      *.lo)
-	# A libtool-controlled object.
-
-	# Check to see that this really is a libtool object.
-	if func_lalib_unsafe_p "$arg"; then
-	  pic_object=
-	  non_pic_object=
-
-	  # Read the .lo file
-	  func_source "$arg"
-
-	  if test -z "$pic_object" ||
-	     test -z "$non_pic_object" ||
-	     test "$pic_object" = none &&
-	     test "$non_pic_object" = none; then
-	    func_fatal_error "cannot find name of object for \`$arg'"
-	  fi
-
-	  # Extract subdirectory from the argument.
-	  func_dirname "$arg" "/" ""
-	  xdir="$func_dirname_result"
-
-	  if test "$pic_object" != none; then
-	    # Prepend the subdirectory the object is found in.
-	    pic_object="$xdir$pic_object"
-
-	    if test "$prev" = dlfiles; then
-	      if test "$build_libtool_libs" = yes && test "$dlopen_support" = yes; then
-		func_append dlfiles " $pic_object"
-		prev=
-		continue
-	      else
-		# If libtool objects are unsupported, then we need to preload.
-		prev=dlprefiles
-	      fi
-	    fi
-
-	    # CHECK ME:  I think I busted this.  -Ossama
-	    if test "$prev" = dlprefiles; then
-	      # Preload the old-style object.
-	      func_append dlprefiles " $pic_object"
-	      prev=
-	    fi
-
-	    # A PIC object.
-	    func_append libobjs " $pic_object"
-	    arg="$pic_object"
-	  fi
-
-	  # Non-PIC object.
-	  if test "$non_pic_object" != none; then
-	    # Prepend the subdirectory the object is found in.
-	    non_pic_object="$xdir$non_pic_object"
-
-	    # A standard non-PIC object
-	    func_append non_pic_objects " $non_pic_object"
-	    if test -z "$pic_object" || test "$pic_object" = none ; then
-	      arg="$non_pic_object"
-	    fi
-	  else
-	    # If the PIC object exists, use it instead.
-	    # $xdir was prepended to $pic_object above.
-	    non_pic_object="$pic_object"
-	    func_append non_pic_objects " $non_pic_object"
-	  fi
-	else
-	  # Only an error if not doing a dry-run.
-	  if $opt_dry_run; then
-	    # Extract subdirectory from the argument.
-	    func_dirname "$arg" "/" ""
-	    xdir="$func_dirname_result"
-
-	    func_lo2o "$arg"
-	    pic_object=$xdir$objdir/$func_lo2o_result
-	    non_pic_object=$xdir$func_lo2o_result
-	    func_append libobjs " $pic_object"
-	    func_append non_pic_objects " $non_pic_object"
-	  else
-	    func_fatal_error "\`$arg' is not a valid libtool object"
-	  fi
-	fi
-	;;
-
-      *.$libext)
-	# An archive.
-	func_append deplibs " $arg"
-	func_append old_deplibs " $arg"
-	continue
-	;;
-
-      *.la)
-	# A libtool-controlled library.
-
-	func_resolve_sysroot "$arg"
-	if test "$prev" = dlfiles; then
-	  # This library was specified with -dlopen.
-	  func_append dlfiles " $func_resolve_sysroot_result"
-	  prev=
-	elif test "$prev" = dlprefiles; then
-	  # The library was specified with -dlpreopen.
-	  func_append dlprefiles " $func_resolve_sysroot_result"
-	  prev=
-	else
-	  func_append deplibs " $func_resolve_sysroot_result"
-	fi
-	continue
-	;;
-
-      # Some other compiler argument.
-      *)
-	# Unknown arguments in both finalize_command and compile_command need
-	# to be aesthetically quoted because they are evaled later.
-	func_quote_for_eval "$arg"
-	arg="$func_quote_for_eval_result"
-	;;
-      esac # arg
-
-      # Now actually substitute the argument into the commands.
-      if test -n "$arg"; then
-	func_append compile_command " $arg"
-	func_append finalize_command " $arg"
-      fi
-    done # argument parsing loop
-
-    test -n "$prev" && \
-      func_fatal_help "the \`$prevarg' option requires an argument"
-
-    if test "$export_dynamic" = yes && test -n "$export_dynamic_flag_spec"; then
-      eval arg=\"$export_dynamic_flag_spec\"
-      func_append compile_command " $arg"
-      func_append finalize_command " $arg"
-    fi
-
-    oldlibs=
-    # calculate the name of the file, without its directory
-    func_basename "$output"
-    outputname="$func_basename_result"
-    libobjs_save="$libobjs"
-
-    if test -n "$shlibpath_var"; then
-      # get the directories listed in $shlibpath_var
-      eval shlib_search_path=\`\$ECHO \"\${$shlibpath_var}\" \| \$SED \'s/:/ /g\'\`
-    else
-      shlib_search_path=
-    fi
-    eval sys_lib_search_path=\"$sys_lib_search_path_spec\"
-    eval sys_lib_dlsearch_path=\"$sys_lib_dlsearch_path_spec\"
-
-    func_dirname "$output" "/" ""
-    output_objdir="$func_dirname_result$objdir"
-    func_to_tool_file "$output_objdir/"
-    tool_output_objdir=$func_to_tool_file_result
-    # Create the object directory.
-    func_mkdir_p "$output_objdir"
-
-    # Determine the type of output
-    case $output in
-    "")
-      func_fatal_help "you must specify an output file"
-      ;;
-    *.$libext) linkmode=oldlib ;;
-    *.lo | *.$objext) linkmode=obj ;;
-    *.la) linkmode=lib ;;
-    *) linkmode=prog ;; # Anything else should be a program.
-    esac
-
-    specialdeplibs=
-
-    libs=
-    # Find all interdependent deplibs by searching for libraries
-    # that are linked more than once (e.g. -la -lb -la)
-    for deplib in $deplibs; do
-      if $opt_preserve_dup_deps ; then
-	case "$libs " in
-	*" $deplib "*) func_append specialdeplibs " $deplib" ;;
-	esac
-      fi
-      func_append libs " $deplib"
-    done
-
-    if test "$linkmode" = lib; then
-      libs="$predeps $libs $compiler_lib_search_path $postdeps"
-
-      # Compute libraries that are listed more than once in $predeps
-      # $postdeps and mark them as special (i.e., whose duplicates are
-      # not to be eliminated).
-      pre_post_deps=
-      if $opt_duplicate_compiler_generated_deps; then
-	for pre_post_dep in $predeps $postdeps; do
-	  case "$pre_post_deps " in
-	  *" $pre_post_dep "*) func_append specialdeplibs " $pre_post_deps" ;;
-	  esac
-	  func_append pre_post_deps " $pre_post_dep"
-	done
-      fi
-      pre_post_deps=
-    fi
-
-    deplibs=
-    newdependency_libs=
-    newlib_search_path=
-    need_relink=no # whether we're linking any uninstalled libtool libraries
-    notinst_deplibs= # not-installed libtool libraries
-    notinst_path= # paths that contain not-installed libtool libraries
-
-    case $linkmode in
-    lib)
-	passes="conv dlpreopen link"
-	for file in $dlfiles $dlprefiles; do
-	  case $file in
-	  *.la) ;;
-	  *)
-	    func_fatal_help "libraries can \`-dlopen' only libtool libraries: $file"
-	    ;;
-	  esac
-	done
-	;;
-    prog)
-	compile_deplibs=
-	finalize_deplibs=
-	alldeplibs=no
-	newdlfiles=
-	newdlprefiles=
-	passes="conv scan dlopen dlpreopen link"
-	;;
-    *)  passes="conv"
-	;;
-    esac
-
-    for pass in $passes; do
-      # The preopen pass in lib mode reverses $deplibs; put it back here
-      # so that -L comes before libs that need it for instance...
-      if test "$linkmode,$pass" = "lib,link"; then
-	## FIXME: Find the place where the list is rebuilt in the wrong
-	##        order, and fix it there properly
-        tmp_deplibs=
-	for deplib in $deplibs; do
-	  tmp_deplibs="$deplib $tmp_deplibs"
-	done
-	deplibs="$tmp_deplibs"
-      fi
-
-      if test "$linkmode,$pass" = "lib,link" ||
-	 test "$linkmode,$pass" = "prog,scan"; then
-	libs="$deplibs"
-	deplibs=
-      fi
-      if test "$linkmode" = prog; then
-	case $pass in
-	dlopen) libs="$dlfiles" ;;
-	dlpreopen) libs="$dlprefiles" ;;
-	link)
-	  libs="$deplibs %DEPLIBS%"
-	  test "X$link_all_deplibs" != Xno && libs="$libs $dependency_libs"
-	  ;;
-	esac
-      fi
-      if test "$linkmode,$pass" = "lib,dlpreopen"; then
-	# Collect and forward deplibs of preopened libtool libs
-	for lib in $dlprefiles; do
-	  # Ignore non-libtool-libs
-	  dependency_libs=
-	  func_resolve_sysroot "$lib"
-	  case $lib in
-	  *.la)	func_source "$func_resolve_sysroot_result" ;;
-	  esac
-
-	  # Collect preopened libtool deplibs, except any this library
-	  # has declared as weak libs
-	  for deplib in $dependency_libs; do
-	    func_basename "$deplib"
-            deplib_base=$func_basename_result
-	    case " $weak_libs " in
-	    *" $deplib_base "*) ;;
-	    *) func_append deplibs " $deplib" ;;
-	    esac
-	  done
-	done
-	libs="$dlprefiles"
-      fi
-      if test "$pass" = dlopen; then
-	# Collect dlpreopened libraries
-	save_deplibs="$deplibs"
-	deplibs=
-      fi
-
-      for deplib in $libs; do
-	lib=
-	found=no
-	case $deplib in
-	-mt|-mthreads|-kthread|-Kthread|-pthread|-pthreads|--thread-safe \
-        |-threads|-fopenmp|-openmp|-mp|-xopenmp|-omp|-qsmp=*)
-	  if test "$linkmode,$pass" = "prog,link"; then
-	    compile_deplibs="$deplib $compile_deplibs"
-	    finalize_deplibs="$deplib $finalize_deplibs"
-	  else
-	    func_append compiler_flags " $deplib"
-	    if test "$linkmode" = lib ; then
-		case "$new_inherited_linker_flags " in
-		    *" $deplib "*) ;;
-		    * ) func_append new_inherited_linker_flags " $deplib" ;;
-		esac
-	    fi
-	  fi
-	  continue
-	  ;;
-	-l*)
-	  if test "$linkmode" != lib && test "$linkmode" != prog; then
-	    func_warning "\`-l' is ignored for archives/objects"
-	    continue
-	  fi
-	  func_stripname '-l' '' "$deplib"
-	  name=$func_stripname_result
-	  if test "$linkmode" = lib; then
-	    searchdirs="$newlib_search_path $lib_search_path $compiler_lib_search_dirs $sys_lib_search_path $shlib_search_path"
-	  else
-	    searchdirs="$newlib_search_path $lib_search_path $sys_lib_search_path $shlib_search_path"
-	  fi
-	  for searchdir in $searchdirs; do
-	    for search_ext in .la $std_shrext .so .a; do
-	      # Search the libtool library
-	      lib="$searchdir/lib${name}${search_ext}"
-	      if test -f "$lib"; then
-		if test "$search_ext" = ".la"; then
-		  found=yes
-		else
-		  found=no
-		fi
-		break 2
-	      fi
-	    done
-	  done
-	  if test "$found" != yes; then
-	    # deplib doesn't seem to be a libtool library
-	    if test "$linkmode,$pass" = "prog,link"; then
-	      compile_deplibs="$deplib $compile_deplibs"
-	      finalize_deplibs="$deplib $finalize_deplibs"
-	    else
-	      deplibs="$deplib $deplibs"
-	      test "$linkmode" = lib && newdependency_libs="$deplib $newdependency_libs"
-	    fi
-	    continue
-	  else # deplib is a libtool library
-	    # If $allow_libtool_libs_with_static_runtimes && $deplib is a stdlib,
-	    # We need to do some special things here, and not later.
-	    if test "X$allow_libtool_libs_with_static_runtimes" = "Xyes" ; then
-	      case " $predeps $postdeps " in
-	      *" $deplib "*)
-		if func_lalib_p "$lib"; then
-		  library_names=
-		  old_library=
-		  func_source "$lib"
-		  for l in $old_library $library_names; do
-		    ll="$l"
-		  done
-		  if test "X$ll" = "X$old_library" ; then # only static version available
-		    found=no
-		    func_dirname "$lib" "" "."
-		    ladir="$func_dirname_result"
-		    lib=$ladir/$old_library
-		    if test "$linkmode,$pass" = "prog,link"; then
-		      compile_deplibs="$deplib $compile_deplibs"
-		      finalize_deplibs="$deplib $finalize_deplibs"
-		    else
-		      deplibs="$deplib $deplibs"
-		      test "$linkmode" = lib && newdependency_libs="$deplib $newdependency_libs"
-		    fi
-		    continue
-		  fi
-		fi
-		;;
-	      *) ;;
-	      esac
-	    fi
-	  fi
-	  ;; # -l
-	*.ltframework)
-	  if test "$linkmode,$pass" = "prog,link"; then
-	    compile_deplibs="$deplib $compile_deplibs"
-	    finalize_deplibs="$deplib $finalize_deplibs"
-	  else
-	    deplibs="$deplib $deplibs"
-	    if test "$linkmode" = lib ; then
-		case "$new_inherited_linker_flags " in
-		    *" $deplib "*) ;;
-		    * ) func_append new_inherited_linker_flags " $deplib" ;;
-		esac
-	    fi
-	  fi
-	  continue
-	  ;;
-	-L*)
-	  case $linkmode in
-	  lib)
-	    deplibs="$deplib $deplibs"
-	    test "$pass" = conv && continue
-	    newdependency_libs="$deplib $newdependency_libs"
-	    func_stripname '-L' '' "$deplib"
-	    func_resolve_sysroot "$func_stripname_result"
-	    func_append newlib_search_path " $func_resolve_sysroot_result"
-	    ;;
-	  prog)
-	    if test "$pass" = conv; then
-	      deplibs="$deplib $deplibs"
-	      continue
-	    fi
-	    if test "$pass" = scan; then
-	      deplibs="$deplib $deplibs"
-	    else
-	      compile_deplibs="$deplib $compile_deplibs"
-	      finalize_deplibs="$deplib $finalize_deplibs"
-	    fi
-	    func_stripname '-L' '' "$deplib"
-	    func_resolve_sysroot "$func_stripname_result"
-	    func_append newlib_search_path " $func_resolve_sysroot_result"
-	    ;;
-	  *)
-	    func_warning "\`-L' is ignored for archives/objects"
-	    ;;
-	  esac # linkmode
-	  continue
-	  ;; # -L
-	-R*)
-	  if test "$pass" = link; then
-	    func_stripname '-R' '' "$deplib"
-	    func_resolve_sysroot "$func_stripname_result"
-	    dir=$func_resolve_sysroot_result
-	    # Make sure the xrpath contains only unique directories.
-	    case "$xrpath " in
-	    *" $dir "*) ;;
-	    *) func_append xrpath " $dir" ;;
-	    esac
-	  fi
-	  deplibs="$deplib $deplibs"
-	  continue
-	  ;;
-	*.la)
-	  func_resolve_sysroot "$deplib"
-	  lib=$func_resolve_sysroot_result
-	  ;;
-	*.$libext)
-	  if test "$pass" = conv; then
-	    deplibs="$deplib $deplibs"
-	    continue
-	  fi
-	  case $linkmode in
-	  lib)
-	    # Linking convenience modules into shared libraries is allowed,
-	    # but linking other static libraries is non-portable.
-	    case " $dlpreconveniencelibs " in
-	    *" $deplib "*) ;;
-	    *)
-	      valid_a_lib=no
-	      case $deplibs_check_method in
-		match_pattern*)
-		  set dummy $deplibs_check_method; shift
-		  match_pattern_regex=`expr "$deplibs_check_method" : "$1 \(.*\)"`
-		  if eval "\$ECHO \"$deplib\"" 2>/dev/null | $SED 10q \
-		    | $EGREP "$match_pattern_regex" > /dev/null; then
-		    valid_a_lib=yes
-		  fi
-		;;
-		pass_all)
-		  valid_a_lib=yes
-		;;
-	      esac
-	      if test "$valid_a_lib" != yes; then
-		echo
-		$ECHO "*** Warning: Trying to link with static lib archive $deplib."
-		echo "*** I have the capability to make that library automatically link in when"
-		echo "*** you link to this library.  But I can only do this if you have a"
-		echo "*** shared version of the library, which you do not appear to have"
-		echo "*** because the file extensions .$libext of this argument makes me believe"
-		echo "*** that it is just a static archive that I should not use here."
-	      else
-		echo
-		$ECHO "*** Warning: Linking the shared library $output against the"
-		$ECHO "*** static library $deplib is not portable!"
-		deplibs="$deplib $deplibs"
-	      fi
-	      ;;
-	    esac
-	    continue
-	    ;;
-	  prog)
-	    if test "$pass" != link; then
-	      deplibs="$deplib $deplibs"
-	    else
-	      compile_deplibs="$deplib $compile_deplibs"
-	      finalize_deplibs="$deplib $finalize_deplibs"
-	    fi
-	    continue
-	    ;;
-	  esac # linkmode
-	  ;; # *.$libext
-	*.lo | *.$objext)
-	  if test "$pass" = conv; then
-	    deplibs="$deplib $deplibs"
-	  elif test "$linkmode" = prog; then
-	    if test "$pass" = dlpreopen || test "$dlopen_support" != yes || test "$build_libtool_libs" = no; then
-	      # If there is no dlopen support or we're linking statically,
-	      # we need to preload.
-	      func_append newdlprefiles " $deplib"
-	      compile_deplibs="$deplib $compile_deplibs"
-	      finalize_deplibs="$deplib $finalize_deplibs"
-	    else
-	      func_append newdlfiles " $deplib"
-	    fi
-	  fi
-	  continue
-	  ;;
-	%DEPLIBS%)
-	  alldeplibs=yes
-	  continue
-	  ;;
-	esac # case $deplib
-
-	if test "$found" = yes || test -f "$lib"; then :
-	else
-	  func_fatal_error "cannot find the library \`$lib' or unhandled argument \`$deplib'"
-	fi
-
-	# Check to see that this really is a libtool archive.
-	func_lalib_unsafe_p "$lib" \
-	  || func_fatal_error "\`$lib' is not a valid libtool archive"
-
-	func_dirname "$lib" "" "."
-	ladir="$func_dirname_result"
-
-	dlname=
-	dlopen=
-	dlpreopen=
-	libdir=
-	library_names=
-	old_library=
-	inherited_linker_flags=
-	# If the library was installed with an old release of libtool,
-	# it will not redefine variables installed, or shouldnotlink
-	installed=yes
-	shouldnotlink=no
-	avoidtemprpath=
-
-
-	# Read the .la file
-	func_source "$lib"
-
-	# Convert "-framework foo" to "foo.ltframework"
-	if test -n "$inherited_linker_flags"; then
-	  tmp_inherited_linker_flags=`$ECHO "$inherited_linker_flags" | $SED 's/-framework \([^ $]*\)/\1.ltframework/g'`
-	  for tmp_inherited_linker_flag in $tmp_inherited_linker_flags; do
-	    case " $new_inherited_linker_flags " in
-	      *" $tmp_inherited_linker_flag "*) ;;
-	      *) func_append new_inherited_linker_flags " $tmp_inherited_linker_flag";;
-	    esac
-	  done
-	fi
-	dependency_libs=`$ECHO " $dependency_libs" | $SED 's% \([^ $]*\).ltframework% -framework \1%g'`
-	if test "$linkmode,$pass" = "lib,link" ||
-	   test "$linkmode,$pass" = "prog,scan" ||
-	   { test "$linkmode" != prog && test "$linkmode" != lib; }; then
-	  test -n "$dlopen" && func_append dlfiles " $dlopen"
-	  test -n "$dlpreopen" && func_append dlprefiles " $dlpreopen"
-	fi
-
-	if test "$pass" = conv; then
-	  # Only check for convenience libraries
-	  deplibs="$lib $deplibs"
-	  if test -z "$libdir"; then
-	    if test -z "$old_library"; then
-	      func_fatal_error "cannot find name of link library for \`$lib'"
-	    fi
-	    # It is a libtool convenience library, so add in its objects.
-	    func_append convenience " $ladir/$objdir/$old_library"
-	    func_append old_convenience " $ladir/$objdir/$old_library"
-	    tmp_libs=
-	    for deplib in $dependency_libs; do
-	      deplibs="$deplib $deplibs"
-	      if $opt_preserve_dup_deps ; then
-		case "$tmp_libs " in
-		*" $deplib "*) func_append specialdeplibs " $deplib" ;;
-		esac
-	      fi
-	      func_append tmp_libs " $deplib"
-	    done
-	  elif test "$linkmode" != prog && test "$linkmode" != lib; then
-	    func_fatal_error "\`$lib' is not a convenience library"
-	  fi
-	  continue
-	fi # $pass = conv
-
-
-	# Get the name of the library we link against.
-	linklib=
-	if test -n "$old_library" &&
-	   { test "$prefer_static_libs" = yes ||
-	     test "$prefer_static_libs,$installed" = "built,no"; }; then
-	  linklib=$old_library
-	else
-	  for l in $old_library $library_names; do
-	    linklib="$l"
-	  done
-	fi
-	if test -z "$linklib"; then
-	  func_fatal_error "cannot find name of link library for \`$lib'"
-	fi
-
-	# This library was specified with -dlopen.
-	if test "$pass" = dlopen; then
-	  if test -z "$libdir"; then
-	    func_fatal_error "cannot -dlopen a convenience library: \`$lib'"
-	  fi
-	  if test -z "$dlname" ||
-	     test "$dlopen_support" != yes ||
-	     test "$build_libtool_libs" = no; then
-	    # If there is no dlname, no dlopen support or we're linking
-	    # statically, we need to preload.  We also need to preload any
-	    # dependent libraries so libltdl's deplib preloader doesn't
-	    # bomb out in the load deplibs phase.
-	    func_append dlprefiles " $lib $dependency_libs"
-	  else
-	    func_append newdlfiles " $lib"
-	  fi
-	  continue
-	fi # $pass = dlopen
-
-	# We need an absolute path.
-	case $ladir in
-	[\\/]* | [A-Za-z]:[\\/]*) abs_ladir="$ladir" ;;
-	*)
-	  abs_ladir=`cd "$ladir" && pwd`
-	  if test -z "$abs_ladir"; then
-	    func_warning "cannot determine absolute directory name of \`$ladir'"
-	    func_warning "passing it literally to the linker, although it might fail"
-	    abs_ladir="$ladir"
-	  fi
-	  ;;
-	esac
-	func_basename "$lib"
-	laname="$func_basename_result"
-
-	# Find the relevant object directory and library name.
-	if test "X$installed" = Xyes; then
-	  if test ! -f "$lt_sysroot$libdir/$linklib" && test -f "$abs_ladir/$linklib"; then
-	    func_warning "library \`$lib' was moved."
-	    dir="$ladir"
-	    absdir="$abs_ladir"
-	    libdir="$abs_ladir"
-	  else
-	    dir="$lt_sysroot$libdir"
-	    absdir="$lt_sysroot$libdir"
-	  fi
-	  test "X$hardcode_automatic" = Xyes && avoidtemprpath=yes
-	else
-	  if test ! -f "$ladir/$objdir/$linklib" && test -f "$abs_ladir/$linklib"; then
-	    dir="$ladir"
-	    absdir="$abs_ladir"
-	    # Remove this search path later
-	    func_append notinst_path " $abs_ladir"
-	  else
-	    dir="$ladir/$objdir"
-	    absdir="$abs_ladir/$objdir"
-	    # Remove this search path later
-	    func_append notinst_path " $abs_ladir"
-	  fi
-	fi # $installed = yes
-	func_stripname 'lib' '.la' "$laname"
-	name=$func_stripname_result
-
-	# This library was specified with -dlpreopen.
-	if test "$pass" = dlpreopen; then
-	  if test -z "$libdir" && test "$linkmode" = prog; then
-	    func_fatal_error "only libraries may -dlpreopen a convenience library: \`$lib'"
-	  fi
-	  case "$host" in
-	    # special handling for platforms with PE-DLLs.
-	    *cygwin* | *mingw* | *cegcc* )
-	      # Linker will automatically link against shared library if both
-	      # static and shared are present.  Therefore, ensure we extract
-	      # symbols from the import library if a shared library is present
-	      # (otherwise, the dlopen module name will be incorrect).  We do
-	      # this by putting the import library name into $newdlprefiles.
-	      # We recover the dlopen module name by 'saving' the la file
-	      # name in a special purpose variable, and (later) extracting the
-	      # dlname from the la file.
-	      if test -n "$dlname"; then
-	        func_tr_sh "$dir/$linklib"
-	        eval "libfile_$func_tr_sh_result=\$abs_ladir/\$laname"
-	        func_append newdlprefiles " $dir/$linklib"
-	      else
-	        func_append newdlprefiles " $dir/$old_library"
-	        # Keep a list of preopened convenience libraries to check
-	        # that they are being used correctly in the link pass.
-	        test -z "$libdir" && \
-	          func_append dlpreconveniencelibs " $dir/$old_library"
-	      fi
-	    ;;
-	    * )
-	      # Prefer using a static library (so that no silly _DYNAMIC symbols
-	      # are required to link).
-	      if test -n "$old_library"; then
-	        func_append newdlprefiles " $dir/$old_library"
-	        # Keep a list of preopened convenience libraries to check
-	        # that they are being used correctly in the link pass.
-	        test -z "$libdir" && \
-	          func_append dlpreconveniencelibs " $dir/$old_library"
-	      # Otherwise, use the dlname, so that lt_dlopen finds it.
-	      elif test -n "$dlname"; then
-	        func_append newdlprefiles " $dir/$dlname"
-	      else
-	        func_append newdlprefiles " $dir/$linklib"
-	      fi
-	    ;;
-	  esac
-	fi # $pass = dlpreopen
-
-	if test -z "$libdir"; then
-	  # Link the convenience library
-	  if test "$linkmode" = lib; then
-	    deplibs="$dir/$old_library $deplibs"
-	  elif test "$linkmode,$pass" = "prog,link"; then
-	    compile_deplibs="$dir/$old_library $compile_deplibs"
-	    finalize_deplibs="$dir/$old_library $finalize_deplibs"
-	  else
-	    deplibs="$lib $deplibs" # used for prog,scan pass
-	  fi
-	  continue
-	fi
-
-
-	if test "$linkmode" = prog && test "$pass" != link; then
-	  func_append newlib_search_path " $ladir"
-	  deplibs="$lib $deplibs"
-
-	  linkalldeplibs=no
-	  if test "$link_all_deplibs" != no || test -z "$library_names" ||
-	     test "$build_libtool_libs" = no; then
-	    linkalldeplibs=yes
-	  fi
-
-	  tmp_libs=
-	  for deplib in $dependency_libs; do
-	    case $deplib in
-	    -L*) func_stripname '-L' '' "$deplib"
-	         func_resolve_sysroot "$func_stripname_result"
-	         func_append newlib_search_path " $func_resolve_sysroot_result"
-		 ;;
-	    esac
-	    # Need to link against all dependency_libs?
-	    if test "$linkalldeplibs" = yes; then
-	      deplibs="$deplib $deplibs"
-	    else
-	      # Need to hardcode shared library paths
-	      # or/and link against static libraries
-	      newdependency_libs="$deplib $newdependency_libs"
-	    fi
-	    if $opt_preserve_dup_deps ; then
-	      case "$tmp_libs " in
-	      *" $deplib "*) func_append specialdeplibs " $deplib" ;;
-	      esac
-	    fi
-	    func_append tmp_libs " $deplib"
-	  done # for deplib
-	  continue
-	fi # $linkmode = prog...
-
-	if test "$linkmode,$pass" = "prog,link"; then
-	  if test -n "$library_names" &&
-	     { { test "$prefer_static_libs" = no ||
-	         test "$prefer_static_libs,$installed" = "built,yes"; } ||
-	       test -z "$old_library"; }; then
-	    # We need to hardcode the library path
-	    if test -n "$shlibpath_var" && test -z "$avoidtemprpath" ; then
-	      # Make sure the rpath contains only unique directories.
-	      case "$temp_rpath:" in
-	      *"$absdir:"*) ;;
-	      *) func_append temp_rpath "$absdir:" ;;
-	      esac
-	    fi
-
-	    # Hardcode the library path.
-	    # Skip directories that are in the system default run-time
-	    # search path.
-	    case " $sys_lib_dlsearch_path " in
-	    *" $absdir "*) ;;
-	    *)
-	      case "$compile_rpath " in
-	      *" $absdir "*) ;;
-	      *) func_append compile_rpath " $absdir" ;;
-	      esac
-	      ;;
-	    esac
-	    case " $sys_lib_dlsearch_path " in
-	    *" $libdir "*) ;;
-	    *)
-	      case "$finalize_rpath " in
-	      *" $libdir "*) ;;
-	      *) func_append finalize_rpath " $libdir" ;;
-	      esac
-	      ;;
-	    esac
-	  fi # $linkmode,$pass = prog,link...
-
-	  if test "$alldeplibs" = yes &&
-	     { test "$deplibs_check_method" = pass_all ||
-	       { test "$build_libtool_libs" = yes &&
-		 test -n "$library_names"; }; }; then
-	    # We only need to search for static libraries
-	    continue
-	  fi
-	fi
-
-	link_static=no # Whether the deplib will be linked statically
-	use_static_libs=$prefer_static_libs
-	if test "$use_static_libs" = built && test "$installed" = yes; then
-	  use_static_libs=no
-	fi
-	if test -n "$library_names" &&
-	   { test "$use_static_libs" = no || test -z "$old_library"; }; then
-	  case $host in
-	  *cygwin* | *mingw* | *cegcc*)
-	      # No point in relinking DLLs because paths are not encoded
-	      func_append notinst_deplibs " $lib"
-	      need_relink=no
-	    ;;
-	  *)
-	    if test "$installed" = no; then
-	      func_append notinst_deplibs " $lib"
-	      need_relink=yes
-	    fi
-	    ;;
-	  esac
-	  # This is a shared library
-
-	  # Warn about portability, can't link against -module's on some
-	  # systems (darwin).  Don't bleat about dlopened modules though!
-	  dlopenmodule=""
-	  for dlpremoduletest in $dlprefiles; do
-	    if test "X$dlpremoduletest" = "X$lib"; then
-	      dlopenmodule="$dlpremoduletest"
-	      break
-	    fi
-	  done
-	  if test -z "$dlopenmodule" && test "$shouldnotlink" = yes && test "$pass" = link; then
-	    echo
-	    if test "$linkmode" = prog; then
-	      $ECHO "*** Warning: Linking the executable $output against the loadable module"
-	    else
-	      $ECHO "*** Warning: Linking the shared library $output against the loadable module"
-	    fi
-	    $ECHO "*** $linklib is not portable!"
-	  fi
-	  if test "$linkmode" = lib &&
-	     test "$hardcode_into_libs" = yes; then
-	    # Hardcode the library path.
-	    # Skip directories that are in the system default run-time
-	    # search path.
-	    case " $sys_lib_dlsearch_path " in
-	    *" $absdir "*) ;;
-	    *)
-	      case "$compile_rpath " in
-	      *" $absdir "*) ;;
-	      *) func_append compile_rpath " $absdir" ;;
-	      esac
-	      ;;
-	    esac
-	    case " $sys_lib_dlsearch_path " in
-	    *" $libdir "*) ;;
-	    *)
-	      case "$finalize_rpath " in
-	      *" $libdir "*) ;;
-	      *) func_append finalize_rpath " $libdir" ;;
-	      esac
-	      ;;
-	    esac
-	  fi
-
-	  if test -n "$old_archive_from_expsyms_cmds"; then
-	    # figure out the soname
-	    set dummy $library_names
-	    shift
-	    realname="$1"
-	    shift
-	    libname=`eval "\\$ECHO \"$libname_spec\""`
-	    # use dlname if we got it. it's perfectly good, no?
-	    if test -n "$dlname"; then
-	      soname="$dlname"
-	    elif test -n "$soname_spec"; then
-	      # bleh windows
-	      case $host in
-	      *cygwin* | mingw* | *cegcc*)
-	        func_arith $current - $age
-		major=$func_arith_result
-		versuffix="-$major"
-		;;
-	      esac
-	      eval soname=\"$soname_spec\"
-	    else
-	      soname="$realname"
-	    fi
-
-	    # Make a new name for the extract_expsyms_cmds to use
-	    soroot="$soname"
-	    func_basename "$soroot"
-	    soname="$func_basename_result"
-	    func_stripname 'lib' '.dll' "$soname"
-	    newlib=libimp-$func_stripname_result.a
-
-	    # If the library has no export list, then create one now
-	    if test -f "$output_objdir/$soname-def"; then :
-	    else
-	      func_verbose "extracting exported symbol list from \`$soname'"
-	      func_execute_cmds "$extract_expsyms_cmds" 'exit $?'
-	    fi
-
-	    # Create $newlib
-	    if test -f "$output_objdir/$newlib"; then :; else
-	      func_verbose "generating import library for \`$soname'"
-	      func_execute_cmds "$old_archive_from_expsyms_cmds" 'exit $?'
-	    fi
-	    # make sure the library variables are pointing to the new library
-	    dir=$output_objdir
-	    linklib=$newlib
-	  fi # test -n "$old_archive_from_expsyms_cmds"
-
-	  if test "$linkmode" = prog || test "$opt_mode" != relink; then
-	    add_shlibpath=
-	    add_dir=
-	    add=
-	    lib_linked=yes
-	    case $hardcode_action in
-	    immediate | unsupported)
-	      if test "$hardcode_direct" = no; then
-		add="$dir/$linklib"
-		case $host in
-		  *-*-sco3.2v5.0.[024]*) add_dir="-L$dir" ;;
-		  *-*-sysv4*uw2*) add_dir="-L$dir" ;;
-		  *-*-sysv5OpenUNIX* | *-*-sysv5UnixWare7.[01].[10]* | \
-		    *-*-unixware7*) add_dir="-L$dir" ;;
-		  *-*-darwin* )
-		    # if the lib is a (non-dlopened) module then we can not
-		    # link against it, someone is ignoring the earlier warnings
-		    if /usr/bin/file -L $add 2> /dev/null |
-			 $GREP ": [^:]* bundle" >/dev/null ; then
-		      if test "X$dlopenmodule" != "X$lib"; then
-			$ECHO "*** Warning: lib $linklib is a module, not a shared library"
-			if test -z "$old_library" ; then
-			  echo
-			  echo "*** And there doesn't seem to be a static archive available"
-			  echo "*** The link will probably fail, sorry"
-			else
-			  add="$dir/$old_library"
-			fi
-		      elif test -n "$old_library"; then
-			add="$dir/$old_library"
-		      fi
-		    fi
-		esac
-	      elif test "$hardcode_minus_L" = no; then
-		case $host in
-		*-*-sunos*) add_shlibpath="$dir" ;;
-		esac
-		add_dir="-L$dir"
-		add="-l$name"
-	      elif test "$hardcode_shlibpath_var" = no; then
-		add_shlibpath="$dir"
-		add="-l$name"
-	      else
-		lib_linked=no
-	      fi
-	      ;;
-	    relink)
-	      if test "$hardcode_direct" = yes &&
-	         test "$hardcode_direct_absolute" = no; then
-		add="$dir/$linklib"
-	      elif test "$hardcode_minus_L" = yes; then
-		add_dir="-L$absdir"
-		# Try looking first in the location we're being installed to.
-		if test -n "$inst_prefix_dir"; then
-		  case $libdir in
-		    [\\/]*)
-		      func_append add_dir " -L$inst_prefix_dir$libdir"
-		      ;;
-		  esac
-		fi
-		add="-l$name"
-	      elif test "$hardcode_shlibpath_var" = yes; then
-		add_shlibpath="$dir"
-		add="-l$name"
-	      else
-		lib_linked=no
-	      fi
-	      ;;
-	    *) lib_linked=no ;;
-	    esac
-
-	    if test "$lib_linked" != yes; then
-	      func_fatal_configuration "unsupported hardcode properties"
-	    fi
-
-	    if test -n "$add_shlibpath"; then
-	      case :$compile_shlibpath: in
-	      *":$add_shlibpath:"*) ;;
-	      *) func_append compile_shlibpath "$add_shlibpath:" ;;
-	      esac
-	    fi
-	    if test "$linkmode" = prog; then
-	      test -n "$add_dir" && compile_deplibs="$add_dir $compile_deplibs"
-	      test -n "$add" && compile_deplibs="$add $compile_deplibs"
-	    else
-	      test -n "$add_dir" && deplibs="$add_dir $deplibs"
-	      test -n "$add" && deplibs="$add $deplibs"
-	      if test "$hardcode_direct" != yes &&
-		 test "$hardcode_minus_L" != yes &&
-		 test "$hardcode_shlibpath_var" = yes; then
-		case :$finalize_shlibpath: in
-		*":$libdir:"*) ;;
-		*) func_append finalize_shlibpath "$libdir:" ;;
-		esac
-	      fi
-	    fi
-	  fi
-
-	  if test "$linkmode" = prog || test "$opt_mode" = relink; then
-	    add_shlibpath=
-	    add_dir=
-	    add=
-	    # Finalize command for both is simple: just hardcode it.
-	    if test "$hardcode_direct" = yes &&
-	       test "$hardcode_direct_absolute" = no; then
-	      add="$libdir/$linklib"
-	    elif test "$hardcode_minus_L" = yes; then
-	      add_dir="-L$libdir"
-	      add="-l$name"
-	    elif test "$hardcode_shlibpath_var" = yes; then
-	      case :$finalize_shlibpath: in
-	      *":$libdir:"*) ;;
-	      *) func_append finalize_shlibpath "$libdir:" ;;
-	      esac
-	      add="-l$name"
-	    elif test "$hardcode_automatic" = yes; then
-	      if test -n "$inst_prefix_dir" &&
-		 test -f "$inst_prefix_dir$libdir/$linklib" ; then
-		add="$inst_prefix_dir$libdir/$linklib"
-	      else
-		add="$libdir/$linklib"
-	      fi
-	    else
-	      # We cannot seem to hardcode it, guess we'll fake it.
-	      add_dir="-L$libdir"
-	      # Try looking first in the location we're being installed to.
-	      if test -n "$inst_prefix_dir"; then
-		case $libdir in
-		  [\\/]*)
-		    func_append add_dir " -L$inst_prefix_dir$libdir"
-		    ;;
-		esac
-	      fi
-	      add="-l$name"
-	    fi
-
-	    if test "$linkmode" = prog; then
-	      test -n "$add_dir" && finalize_deplibs="$add_dir $finalize_deplibs"
-	      test -n "$add" && finalize_deplibs="$add $finalize_deplibs"
-	    else
-	      test -n "$add_dir" && deplibs="$add_dir $deplibs"
-	      test -n "$add" && deplibs="$add $deplibs"
-	    fi
-	  fi
-	elif test "$linkmode" = prog; then
-	  # Here we assume that one of hardcode_direct or hardcode_minus_L
-	  # is not unsupported.  This is valid on all known static and
-	  # shared platforms.
-	  if test "$hardcode_direct" != unsupported; then
-	    test -n "$old_library" && linklib="$old_library"
-	    compile_deplibs="$dir/$linklib $compile_deplibs"
-	    finalize_deplibs="$dir/$linklib $finalize_deplibs"
-	  else
-	    compile_deplibs="-l$name -L$dir $compile_deplibs"
-	    finalize_deplibs="-l$name -L$dir $finalize_deplibs"
-	  fi
-	elif test "$build_libtool_libs" = yes; then
-	  # Not a shared library
-	  if test "$deplibs_check_method" != pass_all; then
-	    # We're trying link a shared library against a static one
-	    # but the system doesn't support it.
-
-	    # Just print a warning and add the library to dependency_libs so
-	    # that the program can be linked against the static library.
-	    echo
-	    $ECHO "*** Warning: This system can not link to static lib archive $lib."
-	    echo "*** I have the capability to make that library automatically link in when"
-	    echo "*** you link to this library.  But I can only do this if you have a"
-	    echo "*** shared version of the library, which you do not appear to have."
-	    if test "$module" = yes; then
-	      echo "*** But as you try to build a module library, libtool will still create "
-	      echo "*** a static module, that should work as long as the dlopening application"
-	      echo "*** is linked with the -dlopen flag to resolve symbols at runtime."
-	      if test -z "$global_symbol_pipe"; then
-		echo
-		echo "*** However, this would only work if libtool was able to extract symbol"
-		echo "*** lists from a program, using \`nm' or equivalent, but libtool could"
-		echo "*** not find such a program.  So, this module is probably useless."
-		echo "*** \`nm' from GNU binutils and a full rebuild may help."
-	      fi
-	      if test "$build_old_libs" = no; then
-		build_libtool_libs=module
-		build_old_libs=yes
-	      else
-		build_libtool_libs=no
-	      fi
-	    fi
-	  else
-	    deplibs="$dir/$old_library $deplibs"
-	    link_static=yes
-	  fi
-	fi # link shared/static library?
-
-	if test "$linkmode" = lib; then
-	  if test -n "$dependency_libs" &&
-	     { test "$hardcode_into_libs" != yes ||
-	       test "$build_old_libs" = yes ||
-	       test "$link_static" = yes; }; then
-	    # Extract -R from dependency_libs
-	    temp_deplibs=
-	    for libdir in $dependency_libs; do
-	      case $libdir in
-	      -R*) func_stripname '-R' '' "$libdir"
-	           temp_xrpath=$func_stripname_result
-		   case " $xrpath " in
-		   *" $temp_xrpath "*) ;;
-		   *) func_append xrpath " $temp_xrpath";;
-		   esac;;
-	      *) func_append temp_deplibs " $libdir";;
-	      esac
-	    done
-	    dependency_libs="$temp_deplibs"
-	  fi
-
-	  func_append newlib_search_path " $absdir"
-	  # Link against this library
-	  test "$link_static" = no && newdependency_libs="$abs_ladir/$laname $newdependency_libs"
-	  # ... and its dependency_libs
-	  tmp_libs=
-	  for deplib in $dependency_libs; do
-	    newdependency_libs="$deplib $newdependency_libs"
-	    case $deplib in
-              -L*) func_stripname '-L' '' "$deplib"
-                   func_resolve_sysroot "$func_stripname_result";;
-              *) func_resolve_sysroot "$deplib" ;;
-            esac
-	    if $opt_preserve_dup_deps ; then
-	      case "$tmp_libs " in
-	      *" $func_resolve_sysroot_result "*)
-                func_append specialdeplibs " $func_resolve_sysroot_result" ;;
-	      esac
-	    fi
-	    func_append tmp_libs " $func_resolve_sysroot_result"
-	  done
-
-	  if test "$link_all_deplibs" != no; then
-	    # Add the search paths of all dependency libraries
-	    for deplib in $dependency_libs; do
-	      path=
-	      case $deplib in
-	      -L*) path="$deplib" ;;
-	      *.la)
-	        func_resolve_sysroot "$deplib"
-	        deplib=$func_resolve_sysroot_result
-	        func_dirname "$deplib" "" "."
-		dir=$func_dirname_result
-		# We need an absolute path.
-		case $dir in
-		[\\/]* | [A-Za-z]:[\\/]*) absdir="$dir" ;;
-		*)
-		  absdir=`cd "$dir" && pwd`
-		  if test -z "$absdir"; then
-		    func_warning "cannot determine absolute directory name of \`$dir'"
-		    absdir="$dir"
-		  fi
-		  ;;
-		esac
-		if $GREP "^installed=no" $deplib > /dev/null; then
-		case $host in
-		*-*-darwin*)
-		  depdepl=
-		  eval deplibrary_names=`${SED} -n -e 's/^library_names=\(.*\)$/\1/p' $deplib`
-		  if test -n "$deplibrary_names" ; then
-		    for tmp in $deplibrary_names ; do
-		      depdepl=$tmp
-		    done
-		    if test -f "$absdir/$objdir/$depdepl" ; then
-		      depdepl="$absdir/$objdir/$depdepl"
-		      darwin_install_name=`${OTOOL} -L $depdepl | awk '{if (NR == 2) {print $1;exit}}'`
-                      if test -z "$darwin_install_name"; then
-                          darwin_install_name=`${OTOOL64} -L $depdepl  | awk '{if (NR == 2) {print $1;exit}}'`
-                      fi
-		      func_append compiler_flags " ${wl}-dylib_file ${wl}${darwin_install_name}:${depdepl}"
-		      func_append linker_flags " -dylib_file ${darwin_install_name}:${depdepl}"
-		      path=
-		    fi
-		  fi
-		  ;;
-		*)
-		  path="-L$absdir/$objdir"
-		  ;;
-		esac
-		else
-		  eval libdir=`${SED} -n -e 's/^libdir=\(.*\)$/\1/p' $deplib`
-		  test -z "$libdir" && \
-		    func_fatal_error "\`$deplib' is not a valid libtool archive"
-		  test "$absdir" != "$libdir" && \
-		    func_warning "\`$deplib' seems to be moved"
-
-		  path="-L$absdir"
-		fi
-		;;
-	      esac
-	      case " $deplibs " in
-	      *" $path "*) ;;
-	      *) deplibs="$path $deplibs" ;;
-	      esac
-	    done
-	  fi # link_all_deplibs != no
-	fi # linkmode = lib
-      done # for deplib in $libs
-      if test "$pass" = link; then
-	if test "$linkmode" = "prog"; then
-	  compile_deplibs="$new_inherited_linker_flags $compile_deplibs"
-	  finalize_deplibs="$new_inherited_linker_flags $finalize_deplibs"
-	else
-	  compiler_flags="$compiler_flags "`$ECHO " $new_inherited_linker_flags" | $SED 's% \([^ $]*\).ltframework% -framework \1%g'`
-	fi
-      fi
-      dependency_libs="$newdependency_libs"
-      if test "$pass" = dlpreopen; then
-	# Link the dlpreopened libraries before other libraries
-	for deplib in $save_deplibs; do
-	  deplibs="$deplib $deplibs"
-	done
-      fi
-      if test "$pass" != dlopen; then
-	if test "$pass" != conv; then
-	  # Make sure lib_search_path contains only unique directories.
-	  lib_search_path=
-	  for dir in $newlib_search_path; do
-	    case "$lib_search_path " in
-	    *" $dir "*) ;;
-	    *) func_append lib_search_path " $dir" ;;
-	    esac
-	  done
-	  newlib_search_path=
-	fi
-
-	if test "$linkmode,$pass" != "prog,link"; then
-	  vars="deplibs"
-	else
-	  vars="compile_deplibs finalize_deplibs"
-	fi
-	for var in $vars dependency_libs; do
-	  # Add libraries to $var in reverse order
-	  eval tmp_libs=\"\$$var\"
-	  new_libs=
-	  for deplib in $tmp_libs; do
-	    # FIXME: Pedantically, this is the right thing to do, so
-	    #        that some nasty dependency loop isn't accidentally
-	    #        broken:
-	    #new_libs="$deplib $new_libs"
-	    # Pragmatically, this seems to cause very few problems in
-	    # practice:
-	    case $deplib in
-	    -L*) new_libs="$deplib $new_libs" ;;
-	    -R*) ;;
-	    *)
-	      # And here is the reason: when a library appears more
-	      # than once as an explicit dependence of a library, or
-	      # is implicitly linked in more than once by the
-	      # compiler, it is considered special, and multiple
-	      # occurrences thereof are not removed.  Compare this
-	      # with having the same library being listed as a
-	      # dependency of multiple other libraries: in this case,
-	      # we know (pedantically, we assume) the library does not
-	      # need to be listed more than once, so we keep only the
-	      # last copy.  This is not always right, but it is rare
-	      # enough that we require users that really mean to play
-	      # such unportable linking tricks to link the library
-	      # using -Wl,-lname, so that libtool does not consider it
-	      # for duplicate removal.
-	      case " $specialdeplibs " in
-	      *" $deplib "*) new_libs="$deplib $new_libs" ;;
-	      *)
-		case " $new_libs " in
-		*" $deplib "*) ;;
-		*) new_libs="$deplib $new_libs" ;;
-		esac
-		;;
-	      esac
-	      ;;
-	    esac
-	  done
-	  tmp_libs=
-	  for deplib in $new_libs; do
-	    case $deplib in
-	    -L*)
-	      case " $tmp_libs " in
-	      *" $deplib "*) ;;
-	      *) func_append tmp_libs " $deplib" ;;
-	      esac
-	      ;;
-	    *) func_append tmp_libs " $deplib" ;;
-	    esac
-	  done
-	  eval $var=\"$tmp_libs\"
-	done # for var
-      fi
-      # Last step: remove runtime libs from dependency_libs
-      # (they stay in deplibs)
-      tmp_libs=
-      for i in $dependency_libs ; do
-	case " $predeps $postdeps $compiler_lib_search_path " in
-	*" $i "*)
-	  i=""
-	  ;;
-	esac
-	if test -n "$i" ; then
-	  func_append tmp_libs " $i"
-	fi
-      done
-      dependency_libs=$tmp_libs
-    done # for pass
-    if test "$linkmode" = prog; then
-      dlfiles="$newdlfiles"
-    fi
-    if test "$linkmode" = prog || test "$linkmode" = lib; then
-      dlprefiles="$newdlprefiles"
-    fi
-
-    case $linkmode in
-    oldlib)
-      if test -n "$dlfiles$dlprefiles" || test "$dlself" != no; then
-	func_warning "\`-dlopen' is ignored for archives"
-      fi
-
-      case " $deplibs" in
-      *\ -l* | *\ -L*)
-	func_warning "\`-l' and \`-L' are ignored for archives" ;;
-      esac
-
-      test -n "$rpath" && \
-	func_warning "\`-rpath' is ignored for archives"
-
-      test -n "$xrpath" && \
-	func_warning "\`-R' is ignored for archives"
-
-      test -n "$vinfo" && \
-	func_warning "\`-version-info/-version-number' is ignored for archives"
-
-      test -n "$release" && \
-	func_warning "\`-release' is ignored for archives"
-
-      test -n "$export_symbols$export_symbols_regex" && \
-	func_warning "\`-export-symbols' is ignored for archives"
-
-      # Now set the variables for building old libraries.
-      build_libtool_libs=no
-      oldlibs="$output"
-      func_append objs "$old_deplibs"
-      ;;
-
-    lib)
-      # Make sure we only generate libraries of the form `libNAME.la'.
-      case $outputname in
-      lib*)
-	func_stripname 'lib' '.la' "$outputname"
-	name=$func_stripname_result
-	eval shared_ext=\"$shrext_cmds\"
-	eval libname=\"$libname_spec\"
-	;;
-      *)
-	test "$module" = no && \
-	  func_fatal_help "libtool library \`$output' must begin with \`lib'"
-
-	if test "$need_lib_prefix" != no; then
-	  # Add the "lib" prefix for modules if required
-	  func_stripname '' '.la' "$outputname"
-	  name=$func_stripname_result
-	  eval shared_ext=\"$shrext_cmds\"
-	  eval libname=\"$libname_spec\"
-	else
-	  func_stripname '' '.la' "$outputname"
-	  libname=$func_stripname_result
-	fi
-	;;
-      esac
-
-      if test -n "$objs"; then
-	if test "$deplibs_check_method" != pass_all; then
-	  func_fatal_error "cannot build libtool library \`$output' from non-libtool objects on this host:$objs"
-	else
-	  echo
-	  $ECHO "*** Warning: Linking the shared library $output against the non-libtool"
-	  $ECHO "*** objects $objs is not portable!"
-	  func_append libobjs " $objs"
-	fi
-      fi
-
-      test "$dlself" != no && \
-	func_warning "\`-dlopen self' is ignored for libtool libraries"
-
-      set dummy $rpath
-      shift
-      test "$#" -gt 1 && \
-	func_warning "ignoring multiple \`-rpath's for a libtool library"
-
-      install_libdir="$1"
-
-      oldlibs=
-      if test -z "$rpath"; then
-	if test "$build_libtool_libs" = yes; then
-	  # Building a libtool convenience library.
-	  # Some compilers have problems with a `.al' extension so
-	  # convenience libraries should have the same extension an
-	  # archive normally would.
-	  oldlibs="$output_objdir/$libname.$libext $oldlibs"
-	  build_libtool_libs=convenience
-	  build_old_libs=yes
-	fi
-
-	test -n "$vinfo" && \
-	  func_warning "\`-version-info/-version-number' is ignored for convenience libraries"
-
-	test -n "$release" && \
-	  func_warning "\`-release' is ignored for convenience libraries"
-      else
-
-	# Parse the version information argument.
-	save_ifs="$IFS"; IFS=':'
-	set dummy $vinfo 0 0 0
-	shift
-	IFS="$save_ifs"
-
-	test -n "$7" && \
-	  func_fatal_help "too many parameters to \`-version-info'"
-
-	# convert absolute version numbers to libtool ages
-	# this retains compatibility with .la files and attempts
-	# to make the code below a bit more comprehensible
-
-	case $vinfo_number in
-	yes)
-	  number_major="$1"
-	  number_minor="$2"
-	  number_revision="$3"
-	  #
-	  # There are really only two kinds -- those that
-	  # use the current revision as the major version
-	  # and those that subtract age and use age as
-	  # a minor version.  But, then there is irix
-	  # which has an extra 1 added just for fun
-	  #
-	  case $version_type in
-	  # correct linux to gnu/linux during the next big refactor
-	  darwin|linux|osf|windows|none)
-	    func_arith $number_major + $number_minor
-	    current=$func_arith_result
-	    age="$number_minor"
-	    revision="$number_revision"
-	    ;;
-	  freebsd-aout|freebsd-elf|qnx|sunos)
-	    current="$number_major"
-	    revision="$number_minor"
-	    age="0"
-	    ;;
-	  irix|nonstopux)
-	    func_arith $number_major + $number_minor
-	    current=$func_arith_result
-	    age="$number_minor"
-	    revision="$number_minor"
-	    lt_irix_increment=no
-	    ;;
-	  *)
-	    func_fatal_configuration "$modename: unknown library version type \`$version_type'"
-	    ;;
-	  esac
-	  ;;
-	no)
-	  current="$1"
-	  revision="$2"
-	  age="$3"
-	  ;;
-	esac
-
-	# Check that each of the things are valid numbers.
-	case $current in
-	0|[1-9]|[1-9][0-9]|[1-9][0-9][0-9]|[1-9][0-9][0-9][0-9]|[1-9][0-9][0-9][0-9][0-9]) ;;
-	*)
-	  func_error "CURRENT \`$current' must be a nonnegative integer"
-	  func_fatal_error "\`$vinfo' is not valid version information"
-	  ;;
-	esac
-
-	case $revision in
-	0|[1-9]|[1-9][0-9]|[1-9][0-9][0-9]|[1-9][0-9][0-9][0-9]|[1-9][0-9][0-9][0-9][0-9]) ;;
-	*)
-	  func_error "REVISION \`$revision' must be a nonnegative integer"
-	  func_fatal_error "\`$vinfo' is not valid version information"
-	  ;;
-	esac
-
-	case $age in
-	0|[1-9]|[1-9][0-9]|[1-9][0-9][0-9]|[1-9][0-9][0-9][0-9]|[1-9][0-9][0-9][0-9][0-9]) ;;
-	*)
-	  func_error "AGE \`$age' must be a nonnegative integer"
-	  func_fatal_error "\`$vinfo' is not valid version information"
-	  ;;
-	esac
-
-	if test "$age" -gt "$current"; then
-	  func_error "AGE \`$age' is greater than the current interface number \`$current'"
-	  func_fatal_error "\`$vinfo' is not valid version information"
-	fi
-
-	# Calculate the version variables.
-	major=
-	versuffix=
-	verstring=
-	case $version_type in
-	none) ;;
-
-	darwin)
-	  # Like Linux, but with the current version available in
-	  # verstring for coding it into the library header
-	  func_arith $current - $age
-	  major=.$func_arith_result
-	  versuffix="$major.$age.$revision"
-	  # Darwin ld doesn't like 0 for these options...
-	  func_arith $current + 1
-	  minor_current=$func_arith_result
-	  xlcverstring="${wl}-compatibility_version ${wl}$minor_current ${wl}-current_version ${wl}$minor_current.$revision"
-	  verstring="-compatibility_version $minor_current -current_version $minor_current.$revision"
-	  ;;
-
-	freebsd-aout)
-	  major=".$current"
-	  versuffix=".$current.$revision";
-	  ;;
-
-	freebsd-elf)
-	  major=".$current"
-	  versuffix=".$current"
-	  ;;
-
-	irix | nonstopux)
-	  if test "X$lt_irix_increment" = "Xno"; then
-	    func_arith $current - $age
-	  else
-	    func_arith $current - $age + 1
-	  fi
-	  major=$func_arith_result
-
-	  case $version_type in
-	    nonstopux) verstring_prefix=nonstopux ;;
-	    *)         verstring_prefix=sgi ;;
-	  esac
-	  verstring="$verstring_prefix$major.$revision"
-
-	  # Add in all the interfaces that we are compatible with.
-	  loop=$revision
-	  while test "$loop" -ne 0; do
-	    func_arith $revision - $loop
-	    iface=$func_arith_result
-	    func_arith $loop - 1
-	    loop=$func_arith_result
-	    verstring="$verstring_prefix$major.$iface:$verstring"
-	  done
-
-	  # Before this point, $major must not contain `.'.
-	  major=.$major
-	  versuffix="$major.$revision"
-	  ;;
-
-	linux) # correct to gnu/linux during the next big refactor
-	  func_arith $current - $age
-	  major=.$func_arith_result
-	  versuffix="$major.$age.$revision"
-	  ;;
-
-	osf)
-	  func_arith $current - $age
-	  major=.$func_arith_result
-	  versuffix=".$current.$age.$revision"
-	  verstring="$current.$age.$revision"
-
-	  # Add in all the interfaces that we are compatible with.
-	  loop=$age
-	  while test "$loop" -ne 0; do
-	    func_arith $current - $loop
-	    iface=$func_arith_result
-	    func_arith $loop - 1
-	    loop=$func_arith_result
-	    verstring="$verstring:${iface}.0"
-	  done
-
-	  # Make executables depend on our current version.
-	  func_append verstring ":${current}.0"
-	  ;;
-
-	qnx)
-	  major=".$current"
-	  versuffix=".$current"
-	  ;;
-
-	sunos)
-	  major=".$current"
-	  versuffix=".$current.$revision"
-	  ;;
-
-	windows)
-	  # Use '-' rather than '.', since we only want one
-	  # extension on DOS 8.3 filesystems.
-	  func_arith $current - $age
-	  major=$func_arith_result
-	  versuffix="-$major"
-	  ;;
-
-	*)
-	  func_fatal_configuration "unknown library version type \`$version_type'"
-	  ;;
-	esac
-
-	# Clear the version info if we defaulted, and they specified a release.
-	if test -z "$vinfo" && test -n "$release"; then
-	  major=
-	  case $version_type in
-	  darwin)
-	    # we can't check for "0.0" in archive_cmds due to quoting
-	    # problems, so we reset it completely
-	    verstring=
-	    ;;
-	  *)
-	    verstring="0.0"
-	    ;;
-	  esac
-	  if test "$need_version" = no; then
-	    versuffix=
-	  else
-	    versuffix=".0.0"
-	  fi
-	fi
-
-	# Remove version info from name if versioning should be avoided
-	if test "$avoid_version" = yes && test "$need_version" = no; then
-	  major=
-	  versuffix=
-	  verstring=""
-	fi
-
-	# Check to see if the archive will have undefined symbols.
-	if test "$allow_undefined" = yes; then
-	  if test "$allow_undefined_flag" = unsupported; then
-	    func_warning "undefined symbols not allowed in $host shared libraries"
-	    build_libtool_libs=no
-	    build_old_libs=yes
-	  fi
-	else
-	  # Don't allow undefined symbols.
-	  allow_undefined_flag="$no_undefined_flag"
-	fi
-
-      fi
-
-      func_generate_dlsyms "$libname" "$libname" "yes"
-      func_append libobjs " $symfileobj"
-      test "X$libobjs" = "X " && libobjs=
-
-      if test "$opt_mode" != relink; then
-	# Remove our outputs, but don't remove object files since they
-	# may have been created when compiling PIC objects.
-	removelist=
-	tempremovelist=`$ECHO "$output_objdir/*"`
-	for p in $tempremovelist; do
-	  case $p in
-	    *.$objext | *.gcno)
-	       ;;
-	    $output_objdir/$outputname | $output_objdir/$libname.* | $output_objdir/${libname}${release}.*)
-	       if test "X$precious_files_regex" != "X"; then
-		 if $ECHO "$p" | $EGREP -e "$precious_files_regex" >/dev/null 2>&1
-		 then
-		   continue
-		 fi
-	       fi
-	       func_append removelist " $p"
-	       ;;
-	    *) ;;
-	  esac
-	done
-	test -n "$removelist" && \
-	  func_show_eval "${RM}r \$removelist"
-      fi
-
-      # Now set the variables for building old libraries.
-      if test "$build_old_libs" = yes && test "$build_libtool_libs" != convenience ; then
-	func_append oldlibs " $output_objdir/$libname.$libext"
-
-	# Transform .lo files to .o files.
-	oldobjs="$objs "`$ECHO "$libobjs" | $SP2NL | $SED "/\.${libext}$/d; $lo2o" | $NL2SP`
-      fi
-
-      # Eliminate all temporary directories.
-      #for path in $notinst_path; do
-      #	lib_search_path=`$ECHO "$lib_search_path " | $SED "s% $path % %g"`
-      #	deplibs=`$ECHO "$deplibs " | $SED "s% -L$path % %g"`
-      #	dependency_libs=`$ECHO "$dependency_libs " | $SED "s% -L$path % %g"`
-      #done
-
-      if test -n "$xrpath"; then
-	# If the user specified any rpath flags, then add them.
-	temp_xrpath=
-	for libdir in $xrpath; do
-	  func_replace_sysroot "$libdir"
-	  func_append temp_xrpath " -R$func_replace_sysroot_result"
-	  case "$finalize_rpath " in
-	  *" $libdir "*) ;;
-	  *) func_append finalize_rpath " $libdir" ;;
-	  esac
-	done
-	if test "$hardcode_into_libs" != yes || test "$build_old_libs" = yes; then
-	  dependency_libs="$temp_xrpath $dependency_libs"
-	fi
-      fi
-
-      # Make sure dlfiles contains only unique files that won't be dlpreopened
-      old_dlfiles="$dlfiles"
-      dlfiles=
-      for lib in $old_dlfiles; do
-	case " $dlprefiles $dlfiles " in
-	*" $lib "*) ;;
-	*) func_append dlfiles " $lib" ;;
-	esac
-      done
-
-      # Make sure dlprefiles contains only unique files
-      old_dlprefiles="$dlprefiles"
-      dlprefiles=
-      for lib in $old_dlprefiles; do
-	case "$dlprefiles " in
-	*" $lib "*) ;;
-	*) func_append dlprefiles " $lib" ;;
-	esac
-      done
-
-      if test "$build_libtool_libs" = yes; then
-	if test -n "$rpath"; then
-	  case $host in
-	  *-*-cygwin* | *-*-mingw* | *-*-pw32* | *-*-os2* | *-*-beos* | *-cegcc* | *-*-haiku*)
-	    # these systems don't actually have a c library (as such)!
-	    ;;
-	  *-*-rhapsody* | *-*-darwin1.[012])
-	    # Rhapsody C library is in the System framework
-	    func_append deplibs " System.ltframework"
-	    ;;
-	  *-*-netbsd*)
-	    # Don't link with libc until the a.out ld.so is fixed.
-	    ;;
-	  *-*-openbsd* | *-*-freebsd* | *-*-dragonfly*)
-	    # Do not include libc due to us having libc/libc_r.
-	    ;;
-	  *-*-sco3.2v5* | *-*-sco5v6*)
-	    # Causes problems with __ctype
-	    ;;
-	  *-*-sysv4.2uw2* | *-*-sysv5* | *-*-unixware* | *-*-OpenUNIX*)
-	    # Compiler inserts libc in the correct place for threads to work
-	    ;;
-	  *)
-	    # Add libc to deplibs on all other systems if necessary.
-	    if test "$build_libtool_need_lc" = "yes"; then
-	      func_append deplibs " -lc"
-	    fi
-	    ;;
-	  esac
-	fi
-
-	# Transform deplibs into only deplibs that can be linked in shared.
-	name_save=$name
-	libname_save=$libname
-	release_save=$release
-	versuffix_save=$versuffix
-	major_save=$major
-	# I'm not sure if I'm treating the release correctly.  I think
-	# release should show up in the -l (ie -lgmp5) so we don't want to
-	# add it in twice.  Is that correct?
-	release=""
-	versuffix=""
-	major=""
-	newdeplibs=
-	droppeddeps=no
-	case $deplibs_check_method in
-	pass_all)
-	  # Don't check for shared/static.  Everything works.
-	  # This might be a little naive.  We might want to check
-	  # whether the library exists or not.  But this is on
-	  # osf3 & osf4 and I'm not really sure... Just
-	  # implementing what was already the behavior.
-	  newdeplibs=$deplibs
-	  ;;
-	test_compile)
-	  # This code stresses the "libraries are programs" paradigm to its
-	  # limits. Maybe even breaks it.  We compile a program, linking it
-	  # against the deplibs as a proxy for the library.  Then we can check
-	  # whether they linked in statically or dynamically with ldd.
-	  $opt_dry_run || $RM conftest.c
-	  cat > conftest.c <<EOF
-	  int main() { return 0; }
-EOF
-	  $opt_dry_run || $RM conftest
-	  if $LTCC $LTCFLAGS -o conftest conftest.c $deplibs; then
-	    ldd_output=`ldd conftest`
-	    for i in $deplibs; do
-	      case $i in
-	      -l*)
-		func_stripname -l '' "$i"
-		name=$func_stripname_result
-		if test "X$allow_libtool_libs_with_static_runtimes" = "Xyes" ; then
-		  case " $predeps $postdeps " in
-		  *" $i "*)
-		    func_append newdeplibs " $i"
-		    i=""
-		    ;;
-		  esac
-		fi
-		if test -n "$i" ; then
-		  libname=`eval "\\$ECHO \"$libname_spec\""`
-		  deplib_matches=`eval "\\$ECHO \"$library_names_spec\""`
-		  set dummy $deplib_matches; shift
-		  deplib_match=$1
-		  if test `expr "$ldd_output" : ".*$deplib_match"` -ne 0 ; then
-		    func_append newdeplibs " $i"
-		  else
-		    droppeddeps=yes
-		    echo
-		    $ECHO "*** Warning: dynamic linker does not accept needed library $i."
-		    echo "*** I have the capability to make that library automatically link in when"
-		    echo "*** you link to this library.  But I can only do this if you have a"
-		    echo "*** shared version of the library, which I believe you do not have"
-		    echo "*** because a test_compile did reveal that the linker did not use it for"
-		    echo "*** its dynamic dependency list that programs get resolved with at runtime."
-		  fi
-		fi
-		;;
-	      *)
-		func_append newdeplibs " $i"
-		;;
-	      esac
-	    done
-	  else
-	    # Error occurred in the first compile.  Let's try to salvage
-	    # the situation: Compile a separate program for each library.
-	    for i in $deplibs; do
-	      case $i in
-	      -l*)
-		func_stripname -l '' "$i"
-		name=$func_stripname_result
-		$opt_dry_run || $RM conftest
-		if $LTCC $LTCFLAGS -o conftest conftest.c $i; then
-		  ldd_output=`ldd conftest`
-		  if test "X$allow_libtool_libs_with_static_runtimes" = "Xyes" ; then
-		    case " $predeps $postdeps " in
-		    *" $i "*)
-		      func_append newdeplibs " $i"
-		      i=""
-		      ;;
-		    esac
-		  fi
-		  if test -n "$i" ; then
-		    libname=`eval "\\$ECHO \"$libname_spec\""`
-		    deplib_matches=`eval "\\$ECHO \"$library_names_spec\""`
-		    set dummy $deplib_matches; shift
-		    deplib_match=$1
-		    if test `expr "$ldd_output" : ".*$deplib_match"` -ne 0 ; then
-		      func_append newdeplibs " $i"
-		    else
-		      droppeddeps=yes
-		      echo
-		      $ECHO "*** Warning: dynamic linker does not accept needed library $i."
-		      echo "*** I have the capability to make that library automatically link in when"
-		      echo "*** you link to this library.  But I can only do this if you have a"
-		      echo "*** shared version of the library, which you do not appear to have"
-		      echo "*** because a test_compile did reveal that the linker did not use this one"
-		      echo "*** as a dynamic dependency that programs can get resolved with at runtime."
-		    fi
-		  fi
-		else
-		  droppeddeps=yes
-		  echo
-		  $ECHO "*** Warning!  Library $i is needed by this library but I was not able to"
-		  echo "*** make it link in!  You will probably need to install it or some"
-		  echo "*** library that it depends on before this library will be fully"
-		  echo "*** functional.  Installing it before continuing would be even better."
-		fi
-		;;
-	      *)
-		func_append newdeplibs " $i"
-		;;
-	      esac
-	    done
-	  fi
-	  ;;
-	file_magic*)
-	  set dummy $deplibs_check_method; shift
-	  file_magic_regex=`expr "$deplibs_check_method" : "$1 \(.*\)"`
-	  for a_deplib in $deplibs; do
-	    case $a_deplib in
-	    -l*)
-	      func_stripname -l '' "$a_deplib"
-	      name=$func_stripname_result
-	      if test "X$allow_libtool_libs_with_static_runtimes" = "Xyes" ; then
-		case " $predeps $postdeps " in
-		*" $a_deplib "*)
-		  func_append newdeplibs " $a_deplib"
-		  a_deplib=""
-		  ;;
-		esac
-	      fi
-	      if test -n "$a_deplib" ; then
-		libname=`eval "\\$ECHO \"$libname_spec\""`
-		if test -n "$file_magic_glob"; then
-		  libnameglob=`func_echo_all "$libname" | $SED -e $file_magic_glob`
-		else
-		  libnameglob=$libname
-		fi
-		test "$want_nocaseglob" = yes && nocaseglob=`shopt -p nocaseglob`
-		for i in $lib_search_path $sys_lib_search_path $shlib_search_path; do
-		  if test "$want_nocaseglob" = yes; then
-		    shopt -s nocaseglob
-		    potential_libs=`ls $i/$libnameglob[.-]* 2>/dev/null`
-		    $nocaseglob
-		  else
-		    potential_libs=`ls $i/$libnameglob[.-]* 2>/dev/null`
-		  fi
-		  for potent_lib in $potential_libs; do
-		      # Follow soft links.
-		      if ls -lLd "$potent_lib" 2>/dev/null |
-			 $GREP " -> " >/dev/null; then
-			continue
-		      fi
-		      # The statement above tries to avoid entering an
-		      # endless loop below, in case of cyclic links.
-		      # We might still enter an endless loop, since a link
-		      # loop can be closed while we follow links,
-		      # but so what?
-		      potlib="$potent_lib"
-		      while test -h "$potlib" 2>/dev/null; do
-			potliblink=`ls -ld $potlib | ${SED} 's/.* -> //'`
-			case $potliblink in
-			[\\/]* | [A-Za-z]:[\\/]*) potlib="$potliblink";;
-			*) potlib=`$ECHO "$potlib" | $SED 's,[^/]*$,,'`"$potliblink";;
-			esac
-		      done
-		      if eval $file_magic_cmd \"\$potlib\" 2>/dev/null |
-			 $SED -e 10q |
-			 $EGREP "$file_magic_regex" > /dev/null; then
-			func_append newdeplibs " $a_deplib"
-			a_deplib=""
-			break 2
-		      fi
-		  done
-		done
-	      fi
-	      if test -n "$a_deplib" ; then
-		droppeddeps=yes
-		echo
-		$ECHO "*** Warning: linker path does not have real file for library $a_deplib."
-		echo "*** I have the capability to make that library automatically link in when"
-		echo "*** you link to this library.  But I can only do this if you have a"
-		echo "*** shared version of the library, which you do not appear to have"
-		echo "*** because I did check the linker path looking for a file starting"
-		if test -z "$potlib" ; then
-		  $ECHO "*** with $libname but no candidates were found. (...for file magic test)"
-		else
-		  $ECHO "*** with $libname and none of the candidates passed a file format test"
-		  $ECHO "*** using a file magic. Last file checked: $potlib"
-		fi
-	      fi
-	      ;;
-	    *)
-	      # Add a -L argument.
-	      func_append newdeplibs " $a_deplib"
-	      ;;
-	    esac
-	  done # Gone through all deplibs.
-	  ;;
-	match_pattern*)
-	  set dummy $deplibs_check_method; shift
-	  match_pattern_regex=`expr "$deplibs_check_method" : "$1 \(.*\)"`
-	  for a_deplib in $deplibs; do
-	    case $a_deplib in
-	    -l*)
-	      func_stripname -l '' "$a_deplib"
-	      name=$func_stripname_result
-	      if test "X$allow_libtool_libs_with_static_runtimes" = "Xyes" ; then
-		case " $predeps $postdeps " in
-		*" $a_deplib "*)
-		  func_append newdeplibs " $a_deplib"
-		  a_deplib=""
-		  ;;
-		esac
-	      fi
-	      if test -n "$a_deplib" ; then
-		libname=`eval "\\$ECHO \"$libname_spec\""`
-		for i in $lib_search_path $sys_lib_search_path $shlib_search_path; do
-		  potential_libs=`ls $i/$libname[.-]* 2>/dev/null`
-		  for potent_lib in $potential_libs; do
-		    potlib="$potent_lib" # see symlink-check above in file_magic test
-		    if eval "\$ECHO \"$potent_lib\"" 2>/dev/null | $SED 10q | \
-		       $EGREP "$match_pattern_regex" > /dev/null; then
-		      func_append newdeplibs " $a_deplib"
-		      a_deplib=""
-		      break 2
-		    fi
-		  done
-		done
-	      fi
-	      if test -n "$a_deplib" ; then
-		droppeddeps=yes
-		echo
-		$ECHO "*** Warning: linker path does not have real file for library $a_deplib."
-		echo "*** I have the capability to make that library automatically link in when"
-		echo "*** you link to this library.  But I can only do this if you have a"
-		echo "*** shared version of the library, which you do not appear to have"
-		echo "*** because I did check the linker path looking for a file starting"
-		if test -z "$potlib" ; then
-		  $ECHO "*** with $libname but no candidates were found. (...for regex pattern test)"
-		else
-		  $ECHO "*** with $libname and none of the candidates passed a file format test"
-		  $ECHO "*** using a regex pattern. Last file checked: $potlib"
-		fi
-	      fi
-	      ;;
-	    *)
-	      # Add a -L argument.
-	      func_append newdeplibs " $a_deplib"
-	      ;;
-	    esac
-	  done # Gone through all deplibs.
-	  ;;
-	none | unknown | *)
-	  newdeplibs=""
-	  tmp_deplibs=`$ECHO " $deplibs" | $SED 's/ -lc$//; s/ -[LR][^ ]*//g'`
-	  if test "X$allow_libtool_libs_with_static_runtimes" = "Xyes" ; then
-	    for i in $predeps $postdeps ; do
-	      # can't use Xsed below, because $i might contain '/'
-	      tmp_deplibs=`$ECHO " $tmp_deplibs" | $SED "s,$i,,"`
-	    done
-	  fi
-	  case $tmp_deplibs in
-	  *[!\	\ ]*)
-	    echo
-	    if test "X$deplibs_check_method" = "Xnone"; then
-	      echo "*** Warning: inter-library dependencies are not supported in this platform."
-	    else
-	      echo "*** Warning: inter-library dependencies are not known to be supported."
-	    fi
-	    echo "*** All declared inter-library dependencies are being dropped."
-	    droppeddeps=yes
-	    ;;
-	  esac
-	  ;;
-	esac
-	versuffix=$versuffix_save
-	major=$major_save
-	release=$release_save
-	libname=$libname_save
-	name=$name_save
-
-	case $host in
-	*-*-rhapsody* | *-*-darwin1.[012])
-	  # On Rhapsody replace the C library with the System framework
-	  newdeplibs=`$ECHO " $newdeplibs" | $SED 's/ -lc / System.ltframework /'`
-	  ;;
-	esac
-
-	if test "$droppeddeps" = yes; then
-	  if test "$module" = yes; then
-	    echo
-	    echo "*** Warning: libtool could not satisfy all declared inter-library"
-	    $ECHO "*** dependencies of module $libname.  Therefore, libtool will create"
-	    echo "*** a static module, that should work as long as the dlopening"
-	    echo "*** application is linked with the -dlopen flag."
-	    if test -z "$global_symbol_pipe"; then
-	      echo
-	      echo "*** However, this would only work if libtool was able to extract symbol"
-	      echo "*** lists from a program, using \`nm' or equivalent, but libtool could"
-	      echo "*** not find such a program.  So, this module is probably useless."
-	      echo "*** \`nm' from GNU binutils and a full rebuild may help."
-	    fi
-	    if test "$build_old_libs" = no; then
-	      oldlibs="$output_objdir/$libname.$libext"
-	      build_libtool_libs=module
-	      build_old_libs=yes
-	    else
-	      build_libtool_libs=no
-	    fi
-	  else
-	    echo "*** The inter-library dependencies that have been dropped here will be"
-	    echo "*** automatically added whenever a program is linked with this library"
-	    echo "*** or is declared to -dlopen it."
-
-	    if test "$allow_undefined" = no; then
-	      echo
-	      echo "*** Since this library must not contain undefined symbols,"
-	      echo "*** because either the platform does not support them or"
-	      echo "*** it was explicitly requested with -no-undefined,"
-	      echo "*** libtool will only create a static version of it."
-	      if test "$build_old_libs" = no; then
-		oldlibs="$output_objdir/$libname.$libext"
-		build_libtool_libs=module
-		build_old_libs=yes
-	      else
-		build_libtool_libs=no
-	      fi
-	    fi
-	  fi
-	fi
-	# Done checking deplibs!
-	deplibs=$newdeplibs
-      fi
-      # Time to change all our "foo.ltframework" stuff back to "-framework foo"
-      case $host in
-	*-*-darwin*)
-	  newdeplibs=`$ECHO " $newdeplibs" | $SED 's% \([^ $]*\).ltframework% -framework \1%g'`
-	  new_inherited_linker_flags=`$ECHO " $new_inherited_linker_flags" | $SED 's% \([^ $]*\).ltframework% -framework \1%g'`
-	  deplibs=`$ECHO " $deplibs" | $SED 's% \([^ $]*\).ltframework% -framework \1%g'`
-	  ;;
-      esac
-
-      # move library search paths that coincide with paths to not yet
-      # installed libraries to the beginning of the library search list
-      new_libs=
-      for path in $notinst_path; do
-	case " $new_libs " in
-	*" -L$path/$objdir "*) ;;
-	*)
-	  case " $deplibs " in
-	  *" -L$path/$objdir "*)
-	    func_append new_libs " -L$path/$objdir" ;;
-	  esac
-	  ;;
-	esac
-      done
-      for deplib in $deplibs; do
-	case $deplib in
-	-L*)
-	  case " $new_libs " in
-	  *" $deplib "*) ;;
-	  *) func_append new_libs " $deplib" ;;
-	  esac
-	  ;;
-	*) func_append new_libs " $deplib" ;;
-	esac
-      done
-      deplibs="$new_libs"
-
-      # All the library-specific variables (install_libdir is set above).
-      library_names=
-      old_library=
-      dlname=
-
-      # Test again, we may have decided not to build it any more
-      if test "$build_libtool_libs" = yes; then
-	# Remove ${wl} instances when linking with ld.
-	# FIXME: should test the right _cmds variable.
-	case $archive_cmds in
-	  *\$LD\ *) wl= ;;
-        esac
-	if test "$hardcode_into_libs" = yes; then
-	  # Hardcode the library paths
-	  hardcode_libdirs=
-	  dep_rpath=
-	  rpath="$finalize_rpath"
-	  test "$opt_mode" != relink && rpath="$compile_rpath$rpath"
-	  for libdir in $rpath; do
-	    if test -n "$hardcode_libdir_flag_spec"; then
-	      if test -n "$hardcode_libdir_separator"; then
-		func_replace_sysroot "$libdir"
-		libdir=$func_replace_sysroot_result
-		if test -z "$hardcode_libdirs"; then
-		  hardcode_libdirs="$libdir"
-		else
-		  # Just accumulate the unique libdirs.
-		  case $hardcode_libdir_separator$hardcode_libdirs$hardcode_libdir_separator in
-		  *"$hardcode_libdir_separator$libdir$hardcode_libdir_separator"*)
-		    ;;
-		  *)
-		    func_append hardcode_libdirs "$hardcode_libdir_separator$libdir"
-		    ;;
-		  esac
-		fi
-	      else
-		eval flag=\"$hardcode_libdir_flag_spec\"
-		func_append dep_rpath " $flag"
-	      fi
-	    elif test -n "$runpath_var"; then
-	      case "$perm_rpath " in
-	      *" $libdir "*) ;;
-	      *) func_append perm_rpath " $libdir" ;;
-	      esac
-	    fi
-	  done
-	  # Substitute the hardcoded libdirs into the rpath.
-	  if test -n "$hardcode_libdir_separator" &&
-	     test -n "$hardcode_libdirs"; then
-	    libdir="$hardcode_libdirs"
-	    eval "dep_rpath=\"$hardcode_libdir_flag_spec\""
-	  fi
-	  if test -n "$runpath_var" && test -n "$perm_rpath"; then
-	    # We should set the runpath_var.
-	    rpath=
-	    for dir in $perm_rpath; do
-	      func_append rpath "$dir:"
-	    done
-	    eval "$runpath_var='$rpath\$$runpath_var'; export $runpath_var"
-	  fi
-	  test -n "$dep_rpath" && deplibs="$dep_rpath $deplibs"
-	fi
-
-	shlibpath="$finalize_shlibpath"
-	test "$opt_mode" != relink && shlibpath="$compile_shlibpath$shlibpath"
-	if test -n "$shlibpath"; then
-	  eval "$shlibpath_var='$shlibpath\$$shlibpath_var'; export $shlibpath_var"
-	fi
-
-	# Get the real and link names of the library.
-	eval shared_ext=\"$shrext_cmds\"
-	eval library_names=\"$library_names_spec\"
-	set dummy $library_names
-	shift
-	realname="$1"
-	shift
-
-	if test -n "$soname_spec"; then
-	  eval soname=\"$soname_spec\"
-	else
-	  soname="$realname"
-	fi
-	if test -z "$dlname"; then
-	  dlname=$soname
-	fi
-
-	lib="$output_objdir/$realname"
-	linknames=
-	for link
-	do
-	  func_append linknames " $link"
-	done
-
-	# Use standard objects if they are pic
-	test -z "$pic_flag" && libobjs=`$ECHO "$libobjs" | $SP2NL | $SED "$lo2o" | $NL2SP`
-	test "X$libobjs" = "X " && libobjs=
-
-	delfiles=
-	if test -n "$export_symbols" && test -n "$include_expsyms"; then
-	  $opt_dry_run || cp "$export_symbols" "$output_objdir/$libname.uexp"
-	  export_symbols="$output_objdir/$libname.uexp"
-	  func_append delfiles " $export_symbols"
-	fi
-
-	orig_export_symbols=
-	case $host_os in
-	cygwin* | mingw* | cegcc*)
-	  if test -n "$export_symbols" && test -z "$export_symbols_regex"; then
-	    # exporting using user supplied symfile
-	    if test "x`$SED 1q $export_symbols`" != xEXPORTS; then
-	      # and it's NOT already a .def file. Must figure out
-	      # which of the given symbols are data symbols and tag
-	      # them as such. So, trigger use of export_symbols_cmds.
-	      # export_symbols gets reassigned inside the "prepare
-	      # the list of exported symbols" if statement, so the
-	      # include_expsyms logic still works.
-	      orig_export_symbols="$export_symbols"
-	      export_symbols=
-	      always_export_symbols=yes
-	    fi
-	  fi
-	  ;;
-	esac
-
-	# Prepare the list of exported symbols
-	if test -z "$export_symbols"; then
-	  if test "$always_export_symbols" = yes || test -n "$export_symbols_regex"; then
-	    func_verbose "generating symbol list for \`$libname.la'"
-	    export_symbols="$output_objdir/$libname.exp"
-	    $opt_dry_run || $RM $export_symbols
-	    cmds=$export_symbols_cmds
-	    save_ifs="$IFS"; IFS='~'
-	    for cmd1 in $cmds; do
-	      IFS="$save_ifs"
-	      # Take the normal branch if the nm_file_list_spec branch
-	      # doesn't work or if tool conversion is not needed.
-	      case $nm_file_list_spec~$to_tool_file_cmd in
-		*~func_convert_file_noop | *~func_convert_file_msys_to_w32 | ~*)
-		  try_normal_branch=yes
-		  eval cmd=\"$cmd1\"
-		  func_len " $cmd"
-		  len=$func_len_result
-		  ;;
-		*)
-		  try_normal_branch=no
-		  ;;
-	      esac
-	      if test "$try_normal_branch" = yes \
-		 && { test "$len" -lt "$max_cmd_len" \
-		      || test "$max_cmd_len" -le -1; }
-	      then
-		func_show_eval "$cmd" 'exit $?'
-		skipped_export=false
-	      elif test -n "$nm_file_list_spec"; then
-		func_basename "$output"
-		output_la=$func_basename_result
-		save_libobjs=$libobjs
-		save_output=$output
-		output=${output_objdir}/${output_la}.nm
-		func_to_tool_file "$output"
-		libobjs=$nm_file_list_spec$func_to_tool_file_result
-		func_append delfiles " $output"
-		func_verbose "creating $NM input file list: $output"
-		for obj in $save_libobjs; do
-		  func_to_tool_file "$obj"
-		  $ECHO "$func_to_tool_file_result"
-		done > "$output"
-		eval cmd=\"$cmd1\"
-		func_show_eval "$cmd" 'exit $?'
-		output=$save_output
-		libobjs=$save_libobjs
-		skipped_export=false
-	      else
-		# The command line is too long to execute in one step.
-		func_verbose "using reloadable object file for export list..."
-		skipped_export=:
-		# Break out early, otherwise skipped_export may be
-		# set to false by a later but shorter cmd.
-		break
-	      fi
-	    done
-	    IFS="$save_ifs"
-	    if test -n "$export_symbols_regex" && test "X$skipped_export" != "X:"; then
-	      func_show_eval '$EGREP -e "$export_symbols_regex" "$export_symbols" > "${export_symbols}T"'
-	      func_show_eval '$MV "${export_symbols}T" "$export_symbols"'
-	    fi
-	  fi
-	fi
-
-	if test -n "$export_symbols" && test -n "$include_expsyms"; then
-	  tmp_export_symbols="$export_symbols"
-	  test -n "$orig_export_symbols" && tmp_export_symbols="$orig_export_symbols"
-	  $opt_dry_run || eval '$ECHO "$include_expsyms" | $SP2NL >> "$tmp_export_symbols"'
-	fi
-
-	if test "X$skipped_export" != "X:" && test -n "$orig_export_symbols"; then
-	  # The given exports_symbols file has to be filtered, so filter it.
-	  func_verbose "filter symbol list for \`$libname.la' to tag DATA exports"
-	  # FIXME: $output_objdir/$libname.filter potentially contains lots of
-	  # 's' commands which not all seds can handle. GNU sed should be fine
-	  # though. Also, the filter scales superlinearly with the number of
-	  # global variables. join(1) would be nice here, but unfortunately
-	  # isn't a blessed tool.
-	  $opt_dry_run || $SED -e '/[ ,]DATA/!d;s,\(.*\)\([ \,].*\),s|^\1$|\1\2|,' < $export_symbols > $output_objdir/$libname.filter
-	  func_append delfiles " $export_symbols $output_objdir/$libname.filter"
-	  export_symbols=$output_objdir/$libname.def
-	  $opt_dry_run || $SED -f $output_objdir/$libname.filter < $orig_export_symbols > $export_symbols
-	fi
-
-	tmp_deplibs=
-	for test_deplib in $deplibs; do
-	  case " $convenience " in
-	  *" $test_deplib "*) ;;
-	  *)
-	    func_append tmp_deplibs " $test_deplib"
-	    ;;
-	  esac
-	done
-	deplibs="$tmp_deplibs"
-
-	if test -n "$convenience"; then
-	  if test -n "$whole_archive_flag_spec" &&
-	    test "$compiler_needs_object" = yes &&
-	    test -z "$libobjs"; then
-	    # extract the archives, so we have objects to list.
-	    # TODO: could optimize this to just extract one archive.
-	    whole_archive_flag_spec=
-	  fi
-	  if test -n "$whole_archive_flag_spec"; then
-	    save_libobjs=$libobjs
-	    eval libobjs=\"\$libobjs $whole_archive_flag_spec\"
-	    test "X$libobjs" = "X " && libobjs=
-	  else
-	    gentop="$output_objdir/${outputname}x"
-	    func_append generated " $gentop"
-
-	    func_extract_archives $gentop $convenience
-	    func_append libobjs " $func_extract_archives_result"
-	    test "X$libobjs" = "X " && libobjs=
-	  fi
-	fi
-
-	if test "$thread_safe" = yes && test -n "$thread_safe_flag_spec"; then
-	  eval flag=\"$thread_safe_flag_spec\"
-	  func_append linker_flags " $flag"
-	fi
-
-	# Make a backup of the uninstalled library when relinking
-	if test "$opt_mode" = relink; then
-	  $opt_dry_run || eval '(cd $output_objdir && $RM ${realname}U && $MV $realname ${realname}U)' || exit $?
-	fi
-
-	# Do each of the archive commands.
-	if test "$module" = yes && test -n "$module_cmds" ; then
-	  if test -n "$export_symbols" && test -n "$module_expsym_cmds"; then
-	    eval test_cmds=\"$module_expsym_cmds\"
-	    cmds=$module_expsym_cmds
-	  else
-	    eval test_cmds=\"$module_cmds\"
-	    cmds=$module_cmds
-	  fi
-	else
-	  if test -n "$export_symbols" && test -n "$archive_expsym_cmds"; then
-	    eval test_cmds=\"$archive_expsym_cmds\"
-	    cmds=$archive_expsym_cmds
-	  else
-	    eval test_cmds=\"$archive_cmds\"
-	    cmds=$archive_cmds
-	  fi
-	fi
-
-	if test "X$skipped_export" != "X:" &&
-	   func_len " $test_cmds" &&
-	   len=$func_len_result &&
-	   test "$len" -lt "$max_cmd_len" || test "$max_cmd_len" -le -1; then
-	  :
-	else
-	  # The command line is too long to link in one step, link piecewise
-	  # or, if using GNU ld and skipped_export is not :, use a linker
-	  # script.
-
-	  # Save the value of $output and $libobjs because we want to
-	  # use them later.  If we have whole_archive_flag_spec, we
-	  # want to use save_libobjs as it was before
-	  # whole_archive_flag_spec was expanded, because we can't
-	  # assume the linker understands whole_archive_flag_spec.
-	  # This may have to be revisited, in case too many
-	  # convenience libraries get linked in and end up exceeding
-	  # the spec.
-	  if test -z "$convenience" || test -z "$whole_archive_flag_spec"; then
-	    save_libobjs=$libobjs
-	  fi
-	  save_output=$output
-	  func_basename "$output"
-	  output_la=$func_basename_result
-
-	  # Clear the reloadable object creation command queue and
-	  # initialize k to one.
-	  test_cmds=
-	  concat_cmds=
-	  objlist=
-	  last_robj=
-	  k=1
-
-	  if test -n "$save_libobjs" && test "X$skipped_export" != "X:" && test "$with_gnu_ld" = yes; then
-	    output=${output_objdir}/${output_la}.lnkscript
-	    func_verbose "creating GNU ld script: $output"
-	    echo 'INPUT (' > $output
-	    for obj in $save_libobjs
-	    do
-	      func_to_tool_file "$obj"
-	      $ECHO "$func_to_tool_file_result" >> $output
-	    done
-	    echo ')' >> $output
-	    func_append delfiles " $output"
-	    func_to_tool_file "$output"
-	    output=$func_to_tool_file_result
-	  elif test -n "$save_libobjs" && test "X$skipped_export" != "X:" && test "X$file_list_spec" != X; then
-	    output=${output_objdir}/${output_la}.lnk
-	    func_verbose "creating linker input file list: $output"
-	    : > $output
-	    set x $save_libobjs
-	    shift
-	    firstobj=
-	    if test "$compiler_needs_object" = yes; then
-	      firstobj="$1 "
-	      shift
-	    fi
-	    for obj
-	    do
-	      func_to_tool_file "$obj"
-	      $ECHO "$func_to_tool_file_result" >> $output
-	    done
-	    func_append delfiles " $output"
-	    func_to_tool_file "$output"
-	    output=$firstobj\"$file_list_spec$func_to_tool_file_result\"
-	  else
-	    if test -n "$save_libobjs"; then
-	      func_verbose "creating reloadable object files..."
-	      output=$output_objdir/$output_la-${k}.$objext
-	      eval test_cmds=\"$reload_cmds\"
-	      func_len " $test_cmds"
-	      len0=$func_len_result
-	      len=$len0
-
-	      # Loop over the list of objects to be linked.
-	      for obj in $save_libobjs
-	      do
-		func_len " $obj"
-		func_arith $len + $func_len_result
-		len=$func_arith_result
-		if test "X$objlist" = X ||
-		   test "$len" -lt "$max_cmd_len"; then
-		  func_append objlist " $obj"
-		else
-		  # The command $test_cmds is almost too long, add a
-		  # command to the queue.
-		  if test "$k" -eq 1 ; then
-		    # The first file doesn't have a previous command to add.
-		    reload_objs=$objlist
-		    eval concat_cmds=\"$reload_cmds\"
-		  else
-		    # All subsequent reloadable object files will link in
-		    # the last one created.
-		    reload_objs="$objlist $last_robj"
-		    eval concat_cmds=\"\$concat_cmds~$reload_cmds~\$RM $last_robj\"
-		  fi
-		  last_robj=$output_objdir/$output_la-${k}.$objext
-		  func_arith $k + 1
-		  k=$func_arith_result
-		  output=$output_objdir/$output_la-${k}.$objext
-		  objlist=" $obj"
-		  func_len " $last_robj"
-		  func_arith $len0 + $func_len_result
-		  len=$func_arith_result
-		fi
-	      done
-	      # Handle the remaining objects by creating one last
-	      # reloadable object file.  All subsequent reloadable object
-	      # files will link in the last one created.
-	      test -z "$concat_cmds" || concat_cmds=$concat_cmds~
-	      reload_objs="$objlist $last_robj"
-	      eval concat_cmds=\"\${concat_cmds}$reload_cmds\"
-	      if test -n "$last_robj"; then
-	        eval concat_cmds=\"\${concat_cmds}~\$RM $last_robj\"
-	      fi
-	      func_append delfiles " $output"
-
-	    else
-	      output=
-	    fi
-
-	    if ${skipped_export-false}; then
-	      func_verbose "generating symbol list for \`$libname.la'"
-	      export_symbols="$output_objdir/$libname.exp"
-	      $opt_dry_run || $RM $export_symbols
-	      libobjs=$output
-	      # Append the command to create the export file.
-	      test -z "$concat_cmds" || concat_cmds=$concat_cmds~
-	      eval concat_cmds=\"\$concat_cmds$export_symbols_cmds\"
-	      if test -n "$last_robj"; then
-		eval concat_cmds=\"\$concat_cmds~\$RM $last_robj\"
-	      fi
-	    fi
-
-	    test -n "$save_libobjs" &&
-	      func_verbose "creating a temporary reloadable object file: $output"
-
-	    # Loop through the commands generated above and execute them.
-	    save_ifs="$IFS"; IFS='~'
-	    for cmd in $concat_cmds; do
-	      IFS="$save_ifs"
-	      $opt_silent || {
-		  func_quote_for_expand "$cmd"
-		  eval "func_echo $func_quote_for_expand_result"
-	      }
-	      $opt_dry_run || eval "$cmd" || {
-		lt_exit=$?
-
-		# Restore the uninstalled library and exit
-		if test "$opt_mode" = relink; then
-		  ( cd "$output_objdir" && \
-		    $RM "${realname}T" && \
-		    $MV "${realname}U" "$realname" )
-		fi
-
-		exit $lt_exit
-	      }
-	    done
-	    IFS="$save_ifs"
-
-	    if test -n "$export_symbols_regex" && ${skipped_export-false}; then
-	      func_show_eval '$EGREP -e "$export_symbols_regex" "$export_symbols" > "${export_symbols}T"'
-	      func_show_eval '$MV "${export_symbols}T" "$export_symbols"'
-	    fi
-	  fi
-
-          if ${skipped_export-false}; then
-	    if test -n "$export_symbols" && test -n "$include_expsyms"; then
-	      tmp_export_symbols="$export_symbols"
-	      test -n "$orig_export_symbols" && tmp_export_symbols="$orig_export_symbols"
-	      $opt_dry_run || eval '$ECHO "$include_expsyms" | $SP2NL >> "$tmp_export_symbols"'
-	    fi
-
-	    if test -n "$orig_export_symbols"; then
-	      # The given exports_symbols file has to be filtered, so filter it.
-	      func_verbose "filter symbol list for \`$libname.la' to tag DATA exports"
-	      # FIXME: $output_objdir/$libname.filter potentially contains lots of
-	      # 's' commands which not all seds can handle. GNU sed should be fine
-	      # though. Also, the filter scales superlinearly with the number of
-	      # global variables. join(1) would be nice here, but unfortunately
-	      # isn't a blessed tool.
-	      $opt_dry_run || $SED -e '/[ ,]DATA/!d;s,\(.*\)\([ \,].*\),s|^\1$|\1\2|,' < $export_symbols > $output_objdir/$libname.filter
-	      func_append delfiles " $export_symbols $output_objdir/$libname.filter"
-	      export_symbols=$output_objdir/$libname.def
-	      $opt_dry_run || $SED -f $output_objdir/$libname.filter < $orig_export_symbols > $export_symbols
-	    fi
-	  fi
-
-	  libobjs=$output
-	  # Restore the value of output.
-	  output=$save_output
-
-	  if test -n "$convenience" && test -n "$whole_archive_flag_spec"; then
-	    eval libobjs=\"\$libobjs $whole_archive_flag_spec\"
-	    test "X$libobjs" = "X " && libobjs=
-	  fi
-	  # Expand the library linking commands again to reset the
-	  # value of $libobjs for piecewise linking.
-
-	  # Do each of the archive commands.
-	  if test "$module" = yes && test -n "$module_cmds" ; then
-	    if test -n "$export_symbols" && test -n "$module_expsym_cmds"; then
-	      cmds=$module_expsym_cmds
-	    else
-	      cmds=$module_cmds
-	    fi
-	  else
-	    if test -n "$export_symbols" && test -n "$archive_expsym_cmds"; then
-	      cmds=$archive_expsym_cmds
-	    else
-	      cmds=$archive_cmds
-	    fi
-	  fi
-	fi
-
-	if test -n "$delfiles"; then
-	  # Append the command to remove temporary files to $cmds.
-	  eval cmds=\"\$cmds~\$RM $delfiles\"
-	fi
-
-	# Add any objects from preloaded convenience libraries
-	if test -n "$dlprefiles"; then
-	  gentop="$output_objdir/${outputname}x"
-	  func_append generated " $gentop"
-
-	  func_extract_archives $gentop $dlprefiles
-	  func_append libobjs " $func_extract_archives_result"
-	  test "X$libobjs" = "X " && libobjs=
-	fi
-
-	save_ifs="$IFS"; IFS='~'
-	for cmd in $cmds; do
-	  IFS="$save_ifs"
-	  eval cmd=\"$cmd\"
-	  $opt_silent || {
-	    func_quote_for_expand "$cmd"
-	    eval "func_echo $func_quote_for_expand_result"
-	  }
-	  $opt_dry_run || eval "$cmd" || {
-	    lt_exit=$?
-
-	    # Restore the uninstalled library and exit
-	    if test "$opt_mode" = relink; then
-	      ( cd "$output_objdir" && \
-	        $RM "${realname}T" && \
-		$MV "${realname}U" "$realname" )
-	    fi
-
-	    exit $lt_exit
-	  }
-	done
-	IFS="$save_ifs"
-
-	# Restore the uninstalled library and exit
-	if test "$opt_mode" = relink; then
-	  $opt_dry_run || eval '(cd $output_objdir && $RM ${realname}T && $MV $realname ${realname}T && $MV ${realname}U $realname)' || exit $?
-
-	  if test -n "$convenience"; then
-	    if test -z "$whole_archive_flag_spec"; then
-	      func_show_eval '${RM}r "$gentop"'
-	    fi
-	  fi
-
-	  exit $EXIT_SUCCESS
-	fi
-
-	# Create links to the real library.
-	for linkname in $linknames; do
-	  if test "$realname" != "$linkname"; then
-	    func_show_eval '(cd "$output_objdir" && $RM "$linkname" && $LN_S "$realname" "$linkname")' 'exit $?'
-	  fi
-	done
-
-	# If -module or -export-dynamic was specified, set the dlname.
-	if test "$module" = yes || test "$export_dynamic" = yes; then
-	  # On all known operating systems, these are identical.
-	  dlname="$soname"
-	fi
-      fi
-      ;;
-
-    obj)
-      if test -n "$dlfiles$dlprefiles" || test "$dlself" != no; then
-	func_warning "\`-dlopen' is ignored for objects"
-      fi
-
-      case " $deplibs" in
-      *\ -l* | *\ -L*)
-	func_warning "\`-l' and \`-L' are ignored for objects" ;;
-      esac
-
-      test -n "$rpath" && \
-	func_warning "\`-rpath' is ignored for objects"
-
-      test -n "$xrpath" && \
-	func_warning "\`-R' is ignored for objects"
-
-      test -n "$vinfo" && \
-	func_warning "\`-version-info' is ignored for objects"
-
-      test -n "$release" && \
-	func_warning "\`-release' is ignored for objects"
-
-      case $output in
-      *.lo)
-	test -n "$objs$old_deplibs" && \
-	  func_fatal_error "cannot build library object \`$output' from non-libtool objects"
-
-	libobj=$output
-	func_lo2o "$libobj"
-	obj=$func_lo2o_result
-	;;
-      *)
-	libobj=
-	obj="$output"
-	;;
-      esac
-
-      # Delete the old objects.
-      $opt_dry_run || $RM $obj $libobj
-
-      # Objects from convenience libraries.  This assumes
-      # single-version convenience libraries.  Whenever we create
-      # different ones for PIC/non-PIC, this we'll have to duplicate
-      # the extraction.
-      reload_conv_objs=
-      gentop=
-      # reload_cmds runs $LD directly, so let us get rid of
-      # -Wl from whole_archive_flag_spec and hope we can get by with
-      # turning comma into space..
-      wl=
-
-      if test -n "$convenience"; then
-	if test -n "$whole_archive_flag_spec"; then
-	  eval tmp_whole_archive_flags=\"$whole_archive_flag_spec\"
-	  reload_conv_objs=$reload_objs\ `$ECHO "$tmp_whole_archive_flags" | $SED 's|,| |g'`
-	else
-	  gentop="$output_objdir/${obj}x"
-	  func_append generated " $gentop"
-
-	  func_extract_archives $gentop $convenience
-	  reload_conv_objs="$reload_objs $func_extract_archives_result"
-	fi
-      fi
-
-      # If we're not building shared, we need to use non_pic_objs
-      test "$build_libtool_libs" != yes && libobjs="$non_pic_objects"
-
-      # Create the old-style object.
-      reload_objs="$objs$old_deplibs "`$ECHO "$libobjs" | $SP2NL | $SED "/\.${libext}$/d; /\.lib$/d; $lo2o" | $NL2SP`" $reload_conv_objs" ### testsuite: skip nested quoting test
-
-      output="$obj"
-      func_execute_cmds "$reload_cmds" 'exit $?'
-
-      # Exit if we aren't doing a library object file.
-      if test -z "$libobj"; then
-	if test -n "$gentop"; then
-	  func_show_eval '${RM}r "$gentop"'
-	fi
-
-	exit $EXIT_SUCCESS
-      fi
-
-      if test "$build_libtool_libs" != yes; then
-	if test -n "$gentop"; then
-	  func_show_eval '${RM}r "$gentop"'
-	fi
-
-	# Create an invalid libtool object if no PIC, so that we don't
-	# accidentally link it into a program.
-	# $show "echo timestamp > $libobj"
-	# $opt_dry_run || eval "echo timestamp > $libobj" || exit $?
-	exit $EXIT_SUCCESS
-      fi
-
-      if test -n "$pic_flag" || test "$pic_mode" != default; then
-	# Only do commands if we really have different PIC objects.
-	reload_objs="$libobjs $reload_conv_objs"
-	output="$libobj"
-	func_execute_cmds "$reload_cmds" 'exit $?'
-      fi
-
-      if test -n "$gentop"; then
-	func_show_eval '${RM}r "$gentop"'
-      fi
-
-      exit $EXIT_SUCCESS
-      ;;
-
-    prog)
-      case $host in
-	*cygwin*) func_stripname '' '.exe' "$output"
-	          output=$func_stripname_result.exe;;
-      esac
-      test -n "$vinfo" && \
-	func_warning "\`-version-info' is ignored for programs"
-
-      test -n "$release" && \
-	func_warning "\`-release' is ignored for programs"
-
-      test "$preload" = yes \
-        && test "$dlopen_support" = unknown \
-	&& test "$dlopen_self" = unknown \
-	&& test "$dlopen_self_static" = unknown && \
-	  func_warning "\`LT_INIT([dlopen])' not used. Assuming no dlopen support."
-
-      case $host in
-      *-*-rhapsody* | *-*-darwin1.[012])
-	# On Rhapsody replace the C library is the System framework
-	compile_deplibs=`$ECHO " $compile_deplibs" | $SED 's/ -lc / System.ltframework /'`
-	finalize_deplibs=`$ECHO " $finalize_deplibs" | $SED 's/ -lc / System.ltframework /'`
-	;;
-      esac
-
-      case $host in
-      *-*-darwin*)
-	# Don't allow lazy linking, it breaks C++ global constructors
-	# But is supposedly fixed on 10.4 or later (yay!).
-	if test "$tagname" = CXX ; then
-	  case ${MACOSX_DEPLOYMENT_TARGET-10.0} in
-	    10.[0123])
-	      func_append compile_command " ${wl}-bind_at_load"
-	      func_append finalize_command " ${wl}-bind_at_load"
-	    ;;
-	  esac
-	fi
-	# Time to change all our "foo.ltframework" stuff back to "-framework foo"
-	compile_deplibs=`$ECHO " $compile_deplibs" | $SED 's% \([^ $]*\).ltframework% -framework \1%g'`
-	finalize_deplibs=`$ECHO " $finalize_deplibs" | $SED 's% \([^ $]*\).ltframework% -framework \1%g'`
-	;;
-      esac
-
-
-      # move library search paths that coincide with paths to not yet
-      # installed libraries to the beginning of the library search list
-      new_libs=
-      for path in $notinst_path; do
-	case " $new_libs " in
-	*" -L$path/$objdir "*) ;;
-	*)
-	  case " $compile_deplibs " in
-	  *" -L$path/$objdir "*)
-	    func_append new_libs " -L$path/$objdir" ;;
-	  esac
-	  ;;
-	esac
-      done
-      for deplib in $compile_deplibs; do
-	case $deplib in
-	-L*)
-	  case " $new_libs " in
-	  *" $deplib "*) ;;
-	  *) func_append new_libs " $deplib" ;;
-	  esac
-	  ;;
-	*) func_append new_libs " $deplib" ;;
-	esac
-      done
-      compile_deplibs="$new_libs"
-
-
-      func_append compile_command " $compile_deplibs"
-      func_append finalize_command " $finalize_deplibs"
-
-      if test -n "$rpath$xrpath"; then
-	# If the user specified any rpath flags, then add them.
-	for libdir in $rpath $xrpath; do
-	  # This is the magic to use -rpath.
-	  case "$finalize_rpath " in
-	  *" $libdir "*) ;;
-	  *) func_append finalize_rpath " $libdir" ;;
-	  esac
-	done
-      fi
-
-      # Now hardcode the library paths
-      rpath=
-      hardcode_libdirs=
-      for libdir in $compile_rpath $finalize_rpath; do
-	if test -n "$hardcode_libdir_flag_spec"; then
-	  if test -n "$hardcode_libdir_separator"; then
-	    if test -z "$hardcode_libdirs"; then
-	      hardcode_libdirs="$libdir"
-	    else
-	      # Just accumulate the unique libdirs.
-	      case $hardcode_libdir_separator$hardcode_libdirs$hardcode_libdir_separator in
-	      *"$hardcode_libdir_separator$libdir$hardcode_libdir_separator"*)
-		;;
-	      *)
-		func_append hardcode_libdirs "$hardcode_libdir_separator$libdir"
-		;;
-	      esac
-	    fi
-	  else
-	    eval flag=\"$hardcode_libdir_flag_spec\"
-	    func_append rpath " $flag"
-	  fi
-	elif test -n "$runpath_var"; then
-	  case "$perm_rpath " in
-	  *" $libdir "*) ;;
-	  *) func_append perm_rpath " $libdir" ;;
-	  esac
-	fi
-	case $host in
-	*-*-cygwin* | *-*-mingw* | *-*-pw32* | *-*-os2* | *-cegcc*)
-	  testbindir=`${ECHO} "$libdir" | ${SED} -e 's*/lib$*/bin*'`
-	  case :$dllsearchpath: in
-	  *":$libdir:"*) ;;
-	  ::) dllsearchpath=$libdir;;
-	  *) func_append dllsearchpath ":$libdir";;
-	  esac
-	  case :$dllsearchpath: in
-	  *":$testbindir:"*) ;;
-	  ::) dllsearchpath=$testbindir;;
-	  *) func_append dllsearchpath ":$testbindir";;
-	  esac
-	  ;;
-	esac
-      done
-      # Substitute the hardcoded libdirs into the rpath.
-      if test -n "$hardcode_libdir_separator" &&
-	 test -n "$hardcode_libdirs"; then
-	libdir="$hardcode_libdirs"
-	eval rpath=\" $hardcode_libdir_flag_spec\"
-      fi
-      compile_rpath="$rpath"
-
-      rpath=
-      hardcode_libdirs=
-      for libdir in $finalize_rpath; do
-	if test -n "$hardcode_libdir_flag_spec"; then
-	  if test -n "$hardcode_libdir_separator"; then
-	    if test -z "$hardcode_libdirs"; then
-	      hardcode_libdirs="$libdir"
-	    else
-	      # Just accumulate the unique libdirs.
-	      case $hardcode_libdir_separator$hardcode_libdirs$hardcode_libdir_separator in
-	      *"$hardcode_libdir_separator$libdir$hardcode_libdir_separator"*)
-		;;
-	      *)
-		func_append hardcode_libdirs "$hardcode_libdir_separator$libdir"
-		;;
-	      esac
-	    fi
-	  else
-	    eval flag=\"$hardcode_libdir_flag_spec\"
-	    func_append rpath " $flag"
-	  fi
-	elif test -n "$runpath_var"; then
-	  case "$finalize_perm_rpath " in
-	  *" $libdir "*) ;;
-	  *) func_append finalize_perm_rpath " $libdir" ;;
-	  esac
-	fi
-      done
-      # Substitute the hardcoded libdirs into the rpath.
-      if test -n "$hardcode_libdir_separator" &&
-	 test -n "$hardcode_libdirs"; then
-	libdir="$hardcode_libdirs"
-	eval rpath=\" $hardcode_libdir_flag_spec\"
-      fi
-      finalize_rpath="$rpath"
-
-      if test -n "$libobjs" && test "$build_old_libs" = yes; then
-	# Transform all the library objects into standard objects.
-	compile_command=`$ECHO "$compile_command" | $SP2NL | $SED "$lo2o" | $NL2SP`
-	finalize_command=`$ECHO "$finalize_command" | $SP2NL | $SED "$lo2o" | $NL2SP`
-      fi
-
-      func_generate_dlsyms "$outputname" "@PROGRAM@" "no"
-
-      # template prelinking step
-      if test -n "$prelink_cmds"; then
-	func_execute_cmds "$prelink_cmds" 'exit $?'
-      fi
-
-      wrappers_required=yes
-      case $host in
-      *cegcc* | *mingw32ce*)
-        # Disable wrappers for cegcc and mingw32ce hosts, we are cross compiling anyway.
-        wrappers_required=no
-        ;;
-      *cygwin* | *mingw* )
-        if test "$build_libtool_libs" != yes; then
-          wrappers_required=no
-        fi
-        ;;
-      *)
-        if test "$need_relink" = no || test "$build_libtool_libs" != yes; then
-          wrappers_required=no
-        fi
-        ;;
-      esac
-      if test "$wrappers_required" = no; then
-	# Replace the output file specification.
-	compile_command=`$ECHO "$compile_command" | $SED 's%@OUTPUT@%'"$output"'%g'`
-	link_command="$compile_command$compile_rpath"
-
-	# We have no uninstalled library dependencies, so finalize right now.
-	exit_status=0
-	func_show_eval "$link_command" 'exit_status=$?'
-
-	if test -n "$postlink_cmds"; then
-	  func_to_tool_file "$output"
-	  postlink_cmds=`func_echo_all "$postlink_cmds" | $SED -e 's%@OUTPUT@%'"$output"'%g' -e 's%@TOOL_OUTPUT@%'"$func_to_tool_file_result"'%g'`
-	  func_execute_cmds "$postlink_cmds" 'exit $?'
-	fi
-
-	# Delete the generated files.
-	if test -f "$output_objdir/${outputname}S.${objext}"; then
-	  func_show_eval '$RM "$output_objdir/${outputname}S.${objext}"'
-	fi
-
-	exit $exit_status
-      fi
-
-      if test -n "$compile_shlibpath$finalize_shlibpath"; then
-	compile_command="$shlibpath_var=\"$compile_shlibpath$finalize_shlibpath\$$shlibpath_var\" $compile_command"
-      fi
-      if test -n "$finalize_shlibpath"; then
-	finalize_command="$shlibpath_var=\"$finalize_shlibpath\$$shlibpath_var\" $finalize_command"
-      fi
-
-      compile_var=
-      finalize_var=
-      if test -n "$runpath_var"; then
-	if test -n "$perm_rpath"; then
-	  # We should set the runpath_var.
-	  rpath=
-	  for dir in $perm_rpath; do
-	    func_append rpath "$dir:"
-	  done
-	  compile_var="$runpath_var=\"$rpath\$$runpath_var\" "
-	fi
-	if test -n "$finalize_perm_rpath"; then
-	  # We should set the runpath_var.
-	  rpath=
-	  for dir in $finalize_perm_rpath; do
-	    func_append rpath "$dir:"
-	  done
-	  finalize_var="$runpath_var=\"$rpath\$$runpath_var\" "
-	fi
-      fi
-
-      if test "$no_install" = yes; then
-	# We don't need to create a wrapper script.
-	link_command="$compile_var$compile_command$compile_rpath"
-	# Replace the output file specification.
-	link_command=`$ECHO "$link_command" | $SED 's%@OUTPUT@%'"$output"'%g'`
-	# Delete the old output file.
-	$opt_dry_run || $RM $output
-	# Link the executable and exit
-	func_show_eval "$link_command" 'exit $?'
-
-	if test -n "$postlink_cmds"; then
-	  func_to_tool_file "$output"
-	  postlink_cmds=`func_echo_all "$postlink_cmds" | $SED -e 's%@OUTPUT@%'"$output"'%g' -e 's%@TOOL_OUTPUT@%'"$func_to_tool_file_result"'%g'`
-	  func_execute_cmds "$postlink_cmds" 'exit $?'
-	fi
-
-	exit $EXIT_SUCCESS
-      fi
-
-      if test "$hardcode_action" = relink; then
-	# Fast installation is not supported
-	link_command="$compile_var$compile_command$compile_rpath"
-	relink_command="$finalize_var$finalize_command$finalize_rpath"
-
-	func_warning "this platform does not like uninstalled shared libraries"
-	func_warning "\`$output' will be relinked during installation"
-      else
-	if test "$fast_install" != no; then
-	  link_command="$finalize_var$compile_command$finalize_rpath"
-	  if test "$fast_install" = yes; then
-	    relink_command=`$ECHO "$compile_var$compile_command$compile_rpath" | $SED 's%@OUTPUT@%\$progdir/\$file%g'`
-	  else
-	    # fast_install is set to needless
-	    relink_command=
-	  fi
-	else
-	  link_command="$compile_var$compile_command$compile_rpath"
-	  relink_command="$finalize_var$finalize_command$finalize_rpath"
-	fi
-      fi
-
-      # Replace the output file specification.
-      link_command=`$ECHO "$link_command" | $SED 's%@OUTPUT@%'"$output_objdir/$outputname"'%g'`
-
-      # Delete the old output files.
-      $opt_dry_run || $RM $output $output_objdir/$outputname $output_objdir/lt-$outputname
-
-      func_show_eval "$link_command" 'exit $?'
-
-      if test -n "$postlink_cmds"; then
-	func_to_tool_file "$output_objdir/$outputname"
-	postlink_cmds=`func_echo_all "$postlink_cmds" | $SED -e 's%@OUTPUT@%'"$output_objdir/$outputname"'%g' -e 's%@TOOL_OUTPUT@%'"$func_to_tool_file_result"'%g'`
-	func_execute_cmds "$postlink_cmds" 'exit $?'
-      fi
-
-      # Now create the wrapper script.
-      func_verbose "creating $output"
-
-      # Quote the relink command for shipping.
-      if test -n "$relink_command"; then
-	# Preserve any variables that may affect compiler behavior
-	for var in $variables_saved_for_relink; do
-	  if eval test -z \"\${$var+set}\"; then
-	    relink_command="{ test -z \"\${$var+set}\" || $lt_unset $var || { $var=; export $var; }; }; $relink_command"
-	  elif eval var_value=\$$var; test -z "$var_value"; then
-	    relink_command="$var=; export $var; $relink_command"
-	  else
-	    func_quote_for_eval "$var_value"
-	    relink_command="$var=$func_quote_for_eval_result; export $var; $relink_command"
-	  fi
-	done
-	relink_command="(cd `pwd`; $relink_command)"
-	relink_command=`$ECHO "$relink_command" | $SED "$sed_quote_subst"`
-      fi
-
-      # Only actually do things if not in dry run mode.
-      $opt_dry_run || {
-	# win32 will think the script is a binary if it has
-	# a .exe suffix, so we strip it off here.
-	case $output in
-	  *.exe) func_stripname '' '.exe' "$output"
-	         output=$func_stripname_result ;;
-	esac
-	# test for cygwin because mv fails w/o .exe extensions
-	case $host in
-	  *cygwin*)
-	    exeext=.exe
-	    func_stripname '' '.exe' "$outputname"
-	    outputname=$func_stripname_result ;;
-	  *) exeext= ;;
-	esac
-	case $host in
-	  *cygwin* | *mingw* )
-	    func_dirname_and_basename "$output" "" "."
-	    output_name=$func_basename_result
-	    output_path=$func_dirname_result
-	    cwrappersource="$output_path/$objdir/lt-$output_name.c"
-	    cwrapper="$output_path/$output_name.exe"
-	    $RM $cwrappersource $cwrapper
-	    trap "$RM $cwrappersource $cwrapper; exit $EXIT_FAILURE" 1 2 15
-
-	    func_emit_cwrapperexe_src > $cwrappersource
-
-	    # The wrapper executable is built using the $host compiler,
-	    # because it contains $host paths and files. If cross-
-	    # compiling, it, like the target executable, must be
-	    # executed on the $host or under an emulation environment.
-	    $opt_dry_run || {
-	      $LTCC $LTCFLAGS -o $cwrapper $cwrappersource
-	      $STRIP $cwrapper
-	    }
-
-	    # Now, create the wrapper script for func_source use:
-	    func_ltwrapper_scriptname $cwrapper
-	    $RM $func_ltwrapper_scriptname_result
-	    trap "$RM $func_ltwrapper_scriptname_result; exit $EXIT_FAILURE" 1 2 15
-	    $opt_dry_run || {
-	      # note: this script will not be executed, so do not chmod.
-	      if test "x$build" = "x$host" ; then
-		$cwrapper --lt-dump-script > $func_ltwrapper_scriptname_result
-	      else
-		func_emit_wrapper no > $func_ltwrapper_scriptname_result
-	      fi
-	    }
-	  ;;
-	  * )
-	    $RM $output
-	    trap "$RM $output; exit $EXIT_FAILURE" 1 2 15
-
-	    func_emit_wrapper no > $output
-	    chmod +x $output
-	  ;;
-	esac
-      }
-      exit $EXIT_SUCCESS
-      ;;
-    esac
-
-    # See if we need to build an old-fashioned archive.
-    for oldlib in $oldlibs; do
-
-      if test "$build_libtool_libs" = convenience; then
-	oldobjs="$libobjs_save $symfileobj"
-	addlibs="$convenience"
-	build_libtool_libs=no
-      else
-	if test "$build_libtool_libs" = module; then
-	  oldobjs="$libobjs_save"
-	  build_libtool_libs=no
-	else
-	  oldobjs="$old_deplibs $non_pic_objects"
-	  if test "$preload" = yes && test -f "$symfileobj"; then
-	    func_append oldobjs " $symfileobj"
-	  fi
-	fi
-	addlibs="$old_convenience"
-      fi
-
-      if test -n "$addlibs"; then
-	gentop="$output_objdir/${outputname}x"
-	func_append generated " $gentop"
-
-	func_extract_archives $gentop $addlibs
-	func_append oldobjs " $func_extract_archives_result"
-      fi
-
-      # Do each command in the archive commands.
-      if test -n "$old_archive_from_new_cmds" && test "$build_libtool_libs" = yes; then
-	cmds=$old_archive_from_new_cmds
-      else
-
-	# Add any objects from preloaded convenience libraries
-	if test -n "$dlprefiles"; then
-	  gentop="$output_objdir/${outputname}x"
-	  func_append generated " $gentop"
-
-	  func_extract_archives $gentop $dlprefiles
-	  func_append oldobjs " $func_extract_archives_result"
-	fi
-
-	# POSIX demands no paths to be encoded in archives.  We have
-	# to avoid creating archives with duplicate basenames if we
-	# might have to extract them afterwards, e.g., when creating a
-	# static archive out of a convenience library, or when linking
-	# the entirety of a libtool archive into another (currently
-	# not supported by libtool).
-	if (for obj in $oldobjs
-	    do
-	      func_basename "$obj"
-	      $ECHO "$func_basename_result"
-	    done | sort | sort -uc >/dev/null 2>&1); then
-	  :
-	else
-	  echo "copying selected object files to avoid basename conflicts..."
-	  gentop="$output_objdir/${outputname}x"
-	  func_append generated " $gentop"
-	  func_mkdir_p "$gentop"
-	  save_oldobjs=$oldobjs
-	  oldobjs=
-	  counter=1
-	  for obj in $save_oldobjs
-	  do
-	    func_basename "$obj"
-	    objbase="$func_basename_result"
-	    case " $oldobjs " in
-	    " ") oldobjs=$obj ;;
-	    *[\ /]"$objbase "*)
-	      while :; do
-		# Make sure we don't pick an alternate name that also
-		# overlaps.
-		newobj=lt$counter-$objbase
-		func_arith $counter + 1
-		counter=$func_arith_result
-		case " $oldobjs " in
-		*[\ /]"$newobj "*) ;;
-		*) if test ! -f "$gentop/$newobj"; then break; fi ;;
-		esac
-	      done
-	      func_show_eval "ln $obj $gentop/$newobj || cp $obj $gentop/$newobj"
-	      func_append oldobjs " $gentop/$newobj"
-	      ;;
-	    *) func_append oldobjs " $obj" ;;
-	    esac
-	  done
-	fi
-	func_to_tool_file "$oldlib" func_convert_file_msys_to_w32
-	tool_oldlib=$func_to_tool_file_result
-	eval cmds=\"$old_archive_cmds\"
-
-	func_len " $cmds"
-	len=$func_len_result
-	if test "$len" -lt "$max_cmd_len" || test "$max_cmd_len" -le -1; then
-	  cmds=$old_archive_cmds
-	elif test -n "$archiver_list_spec"; then
-	  func_verbose "using command file archive linking..."
-	  for obj in $oldobjs
-	  do
-	    func_to_tool_file "$obj"
-	    $ECHO "$func_to_tool_file_result"
-	  done > $output_objdir/$libname.libcmd
-	  func_to_tool_file "$output_objdir/$libname.libcmd"
-	  oldobjs=" $archiver_list_spec$func_to_tool_file_result"
-	  cmds=$old_archive_cmds
-	else
-	  # the command line is too long to link in one step, link in parts
-	  func_verbose "using piecewise archive linking..."
-	  save_RANLIB=$RANLIB
-	  RANLIB=:
-	  objlist=
-	  concat_cmds=
-	  save_oldobjs=$oldobjs
-	  oldobjs=
-	  # Is there a better way of finding the last object in the list?
-	  for obj in $save_oldobjs
-	  do
-	    last_oldobj=$obj
-	  done
-	  eval test_cmds=\"$old_archive_cmds\"
-	  func_len " $test_cmds"
-	  len0=$func_len_result
-	  len=$len0
-	  for obj in $save_oldobjs
-	  do
-	    func_len " $obj"
-	    func_arith $len + $func_len_result
-	    len=$func_arith_result
-	    func_append objlist " $obj"
-	    if test "$len" -lt "$max_cmd_len"; then
-	      :
-	    else
-	      # the above command should be used before it gets too long
-	      oldobjs=$objlist
-	      if test "$obj" = "$last_oldobj" ; then
-		RANLIB=$save_RANLIB
-	      fi
-	      test -z "$concat_cmds" || concat_cmds=$concat_cmds~
-	      eval concat_cmds=\"\${concat_cmds}$old_archive_cmds\"
-	      objlist=
-	      len=$len0
-	    fi
-	  done
-	  RANLIB=$save_RANLIB
-	  oldobjs=$objlist
-	  if test "X$oldobjs" = "X" ; then
-	    eval cmds=\"\$concat_cmds\"
-	  else
-	    eval cmds=\"\$concat_cmds~\$old_archive_cmds\"
-	  fi
-	fi
-      fi
-      func_execute_cmds "$cmds" 'exit $?'
-    done
-
-    test -n "$generated" && \
-      func_show_eval "${RM}r$generated"
-
-    # Now create the libtool archive.
-    case $output in
-    *.la)
-      old_library=
-      test "$build_old_libs" = yes && old_library="$libname.$libext"
-      func_verbose "creating $output"
-
-      # Preserve any variables that may affect compiler behavior
-      for var in $variables_saved_for_relink; do
-	if eval test -z \"\${$var+set}\"; then
-	  relink_command="{ test -z \"\${$var+set}\" || $lt_unset $var || { $var=; export $var; }; }; $relink_command"
-	elif eval var_value=\$$var; test -z "$var_value"; then
-	  relink_command="$var=; export $var; $relink_command"
-	else
-	  func_quote_for_eval "$var_value"
-	  relink_command="$var=$func_quote_for_eval_result; export $var; $relink_command"
-	fi
-      done
-      # Quote the link command for shipping.
-      relink_command="(cd `pwd`; $SHELL $progpath $preserve_args --mode=relink $libtool_args @inst_prefix_dir@)"
-      relink_command=`$ECHO "$relink_command" | $SED "$sed_quote_subst"`
-      if test "$hardcode_automatic" = yes ; then
-	relink_command=
-      fi
-
-      # Only create the output if not a dry run.
-      $opt_dry_run || {
-	for installed in no yes; do
-	  if test "$installed" = yes; then
-	    if test -z "$install_libdir"; then
-	      break
-	    fi
-	    output="$output_objdir/$outputname"i
-	    # Replace all uninstalled libtool libraries with the installed ones
-	    newdependency_libs=
-	    for deplib in $dependency_libs; do
-	      case $deplib in
-	      *.la)
-		func_basename "$deplib"
-		name="$func_basename_result"
-		func_resolve_sysroot "$deplib"
-		eval libdir=`${SED} -n -e 's/^libdir=\(.*\)$/\1/p' $func_resolve_sysroot_result`
-		test -z "$libdir" && \
-		  func_fatal_error "\`$deplib' is not a valid libtool archive"
-		func_append newdependency_libs " ${lt_sysroot:+=}$libdir/$name"
-		;;
-	      -L*)
-		func_stripname -L '' "$deplib"
-		func_replace_sysroot "$func_stripname_result"
-		func_append newdependency_libs " -L$func_replace_sysroot_result"
-		;;
-	      -R*)
-		func_stripname -R '' "$deplib"
-		func_replace_sysroot "$func_stripname_result"
-		func_append newdependency_libs " -R$func_replace_sysroot_result"
-		;;
-	      *) func_append newdependency_libs " $deplib" ;;
-	      esac
-	    done
-	    dependency_libs="$newdependency_libs"
-	    newdlfiles=
-
-	    for lib in $dlfiles; do
-	      case $lib in
-	      *.la)
-	        func_basename "$lib"
-		name="$func_basename_result"
-		eval libdir=`${SED} -n -e 's/^libdir=\(.*\)$/\1/p' $lib`
-		test -z "$libdir" && \
-		  func_fatal_error "\`$lib' is not a valid libtool archive"
-		func_append newdlfiles " ${lt_sysroot:+=}$libdir/$name"
-		;;
-	      *) func_append newdlfiles " $lib" ;;
-	      esac
-	    done
-	    dlfiles="$newdlfiles"
-	    newdlprefiles=
-	    for lib in $dlprefiles; do
-	      case $lib in
-	      *.la)
-		# Only pass preopened files to the pseudo-archive (for
-		# eventual linking with the app. that links it) if we
-		# didn't already link the preopened objects directly into
-		# the library:
-		func_basename "$lib"
-		name="$func_basename_result"
-		eval libdir=`${SED} -n -e 's/^libdir=\(.*\)$/\1/p' $lib`
-		test -z "$libdir" && \
-		  func_fatal_error "\`$lib' is not a valid libtool archive"
-		func_append newdlprefiles " ${lt_sysroot:+=}$libdir/$name"
-		;;
-	      esac
-	    done
-	    dlprefiles="$newdlprefiles"
-	  else
-	    newdlfiles=
-	    for lib in $dlfiles; do
-	      case $lib in
-		[\\/]* | [A-Za-z]:[\\/]*) abs="$lib" ;;
-		*) abs=`pwd`"/$lib" ;;
-	      esac
-	      func_append newdlfiles " $abs"
-	    done
-	    dlfiles="$newdlfiles"
-	    newdlprefiles=
-	    for lib in $dlprefiles; do
-	      case $lib in
-		[\\/]* | [A-Za-z]:[\\/]*) abs="$lib" ;;
-		*) abs=`pwd`"/$lib" ;;
-	      esac
-	      func_append newdlprefiles " $abs"
-	    done
-	    dlprefiles="$newdlprefiles"
-	  fi
-	  $RM $output
-	  # place dlname in correct position for cygwin
-	  # In fact, it would be nice if we could use this code for all target
-	  # systems that can't hard-code library paths into their executables
-	  # and that have no shared library path variable independent of PATH,
-	  # but it turns out we can't easily determine that from inspecting
-	  # libtool variables, so we have to hard-code the OSs to which it
-	  # applies here; at the moment, that means platforms that use the PE
-	  # object format with DLL files.  See the long comment at the top of
-	  # tests/bindir.at for full details.
-	  tdlname=$dlname
-	  case $host,$output,$installed,$module,$dlname in
-	    *cygwin*,*lai,yes,no,*.dll | *mingw*,*lai,yes,no,*.dll | *cegcc*,*lai,yes,no,*.dll)
-	      # If a -bindir argument was supplied, place the dll there.
-	      if test "x$bindir" != x ;
-	      then
-		func_relative_path "$install_libdir" "$bindir"
-		tdlname=$func_relative_path_result$dlname
-	      else
-		# Otherwise fall back on heuristic.
-		tdlname=../bin/$dlname
-	      fi
-	      ;;
-	  esac
-	  $ECHO > $output "\
-# $outputname - a libtool library file
-# Generated by $PROGRAM (GNU $PACKAGE$TIMESTAMP) $VERSION
-#
-# Please DO NOT delete this file!
-# It is necessary for linking the library.
-
-# The name that we can dlopen(3).
-dlname='$tdlname'
-
-# Names of this library.
-library_names='$library_names'
-
-# The name of the static archive.
-old_library='$old_library'
-
-# Linker flags that can not go in dependency_libs.
-inherited_linker_flags='$new_inherited_linker_flags'
-
-# Libraries that this one depends upon.
-dependency_libs='$dependency_libs'
-
-# Names of additional weak libraries provided by this library
-weak_library_names='$weak_libs'
-
-# Version information for $libname.
-current=$current
-age=$age
-revision=$revision
-
-# Is this an already installed library?
-installed=$installed
-
-# Should we warn about portability when linking against -modules?
-shouldnotlink=$module
-
-# Files to dlopen/dlpreopen
-dlopen='$dlfiles'
-dlpreopen='$dlprefiles'
-
-# Directory that this library needs to be installed in:
-libdir='$install_libdir'"
-	  if test "$installed" = no && test "$need_relink" = yes; then
-	    $ECHO >> $output "\
-relink_command=\"$relink_command\""
-	  fi
-	done
-      }
-
-      # Do a symbolic link so that the libtool archive can be found in
-      # LD_LIBRARY_PATH before the program is installed.
-      func_show_eval '( cd "$output_objdir" && $RM "$outputname" && $LN_S "../$outputname" "$outputname" )' 'exit $?'
-      ;;
-    esac
-    exit $EXIT_SUCCESS
-}
-
-{ test "$opt_mode" = link || test "$opt_mode" = relink; } &&
-    func_mode_link ${1+"$@"}
-
-
-# func_mode_uninstall arg...
-func_mode_uninstall ()
-{
-    $opt_debug
-    RM="$nonopt"
-    files=
-    rmforce=
-    exit_status=0
-
-    # This variable tells wrapper scripts just to set variables rather
-    # than running their programs.
-    libtool_install_magic="$magic"
-
-    for arg
-    do
-      case $arg in
-      -f) func_append RM " $arg"; rmforce=yes ;;
-      -*) func_append RM " $arg" ;;
-      *) func_append files " $arg" ;;
-      esac
-    done
-
-    test -z "$RM" && \
-      func_fatal_help "you must specify an RM program"
-
-    rmdirs=
-
-    for file in $files; do
-      func_dirname "$file" "" "."
-      dir="$func_dirname_result"
-      if test "X$dir" = X.; then
-	odir="$objdir"
-      else
-	odir="$dir/$objdir"
-      fi
-      func_basename "$file"
-      name="$func_basename_result"
-      test "$opt_mode" = uninstall && odir="$dir"
-
-      # Remember odir for removal later, being careful to avoid duplicates
-      if test "$opt_mode" = clean; then
-	case " $rmdirs " in
-	  *" $odir "*) ;;
-	  *) func_append rmdirs " $odir" ;;
-	esac
-      fi
-
-      # Don't error if the file doesn't exist and rm -f was used.
-      if { test -L "$file"; } >/dev/null 2>&1 ||
-	 { test -h "$file"; } >/dev/null 2>&1 ||
-	 test -f "$file"; then
-	:
-      elif test -d "$file"; then
-	exit_status=1
-	continue
-      elif test "$rmforce" = yes; then
-	continue
-      fi
-
-      rmfiles="$file"
-
-      case $name in
-      *.la)
-	# Possibly a libtool archive, so verify it.
-	if func_lalib_p "$file"; then
-	  func_source $dir/$name
-
-	  # Delete the libtool libraries and symlinks.
-	  for n in $library_names; do
-	    func_append rmfiles " $odir/$n"
-	  done
-	  test -n "$old_library" && func_append rmfiles " $odir/$old_library"
-
-	  case "$opt_mode" in
-	  clean)
-	    case " $library_names " in
-	    *" $dlname "*) ;;
-	    *) test -n "$dlname" && func_append rmfiles " $odir/$dlname" ;;
-	    esac
-	    test -n "$libdir" && func_append rmfiles " $odir/$name $odir/${name}i"
-	    ;;
-	  uninstall)
-	    if test -n "$library_names"; then
-	      # Do each command in the postuninstall commands.
-	      func_execute_cmds "$postuninstall_cmds" 'test "$rmforce" = yes || exit_status=1'
-	    fi
-
-	    if test -n "$old_library"; then
-	      # Do each command in the old_postuninstall commands.
-	      func_execute_cmds "$old_postuninstall_cmds" 'test "$rmforce" = yes || exit_status=1'
-	    fi
-	    # FIXME: should reinstall the best remaining shared library.
-	    ;;
-	  esac
-	fi
-	;;
-
-      *.lo)
-	# Possibly a libtool object, so verify it.
-	if func_lalib_p "$file"; then
-
-	  # Read the .lo file
-	  func_source $dir/$name
-
-	  # Add PIC object to the list of files to remove.
-	  if test -n "$pic_object" &&
-	     test "$pic_object" != none; then
-	    func_append rmfiles " $dir/$pic_object"
-	  fi
-
-	  # Add non-PIC object to the list of files to remove.
-	  if test -n "$non_pic_object" &&
-	     test "$non_pic_object" != none; then
-	    func_append rmfiles " $dir/$non_pic_object"
-	  fi
-	fi
-	;;
-
-      *)
-	if test "$opt_mode" = clean ; then
-	  noexename=$name
-	  case $file in
-	  *.exe)
-	    func_stripname '' '.exe' "$file"
-	    file=$func_stripname_result
-	    func_stripname '' '.exe' "$name"
-	    noexename=$func_stripname_result
-	    # $file with .exe has already been added to rmfiles,
-	    # add $file without .exe
-	    func_append rmfiles " $file"
-	    ;;
-	  esac
-	  # Do a test to see if this is a libtool program.
-	  if func_ltwrapper_p "$file"; then
-	    if func_ltwrapper_executable_p "$file"; then
-	      func_ltwrapper_scriptname "$file"
-	      relink_command=
-	      func_source $func_ltwrapper_scriptname_result
-	      func_append rmfiles " $func_ltwrapper_scriptname_result"
-	    else
-	      relink_command=
-	      func_source $dir/$noexename
-	    fi
-
-	    # note $name still contains .exe if it was in $file originally
-	    # as does the version of $file that was added into $rmfiles
-	    func_append rmfiles " $odir/$name $odir/${name}S.${objext}"
-	    if test "$fast_install" = yes && test -n "$relink_command"; then
-	      func_append rmfiles " $odir/lt-$name"
-	    fi
-	    if test "X$noexename" != "X$name" ; then
-	      func_append rmfiles " $odir/lt-${noexename}.c"
-	    fi
-	  fi
-	fi
-	;;
-      esac
-      func_show_eval "$RM $rmfiles" 'exit_status=1'
-    done
-
-    # Try to remove the ${objdir}s in the directories where we deleted files
-    for dir in $rmdirs; do
-      if test -d "$dir"; then
-	func_show_eval "rmdir $dir >/dev/null 2>&1"
-      fi
-    done
-
-    exit $exit_status
-}
-
-{ test "$opt_mode" = uninstall || test "$opt_mode" = clean; } &&
-    func_mode_uninstall ${1+"$@"}
-
-test -z "$opt_mode" && {
-  help="$generic_help"
-  func_fatal_help "you must specify a MODE"
-}
-
-test -z "$exec_cmd" && \
-  func_fatal_help "invalid operation mode \`$opt_mode'"
-
-if test -n "$exec_cmd"; then
-  eval exec "$exec_cmd"
-  exit $EXIT_FAILURE
-fi
-
-exit $exit_status
-
-
-# The TAGs below are defined such that we never get into a situation
-# in which we disable both kinds of libraries.  Given conflicting
-# choices, we go for a static library, that is the most portable,
-# since we can't tell whether shared libraries were disabled because
-# the user asked for that or because the platform doesn't support
-# them.  This is particularly important on AIX, because we don't
-# support having both static and shared libraries enabled at the same
-# time on that platform, so we default to a shared-only configuration.
-# If a disable-shared tag is given, we'll fallback to a static-only
-# configuration.  But we'll never go from static-only to shared-only.
-
-# ### BEGIN LIBTOOL TAG CONFIG: disable-shared
-build_libtool_libs=no
-build_old_libs=yes
-# ### END LIBTOOL TAG CONFIG: disable-shared
-
-# ### BEGIN LIBTOOL TAG CONFIG: disable-static
-build_old_libs=`case $build_libtool_libs in yes) echo no;; *) echo yes;; esac`
-# ### END LIBTOOL TAG CONFIG: disable-static
-
-# Local Variables:
-# mode:shell-script
-# sh-indentation:2
-# End:
-# vi:sw=2
-
diff --git a/m4/Makefile.in b/m4/Makefile.in
deleted file mode 100644
index 0da0560..0000000
--- a/m4/Makefile.in
+++ /dev/null
@@ -1,428 +0,0 @@
-# Makefile.in generated by automake 1.11.3 from Makefile.am.
-# @configure_input@
-
-# Copyright (C) 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001, 2002,
-# 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011 Free Software
-# Foundation, Inc.
-# This Makefile.in is free software; the Free Software Foundation
-# gives unlimited permission to copy and/or distribute it,
-# with or without modifications, as long as this notice is preserved.
-
-# This program is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY, to the extent permitted by law; without
-# even the implied warranty of MERCHANTABILITY or FITNESS FOR A
-# PARTICULAR PURPOSE.
-
- at SET_MAKE@
-VPATH = @srcdir@
-pkgdatadir = $(datadir)/@PACKAGE@
-pkgincludedir = $(includedir)/@PACKAGE@
-pkglibdir = $(libdir)/@PACKAGE@
-pkglibexecdir = $(libexecdir)/@PACKAGE@
-am__cd = CDPATH="$${ZSH_VERSION+.}$(PATH_SEPARATOR)" && cd
-install_sh_DATA = $(install_sh) -c -m 644
-install_sh_PROGRAM = $(install_sh) -c
-install_sh_SCRIPT = $(install_sh) -c
-INSTALL_HEADER = $(INSTALL_DATA)
-transform = $(program_transform_name)
-NORMAL_INSTALL = :
-PRE_INSTALL = :
-POST_INSTALL = :
-NORMAL_UNINSTALL = :
-PRE_UNINSTALL = :
-POST_UNINSTALL = :
-build_triplet = @build@
-host_triplet = @host@
-subdir = m4
-DIST_COMMON = $(srcdir)/Makefile.am $(srcdir)/Makefile.in
-ACLOCAL_M4 = $(top_srcdir)/aclocal.m4
-am__aclocal_m4_deps = $(top_srcdir)/m4/ac_python_devel.m4 \
-	$(top_srcdir)/m4/ax_check_cxx_flag.m4 \
-	$(top_srcdir)/m4/ax_prefix_config_h.m4 \
-	$(top_srcdir)/m4/libtool.m4 $(top_srcdir)/m4/ltoptions.m4 \
-	$(top_srcdir)/m4/ltsugar.m4 $(top_srcdir)/m4/ltversion.m4 \
-	$(top_srcdir)/m4/lt~obsolete.m4 $(top_srcdir)/m4/scilab.m4 \
-	$(top_srcdir)/configure.in
-am__configure_deps = $(am__aclocal_m4_deps) $(CONFIGURE_DEPENDENCIES) \
-	$(ACLOCAL_M4)
-mkinstalldirs = $(SHELL) $(top_srcdir)/mkinstalldirs
-CONFIG_HEADER = $(top_builddir)/config.h
-CONFIG_CLEAN_FILES =
-CONFIG_CLEAN_VPATH_FILES =
-SOURCES =
-DIST_SOURCES =
-DISTFILES = $(DIST_COMMON) $(DIST_SOURCES) $(TEXINFOS) $(EXTRA_DIST)
-ACLOCAL = @ACLOCAL@
-AMTAR = @AMTAR@
-AR = @AR@
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-PYTHON_PLATFORM = @PYTHON_PLATFORM@
-PYTHON_PREFIX = @PYTHON_PREFIX@
-PYTHON_SITE_PKG = @PYTHON_SITE_PKG@
-PYTHON_VERSION = @PYTHON_VERSION@
-QHULL_LIBS = @QHULL_LIBS@
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-host = @host@
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-pdfdir = @pdfdir@
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-prefix = @prefix@
-program_transform_name = @program_transform_name@
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-pythondir = @pythondir@
-sbindir = @sbindir@
-sharedstatedir = @sharedstatedir@
-srcdir = @srcdir@
-sysconfdir = @sysconfdir@
-target_alias = @target_alias@
-top_build_prefix = @top_build_prefix@
-top_builddir = @top_builddir@
-top_srcdir = @top_srcdir@
-EXTRA_DIST = acx_blas.m4  ax_check_cxx_flag.m4  ax_prefix_config_h.m4
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-	      exit 1;; \
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-	done; \
-	echo ' cd $(top_srcdir) && $(AUTOMAKE) --gnu m4/Makefile'; \
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-CTAGS:
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-distdir: $(DISTFILES)
-	@srcdirstrip=`echo "$(srcdir)" | sed 's/[].[^$$\\*]/\\\\&/g'`; \
-	topsrcdirstrip=`echo "$(top_srcdir)" | sed 's/[].[^$$\\*]/\\\\&/g'`; \
-	list='$(DISTFILES)'; \
-	  dist_files=`for file in $$list; do echo $$file; done | \
-	  sed -e "s|^$$srcdirstrip/||;t" \
-	      -e "s|^$$topsrcdirstrip/|$(top_builddir)/|;t"`; \
-	case $$dist_files in \
-	  */*) $(MKDIR_P) `echo "$$dist_files" | \
-			   sed '/\//!d;s|^|$(distdir)/|;s,/[^/]*$$,,' | \
-			   sort -u` ;; \
-	esac; \
-	for file in $$dist_files; do \
-	  if test -f $$file || test -d $$file; then d=.; else d=$(srcdir); fi; \
-	  if test -d $$d/$$file; then \
-	    dir=`echo "/$$file" | sed -e 's,/[^/]*$$,,'`; \
-	    if test -d "$(distdir)/$$file"; then \
-	      find "$(distdir)/$$file" -type d ! -perm -700 -exec chmod u+rwx {} \;; \
-	    fi; \
-	    if test -d $(srcdir)/$$file && test $$d != $(srcdir); then \
-	      cp -fpR $(srcdir)/$$file "$(distdir)$$dir" || exit 1; \
-	      find "$(distdir)/$$file" -type d ! -perm -700 -exec chmod u+rwx {} \;; \
-	    fi; \
-	    cp -fpR $$d/$$file "$(distdir)$$dir" || exit 1; \
-	  else \
-	    test -f "$(distdir)/$$file" \
-	    || cp -p $$d/$$file "$(distdir)/$$file" \
-	    || exit 1; \
-	  fi; \
-	done
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-check: check-am
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-	  $(MAKE) $(AM_MAKEFLAGS) INSTALL_PROGRAM="$(INSTALL_STRIP_PROGRAM)" \
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diff --git a/m4/libtool.m4 b/m4/libtool.m4
deleted file mode 100644
index 828104c..0000000
--- a/m4/libtool.m4
+++ /dev/null
@@ -1,8001 +0,0 @@
-# libtool.m4 - Configure libtool for the host system. -*-Autoconf-*-
-#
-#   Copyright (C) 1996, 1997, 1998, 1999, 2000, 2001, 2003, 2004, 2005,
-#                 2006, 2007, 2008, 2009, 2010, 2011 Free Software
-#                 Foundation, Inc.
-#   Written by Gordon Matzigkeit, 1996
-#
-# This file is free software; the Free Software Foundation gives
-# unlimited permission to copy and/or distribute it, with or without
-# modifications, as long as this notice is preserved.
-
-m4_define([_LT_COPYING], [dnl
-#   Copyright (C) 1996, 1997, 1998, 1999, 2000, 2001, 2003, 2004, 2005,
-#                 2006, 2007, 2008, 2009, 2010, 2011 Free Software
-#                 Foundation, Inc.
-#   Written by Gordon Matzigkeit, 1996
-#
-#   This file is part of GNU Libtool.
-#
-# GNU Libtool is free software; you can redistribute it and/or
-# modify it under the terms of the GNU General Public License as
-# published by the Free Software Foundation; either version 2 of
-# the License, or (at your option) any later version.
-#
-# As a special exception to the GNU General Public License,
-# if you distribute this file as part of a program or library that
-# is built using GNU Libtool, you may include this file under the
-# same distribution terms that you use for the rest of that program.
-#
-# GNU Libtool is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
-# GNU General Public License for more details.
-#
-# You should have received a copy of the GNU General Public License
-# along with GNU Libtool; see the file COPYING.  If not, a copy
-# can be downloaded from http://www.gnu.org/licenses/gpl.html, or
-# obtained by writing to the Free Software Foundation, Inc.,
-# 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301, USA.
-])
-
-# serial 57 LT_INIT
-
-
-# LT_PREREQ(VERSION)
-# ------------------
-# Complain and exit if this libtool version is less that VERSION.
-m4_defun([LT_PREREQ],
-[m4_if(m4_version_compare(m4_defn([LT_PACKAGE_VERSION]), [$1]), -1,
-       [m4_default([$3],
-		   [m4_fatal([Libtool version $1 or higher is required],
-		             63)])],
-       [$2])])
-
-
-# _LT_CHECK_BUILDDIR
-# ------------------
-# Complain if the absolute build directory name contains unusual characters
-m4_defun([_LT_CHECK_BUILDDIR],
-[case `pwd` in
-  *\ * | *\	*)
-    AC_MSG_WARN([Libtool does not cope well with whitespace in `pwd`]) ;;
-esac
-])
-
-
-# LT_INIT([OPTIONS])
-# ------------------
-AC_DEFUN([LT_INIT],
-[AC_PREREQ([2.58])dnl We use AC_INCLUDES_DEFAULT
-AC_REQUIRE([AC_CONFIG_AUX_DIR_DEFAULT])dnl
-AC_BEFORE([$0], [LT_LANG])dnl
-AC_BEFORE([$0], [LT_OUTPUT])dnl
-AC_BEFORE([$0], [LTDL_INIT])dnl
-m4_require([_LT_CHECK_BUILDDIR])dnl
-
-dnl Autoconf doesn't catch unexpanded LT_ macros by default:
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-m4_pattern_allow([^(_LT_EOF|LT_DLGLOBAL|LT_DLLAZY_OR_NOW|LT_MULTI_MODULE)$])dnl
-dnl aclocal doesn't pull ltoptions.m4, ltsugar.m4, or ltversion.m4
-dnl unless we require an AC_DEFUNed macro:
-AC_REQUIRE([LTOPTIONS_VERSION])dnl
-AC_REQUIRE([LTSUGAR_VERSION])dnl
-AC_REQUIRE([LTVERSION_VERSION])dnl
-AC_REQUIRE([LTOBSOLETE_VERSION])dnl
-m4_require([_LT_PROG_LTMAIN])dnl
-
-_LT_SHELL_INIT([SHELL=${CONFIG_SHELL-/bin/sh}])
-
-dnl Parse OPTIONS
-_LT_SET_OPTIONS([$0], [$1])
-
-# This can be used to rebuild libtool when needed
-LIBTOOL_DEPS="$ltmain"
-
-# Always use our own libtool.
-LIBTOOL='$(SHELL) $(top_builddir)/libtool'
-AC_SUBST(LIBTOOL)dnl
-
-_LT_SETUP
-
-# Only expand once:
-m4_define([LT_INIT])
-])# LT_INIT
-
-# Old names:
-AU_ALIAS([AC_PROG_LIBTOOL], [LT_INIT])
-AU_ALIAS([AM_PROG_LIBTOOL], [LT_INIT])
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_PROG_LIBTOOL], [])
-dnl AC_DEFUN([AM_PROG_LIBTOOL], [])
-
-
-# _LT_CC_BASENAME(CC)
-# -------------------
-# Calculate cc_basename.  Skip known compiler wrappers and cross-prefix.
-m4_defun([_LT_CC_BASENAME],
-[for cc_temp in $1""; do
-  case $cc_temp in
-    compile | *[[\\/]]compile | ccache | *[[\\/]]ccache ) ;;
-    distcc | *[[\\/]]distcc | purify | *[[\\/]]purify ) ;;
-    \-*) ;;
-    *) break;;
-  esac
-done
-cc_basename=`$ECHO "$cc_temp" | $SED "s%.*/%%; s%^$host_alias-%%"`
-])
-
-
-# _LT_FILEUTILS_DEFAULTS
-# ----------------------
-# It is okay to use these file commands and assume they have been set
-# sensibly after `m4_require([_LT_FILEUTILS_DEFAULTS])'.
-m4_defun([_LT_FILEUTILS_DEFAULTS],
-[: ${CP="cp -f"}
-: ${MV="mv -f"}
-: ${RM="rm -f"}
-])# _LT_FILEUTILS_DEFAULTS
-
-
-# _LT_SETUP
-# ---------
-m4_defun([_LT_SETUP],
-[AC_REQUIRE([AC_CANONICAL_HOST])dnl
-AC_REQUIRE([AC_CANONICAL_BUILD])dnl
-AC_REQUIRE([_LT_PREPARE_SED_QUOTE_VARS])dnl
-AC_REQUIRE([_LT_PROG_ECHO_BACKSLASH])dnl
-
-_LT_DECL([], [PATH_SEPARATOR], [1], [The PATH separator for the build system])dnl
-dnl
-_LT_DECL([], [host_alias], [0], [The host system])dnl
-_LT_DECL([], [host], [0])dnl
-_LT_DECL([], [host_os], [0])dnl
-dnl
-_LT_DECL([], [build_alias], [0], [The build system])dnl
-_LT_DECL([], [build], [0])dnl
-_LT_DECL([], [build_os], [0])dnl
-dnl
-AC_REQUIRE([AC_PROG_CC])dnl
-AC_REQUIRE([LT_PATH_LD])dnl
-AC_REQUIRE([LT_PATH_NM])dnl
-dnl
-AC_REQUIRE([AC_PROG_LN_S])dnl
-test -z "$LN_S" && LN_S="ln -s"
-_LT_DECL([], [LN_S], [1], [Whether we need soft or hard links])dnl
-dnl
-AC_REQUIRE([LT_CMD_MAX_LEN])dnl
-_LT_DECL([objext], [ac_objext], [0], [Object file suffix (normally "o")])dnl
-_LT_DECL([], [exeext], [0], [Executable file suffix (normally "")])dnl
-dnl
-m4_require([_LT_FILEUTILS_DEFAULTS])dnl
-m4_require([_LT_CHECK_SHELL_FEATURES])dnl
-m4_require([_LT_PATH_CONVERSION_FUNCTIONS])dnl
-m4_require([_LT_CMD_RELOAD])dnl
-m4_require([_LT_CHECK_MAGIC_METHOD])dnl
-m4_require([_LT_CHECK_SHAREDLIB_FROM_LINKLIB])dnl
-m4_require([_LT_CMD_OLD_ARCHIVE])dnl
-m4_require([_LT_CMD_GLOBAL_SYMBOLS])dnl
-m4_require([_LT_WITH_SYSROOT])dnl
-
-_LT_CONFIG_LIBTOOL_INIT([
-# See if we are running on zsh, and set the options which allow our
-# commands through without removal of \ escapes INIT.
-if test -n "\${ZSH_VERSION+set}" ; then
-   setopt NO_GLOB_SUBST
-fi
-])
-if test -n "${ZSH_VERSION+set}" ; then
-   setopt NO_GLOB_SUBST
-fi
-
-_LT_CHECK_OBJDIR
-
-m4_require([_LT_TAG_COMPILER])dnl
-
-case $host_os in
-aix3*)
-  # AIX sometimes has problems with the GCC collect2 program.  For some
-  # reason, if we set the COLLECT_NAMES environment variable, the problems
-  # vanish in a puff of smoke.
-  if test "X${COLLECT_NAMES+set}" != Xset; then
-    COLLECT_NAMES=
-    export COLLECT_NAMES
-  fi
-  ;;
-esac
-
-# Global variables:
-ofile=libtool
-can_build_shared=yes
-
-# All known linkers require a `.a' archive for static linking (except MSVC,
-# which needs '.lib').
-libext=a
-
-with_gnu_ld="$lt_cv_prog_gnu_ld"
-
-old_CC="$CC"
-old_CFLAGS="$CFLAGS"
-
-# Set sane defaults for various variables
-test -z "$CC" && CC=cc
-test -z "$LTCC" && LTCC=$CC
-test -z "$LTCFLAGS" && LTCFLAGS=$CFLAGS
-test -z "$LD" && LD=ld
-test -z "$ac_objext" && ac_objext=o
-
-_LT_CC_BASENAME([$compiler])
-
-# Only perform the check for file, if the check method requires it
-test -z "$MAGIC_CMD" && MAGIC_CMD=file
-case $deplibs_check_method in
-file_magic*)
-  if test "$file_magic_cmd" = '$MAGIC_CMD'; then
-    _LT_PATH_MAGIC
-  fi
-  ;;
-esac
-
-# Use C for the default configuration in the libtool script
-LT_SUPPORTED_TAG([CC])
-_LT_LANG_C_CONFIG
-_LT_LANG_DEFAULT_CONFIG
-_LT_CONFIG_COMMANDS
-])# _LT_SETUP
-
-
-# _LT_PREPARE_SED_QUOTE_VARS
-# --------------------------
-# Define a few sed substitution that help us do robust quoting.
-m4_defun([_LT_PREPARE_SED_QUOTE_VARS],
-[# Backslashify metacharacters that are still active within
-# double-quoted strings.
-sed_quote_subst='s/\([["`$\\]]\)/\\\1/g'
-
-# Same as above, but do not quote variable references.
-double_quote_subst='s/\([["`\\]]\)/\\\1/g'
-
-# Sed substitution to delay expansion of an escaped shell variable in a
-# double_quote_subst'ed string.
-delay_variable_subst='s/\\\\\\\\\\\$/\\\\\\$/g'
-
-# Sed substitution to delay expansion of an escaped single quote.
-delay_single_quote_subst='s/'\''/'\'\\\\\\\'\''/g'
-
-# Sed substitution to avoid accidental globbing in evaled expressions
-no_glob_subst='s/\*/\\\*/g'
-])
-
-# _LT_PROG_LTMAIN
-# ---------------
-# Note that this code is called both from `configure', and `config.status'
-# now that we use AC_CONFIG_COMMANDS to generate libtool.  Notably,
-# `config.status' has no value for ac_aux_dir unless we are using Automake,
-# so we pass a copy along to make sure it has a sensible value anyway.
-m4_defun([_LT_PROG_LTMAIN],
-[m4_ifdef([AC_REQUIRE_AUX_FILE], [AC_REQUIRE_AUX_FILE([ltmain.sh])])dnl
-_LT_CONFIG_LIBTOOL_INIT([ac_aux_dir='$ac_aux_dir'])
-ltmain="$ac_aux_dir/ltmain.sh"
-])# _LT_PROG_LTMAIN
-
-
-## ------------------------------------- ##
-## Accumulate code for creating libtool. ##
-## ------------------------------------- ##
-
-# So that we can recreate a full libtool script including additional
-# tags, we accumulate the chunks of code to send to AC_CONFIG_COMMANDS
-# in macros and then make a single call at the end using the `libtool'
-# label.
-
-
-# _LT_CONFIG_LIBTOOL_INIT([INIT-COMMANDS])
-# ----------------------------------------
-# Register INIT-COMMANDS to be passed to AC_CONFIG_COMMANDS later.
-m4_define([_LT_CONFIG_LIBTOOL_INIT],
-[m4_ifval([$1],
-          [m4_append([_LT_OUTPUT_LIBTOOL_INIT],
-                     [$1
-])])])
-
-# Initialize.
-m4_define([_LT_OUTPUT_LIBTOOL_INIT])
-
-
-# _LT_CONFIG_LIBTOOL([COMMANDS])
-# ------------------------------
-# Register COMMANDS to be passed to AC_CONFIG_COMMANDS later.
-m4_define([_LT_CONFIG_LIBTOOL],
-[m4_ifval([$1],
-          [m4_append([_LT_OUTPUT_LIBTOOL_COMMANDS],
-                     [$1
-])])])
-
-# Initialize.
-m4_define([_LT_OUTPUT_LIBTOOL_COMMANDS])
-
-
-# _LT_CONFIG_SAVE_COMMANDS([COMMANDS], [INIT_COMMANDS])
-# -----------------------------------------------------
-m4_defun([_LT_CONFIG_SAVE_COMMANDS],
-[_LT_CONFIG_LIBTOOL([$1])
-_LT_CONFIG_LIBTOOL_INIT([$2])
-])
-
-
-# _LT_FORMAT_COMMENT([COMMENT])
-# -----------------------------
-# Add leading comment marks to the start of each line, and a trailing
-# full-stop to the whole comment if one is not present already.
-m4_define([_LT_FORMAT_COMMENT],
-[m4_ifval([$1], [
-m4_bpatsubst([m4_bpatsubst([$1], [^ *], [# ])],
-              [['`$\]], [\\\&])]m4_bmatch([$1], [[!?.]$], [], [.])
-)])
-
-
-
-## ------------------------ ##
-## FIXME: Eliminate VARNAME ##
-## ------------------------ ##
-
-
-# _LT_DECL([CONFIGNAME], VARNAME, VALUE, [DESCRIPTION], [IS-TAGGED?])
-# -------------------------------------------------------------------
-# CONFIGNAME is the name given to the value in the libtool script.
-# VARNAME is the (base) name used in the configure script.
-# VALUE may be 0, 1 or 2 for a computed quote escaped value based on
-# VARNAME.  Any other value will be used directly.
-m4_define([_LT_DECL],
-[lt_if_append_uniq([lt_decl_varnames], [$2], [, ],
-    [lt_dict_add_subkey([lt_decl_dict], [$2], [libtool_name],
-	[m4_ifval([$1], [$1], [$2])])
-    lt_dict_add_subkey([lt_decl_dict], [$2], [value], [$3])
-    m4_ifval([$4],
-	[lt_dict_add_subkey([lt_decl_dict], [$2], [description], [$4])])
-    lt_dict_add_subkey([lt_decl_dict], [$2],
-	[tagged?], [m4_ifval([$5], [yes], [no])])])
-])
-
-
-# _LT_TAGDECL([CONFIGNAME], VARNAME, VALUE, [DESCRIPTION])
-# --------------------------------------------------------
-m4_define([_LT_TAGDECL], [_LT_DECL([$1], [$2], [$3], [$4], [yes])])
-
-
-# lt_decl_tag_varnames([SEPARATOR], [VARNAME1...])
-# ------------------------------------------------
-m4_define([lt_decl_tag_varnames],
-[_lt_decl_filter([tagged?], [yes], $@)])
-
-
-# _lt_decl_filter(SUBKEY, VALUE, [SEPARATOR], [VARNAME1..])
-# ---------------------------------------------------------
-m4_define([_lt_decl_filter],
-[m4_case([$#],
-  [0], [m4_fatal([$0: too few arguments: $#])],
-  [1], [m4_fatal([$0: too few arguments: $#: $1])],
-  [2], [lt_dict_filter([lt_decl_dict], [$1], [$2], [], lt_decl_varnames)],
-  [3], [lt_dict_filter([lt_decl_dict], [$1], [$2], [$3], lt_decl_varnames)],
-  [lt_dict_filter([lt_decl_dict], $@)])[]dnl
-])
-
-
-# lt_decl_quote_varnames([SEPARATOR], [VARNAME1...])
-# --------------------------------------------------
-m4_define([lt_decl_quote_varnames],
-[_lt_decl_filter([value], [1], $@)])
-
-
-# lt_decl_dquote_varnames([SEPARATOR], [VARNAME1...])
-# ---------------------------------------------------
-m4_define([lt_decl_dquote_varnames],
-[_lt_decl_filter([value], [2], $@)])
-
-
-# lt_decl_varnames_tagged([SEPARATOR], [VARNAME1...])
-# ---------------------------------------------------
-m4_define([lt_decl_varnames_tagged],
-[m4_assert([$# <= 2])dnl
-_$0(m4_quote(m4_default([$1], [[, ]])),
-    m4_ifval([$2], [[$2]], [m4_dquote(lt_decl_tag_varnames)]),
-    m4_split(m4_normalize(m4_quote(_LT_TAGS)), [ ]))])
-m4_define([_lt_decl_varnames_tagged],
-[m4_ifval([$3], [lt_combine([$1], [$2], [_], $3)])])
-
-
-# lt_decl_all_varnames([SEPARATOR], [VARNAME1...])
-# ------------------------------------------------
-m4_define([lt_decl_all_varnames],
-[_$0(m4_quote(m4_default([$1], [[, ]])),
-     m4_if([$2], [],
-	   m4_quote(lt_decl_varnames),
-	m4_quote(m4_shift($@))))[]dnl
-])
-m4_define([_lt_decl_all_varnames],
-[lt_join($@, lt_decl_varnames_tagged([$1],
-			lt_decl_tag_varnames([[, ]], m4_shift($@))))dnl
-])
-
-
-# _LT_CONFIG_STATUS_DECLARE([VARNAME])
-# ------------------------------------
-# Quote a variable value, and forward it to `config.status' so that its
-# declaration there will have the same value as in `configure'.  VARNAME
-# must have a single quote delimited value for this to work.
-m4_define([_LT_CONFIG_STATUS_DECLARE],
-[$1='`$ECHO "$][$1" | $SED "$delay_single_quote_subst"`'])
-
-
-# _LT_CONFIG_STATUS_DECLARATIONS
-# ------------------------------
-# We delimit libtool config variables with single quotes, so when
-# we write them to config.status, we have to be sure to quote all
-# embedded single quotes properly.  In configure, this macro expands
-# each variable declared with _LT_DECL (and _LT_TAGDECL) into:
-#
-#    <var>='`$ECHO "$<var>" | $SED "$delay_single_quote_subst"`'
-m4_defun([_LT_CONFIG_STATUS_DECLARATIONS],
-[m4_foreach([_lt_var], m4_quote(lt_decl_all_varnames),
-    [m4_n([_LT_CONFIG_STATUS_DECLARE(_lt_var)])])])
-
-
-# _LT_LIBTOOL_TAGS
-# ----------------
-# Output comment and list of tags supported by the script
-m4_defun([_LT_LIBTOOL_TAGS],
-[_LT_FORMAT_COMMENT([The names of the tagged configurations supported by this script])dnl
-available_tags="_LT_TAGS"dnl
-])
-
-
-# _LT_LIBTOOL_DECLARE(VARNAME, [TAG])
-# -----------------------------------
-# Extract the dictionary values for VARNAME (optionally with TAG) and
-# expand to a commented shell variable setting:
-#
-#    # Some comment about what VAR is for.
-#    visible_name=$lt_internal_name
-m4_define([_LT_LIBTOOL_DECLARE],
-[_LT_FORMAT_COMMENT(m4_quote(lt_dict_fetch([lt_decl_dict], [$1],
-					   [description])))[]dnl
-m4_pushdef([_libtool_name],
-    m4_quote(lt_dict_fetch([lt_decl_dict], [$1], [libtool_name])))[]dnl
-m4_case(m4_quote(lt_dict_fetch([lt_decl_dict], [$1], [value])),
-    [0], [_libtool_name=[$]$1],
-    [1], [_libtool_name=$lt_[]$1],
-    [2], [_libtool_name=$lt_[]$1],
-    [_libtool_name=lt_dict_fetch([lt_decl_dict], [$1], [value])])[]dnl
-m4_ifval([$2], [_$2])[]m4_popdef([_libtool_name])[]dnl
-])
-
-
-# _LT_LIBTOOL_CONFIG_VARS
-# -----------------------
-# Produce commented declarations of non-tagged libtool config variables
-# suitable for insertion in the LIBTOOL CONFIG section of the `libtool'
-# script.  Tagged libtool config variables (even for the LIBTOOL CONFIG
-# section) are produced by _LT_LIBTOOL_TAG_VARS.
-m4_defun([_LT_LIBTOOL_CONFIG_VARS],
-[m4_foreach([_lt_var],
-    m4_quote(_lt_decl_filter([tagged?], [no], [], lt_decl_varnames)),
-    [m4_n([_LT_LIBTOOL_DECLARE(_lt_var)])])])
-
-
-# _LT_LIBTOOL_TAG_VARS(TAG)
-# -------------------------
-m4_define([_LT_LIBTOOL_TAG_VARS],
-[m4_foreach([_lt_var], m4_quote(lt_decl_tag_varnames),
-    [m4_n([_LT_LIBTOOL_DECLARE(_lt_var, [$1])])])])
-
-
-# _LT_TAGVAR(VARNAME, [TAGNAME])
-# ------------------------------
-m4_define([_LT_TAGVAR], [m4_ifval([$2], [$1_$2], [$1])])
-
-
-# _LT_CONFIG_COMMANDS
-# -------------------
-# Send accumulated output to $CONFIG_STATUS.  Thanks to the lists of
-# variables for single and double quote escaping we saved from calls
-# to _LT_DECL, we can put quote escaped variables declarations
-# into `config.status', and then the shell code to quote escape them in
-# for loops in `config.status'.  Finally, any additional code accumulated
-# from calls to _LT_CONFIG_LIBTOOL_INIT is expanded.
-m4_defun([_LT_CONFIG_COMMANDS],
-[AC_PROVIDE_IFELSE([LT_OUTPUT],
-	dnl If the libtool generation code has been placed in $CONFIG_LT,
-	dnl instead of duplicating it all over again into config.status,
-	dnl then we will have config.status run $CONFIG_LT later, so it
-	dnl needs to know what name is stored there:
-        [AC_CONFIG_COMMANDS([libtool],
-            [$SHELL $CONFIG_LT || AS_EXIT(1)], [CONFIG_LT='$CONFIG_LT'])],
-    dnl If the libtool generation code is destined for config.status,
-    dnl expand the accumulated commands and init code now:
-    [AC_CONFIG_COMMANDS([libtool],
-        [_LT_OUTPUT_LIBTOOL_COMMANDS], [_LT_OUTPUT_LIBTOOL_COMMANDS_INIT])])
-])#_LT_CONFIG_COMMANDS
-
-
-# Initialize.
-m4_define([_LT_OUTPUT_LIBTOOL_COMMANDS_INIT],
-[
-
-# The HP-UX ksh and POSIX shell print the target directory to stdout
-# if CDPATH is set.
-(unset CDPATH) >/dev/null 2>&1 && unset CDPATH
-
-sed_quote_subst='$sed_quote_subst'
-double_quote_subst='$double_quote_subst'
-delay_variable_subst='$delay_variable_subst'
-_LT_CONFIG_STATUS_DECLARATIONS
-LTCC='$LTCC'
-LTCFLAGS='$LTCFLAGS'
-compiler='$compiler_DEFAULT'
-
-# A function that is used when there is no print builtin or printf.
-func_fallback_echo ()
-{
-  eval 'cat <<_LTECHO_EOF
-\$[]1
-_LTECHO_EOF'
-}
-
-# Quote evaled strings.
-for var in lt_decl_all_varnames([[ \
-]], lt_decl_quote_varnames); do
-    case \`eval \\\\\$ECHO \\\\""\\\\\$\$var"\\\\"\` in
-    *[[\\\\\\\`\\"\\\$]]*)
-      eval "lt_\$var=\\\\\\"\\\`\\\$ECHO \\"\\\$\$var\\" | \\\$SED \\"\\\$sed_quote_subst\\"\\\`\\\\\\""
-      ;;
-    *)
-      eval "lt_\$var=\\\\\\"\\\$\$var\\\\\\""
-      ;;
-    esac
-done
-
-# Double-quote double-evaled strings.
-for var in lt_decl_all_varnames([[ \
-]], lt_decl_dquote_varnames); do
-    case \`eval \\\\\$ECHO \\\\""\\\\\$\$var"\\\\"\` in
-    *[[\\\\\\\`\\"\\\$]]*)
-      eval "lt_\$var=\\\\\\"\\\`\\\$ECHO \\"\\\$\$var\\" | \\\$SED -e \\"\\\$double_quote_subst\\" -e \\"\\\$sed_quote_subst\\" -e \\"\\\$delay_variable_subst\\"\\\`\\\\\\""
-      ;;
-    *)
-      eval "lt_\$var=\\\\\\"\\\$\$var\\\\\\""
-      ;;
-    esac
-done
-
-_LT_OUTPUT_LIBTOOL_INIT
-])
-
-# _LT_GENERATED_FILE_INIT(FILE, [COMMENT])
-# ------------------------------------
-# Generate a child script FILE with all initialization necessary to
-# reuse the environment learned by the parent script, and make the
-# file executable.  If COMMENT is supplied, it is inserted after the
-# `#!' sequence but before initialization text begins.  After this
-# macro, additional text can be appended to FILE to form the body of
-# the child script.  The macro ends with non-zero status if the
-# file could not be fully written (such as if the disk is full).
-m4_ifdef([AS_INIT_GENERATED],
-[m4_defun([_LT_GENERATED_FILE_INIT],[AS_INIT_GENERATED($@)])],
-[m4_defun([_LT_GENERATED_FILE_INIT],
-[m4_require([AS_PREPARE])]dnl
-[m4_pushdef([AS_MESSAGE_LOG_FD])]dnl
-[lt_write_fail=0
-cat >$1 <<_ASEOF || lt_write_fail=1
-#! $SHELL
-# Generated by $as_me.
-$2
-SHELL=\${CONFIG_SHELL-$SHELL}
-export SHELL
-_ASEOF
-cat >>$1 <<\_ASEOF || lt_write_fail=1
-AS_SHELL_SANITIZE
-_AS_PREPARE
-exec AS_MESSAGE_FD>&1
-_ASEOF
-test $lt_write_fail = 0 && chmod +x $1[]dnl
-m4_popdef([AS_MESSAGE_LOG_FD])])])# _LT_GENERATED_FILE_INIT
-
-# LT_OUTPUT
-# ---------
-# This macro allows early generation of the libtool script (before
-# AC_OUTPUT is called), incase it is used in configure for compilation
-# tests.
-AC_DEFUN([LT_OUTPUT],
-[: ${CONFIG_LT=./config.lt}
-AC_MSG_NOTICE([creating $CONFIG_LT])
-_LT_GENERATED_FILE_INIT(["$CONFIG_LT"],
-[# Run this file to recreate a libtool stub with the current configuration.])
-
-cat >>"$CONFIG_LT" <<\_LTEOF
-lt_cl_silent=false
-exec AS_MESSAGE_LOG_FD>>config.log
-{
-  echo
-  AS_BOX([Running $as_me.])
-} >&AS_MESSAGE_LOG_FD
-
-lt_cl_help="\
-\`$as_me' creates a local libtool stub from the current configuration,
-for use in further configure time tests before the real libtool is
-generated.
-
-Usage: $[0] [[OPTIONS]]
-
-  -h, --help      print this help, then exit
-  -V, --version   print version number, then exit
-  -q, --quiet     do not print progress messages
-  -d, --debug     don't remove temporary files
-
-Report bugs to <bug-libtool at gnu.org>."
-
-lt_cl_version="\
-m4_ifset([AC_PACKAGE_NAME], [AC_PACKAGE_NAME ])config.lt[]dnl
-m4_ifset([AC_PACKAGE_VERSION], [ AC_PACKAGE_VERSION])
-configured by $[0], generated by m4_PACKAGE_STRING.
-
-Copyright (C) 2011 Free Software Foundation, Inc.
-This config.lt script is free software; the Free Software Foundation
-gives unlimited permision to copy, distribute and modify it."
-
-while test $[#] != 0
-do
-  case $[1] in
-    --version | --v* | -V )
-      echo "$lt_cl_version"; exit 0 ;;
-    --help | --h* | -h )
-      echo "$lt_cl_help"; exit 0 ;;
-    --debug | --d* | -d )
-      debug=: ;;
-    --quiet | --q* | --silent | --s* | -q )
-      lt_cl_silent=: ;;
-
-    -*) AC_MSG_ERROR([unrecognized option: $[1]
-Try \`$[0] --help' for more information.]) ;;
-
-    *) AC_MSG_ERROR([unrecognized argument: $[1]
-Try \`$[0] --help' for more information.]) ;;
-  esac
-  shift
-done
-
-if $lt_cl_silent; then
-  exec AS_MESSAGE_FD>/dev/null
-fi
-_LTEOF
-
-cat >>"$CONFIG_LT" <<_LTEOF
-_LT_OUTPUT_LIBTOOL_COMMANDS_INIT
-_LTEOF
-
-cat >>"$CONFIG_LT" <<\_LTEOF
-AC_MSG_NOTICE([creating $ofile])
-_LT_OUTPUT_LIBTOOL_COMMANDS
-AS_EXIT(0)
-_LTEOF
-chmod +x "$CONFIG_LT"
-
-# configure is writing to config.log, but config.lt does its own redirection,
-# appending to config.log, which fails on DOS, as config.log is still kept
-# open by configure.  Here we exec the FD to /dev/null, effectively closing
-# config.log, so it can be properly (re)opened and appended to by config.lt.
-lt_cl_success=:
-test "$silent" = yes &&
-  lt_config_lt_args="$lt_config_lt_args --quiet"
-exec AS_MESSAGE_LOG_FD>/dev/null
-$SHELL "$CONFIG_LT" $lt_config_lt_args || lt_cl_success=false
-exec AS_MESSAGE_LOG_FD>>config.log
-$lt_cl_success || AS_EXIT(1)
-])# LT_OUTPUT
-
-
-# _LT_CONFIG(TAG)
-# ---------------
-# If TAG is the built-in tag, create an initial libtool script with a
-# default configuration from the untagged config vars.  Otherwise add code
-# to config.status for appending the configuration named by TAG from the
-# matching tagged config vars.
-m4_defun([_LT_CONFIG],
-[m4_require([_LT_FILEUTILS_DEFAULTS])dnl
-_LT_CONFIG_SAVE_COMMANDS([
-  m4_define([_LT_TAG], m4_if([$1], [], [C], [$1]))dnl
-  m4_if(_LT_TAG, [C], [
-    # See if we are running on zsh, and set the options which allow our
-    # commands through without removal of \ escapes.
-    if test -n "${ZSH_VERSION+set}" ; then
-      setopt NO_GLOB_SUBST
-    fi
-
-    cfgfile="${ofile}T"
-    trap "$RM \"$cfgfile\"; exit 1" 1 2 15
-    $RM "$cfgfile"
-
-    cat <<_LT_EOF >> "$cfgfile"
-#! $SHELL
-
-# `$ECHO "$ofile" | sed 's%^.*/%%'` - Provide generalized library-building support services.
-# Generated automatically by $as_me ($PACKAGE$TIMESTAMP) $VERSION
-# Libtool was configured on host `(hostname || uname -n) 2>/dev/null | sed 1q`:
-# NOTE: Changes made to this file will be lost: look at ltmain.sh.
-#
-_LT_COPYING
-_LT_LIBTOOL_TAGS
-
-# ### BEGIN LIBTOOL CONFIG
-_LT_LIBTOOL_CONFIG_VARS
-_LT_LIBTOOL_TAG_VARS
-# ### END LIBTOOL CONFIG
-
-_LT_EOF
-
-  case $host_os in
-  aix3*)
-    cat <<\_LT_EOF >> "$cfgfile"
-# AIX sometimes has problems with the GCC collect2 program.  For some
-# reason, if we set the COLLECT_NAMES environment variable, the problems
-# vanish in a puff of smoke.
-if test "X${COLLECT_NAMES+set}" != Xset; then
-  COLLECT_NAMES=
-  export COLLECT_NAMES
-fi
-_LT_EOF
-    ;;
-  esac
-
-  _LT_PROG_LTMAIN
-
-  # We use sed instead of cat because bash on DJGPP gets confused if
-  # if finds mixed CR/LF and LF-only lines.  Since sed operates in
-  # text mode, it properly converts lines to CR/LF.  This bash problem
-  # is reportedly fixed, but why not run on old versions too?
-  sed '$q' "$ltmain" >> "$cfgfile" \
-     || (rm -f "$cfgfile"; exit 1)
-
-  _LT_PROG_REPLACE_SHELLFNS
-
-   mv -f "$cfgfile" "$ofile" ||
-    (rm -f "$ofile" && cp "$cfgfile" "$ofile" && rm -f "$cfgfile")
-  chmod +x "$ofile"
-],
-[cat <<_LT_EOF >> "$ofile"
-
-dnl Unfortunately we have to use $1 here, since _LT_TAG is not expanded
-dnl in a comment (ie after a #).
-# ### BEGIN LIBTOOL TAG CONFIG: $1
-_LT_LIBTOOL_TAG_VARS(_LT_TAG)
-# ### END LIBTOOL TAG CONFIG: $1
-_LT_EOF
-])dnl /m4_if
-],
-[m4_if([$1], [], [
-    PACKAGE='$PACKAGE'
-    VERSION='$VERSION'
-    TIMESTAMP='$TIMESTAMP'
-    RM='$RM'
-    ofile='$ofile'], [])
-])dnl /_LT_CONFIG_SAVE_COMMANDS
-])# _LT_CONFIG
-
-
-# LT_SUPPORTED_TAG(TAG)
-# ---------------------
-# Trace this macro to discover what tags are supported by the libtool
-# --tag option, using:
-#    autoconf --trace 'LT_SUPPORTED_TAG:$1'
-AC_DEFUN([LT_SUPPORTED_TAG], [])
-
-
-# C support is built-in for now
-m4_define([_LT_LANG_C_enabled], [])
-m4_define([_LT_TAGS], [])
-
-
-# LT_LANG(LANG)
-# -------------
-# Enable libtool support for the given language if not already enabled.
-AC_DEFUN([LT_LANG],
-[AC_BEFORE([$0], [LT_OUTPUT])dnl
-m4_case([$1],
-  [C],			[_LT_LANG(C)],
-  [C++],		[_LT_LANG(CXX)],
-  [Go],			[_LT_LANG(GO)],
-  [Java],		[_LT_LANG(GCJ)],
-  [Fortran 77],		[_LT_LANG(F77)],
-  [Fortran],		[_LT_LANG(FC)],
-  [Windows Resource],	[_LT_LANG(RC)],
-  [m4_ifdef([_LT_LANG_]$1[_CONFIG],
-    [_LT_LANG($1)],
-    [m4_fatal([$0: unsupported language: "$1"])])])dnl
-])# LT_LANG
-
-
-# _LT_LANG(LANGNAME)
-# ------------------
-m4_defun([_LT_LANG],
-[m4_ifdef([_LT_LANG_]$1[_enabled], [],
-  [LT_SUPPORTED_TAG([$1])dnl
-  m4_append([_LT_TAGS], [$1 ])dnl
-  m4_define([_LT_LANG_]$1[_enabled], [])dnl
-  _LT_LANG_$1_CONFIG($1)])dnl
-])# _LT_LANG
-
-
-m4_ifndef([AC_PROG_GO], [
-############################################################
-# NOTE: This macro has been submitted for inclusion into   #
-#  GNU Autoconf as AC_PROG_GO.  When it is available in    #
-#  a released version of Autoconf we should remove this    #
-#  macro and use it instead.                               #
-############################################################
-m4_defun([AC_PROG_GO],
-[AC_LANG_PUSH(Go)dnl
-AC_ARG_VAR([GOC],     [Go compiler command])dnl
-AC_ARG_VAR([GOFLAGS], [Go compiler flags])dnl
-_AC_ARG_VAR_LDFLAGS()dnl
-AC_CHECK_TOOL(GOC, gccgo)
-if test -z "$GOC"; then
-  if test -n "$ac_tool_prefix"; then
-    AC_CHECK_PROG(GOC, [${ac_tool_prefix}gccgo], [${ac_tool_prefix}gccgo])
-  fi
-fi
-if test -z "$GOC"; then
-  AC_CHECK_PROG(GOC, gccgo, gccgo, false)
-fi
-])#m4_defun
-])#m4_ifndef
-
-
-# _LT_LANG_DEFAULT_CONFIG
-# -----------------------
-m4_defun([_LT_LANG_DEFAULT_CONFIG],
-[AC_PROVIDE_IFELSE([AC_PROG_CXX],
-  [LT_LANG(CXX)],
-  [m4_define([AC_PROG_CXX], defn([AC_PROG_CXX])[LT_LANG(CXX)])])
-
-AC_PROVIDE_IFELSE([AC_PROG_F77],
-  [LT_LANG(F77)],
-  [m4_define([AC_PROG_F77], defn([AC_PROG_F77])[LT_LANG(F77)])])
-
-AC_PROVIDE_IFELSE([AC_PROG_FC],
-  [LT_LANG(FC)],
-  [m4_define([AC_PROG_FC], defn([AC_PROG_FC])[LT_LANG(FC)])])
-
-dnl The call to [A][M_PROG_GCJ] is quoted like that to stop aclocal
-dnl pulling things in needlessly.
-AC_PROVIDE_IFELSE([AC_PROG_GCJ],
-  [LT_LANG(GCJ)],
-  [AC_PROVIDE_IFELSE([A][M_PROG_GCJ],
-    [LT_LANG(GCJ)],
-    [AC_PROVIDE_IFELSE([LT_PROG_GCJ],
-      [LT_LANG(GCJ)],
-      [m4_ifdef([AC_PROG_GCJ],
-	[m4_define([AC_PROG_GCJ], defn([AC_PROG_GCJ])[LT_LANG(GCJ)])])
-       m4_ifdef([A][M_PROG_GCJ],
-	[m4_define([A][M_PROG_GCJ], defn([A][M_PROG_GCJ])[LT_LANG(GCJ)])])
-       m4_ifdef([LT_PROG_GCJ],
-	[m4_define([LT_PROG_GCJ], defn([LT_PROG_GCJ])[LT_LANG(GCJ)])])])])])
-
-AC_PROVIDE_IFELSE([AC_PROG_GO],
-  [LT_LANG(GO)],
-  [m4_define([AC_PROG_GO], defn([AC_PROG_GO])[LT_LANG(GO)])])
-
-AC_PROVIDE_IFELSE([LT_PROG_RC],
-  [LT_LANG(RC)],
-  [m4_define([LT_PROG_RC], defn([LT_PROG_RC])[LT_LANG(RC)])])
-])# _LT_LANG_DEFAULT_CONFIG
-
-# Obsolete macros:
-AU_DEFUN([AC_LIBTOOL_CXX], [LT_LANG(C++)])
-AU_DEFUN([AC_LIBTOOL_F77], [LT_LANG(Fortran 77)])
-AU_DEFUN([AC_LIBTOOL_FC], [LT_LANG(Fortran)])
-AU_DEFUN([AC_LIBTOOL_GCJ], [LT_LANG(Java)])
-AU_DEFUN([AC_LIBTOOL_RC], [LT_LANG(Windows Resource)])
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_LIBTOOL_CXX], [])
-dnl AC_DEFUN([AC_LIBTOOL_F77], [])
-dnl AC_DEFUN([AC_LIBTOOL_FC], [])
-dnl AC_DEFUN([AC_LIBTOOL_GCJ], [])
-dnl AC_DEFUN([AC_LIBTOOL_RC], [])
-
-
-# _LT_TAG_COMPILER
-# ----------------
-m4_defun([_LT_TAG_COMPILER],
-[AC_REQUIRE([AC_PROG_CC])dnl
-
-_LT_DECL([LTCC], [CC], [1], [A C compiler])dnl
-_LT_DECL([LTCFLAGS], [CFLAGS], [1], [LTCC compiler flags])dnl
-_LT_TAGDECL([CC], [compiler], [1], [A language specific compiler])dnl
-_LT_TAGDECL([with_gcc], [GCC], [0], [Is the compiler the GNU compiler?])dnl
-
-# If no C compiler was specified, use CC.
-LTCC=${LTCC-"$CC"}
-
-# If no C compiler flags were specified, use CFLAGS.
-LTCFLAGS=${LTCFLAGS-"$CFLAGS"}
-
-# Allow CC to be a program name with arguments.
-compiler=$CC
-])# _LT_TAG_COMPILER
-
-
-# _LT_COMPILER_BOILERPLATE
-# ------------------------
-# Check for compiler boilerplate output or warnings with
-# the simple compiler test code.
-m4_defun([_LT_COMPILER_BOILERPLATE],
-[m4_require([_LT_DECL_SED])dnl
-ac_outfile=conftest.$ac_objext
-echo "$lt_simple_compile_test_code" >conftest.$ac_ext
-eval "$ac_compile" 2>&1 >/dev/null | $SED '/^$/d; /^ *+/d' >conftest.err
-_lt_compiler_boilerplate=`cat conftest.err`
-$RM conftest*
-])# _LT_COMPILER_BOILERPLATE
-
-
-# _LT_LINKER_BOILERPLATE
-# ----------------------
-# Check for linker boilerplate output or warnings with
-# the simple link test code.
-m4_defun([_LT_LINKER_BOILERPLATE],
-[m4_require([_LT_DECL_SED])dnl
-ac_outfile=conftest.$ac_objext
-echo "$lt_simple_link_test_code" >conftest.$ac_ext
-eval "$ac_link" 2>&1 >/dev/null | $SED '/^$/d; /^ *+/d' >conftest.err
-_lt_linker_boilerplate=`cat conftest.err`
-$RM -r conftest*
-])# _LT_LINKER_BOILERPLATE
-
-# _LT_REQUIRED_DARWIN_CHECKS
-# -------------------------
-m4_defun_once([_LT_REQUIRED_DARWIN_CHECKS],[
-  case $host_os in
-    rhapsody* | darwin*)
-    AC_CHECK_TOOL([DSYMUTIL], [dsymutil], [:])
-    AC_CHECK_TOOL([NMEDIT], [nmedit], [:])
-    AC_CHECK_TOOL([LIPO], [lipo], [:])
-    AC_CHECK_TOOL([OTOOL], [otool], [:])
-    AC_CHECK_TOOL([OTOOL64], [otool64], [:])
-    _LT_DECL([], [DSYMUTIL], [1],
-      [Tool to manipulate archived DWARF debug symbol files on Mac OS X])
-    _LT_DECL([], [NMEDIT], [1],
-      [Tool to change global to local symbols on Mac OS X])
-    _LT_DECL([], [LIPO], [1],
-      [Tool to manipulate fat objects and archives on Mac OS X])
-    _LT_DECL([], [OTOOL], [1],
-      [ldd/readelf like tool for Mach-O binaries on Mac OS X])
-    _LT_DECL([], [OTOOL64], [1],
-      [ldd/readelf like tool for 64 bit Mach-O binaries on Mac OS X 10.4])
-
-    AC_CACHE_CHECK([for -single_module linker flag],[lt_cv_apple_cc_single_mod],
-      [lt_cv_apple_cc_single_mod=no
-      if test -z "${LT_MULTI_MODULE}"; then
-	# By default we will add the -single_module flag. You can override
-	# by either setting the environment variable LT_MULTI_MODULE
-	# non-empty at configure time, or by adding -multi_module to the
-	# link flags.
-	rm -rf libconftest.dylib*
-	echo "int foo(void){return 1;}" > conftest.c
-	echo "$LTCC $LTCFLAGS $LDFLAGS -o libconftest.dylib \
--dynamiclib -Wl,-single_module conftest.c" >&AS_MESSAGE_LOG_FD
-	$LTCC $LTCFLAGS $LDFLAGS -o libconftest.dylib \
-	  -dynamiclib -Wl,-single_module conftest.c 2>conftest.err
-        _lt_result=$?
-	# If there is a non-empty error log, and "single_module"
-	# appears in it, assume the flag caused a linker warning
-        if test -s conftest.err && $GREP single_module conftest.err; then
-	  cat conftest.err >&AS_MESSAGE_LOG_FD
-	# Otherwise, if the output was created with a 0 exit code from
-	# the compiler, it worked.
-	elif test -f libconftest.dylib && test $_lt_result -eq 0; then
-	  lt_cv_apple_cc_single_mod=yes
-	else
-	  cat conftest.err >&AS_MESSAGE_LOG_FD
-	fi
-	rm -rf libconftest.dylib*
-	rm -f conftest.*
-      fi])
-
-    AC_CACHE_CHECK([for -exported_symbols_list linker flag],
-      [lt_cv_ld_exported_symbols_list],
-      [lt_cv_ld_exported_symbols_list=no
-      save_LDFLAGS=$LDFLAGS
-      echo "_main" > conftest.sym
-      LDFLAGS="$LDFLAGS -Wl,-exported_symbols_list,conftest.sym"
-      AC_LINK_IFELSE([AC_LANG_PROGRAM([],[])],
-	[lt_cv_ld_exported_symbols_list=yes],
-	[lt_cv_ld_exported_symbols_list=no])
-	LDFLAGS="$save_LDFLAGS"
-    ])
-
-    AC_CACHE_CHECK([for -force_load linker flag],[lt_cv_ld_force_load],
-      [lt_cv_ld_force_load=no
-      cat > conftest.c << _LT_EOF
-int forced_loaded() { return 2;}
-_LT_EOF
-      echo "$LTCC $LTCFLAGS -c -o conftest.o conftest.c" >&AS_MESSAGE_LOG_FD
-      $LTCC $LTCFLAGS -c -o conftest.o conftest.c 2>&AS_MESSAGE_LOG_FD
-      echo "$AR cru libconftest.a conftest.o" >&AS_MESSAGE_LOG_FD
-      $AR cru libconftest.a conftest.o 2>&AS_MESSAGE_LOG_FD
-      echo "$RANLIB libconftest.a" >&AS_MESSAGE_LOG_FD
-      $RANLIB libconftest.a 2>&AS_MESSAGE_LOG_FD
-      cat > conftest.c << _LT_EOF
-int main() { return 0;}
-_LT_EOF
-      echo "$LTCC $LTCFLAGS $LDFLAGS -o conftest conftest.c -Wl,-force_load,./libconftest.a" >&AS_MESSAGE_LOG_FD
-      $LTCC $LTCFLAGS $LDFLAGS -o conftest conftest.c -Wl,-force_load,./libconftest.a 2>conftest.err
-      _lt_result=$?
-      if test -s conftest.err && $GREP force_load conftest.err; then
-	cat conftest.err >&AS_MESSAGE_LOG_FD
-      elif test -f conftest && test $_lt_result -eq 0 && $GREP forced_load conftest >/dev/null 2>&1 ; then
-	lt_cv_ld_force_load=yes
-      else
-	cat conftest.err >&AS_MESSAGE_LOG_FD
-      fi
-        rm -f conftest.err libconftest.a conftest conftest.c
-        rm -rf conftest.dSYM
-    ])
-    case $host_os in
-    rhapsody* | darwin1.[[012]])
-      _lt_dar_allow_undefined='${wl}-undefined ${wl}suppress' ;;
-    darwin1.*)
-      _lt_dar_allow_undefined='${wl}-flat_namespace ${wl}-undefined ${wl}suppress' ;;
-    darwin*) # darwin 5.x on
-      # if running on 10.5 or later, the deployment target defaults
-      # to the OS version, if on x86, and 10.4, the deployment
-      # target defaults to 10.4. Don't you love it?
-      case ${MACOSX_DEPLOYMENT_TARGET-10.0},$host in
-	10.0,*86*-darwin8*|10.0,*-darwin[[91]]*)
-	  _lt_dar_allow_undefined='${wl}-undefined ${wl}dynamic_lookup' ;;
-	10.[[012]]*)
-	  _lt_dar_allow_undefined='${wl}-flat_namespace ${wl}-undefined ${wl}suppress' ;;
-	10.*)
-	  _lt_dar_allow_undefined='${wl}-undefined ${wl}dynamic_lookup' ;;
-      esac
-    ;;
-  esac
-    if test "$lt_cv_apple_cc_single_mod" = "yes"; then
-      _lt_dar_single_mod='$single_module'
-    fi
-    if test "$lt_cv_ld_exported_symbols_list" = "yes"; then
-      _lt_dar_export_syms=' ${wl}-exported_symbols_list,$output_objdir/${libname}-symbols.expsym'
-    else
-      _lt_dar_export_syms='~$NMEDIT -s $output_objdir/${libname}-symbols.expsym ${lib}'
-    fi
-    if test "$DSYMUTIL" != ":" && test "$lt_cv_ld_force_load" = "no"; then
-      _lt_dsymutil='~$DSYMUTIL $lib || :'
-    else
-      _lt_dsymutil=
-    fi
-    ;;
-  esac
-])
-
-
-# _LT_DARWIN_LINKER_FEATURES([TAG])
-# ---------------------------------
-# Checks for linker and compiler features on darwin
-m4_defun([_LT_DARWIN_LINKER_FEATURES],
-[
-  m4_require([_LT_REQUIRED_DARWIN_CHECKS])
-  _LT_TAGVAR(archive_cmds_need_lc, $1)=no
-  _LT_TAGVAR(hardcode_direct, $1)=no
-  _LT_TAGVAR(hardcode_automatic, $1)=yes
-  _LT_TAGVAR(hardcode_shlibpath_var, $1)=unsupported
-  if test "$lt_cv_ld_force_load" = "yes"; then
-    _LT_TAGVAR(whole_archive_flag_spec, $1)='`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience ${wl}-force_load,$conv\"; done; func_echo_all \"$new_convenience\"`'
-    m4_case([$1], [F77], [_LT_TAGVAR(compiler_needs_object, $1)=yes],
-                  [FC],  [_LT_TAGVAR(compiler_needs_object, $1)=yes])
-  else
-    _LT_TAGVAR(whole_archive_flag_spec, $1)=''
-  fi
-  _LT_TAGVAR(link_all_deplibs, $1)=yes
-  _LT_TAGVAR(allow_undefined_flag, $1)="$_lt_dar_allow_undefined"
-  case $cc_basename in
-     ifort*) _lt_dar_can_shared=yes ;;
-     *) _lt_dar_can_shared=$GCC ;;
-  esac
-  if test "$_lt_dar_can_shared" = "yes"; then
-    output_verbose_link_cmd=func_echo_all
-    _LT_TAGVAR(archive_cmds, $1)="\$CC -dynamiclib \$allow_undefined_flag -o \$lib \$libobjs \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring $_lt_dar_single_mod${_lt_dsymutil}"
-    _LT_TAGVAR(module_cmds, $1)="\$CC \$allow_undefined_flag -o \$lib -bundle \$libobjs \$deplibs \$compiler_flags${_lt_dsymutil}"
-    _LT_TAGVAR(archive_expsym_cmds, $1)="sed 's,^,_,' < \$export_symbols > \$output_objdir/\${libname}-symbols.expsym~\$CC -dynamiclib \$allow_undefined_flag -o \$lib \$libobjs \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring ${_lt_dar_single_mod}${_lt_dar_export_syms}${_lt_dsymutil}"
-    _LT_TAGVAR(module_expsym_cmds, $1)="sed -e 's,^,_,' < \$export_symbols > \$output_objdir/\${libname}-symbols.expsym~\$CC \$allow_undefined_flag -o \$lib -bundle \$libobjs \$deplibs \$compiler_flags${_lt_dar_export_syms}${_lt_dsymutil}"
-    m4_if([$1], [CXX],
-[   if test "$lt_cv_apple_cc_single_mod" != "yes"; then
-      _LT_TAGVAR(archive_cmds, $1)="\$CC -r -keep_private_externs -nostdlib -o \${lib}-master.o \$libobjs~\$CC -dynamiclib \$allow_undefined_flag -o \$lib \${lib}-master.o \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring${_lt_dsymutil}"
-      _LT_TAGVAR(archive_expsym_cmds, $1)="sed 's,^,_,' < \$export_symbols > \$output_objdir/\${libname}-symbols.expsym~\$CC -r -keep_private_externs -nostdlib -o \${lib}-master.o \$libobjs~\$CC -dynamiclib \$allow_undefined_flag -o \$lib \${lib}-master.o \$deplibs \$compiler_flags -install_name \$rpath/\$soname \$verstring${_lt_dar_export_syms}${_lt_dsymutil}"
-    fi
-],[])
-  else
-  _LT_TAGVAR(ld_shlibs, $1)=no
-  fi
-])
-
-# _LT_SYS_MODULE_PATH_AIX([TAGNAME])
-# ----------------------------------
-# Links a minimal program and checks the executable
-# for the system default hardcoded library path. In most cases,
-# this is /usr/lib:/lib, but when the MPI compilers are used
-# the location of the communication and MPI libs are included too.
-# If we don't find anything, use the default library path according
-# to the aix ld manual.
-# Store the results from the different compilers for each TAGNAME.
-# Allow to override them for all tags through lt_cv_aix_libpath.
-m4_defun([_LT_SYS_MODULE_PATH_AIX],
-[m4_require([_LT_DECL_SED])dnl
-if test "${lt_cv_aix_libpath+set}" = set; then
-  aix_libpath=$lt_cv_aix_libpath
-else
-  AC_CACHE_VAL([_LT_TAGVAR([lt_cv_aix_libpath_], [$1])],
-  [AC_LINK_IFELSE([AC_LANG_PROGRAM],[
-  lt_aix_libpath_sed='[
-      /Import File Strings/,/^$/ {
-	  /^0/ {
-	      s/^0  *\([^ ]*\) *$/\1/
-	      p
-	  }
-      }]'
-  _LT_TAGVAR([lt_cv_aix_libpath_], [$1])=`dump -H conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  # Check for a 64-bit object if we didn't find anything.
-  if test -z "$_LT_TAGVAR([lt_cv_aix_libpath_], [$1])"; then
-    _LT_TAGVAR([lt_cv_aix_libpath_], [$1])=`dump -HX64 conftest$ac_exeext 2>/dev/null | $SED -n -e "$lt_aix_libpath_sed"`
-  fi],[])
-  if test -z "$_LT_TAGVAR([lt_cv_aix_libpath_], [$1])"; then
-    _LT_TAGVAR([lt_cv_aix_libpath_], [$1])="/usr/lib:/lib"
-  fi
-  ])
-  aix_libpath=$_LT_TAGVAR([lt_cv_aix_libpath_], [$1])
-fi
-])# _LT_SYS_MODULE_PATH_AIX
-
-
-# _LT_SHELL_INIT(ARG)
-# -------------------
-m4_define([_LT_SHELL_INIT],
-[m4_divert_text([M4SH-INIT], [$1
-])])# _LT_SHELL_INIT
-
-
-
-# _LT_PROG_ECHO_BACKSLASH
-# -----------------------
-# Find how we can fake an echo command that does not interpret backslash.
-# In particular, with Autoconf 2.60 or later we add some code to the start
-# of the generated configure script which will find a shell with a builtin
-# printf (which we can use as an echo command).
-m4_defun([_LT_PROG_ECHO_BACKSLASH],
-[ECHO='\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\'
-ECHO=$ECHO$ECHO$ECHO$ECHO$ECHO
-ECHO=$ECHO$ECHO$ECHO$ECHO$ECHO$ECHO
-
-AC_MSG_CHECKING([how to print strings])
-# Test print first, because it will be a builtin if present.
-if test "X`( print -r -- -n ) 2>/dev/null`" = X-n && \
-   test "X`print -r -- $ECHO 2>/dev/null`" = "X$ECHO"; then
-  ECHO='print -r --'
-elif test "X`printf %s $ECHO 2>/dev/null`" = "X$ECHO"; then
-  ECHO='printf %s\n'
-else
-  # Use this function as a fallback that always works.
-  func_fallback_echo ()
-  {
-    eval 'cat <<_LTECHO_EOF
-$[]1
-_LTECHO_EOF'
-  }
-  ECHO='func_fallback_echo'
-fi
-
-# func_echo_all arg...
-# Invoke $ECHO with all args, space-separated.
-func_echo_all ()
-{
-    $ECHO "$*" 
-}
-
-case "$ECHO" in
-  printf*) AC_MSG_RESULT([printf]) ;;
-  print*) AC_MSG_RESULT([print -r]) ;;
-  *) AC_MSG_RESULT([cat]) ;;
-esac
-
-m4_ifdef([_AS_DETECT_SUGGESTED],
-[_AS_DETECT_SUGGESTED([
-  test -n "${ZSH_VERSION+set}${BASH_VERSION+set}" || (
-    ECHO='\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\'
-    ECHO=$ECHO$ECHO$ECHO$ECHO$ECHO
-    ECHO=$ECHO$ECHO$ECHO$ECHO$ECHO$ECHO
-    PATH=/empty FPATH=/empty; export PATH FPATH
-    test "X`printf %s $ECHO`" = "X$ECHO" \
-      || test "X`print -r -- $ECHO`" = "X$ECHO" )])])
-
-_LT_DECL([], [SHELL], [1], [Shell to use when invoking shell scripts])
-_LT_DECL([], [ECHO], [1], [An echo program that protects backslashes])
-])# _LT_PROG_ECHO_BACKSLASH
-
-
-# _LT_WITH_SYSROOT
-# ----------------
-AC_DEFUN([_LT_WITH_SYSROOT],
-[AC_MSG_CHECKING([for sysroot])
-AC_ARG_WITH([sysroot],
-[  --with-sysroot[=DIR] Search for dependent libraries within DIR
-                        (or the compiler's sysroot if not specified).],
-[], [with_sysroot=no])
-
-dnl lt_sysroot will always be passed unquoted.  We quote it here
-dnl in case the user passed a directory name.
-lt_sysroot=
-case ${with_sysroot} in #(
- yes)
-   if test "$GCC" = yes; then
-     lt_sysroot=`$CC --print-sysroot 2>/dev/null`
-   fi
-   ;; #(
- /*)
-   lt_sysroot=`echo "$with_sysroot" | sed -e "$sed_quote_subst"`
-   ;; #(
- no|'')
-   ;; #(
- *)
-   AC_MSG_RESULT([${with_sysroot}])
-   AC_MSG_ERROR([The sysroot must be an absolute path.])
-   ;;
-esac
-
- AC_MSG_RESULT([${lt_sysroot:-no}])
-_LT_DECL([], [lt_sysroot], [0], [The root where to search for ]dnl
-[dependent libraries, and in which our libraries should be installed.])])
-
-# _LT_ENABLE_LOCK
-# ---------------
-m4_defun([_LT_ENABLE_LOCK],
-[AC_ARG_ENABLE([libtool-lock],
-  [AS_HELP_STRING([--disable-libtool-lock],
-    [avoid locking (might break parallel builds)])])
-test "x$enable_libtool_lock" != xno && enable_libtool_lock=yes
-
-# Some flags need to be propagated to the compiler or linker for good
-# libtool support.
-case $host in
-ia64-*-hpux*)
-  # Find out which ABI we are using.
-  echo 'int i;' > conftest.$ac_ext
-  if AC_TRY_EVAL(ac_compile); then
-    case `/usr/bin/file conftest.$ac_objext` in
-      *ELF-32*)
-	HPUX_IA64_MODE="32"
-	;;
-      *ELF-64*)
-	HPUX_IA64_MODE="64"
-	;;
-    esac
-  fi
-  rm -rf conftest*
-  ;;
-*-*-irix6*)
-  # Find out which ABI we are using.
-  echo '[#]line '$LINENO' "configure"' > conftest.$ac_ext
-  if AC_TRY_EVAL(ac_compile); then
-    if test "$lt_cv_prog_gnu_ld" = yes; then
-      case `/usr/bin/file conftest.$ac_objext` in
-	*32-bit*)
-	  LD="${LD-ld} -melf32bsmip"
-	  ;;
-	*N32*)
-	  LD="${LD-ld} -melf32bmipn32"
-	  ;;
-	*64-bit*)
-	  LD="${LD-ld} -melf64bmip"
-	;;
-      esac
-    else
-      case `/usr/bin/file conftest.$ac_objext` in
-	*32-bit*)
-	  LD="${LD-ld} -32"
-	  ;;
-	*N32*)
-	  LD="${LD-ld} -n32"
-	  ;;
-	*64-bit*)
-	  LD="${LD-ld} -64"
-	  ;;
-      esac
-    fi
-  fi
-  rm -rf conftest*
-  ;;
-
-x86_64-*kfreebsd*-gnu|x86_64-*linux*|ppc*-*linux*|powerpc*-*linux*| \
-s390*-*linux*|s390*-*tpf*|sparc*-*linux*)
-  # Find out which ABI we are using.
-  echo 'int i;' > conftest.$ac_ext
-  if AC_TRY_EVAL(ac_compile); then
-    case `/usr/bin/file conftest.o` in
-      *32-bit*)
-	case $host in
-	  x86_64-*kfreebsd*-gnu)
-	    LD="${LD-ld} -m elf_i386_fbsd"
-	    ;;
-	  x86_64-*linux*)
-	    LD="${LD-ld} -m elf_i386"
-	    ;;
-	  ppc64-*linux*|powerpc64-*linux*)
-	    LD="${LD-ld} -m elf32ppclinux"
-	    ;;
-	  s390x-*linux*)
-	    LD="${LD-ld} -m elf_s390"
-	    ;;
-	  sparc64-*linux*)
-	    LD="${LD-ld} -m elf32_sparc"
-	    ;;
-	esac
-	;;
-      *64-bit*)
-	case $host in
-	  x86_64-*kfreebsd*-gnu)
-	    LD="${LD-ld} -m elf_x86_64_fbsd"
-	    ;;
-	  x86_64-*linux*)
-	    LD="${LD-ld} -m elf_x86_64"
-	    ;;
-	  ppc*-*linux*|powerpc*-*linux*)
-	    LD="${LD-ld} -m elf64ppc"
-	    ;;
-	  s390*-*linux*|s390*-*tpf*)
-	    LD="${LD-ld} -m elf64_s390"
-	    ;;
-	  sparc*-*linux*)
-	    LD="${LD-ld} -m elf64_sparc"
-	    ;;
-	esac
-	;;
-    esac
-  fi
-  rm -rf conftest*
-  ;;
-
-*-*-sco3.2v5*)
-  # On SCO OpenServer 5, we need -belf to get full-featured binaries.
-  SAVE_CFLAGS="$CFLAGS"
-  CFLAGS="$CFLAGS -belf"
-  AC_CACHE_CHECK([whether the C compiler needs -belf], lt_cv_cc_needs_belf,
-    [AC_LANG_PUSH(C)
-     AC_LINK_IFELSE([AC_LANG_PROGRAM([[]],[[]])],[lt_cv_cc_needs_belf=yes],[lt_cv_cc_needs_belf=no])
-     AC_LANG_POP])
-  if test x"$lt_cv_cc_needs_belf" != x"yes"; then
-    # this is probably gcc 2.8.0, egcs 1.0 or newer; no need for -belf
-    CFLAGS="$SAVE_CFLAGS"
-  fi
-  ;;
-*-*solaris*)
-  # Find out which ABI we are using.
-  echo 'int i;' > conftest.$ac_ext
-  if AC_TRY_EVAL(ac_compile); then
-    case `/usr/bin/file conftest.o` in
-    *64-bit*)
-      case $lt_cv_prog_gnu_ld in
-      yes*)
-        case $host in
-        i?86-*-solaris*)
-          LD="${LD-ld} -m elf_x86_64"
-          ;;
-        sparc*-*-solaris*)
-          LD="${LD-ld} -m elf64_sparc"
-          ;;
-        esac
-        # GNU ld 2.21 introduced _sol2 emulations.  Use them if available.
-        if ${LD-ld} -V | grep _sol2 >/dev/null 2>&1; then
-          LD="${LD-ld}_sol2"
-        fi
-        ;;
-      *)
-	if ${LD-ld} -64 -r -o conftest2.o conftest.o >/dev/null 2>&1; then
-	  LD="${LD-ld} -64"
-	fi
-	;;
-      esac
-      ;;
-    esac
-  fi
-  rm -rf conftest*
-  ;;
-esac
-
-need_locks="$enable_libtool_lock"
-])# _LT_ENABLE_LOCK
-
-
-# _LT_PROG_AR
-# -----------
-m4_defun([_LT_PROG_AR],
-[AC_CHECK_TOOLS(AR, [ar], false)
-: ${AR=ar}
-: ${AR_FLAGS=cru}
-_LT_DECL([], [AR], [1], [The archiver])
-_LT_DECL([], [AR_FLAGS], [1], [Flags to create an archive])
-
-AC_CACHE_CHECK([for archiver @FILE support], [lt_cv_ar_at_file],
-  [lt_cv_ar_at_file=no
-   AC_COMPILE_IFELSE([AC_LANG_PROGRAM],
-     [echo conftest.$ac_objext > conftest.lst
-      lt_ar_try='$AR $AR_FLAGS libconftest.a @conftest.lst >&AS_MESSAGE_LOG_FD'
-      AC_TRY_EVAL([lt_ar_try])
-      if test "$ac_status" -eq 0; then
-	# Ensure the archiver fails upon bogus file names.
-	rm -f conftest.$ac_objext libconftest.a
-	AC_TRY_EVAL([lt_ar_try])
-	if test "$ac_status" -ne 0; then
-          lt_cv_ar_at_file=@
-        fi
-      fi
-      rm -f conftest.* libconftest.a
-     ])
-  ])
-
-if test "x$lt_cv_ar_at_file" = xno; then
-  archiver_list_spec=
-else
-  archiver_list_spec=$lt_cv_ar_at_file
-fi
-_LT_DECL([], [archiver_list_spec], [1],
-  [How to feed a file listing to the archiver])
-])# _LT_PROG_AR
-
-
-# _LT_CMD_OLD_ARCHIVE
-# -------------------
-m4_defun([_LT_CMD_OLD_ARCHIVE],
-[_LT_PROG_AR
-
-AC_CHECK_TOOL(STRIP, strip, :)
-test -z "$STRIP" && STRIP=:
-_LT_DECL([], [STRIP], [1], [A symbol stripping program])
-
-AC_CHECK_TOOL(RANLIB, ranlib, :)
-test -z "$RANLIB" && RANLIB=:
-_LT_DECL([], [RANLIB], [1],
-    [Commands used to install an old-style archive])
-
-# Determine commands to create old-style static archives.
-old_archive_cmds='$AR $AR_FLAGS $oldlib$oldobjs'
-old_postinstall_cmds='chmod 644 $oldlib'
-old_postuninstall_cmds=
-
-if test -n "$RANLIB"; then
-  case $host_os in
-  openbsd*)
-    old_postinstall_cmds="$old_postinstall_cmds~\$RANLIB -t \$tool_oldlib"
-    ;;
-  *)
-    old_postinstall_cmds="$old_postinstall_cmds~\$RANLIB \$tool_oldlib"
-    ;;
-  esac
-  old_archive_cmds="$old_archive_cmds~\$RANLIB \$tool_oldlib"
-fi
-
-case $host_os in
-  darwin*)
-    lock_old_archive_extraction=yes ;;
-  *)
-    lock_old_archive_extraction=no ;;
-esac
-_LT_DECL([], [old_postinstall_cmds], [2])
-_LT_DECL([], [old_postuninstall_cmds], [2])
-_LT_TAGDECL([], [old_archive_cmds], [2],
-    [Commands used to build an old-style archive])
-_LT_DECL([], [lock_old_archive_extraction], [0],
-    [Whether to use a lock for old archive extraction])
-])# _LT_CMD_OLD_ARCHIVE
-
-
-# _LT_COMPILER_OPTION(MESSAGE, VARIABLE-NAME, FLAGS,
-#		[OUTPUT-FILE], [ACTION-SUCCESS], [ACTION-FAILURE])
-# ----------------------------------------------------------------
-# Check whether the given compiler option works
-AC_DEFUN([_LT_COMPILER_OPTION],
-[m4_require([_LT_FILEUTILS_DEFAULTS])dnl
-m4_require([_LT_DECL_SED])dnl
-AC_CACHE_CHECK([$1], [$2],
-  [$2=no
-   m4_if([$4], , [ac_outfile=conftest.$ac_objext], [ac_outfile=$4])
-   echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-   lt_compiler_flag="$3"
-   # Insert the option either (1) after the last *FLAGS variable, or
-   # (2) before a word containing "conftest.", or (3) at the end.
-   # Note that $ac_compile itself does not contain backslashes and begins
-   # with a dollar sign (not a hyphen), so the echo should work correctly.
-   # The option is referenced via a variable to avoid confusing sed.
-   lt_compile=`echo "$ac_compile" | $SED \
-   -e 's:.*FLAGS}\{0,1\} :&$lt_compiler_flag :; t' \
-   -e 's: [[^ ]]*conftest\.: $lt_compiler_flag&:; t' \
-   -e 's:$: $lt_compiler_flag:'`
-   (eval echo "\"\$as_me:$LINENO: $lt_compile\"" >&AS_MESSAGE_LOG_FD)
-   (eval "$lt_compile" 2>conftest.err)
-   ac_status=$?
-   cat conftest.err >&AS_MESSAGE_LOG_FD
-   echo "$as_me:$LINENO: \$? = $ac_status" >&AS_MESSAGE_LOG_FD
-   if (exit $ac_status) && test -s "$ac_outfile"; then
-     # The compiler can only warn and ignore the option if not recognized
-     # So say no if there are warnings other than the usual output.
-     $ECHO "$_lt_compiler_boilerplate" | $SED '/^$/d' >conftest.exp
-     $SED '/^$/d; /^ *+/d' conftest.err >conftest.er2
-     if test ! -s conftest.er2 || diff conftest.exp conftest.er2 >/dev/null; then
-       $2=yes
-     fi
-   fi
-   $RM conftest*
-])
-
-if test x"[$]$2" = xyes; then
-    m4_if([$5], , :, [$5])
-else
-    m4_if([$6], , :, [$6])
-fi
-])# _LT_COMPILER_OPTION
-
-# Old name:
-AU_ALIAS([AC_LIBTOOL_COMPILER_OPTION], [_LT_COMPILER_OPTION])
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_LIBTOOL_COMPILER_OPTION], [])
-
-
-# _LT_LINKER_OPTION(MESSAGE, VARIABLE-NAME, FLAGS,
-#                  [ACTION-SUCCESS], [ACTION-FAILURE])
-# ----------------------------------------------------
-# Check whether the given linker option works
-AC_DEFUN([_LT_LINKER_OPTION],
-[m4_require([_LT_FILEUTILS_DEFAULTS])dnl
-m4_require([_LT_DECL_SED])dnl
-AC_CACHE_CHECK([$1], [$2],
-  [$2=no
-   save_LDFLAGS="$LDFLAGS"
-   LDFLAGS="$LDFLAGS $3"
-   echo "$lt_simple_link_test_code" > conftest.$ac_ext
-   if (eval $ac_link 2>conftest.err) && test -s conftest$ac_exeext; then
-     # The linker can only warn and ignore the option if not recognized
-     # So say no if there are warnings
-     if test -s conftest.err; then
-       # Append any errors to the config.log.
-       cat conftest.err 1>&AS_MESSAGE_LOG_FD
-       $ECHO "$_lt_linker_boilerplate" | $SED '/^$/d' > conftest.exp
-       $SED '/^$/d; /^ *+/d' conftest.err >conftest.er2
-       if diff conftest.exp conftest.er2 >/dev/null; then
-         $2=yes
-       fi
-     else
-       $2=yes
-     fi
-   fi
-   $RM -r conftest*
-   LDFLAGS="$save_LDFLAGS"
-])
-
-if test x"[$]$2" = xyes; then
-    m4_if([$4], , :, [$4])
-else
-    m4_if([$5], , :, [$5])
-fi
-])# _LT_LINKER_OPTION
-
-# Old name:
-AU_ALIAS([AC_LIBTOOL_LINKER_OPTION], [_LT_LINKER_OPTION])
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_LIBTOOL_LINKER_OPTION], [])
-
-
-# LT_CMD_MAX_LEN
-#---------------
-AC_DEFUN([LT_CMD_MAX_LEN],
-[AC_REQUIRE([AC_CANONICAL_HOST])dnl
-# find the maximum length of command line arguments
-AC_MSG_CHECKING([the maximum length of command line arguments])
-AC_CACHE_VAL([lt_cv_sys_max_cmd_len], [dnl
-  i=0
-  teststring="ABCD"
-
-  case $build_os in
-  msdosdjgpp*)
-    # On DJGPP, this test can blow up pretty badly due to problems in libc
-    # (any single argument exceeding 2000 bytes causes a buffer overrun
-    # during glob expansion).  Even if it were fixed, the result of this
-    # check would be larger than it should be.
-    lt_cv_sys_max_cmd_len=12288;    # 12K is about right
-    ;;
-
-  gnu*)
-    # Under GNU Hurd, this test is not required because there is
-    # no limit to the length of command line arguments.
-    # Libtool will interpret -1 as no limit whatsoever
-    lt_cv_sys_max_cmd_len=-1;
-    ;;
-
-  cygwin* | mingw* | cegcc*)
-    # On Win9x/ME, this test blows up -- it succeeds, but takes
-    # about 5 minutes as the teststring grows exponentially.
-    # Worse, since 9x/ME are not pre-emptively multitasking,
-    # you end up with a "frozen" computer, even though with patience
-    # the test eventually succeeds (with a max line length of 256k).
-    # Instead, let's just punt: use the minimum linelength reported by
-    # all of the supported platforms: 8192 (on NT/2K/XP).
-    lt_cv_sys_max_cmd_len=8192;
-    ;;
-
-  mint*)
-    # On MiNT this can take a long time and run out of memory.
-    lt_cv_sys_max_cmd_len=8192;
-    ;;
-
-  amigaos*)
-    # On AmigaOS with pdksh, this test takes hours, literally.
-    # So we just punt and use a minimum line length of 8192.
-    lt_cv_sys_max_cmd_len=8192;
-    ;;
-
-  netbsd* | freebsd* | openbsd* | darwin* | dragonfly*)
-    # This has been around since 386BSD, at least.  Likely further.
-    if test -x /sbin/sysctl; then
-      lt_cv_sys_max_cmd_len=`/sbin/sysctl -n kern.argmax`
-    elif test -x /usr/sbin/sysctl; then
-      lt_cv_sys_max_cmd_len=`/usr/sbin/sysctl -n kern.argmax`
-    else
-      lt_cv_sys_max_cmd_len=65536	# usable default for all BSDs
-    fi
-    # And add a safety zone
-    lt_cv_sys_max_cmd_len=`expr $lt_cv_sys_max_cmd_len \/ 4`
-    lt_cv_sys_max_cmd_len=`expr $lt_cv_sys_max_cmd_len \* 3`
-    ;;
-
-  interix*)
-    # We know the value 262144 and hardcode it with a safety zone (like BSD)
-    lt_cv_sys_max_cmd_len=196608
-    ;;
-
-  os2*)
-    # The test takes a long time on OS/2.
-    lt_cv_sys_max_cmd_len=8192
-    ;;
-
-  osf*)
-    # Dr. Hans Ekkehard Plesser reports seeing a kernel panic running configure
-    # due to this test when exec_disable_arg_limit is 1 on Tru64. It is not
-    # nice to cause kernel panics so lets avoid the loop below.
-    # First set a reasonable default.
-    lt_cv_sys_max_cmd_len=16384
-    #
-    if test -x /sbin/sysconfig; then
-      case `/sbin/sysconfig -q proc exec_disable_arg_limit` in
-        *1*) lt_cv_sys_max_cmd_len=-1 ;;
-      esac
-    fi
-    ;;
-  sco3.2v5*)
-    lt_cv_sys_max_cmd_len=102400
-    ;;
-  sysv5* | sco5v6* | sysv4.2uw2*)
-    kargmax=`grep ARG_MAX /etc/conf/cf.d/stune 2>/dev/null`
-    if test -n "$kargmax"; then
-      lt_cv_sys_max_cmd_len=`echo $kargmax | sed 's/.*[[	 ]]//'`
-    else
-      lt_cv_sys_max_cmd_len=32768
-    fi
-    ;;
-  *)
-    lt_cv_sys_max_cmd_len=`(getconf ARG_MAX) 2> /dev/null`
-    if test -n "$lt_cv_sys_max_cmd_len"; then
-      lt_cv_sys_max_cmd_len=`expr $lt_cv_sys_max_cmd_len \/ 4`
-      lt_cv_sys_max_cmd_len=`expr $lt_cv_sys_max_cmd_len \* 3`
-    else
-      # Make teststring a little bigger before we do anything with it.
-      # a 1K string should be a reasonable start.
-      for i in 1 2 3 4 5 6 7 8 ; do
-        teststring=$teststring$teststring
-      done
-      SHELL=${SHELL-${CONFIG_SHELL-/bin/sh}}
-      # If test is not a shell built-in, we'll probably end up computing a
-      # maximum length that is only half of the actual maximum length, but
-      # we can't tell.
-      while { test "X"`env echo "$teststring$teststring" 2>/dev/null` \
-	         = "X$teststring$teststring"; } >/dev/null 2>&1 &&
-	      test $i != 17 # 1/2 MB should be enough
-      do
-        i=`expr $i + 1`
-        teststring=$teststring$teststring
-      done
-      # Only check the string length outside the loop.
-      lt_cv_sys_max_cmd_len=`expr "X$teststring" : ".*" 2>&1`
-      teststring=
-      # Add a significant safety factor because C++ compilers can tack on
-      # massive amounts of additional arguments before passing them to the
-      # linker.  It appears as though 1/2 is a usable value.
-      lt_cv_sys_max_cmd_len=`expr $lt_cv_sys_max_cmd_len \/ 2`
-    fi
-    ;;
-  esac
-])
-if test -n $lt_cv_sys_max_cmd_len ; then
-  AC_MSG_RESULT($lt_cv_sys_max_cmd_len)
-else
-  AC_MSG_RESULT(none)
-fi
-max_cmd_len=$lt_cv_sys_max_cmd_len
-_LT_DECL([], [max_cmd_len], [0],
-    [What is the maximum length of a command?])
-])# LT_CMD_MAX_LEN
-
-# Old name:
-AU_ALIAS([AC_LIBTOOL_SYS_MAX_CMD_LEN], [LT_CMD_MAX_LEN])
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_LIBTOOL_SYS_MAX_CMD_LEN], [])
-
-
-# _LT_HEADER_DLFCN
-# ----------------
-m4_defun([_LT_HEADER_DLFCN],
-[AC_CHECK_HEADERS([dlfcn.h], [], [], [AC_INCLUDES_DEFAULT])dnl
-])# _LT_HEADER_DLFCN
-
-
-# _LT_TRY_DLOPEN_SELF (ACTION-IF-TRUE, ACTION-IF-TRUE-W-USCORE,
-#                      ACTION-IF-FALSE, ACTION-IF-CROSS-COMPILING)
-# ----------------------------------------------------------------
-m4_defun([_LT_TRY_DLOPEN_SELF],
-[m4_require([_LT_HEADER_DLFCN])dnl
-if test "$cross_compiling" = yes; then :
-  [$4]
-else
-  lt_dlunknown=0; lt_dlno_uscore=1; lt_dlneed_uscore=2
-  lt_status=$lt_dlunknown
-  cat > conftest.$ac_ext <<_LT_EOF
-[#line $LINENO "configure"
-#include "confdefs.h"
-
-#if HAVE_DLFCN_H
-#include <dlfcn.h>
-#endif
-
-#include <stdio.h>
-
-#ifdef RTLD_GLOBAL
-#  define LT_DLGLOBAL		RTLD_GLOBAL
-#else
-#  ifdef DL_GLOBAL
-#    define LT_DLGLOBAL		DL_GLOBAL
-#  else
-#    define LT_DLGLOBAL		0
-#  endif
-#endif
-
-/* We may have to define LT_DLLAZY_OR_NOW in the command line if we
-   find out it does not work in some platform. */
-#ifndef LT_DLLAZY_OR_NOW
-#  ifdef RTLD_LAZY
-#    define LT_DLLAZY_OR_NOW		RTLD_LAZY
-#  else
-#    ifdef DL_LAZY
-#      define LT_DLLAZY_OR_NOW		DL_LAZY
-#    else
-#      ifdef RTLD_NOW
-#        define LT_DLLAZY_OR_NOW	RTLD_NOW
-#      else
-#        ifdef DL_NOW
-#          define LT_DLLAZY_OR_NOW	DL_NOW
-#        else
-#          define LT_DLLAZY_OR_NOW	0
-#        endif
-#      endif
-#    endif
-#  endif
-#endif
-
-/* When -fvisbility=hidden is used, assume the code has been annotated
-   correspondingly for the symbols needed.  */
-#if defined(__GNUC__) && (((__GNUC__ == 3) && (__GNUC_MINOR__ >= 3)) || (__GNUC__ > 3))
-int fnord () __attribute__((visibility("default")));
-#endif
-
-int fnord () { return 42; }
-int main ()
-{
-  void *self = dlopen (0, LT_DLGLOBAL|LT_DLLAZY_OR_NOW);
-  int status = $lt_dlunknown;
-
-  if (self)
-    {
-      if (dlsym (self,"fnord"))       status = $lt_dlno_uscore;
-      else
-        {
-	  if (dlsym( self,"_fnord"))  status = $lt_dlneed_uscore;
-          else puts (dlerror ());
-	}
-      /* dlclose (self); */
-    }
-  else
-    puts (dlerror ());
-
-  return status;
-}]
-_LT_EOF
-  if AC_TRY_EVAL(ac_link) && test -s conftest${ac_exeext} 2>/dev/null; then
-    (./conftest; exit; ) >&AS_MESSAGE_LOG_FD 2>/dev/null
-    lt_status=$?
-    case x$lt_status in
-      x$lt_dlno_uscore) $1 ;;
-      x$lt_dlneed_uscore) $2 ;;
-      x$lt_dlunknown|x*) $3 ;;
-    esac
-  else :
-    # compilation failed
-    $3
-  fi
-fi
-rm -fr conftest*
-])# _LT_TRY_DLOPEN_SELF
-
-
-# LT_SYS_DLOPEN_SELF
-# ------------------
-AC_DEFUN([LT_SYS_DLOPEN_SELF],
-[m4_require([_LT_HEADER_DLFCN])dnl
-if test "x$enable_dlopen" != xyes; then
-  enable_dlopen=unknown
-  enable_dlopen_self=unknown
-  enable_dlopen_self_static=unknown
-else
-  lt_cv_dlopen=no
-  lt_cv_dlopen_libs=
-
-  case $host_os in
-  beos*)
-    lt_cv_dlopen="load_add_on"
-    lt_cv_dlopen_libs=
-    lt_cv_dlopen_self=yes
-    ;;
-
-  mingw* | pw32* | cegcc*)
-    lt_cv_dlopen="LoadLibrary"
-    lt_cv_dlopen_libs=
-    ;;
-
-  cygwin*)
-    lt_cv_dlopen="dlopen"
-    lt_cv_dlopen_libs=
-    ;;
-
-  darwin*)
-  # if libdl is installed we need to link against it
-    AC_CHECK_LIB([dl], [dlopen],
-		[lt_cv_dlopen="dlopen" lt_cv_dlopen_libs="-ldl"],[
-    lt_cv_dlopen="dyld"
-    lt_cv_dlopen_libs=
-    lt_cv_dlopen_self=yes
-    ])
-    ;;
-
-  *)
-    AC_CHECK_FUNC([shl_load],
-	  [lt_cv_dlopen="shl_load"],
-      [AC_CHECK_LIB([dld], [shl_load],
-	    [lt_cv_dlopen="shl_load" lt_cv_dlopen_libs="-ldld"],
-	[AC_CHECK_FUNC([dlopen],
-	      [lt_cv_dlopen="dlopen"],
-	  [AC_CHECK_LIB([dl], [dlopen],
-		[lt_cv_dlopen="dlopen" lt_cv_dlopen_libs="-ldl"],
-	    [AC_CHECK_LIB([svld], [dlopen],
-		  [lt_cv_dlopen="dlopen" lt_cv_dlopen_libs="-lsvld"],
-	      [AC_CHECK_LIB([dld], [dld_link],
-		    [lt_cv_dlopen="dld_link" lt_cv_dlopen_libs="-ldld"])
-	      ])
-	    ])
-	  ])
-	])
-      ])
-    ;;
-  esac
-
-  if test "x$lt_cv_dlopen" != xno; then
-    enable_dlopen=yes
-  else
-    enable_dlopen=no
-  fi
-
-  case $lt_cv_dlopen in
-  dlopen)
-    save_CPPFLAGS="$CPPFLAGS"
-    test "x$ac_cv_header_dlfcn_h" = xyes && CPPFLAGS="$CPPFLAGS -DHAVE_DLFCN_H"
-
-    save_LDFLAGS="$LDFLAGS"
-    wl=$lt_prog_compiler_wl eval LDFLAGS=\"\$LDFLAGS $export_dynamic_flag_spec\"
-
-    save_LIBS="$LIBS"
-    LIBS="$lt_cv_dlopen_libs $LIBS"
-
-    AC_CACHE_CHECK([whether a program can dlopen itself],
-	  lt_cv_dlopen_self, [dnl
-	  _LT_TRY_DLOPEN_SELF(
-	    lt_cv_dlopen_self=yes, lt_cv_dlopen_self=yes,
-	    lt_cv_dlopen_self=no, lt_cv_dlopen_self=cross)
-    ])
-
-    if test "x$lt_cv_dlopen_self" = xyes; then
-      wl=$lt_prog_compiler_wl eval LDFLAGS=\"\$LDFLAGS $lt_prog_compiler_static\"
-      AC_CACHE_CHECK([whether a statically linked program can dlopen itself],
-	  lt_cv_dlopen_self_static, [dnl
-	  _LT_TRY_DLOPEN_SELF(
-	    lt_cv_dlopen_self_static=yes, lt_cv_dlopen_self_static=yes,
-	    lt_cv_dlopen_self_static=no,  lt_cv_dlopen_self_static=cross)
-      ])
-    fi
-
-    CPPFLAGS="$save_CPPFLAGS"
-    LDFLAGS="$save_LDFLAGS"
-    LIBS="$save_LIBS"
-    ;;
-  esac
-
-  case $lt_cv_dlopen_self in
-  yes|no) enable_dlopen_self=$lt_cv_dlopen_self ;;
-  *) enable_dlopen_self=unknown ;;
-  esac
-
-  case $lt_cv_dlopen_self_static in
-  yes|no) enable_dlopen_self_static=$lt_cv_dlopen_self_static ;;
-  *) enable_dlopen_self_static=unknown ;;
-  esac
-fi
-_LT_DECL([dlopen_support], [enable_dlopen], [0],
-	 [Whether dlopen is supported])
-_LT_DECL([dlopen_self], [enable_dlopen_self], [0],
-	 [Whether dlopen of programs is supported])
-_LT_DECL([dlopen_self_static], [enable_dlopen_self_static], [0],
-	 [Whether dlopen of statically linked programs is supported])
-])# LT_SYS_DLOPEN_SELF
-
-# Old name:
-AU_ALIAS([AC_LIBTOOL_DLOPEN_SELF], [LT_SYS_DLOPEN_SELF])
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_LIBTOOL_DLOPEN_SELF], [])
-
-
-# _LT_COMPILER_C_O([TAGNAME])
-# ---------------------------
-# Check to see if options -c and -o are simultaneously supported by compiler.
-# This macro does not hard code the compiler like AC_PROG_CC_C_O.
-m4_defun([_LT_COMPILER_C_O],
-[m4_require([_LT_DECL_SED])dnl
-m4_require([_LT_FILEUTILS_DEFAULTS])dnl
-m4_require([_LT_TAG_COMPILER])dnl
-AC_CACHE_CHECK([if $compiler supports -c -o file.$ac_objext],
-  [_LT_TAGVAR(lt_cv_prog_compiler_c_o, $1)],
-  [_LT_TAGVAR(lt_cv_prog_compiler_c_o, $1)=no
-   $RM -r conftest 2>/dev/null
-   mkdir conftest
-   cd conftest
-   mkdir out
-   echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-
-   lt_compiler_flag="-o out/conftest2.$ac_objext"
-   # Insert the option either (1) after the last *FLAGS variable, or
-   # (2) before a word containing "conftest.", or (3) at the end.
-   # Note that $ac_compile itself does not contain backslashes and begins
-   # with a dollar sign (not a hyphen), so the echo should work correctly.
-   lt_compile=`echo "$ac_compile" | $SED \
-   -e 's:.*FLAGS}\{0,1\} :&$lt_compiler_flag :; t' \
-   -e 's: [[^ ]]*conftest\.: $lt_compiler_flag&:; t' \
-   -e 's:$: $lt_compiler_flag:'`
-   (eval echo "\"\$as_me:$LINENO: $lt_compile\"" >&AS_MESSAGE_LOG_FD)
-   (eval "$lt_compile" 2>out/conftest.err)
-   ac_status=$?
-   cat out/conftest.err >&AS_MESSAGE_LOG_FD
-   echo "$as_me:$LINENO: \$? = $ac_status" >&AS_MESSAGE_LOG_FD
-   if (exit $ac_status) && test -s out/conftest2.$ac_objext
-   then
-     # The compiler can only warn and ignore the option if not recognized
-     # So say no if there are warnings
-     $ECHO "$_lt_compiler_boilerplate" | $SED '/^$/d' > out/conftest.exp
-     $SED '/^$/d; /^ *+/d' out/conftest.err >out/conftest.er2
-     if test ! -s out/conftest.er2 || diff out/conftest.exp out/conftest.er2 >/dev/null; then
-       _LT_TAGVAR(lt_cv_prog_compiler_c_o, $1)=yes
-     fi
-   fi
-   chmod u+w . 2>&AS_MESSAGE_LOG_FD
-   $RM conftest*
-   # SGI C++ compiler will create directory out/ii_files/ for
-   # template instantiation
-   test -d out/ii_files && $RM out/ii_files/* && rmdir out/ii_files
-   $RM out/* && rmdir out
-   cd ..
-   $RM -r conftest
-   $RM conftest*
-])
-_LT_TAGDECL([compiler_c_o], [lt_cv_prog_compiler_c_o], [1],
-	[Does compiler simultaneously support -c and -o options?])
-])# _LT_COMPILER_C_O
-
-
-# _LT_COMPILER_FILE_LOCKS([TAGNAME])
-# ----------------------------------
-# Check to see if we can do hard links to lock some files if needed
-m4_defun([_LT_COMPILER_FILE_LOCKS],
-[m4_require([_LT_ENABLE_LOCK])dnl
-m4_require([_LT_FILEUTILS_DEFAULTS])dnl
-_LT_COMPILER_C_O([$1])
-
-hard_links="nottested"
-if test "$_LT_TAGVAR(lt_cv_prog_compiler_c_o, $1)" = no && test "$need_locks" != no; then
-  # do not overwrite the value of need_locks provided by the user
-  AC_MSG_CHECKING([if we can lock with hard links])
-  hard_links=yes
-  $RM conftest*
-  ln conftest.a conftest.b 2>/dev/null && hard_links=no
-  touch conftest.a
-  ln conftest.a conftest.b 2>&5 || hard_links=no
-  ln conftest.a conftest.b 2>/dev/null && hard_links=no
-  AC_MSG_RESULT([$hard_links])
-  if test "$hard_links" = no; then
-    AC_MSG_WARN([`$CC' does not support `-c -o', so `make -j' may be unsafe])
-    need_locks=warn
-  fi
-else
-  need_locks=no
-fi
-_LT_DECL([], [need_locks], [1], [Must we lock files when doing compilation?])
-])# _LT_COMPILER_FILE_LOCKS
-
-
-# _LT_CHECK_OBJDIR
-# ----------------
-m4_defun([_LT_CHECK_OBJDIR],
-[AC_CACHE_CHECK([for objdir], [lt_cv_objdir],
-[rm -f .libs 2>/dev/null
-mkdir .libs 2>/dev/null
-if test -d .libs; then
-  lt_cv_objdir=.libs
-else
-  # MS-DOS does not allow filenames that begin with a dot.
-  lt_cv_objdir=_libs
-fi
-rmdir .libs 2>/dev/null])
-objdir=$lt_cv_objdir
-_LT_DECL([], [objdir], [0],
-         [The name of the directory that contains temporary libtool files])dnl
-m4_pattern_allow([LT_OBJDIR])dnl
-AC_DEFINE_UNQUOTED(LT_OBJDIR, "$lt_cv_objdir/",
-  [Define to the sub-directory in which libtool stores uninstalled libraries.])
-])# _LT_CHECK_OBJDIR
-
-
-# _LT_LINKER_HARDCODE_LIBPATH([TAGNAME])
-# --------------------------------------
-# Check hardcoding attributes.
-m4_defun([_LT_LINKER_HARDCODE_LIBPATH],
-[AC_MSG_CHECKING([how to hardcode library paths into programs])
-_LT_TAGVAR(hardcode_action, $1)=
-if test -n "$_LT_TAGVAR(hardcode_libdir_flag_spec, $1)" ||
-   test -n "$_LT_TAGVAR(runpath_var, $1)" ||
-   test "X$_LT_TAGVAR(hardcode_automatic, $1)" = "Xyes" ; then
-
-  # We can hardcode non-existent directories.
-  if test "$_LT_TAGVAR(hardcode_direct, $1)" != no &&
-     # If the only mechanism to avoid hardcoding is shlibpath_var, we
-     # have to relink, otherwise we might link with an installed library
-     # when we should be linking with a yet-to-be-installed one
-     ## test "$_LT_TAGVAR(hardcode_shlibpath_var, $1)" != no &&
-     test "$_LT_TAGVAR(hardcode_minus_L, $1)" != no; then
-    # Linking always hardcodes the temporary library directory.
-    _LT_TAGVAR(hardcode_action, $1)=relink
-  else
-    # We can link without hardcoding, and we can hardcode nonexisting dirs.
-    _LT_TAGVAR(hardcode_action, $1)=immediate
-  fi
-else
-  # We cannot hardcode anything, or else we can only hardcode existing
-  # directories.
-  _LT_TAGVAR(hardcode_action, $1)=unsupported
-fi
-AC_MSG_RESULT([$_LT_TAGVAR(hardcode_action, $1)])
-
-if test "$_LT_TAGVAR(hardcode_action, $1)" = relink ||
-   test "$_LT_TAGVAR(inherit_rpath, $1)" = yes; then
-  # Fast installation is not supported
-  enable_fast_install=no
-elif test "$shlibpath_overrides_runpath" = yes ||
-     test "$enable_shared" = no; then
-  # Fast installation is not necessary
-  enable_fast_install=needless
-fi
-_LT_TAGDECL([], [hardcode_action], [0],
-    [How to hardcode a shared library path into an executable])
-])# _LT_LINKER_HARDCODE_LIBPATH
-
-
-# _LT_CMD_STRIPLIB
-# ----------------
-m4_defun([_LT_CMD_STRIPLIB],
-[m4_require([_LT_DECL_EGREP])
-striplib=
-old_striplib=
-AC_MSG_CHECKING([whether stripping libraries is possible])
-if test -n "$STRIP" && $STRIP -V 2>&1 | $GREP "GNU strip" >/dev/null; then
-  test -z "$old_striplib" && old_striplib="$STRIP --strip-debug"
-  test -z "$striplib" && striplib="$STRIP --strip-unneeded"
-  AC_MSG_RESULT([yes])
-else
-# FIXME - insert some real tests, host_os isn't really good enough
-  case $host_os in
-  darwin*)
-    if test -n "$STRIP" ; then
-      striplib="$STRIP -x"
-      old_striplib="$STRIP -S"
-      AC_MSG_RESULT([yes])
-    else
-      AC_MSG_RESULT([no])
-    fi
-    ;;
-  *)
-    AC_MSG_RESULT([no])
-    ;;
-  esac
-fi
-_LT_DECL([], [old_striplib], [1], [Commands to strip libraries])
-_LT_DECL([], [striplib], [1])
-])# _LT_CMD_STRIPLIB
-
-
-# _LT_SYS_DYNAMIC_LINKER([TAG])
-# -----------------------------
-# PORTME Fill in your ld.so characteristics
-m4_defun([_LT_SYS_DYNAMIC_LINKER],
-[AC_REQUIRE([AC_CANONICAL_HOST])dnl
-m4_require([_LT_DECL_EGREP])dnl
-m4_require([_LT_FILEUTILS_DEFAULTS])dnl
-m4_require([_LT_DECL_OBJDUMP])dnl
-m4_require([_LT_DECL_SED])dnl
-m4_require([_LT_CHECK_SHELL_FEATURES])dnl
-AC_MSG_CHECKING([dynamic linker characteristics])
-m4_if([$1],
-	[], [
-if test "$GCC" = yes; then
-  case $host_os in
-    darwin*) lt_awk_arg="/^libraries:/,/LR/" ;;
-    *) lt_awk_arg="/^libraries:/" ;;
-  esac
-  case $host_os in
-    mingw* | cegcc*) lt_sed_strip_eq="s,=\([[A-Za-z]]:\),\1,g" ;;
-    *) lt_sed_strip_eq="s,=/,/,g" ;;
-  esac
-  lt_search_path_spec=`$CC -print-search-dirs | awk $lt_awk_arg | $SED -e "s/^libraries://" -e $lt_sed_strip_eq`
-  case $lt_search_path_spec in
-  *\;*)
-    # if the path contains ";" then we assume it to be the separator
-    # otherwise default to the standard path separator (i.e. ":") - it is
-    # assumed that no part of a normal pathname contains ";" but that should
-    # okay in the real world where ";" in dirpaths is itself problematic.
-    lt_search_path_spec=`$ECHO "$lt_search_path_spec" | $SED 's/;/ /g'`
-    ;;
-  *)
-    lt_search_path_spec=`$ECHO "$lt_search_path_spec" | $SED "s/$PATH_SEPARATOR/ /g"`
-    ;;
-  esac
-  # Ok, now we have the path, separated by spaces, we can step through it
-  # and add multilib dir if necessary.
-  lt_tmp_lt_search_path_spec=
-  lt_multi_os_dir=`$CC $CPPFLAGS $CFLAGS $LDFLAGS -print-multi-os-directory 2>/dev/null`
-  for lt_sys_path in $lt_search_path_spec; do
-    if test -d "$lt_sys_path/$lt_multi_os_dir"; then
-      lt_tmp_lt_search_path_spec="$lt_tmp_lt_search_path_spec $lt_sys_path/$lt_multi_os_dir"
-    else
-      test -d "$lt_sys_path" && \
-	lt_tmp_lt_search_path_spec="$lt_tmp_lt_search_path_spec $lt_sys_path"
-    fi
-  done
-  lt_search_path_spec=`$ECHO "$lt_tmp_lt_search_path_spec" | awk '
-BEGIN {RS=" "; FS="/|\n";} {
-  lt_foo="";
-  lt_count=0;
-  for (lt_i = NF; lt_i > 0; lt_i--) {
-    if ($lt_i != "" && $lt_i != ".") {
-      if ($lt_i == "..") {
-        lt_count++;
-      } else {
-        if (lt_count == 0) {
-          lt_foo="/" $lt_i lt_foo;
-        } else {
-          lt_count--;
-        }
-      }
-    }
-  }
-  if (lt_foo != "") { lt_freq[[lt_foo]]++; }
-  if (lt_freq[[lt_foo]] == 1) { print lt_foo; }
-}'`
-  # AWK program above erroneously prepends '/' to C:/dos/paths
-  # for these hosts.
-  case $host_os in
-    mingw* | cegcc*) lt_search_path_spec=`$ECHO "$lt_search_path_spec" |\
-      $SED 's,/\([[A-Za-z]]:\),\1,g'` ;;
-  esac
-  sys_lib_search_path_spec=`$ECHO "$lt_search_path_spec" | $lt_NL2SP`
-else
-  sys_lib_search_path_spec="/lib /usr/lib /usr/local/lib"
-fi])
-library_names_spec=
-libname_spec='lib$name'
-soname_spec=
-shrext_cmds=".so"
-postinstall_cmds=
-postuninstall_cmds=
-finish_cmds=
-finish_eval=
-shlibpath_var=
-shlibpath_overrides_runpath=unknown
-version_type=none
-dynamic_linker="$host_os ld.so"
-sys_lib_dlsearch_path_spec="/lib /usr/lib"
-need_lib_prefix=unknown
-hardcode_into_libs=no
-
-# when you set need_version to no, make sure it does not cause -set_version
-# flags to be left without arguments
-need_version=unknown
-
-case $host_os in
-aix3*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix $libname.a'
-  shlibpath_var=LIBPATH
-
-  # AIX 3 has no versioning support, so we append a major version to the name.
-  soname_spec='${libname}${release}${shared_ext}$major'
-  ;;
-
-aix[[4-9]]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  hardcode_into_libs=yes
-  if test "$host_cpu" = ia64; then
-    # AIX 5 supports IA64
-    library_names_spec='${libname}${release}${shared_ext}$major ${libname}${release}${shared_ext}$versuffix $libname${shared_ext}'
-    shlibpath_var=LD_LIBRARY_PATH
-  else
-    # With GCC up to 2.95.x, collect2 would create an import file
-    # for dependence libraries.  The import file would start with
-    # the line `#! .'.  This would cause the generated library to
-    # depend on `.', always an invalid library.  This was fixed in
-    # development snapshots of GCC prior to 3.0.
-    case $host_os in
-      aix4 | aix4.[[01]] | aix4.[[01]].*)
-      if { echo '#if __GNUC__ > 2 || (__GNUC__ == 2 && __GNUC_MINOR__ >= 97)'
-	   echo ' yes '
-	   echo '#endif'; } | ${CC} -E - | $GREP yes > /dev/null; then
-	:
-      else
-	can_build_shared=no
-      fi
-      ;;
-    esac
-    # AIX (on Power*) has no versioning support, so currently we can not hardcode correct
-    # soname into executable. Probably we can add versioning support to
-    # collect2, so additional links can be useful in future.
-    if test "$aix_use_runtimelinking" = yes; then
-      # If using run time linking (on AIX 4.2 or later) use lib<name>.so
-      # instead of lib<name>.a to let people know that these are not
-      # typical AIX shared libraries.
-      library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    else
-      # We preserve .a as extension for shared libraries through AIX4.2
-      # and later when we are not doing run time linking.
-      library_names_spec='${libname}${release}.a $libname.a'
-      soname_spec='${libname}${release}${shared_ext}$major'
-    fi
-    shlibpath_var=LIBPATH
-  fi
-  ;;
-
-amigaos*)
-  case $host_cpu in
-  powerpc)
-    # Since July 2007 AmigaOS4 officially supports .so libraries.
-    # When compiling the executable, add -use-dynld -Lsobjs: to the compileline.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    ;;
-  m68k)
-    library_names_spec='$libname.ixlibrary $libname.a'
-    # Create ${libname}_ixlibrary.a entries in /sys/libs.
-    finish_eval='for lib in `ls $libdir/*.ixlibrary 2>/dev/null`; do libname=`func_echo_all "$lib" | $SED '\''s%^.*/\([[^/]]*\)\.ixlibrary$%\1%'\''`; test $RM /sys/libs/${libname}_ixlibrary.a; $show "cd /sys/libs && $LN_S $lib ${libname}_ixlibrary.a"; cd /sys/libs && $LN_S $lib ${libname}_ixlibrary.a || exit 1; done'
-    ;;
-  esac
-  ;;
-
-beos*)
-  library_names_spec='${libname}${shared_ext}'
-  dynamic_linker="$host_os ld.so"
-  shlibpath_var=LIBRARY_PATH
-  ;;
-
-bsdi[[45]]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  sys_lib_search_path_spec="/shlib /usr/lib /usr/X11/lib /usr/contrib/lib /lib /usr/local/lib"
-  sys_lib_dlsearch_path_spec="/shlib /usr/lib /usr/local/lib"
-  # the default ld.so.conf also contains /usr/contrib/lib and
-  # /usr/X11R6/lib (/usr/X11 is a link to /usr/X11R6), but let us allow
-  # libtool to hard-code these into programs
-  ;;
-
-cygwin* | mingw* | pw32* | cegcc*)
-  version_type=windows
-  shrext_cmds=".dll"
-  need_version=no
-  need_lib_prefix=no
-
-  case $GCC,$cc_basename in
-  yes,*)
-    # gcc
-    library_names_spec='$libname.dll.a'
-    # DLL is installed to $(libdir)/../bin by postinstall_cmds
-    postinstall_cmds='base_file=`basename \${file}`~
-      dlpath=`$SHELL 2>&1 -c '\''. $dir/'\''\${base_file}'\''i; echo \$dlname'\''`~
-      dldir=$destdir/`dirname \$dlpath`~
-      test -d \$dldir || mkdir -p \$dldir~
-      $install_prog $dir/$dlname \$dldir/$dlname~
-      chmod a+x \$dldir/$dlname~
-      if test -n '\''$stripme'\'' && test -n '\''$striplib'\''; then
-        eval '\''$striplib \$dldir/$dlname'\'' || exit \$?;
-      fi'
-    postuninstall_cmds='dldll=`$SHELL 2>&1 -c '\''. $file; echo \$dlname'\''`~
-      dlpath=$dir/\$dldll~
-       $RM \$dlpath'
-    shlibpath_overrides_runpath=yes
-
-    case $host_os in
-    cygwin*)
-      # Cygwin DLLs use 'cyg' prefix rather than 'lib'
-      soname_spec='`echo ${libname} | sed -e 's/^lib/cyg/'``echo ${release} | $SED -e 's/[[.]]/-/g'`${versuffix}${shared_ext}'
-m4_if([$1], [],[
-      sys_lib_search_path_spec="$sys_lib_search_path_spec /usr/lib/w32api"])
-      ;;
-    mingw* | cegcc*)
-      # MinGW DLLs use traditional 'lib' prefix
-      soname_spec='${libname}`echo ${release} | $SED -e 's/[[.]]/-/g'`${versuffix}${shared_ext}'
-      ;;
-    pw32*)
-      # pw32 DLLs use 'pw' prefix rather than 'lib'
-      library_names_spec='`echo ${libname} | sed -e 's/^lib/pw/'``echo ${release} | $SED -e 's/[[.]]/-/g'`${versuffix}${shared_ext}'
-      ;;
-    esac
-    dynamic_linker='Win32 ld.exe'
-    ;;
-
-  *,cl*)
-    # Native MSVC
-    libname_spec='$name'
-    soname_spec='${libname}`echo ${release} | $SED -e 's/[[.]]/-/g'`${versuffix}${shared_ext}'
-    library_names_spec='${libname}.dll.lib'
-
-    case $build_os in
-    mingw*)
-      sys_lib_search_path_spec=
-      lt_save_ifs=$IFS
-      IFS=';'
-      for lt_path in $LIB
-      do
-        IFS=$lt_save_ifs
-        # Let DOS variable expansion print the short 8.3 style file name.
-        lt_path=`cd "$lt_path" 2>/dev/null && cmd //C "for %i in (".") do @echo %~si"`
-        sys_lib_search_path_spec="$sys_lib_search_path_spec $lt_path"
-      done
-      IFS=$lt_save_ifs
-      # Convert to MSYS style.
-      sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | sed -e 's|\\\\|/|g' -e 's| \\([[a-zA-Z]]\\):| /\\1|g' -e 's|^ ||'`
-      ;;
-    cygwin*)
-      # Convert to unix form, then to dos form, then back to unix form
-      # but this time dos style (no spaces!) so that the unix form looks
-      # like /cygdrive/c/PROGRA~1:/cygdr...
-      sys_lib_search_path_spec=`cygpath --path --unix "$LIB"`
-      sys_lib_search_path_spec=`cygpath --path --dos "$sys_lib_search_path_spec" 2>/dev/null`
-      sys_lib_search_path_spec=`cygpath --path --unix "$sys_lib_search_path_spec" | $SED -e "s/$PATH_SEPARATOR/ /g"`
-      ;;
-    *)
-      sys_lib_search_path_spec="$LIB"
-      if $ECHO "$sys_lib_search_path_spec" | [$GREP ';[c-zC-Z]:/' >/dev/null]; then
-        # It is most probably a Windows format PATH.
-        sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | $SED -e 's/;/ /g'`
-      else
-        sys_lib_search_path_spec=`$ECHO "$sys_lib_search_path_spec" | $SED -e "s/$PATH_SEPARATOR/ /g"`
-      fi
-      # FIXME: find the short name or the path components, as spaces are
-      # common. (e.g. "Program Files" -> "PROGRA~1")
-      ;;
-    esac
-
-    # DLL is installed to $(libdir)/../bin by postinstall_cmds
-    postinstall_cmds='base_file=`basename \${file}`~
-      dlpath=`$SHELL 2>&1 -c '\''. $dir/'\''\${base_file}'\''i; echo \$dlname'\''`~
-      dldir=$destdir/`dirname \$dlpath`~
-      test -d \$dldir || mkdir -p \$dldir~
-      $install_prog $dir/$dlname \$dldir/$dlname'
-    postuninstall_cmds='dldll=`$SHELL 2>&1 -c '\''. $file; echo \$dlname'\''`~
-      dlpath=$dir/\$dldll~
-       $RM \$dlpath'
-    shlibpath_overrides_runpath=yes
-    dynamic_linker='Win32 link.exe'
-    ;;
-
-  *)
-    # Assume MSVC wrapper
-    library_names_spec='${libname}`echo ${release} | $SED -e 's/[[.]]/-/g'`${versuffix}${shared_ext} $libname.lib'
-    dynamic_linker='Win32 ld.exe'
-    ;;
-  esac
-  # FIXME: first we should search . and the directory the executable is in
-  shlibpath_var=PATH
-  ;;
-
-darwin* | rhapsody*)
-  dynamic_linker="$host_os dyld"
-  version_type=darwin
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${major}$shared_ext ${libname}$shared_ext'
-  soname_spec='${libname}${release}${major}$shared_ext'
-  shlibpath_overrides_runpath=yes
-  shlibpath_var=DYLD_LIBRARY_PATH
-  shrext_cmds='`test .$module = .yes && echo .so || echo .dylib`'
-m4_if([$1], [],[
-  sys_lib_search_path_spec="$sys_lib_search_path_spec /usr/local/lib"])
-  sys_lib_dlsearch_path_spec='/usr/local/lib /lib /usr/lib'
-  ;;
-
-dgux*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname$shared_ext'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  ;;
-
-freebsd* | dragonfly*)
-  # DragonFly does not have aout.  When/if they implement a new
-  # versioning mechanism, adjust this.
-  if test -x /usr/bin/objformat; then
-    objformat=`/usr/bin/objformat`
-  else
-    case $host_os in
-    freebsd[[23]].*) objformat=aout ;;
-    *) objformat=elf ;;
-    esac
-  fi
-  version_type=freebsd-$objformat
-  case $version_type in
-    freebsd-elf*)
-      library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext} $libname${shared_ext}'
-      need_version=no
-      need_lib_prefix=no
-      ;;
-    freebsd-*)
-      library_names_spec='${libname}${release}${shared_ext}$versuffix $libname${shared_ext}$versuffix'
-      need_version=yes
-      ;;
-  esac
-  shlibpath_var=LD_LIBRARY_PATH
-  case $host_os in
-  freebsd2.*)
-    shlibpath_overrides_runpath=yes
-    ;;
-  freebsd3.[[01]]* | freebsdelf3.[[01]]*)
-    shlibpath_overrides_runpath=yes
-    hardcode_into_libs=yes
-    ;;
-  freebsd3.[[2-9]]* | freebsdelf3.[[2-9]]* | \
-  freebsd4.[[0-5]] | freebsdelf4.[[0-5]] | freebsd4.1.1 | freebsdelf4.1.1)
-    shlibpath_overrides_runpath=no
-    hardcode_into_libs=yes
-    ;;
-  *) # from 4.6 on, and DragonFly
-    shlibpath_overrides_runpath=yes
-    hardcode_into_libs=yes
-    ;;
-  esac
-  ;;
-
-gnu*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}${major} ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-haiku*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  dynamic_linker="$host_os runtime_loader"
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}${major} ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  sys_lib_dlsearch_path_spec='/boot/home/config/lib /boot/common/lib /boot/system/lib'
-  hardcode_into_libs=yes
-  ;;
-
-hpux9* | hpux10* | hpux11*)
-  # Give a soname corresponding to the major version so that dld.sl refuses to
-  # link against other versions.
-  version_type=sunos
-  need_lib_prefix=no
-  need_version=no
-  case $host_cpu in
-  ia64*)
-    shrext_cmds='.so'
-    hardcode_into_libs=yes
-    dynamic_linker="$host_os dld.so"
-    shlibpath_var=LD_LIBRARY_PATH
-    shlibpath_overrides_runpath=yes # Unless +noenvvar is specified.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    if test "X$HPUX_IA64_MODE" = X32; then
-      sys_lib_search_path_spec="/usr/lib/hpux32 /usr/local/lib/hpux32 /usr/local/lib"
-    else
-      sys_lib_search_path_spec="/usr/lib/hpux64 /usr/local/lib/hpux64"
-    fi
-    sys_lib_dlsearch_path_spec=$sys_lib_search_path_spec
-    ;;
-  hppa*64*)
-    shrext_cmds='.sl'
-    hardcode_into_libs=yes
-    dynamic_linker="$host_os dld.sl"
-    shlibpath_var=LD_LIBRARY_PATH # How should we handle SHLIB_PATH
-    shlibpath_overrides_runpath=yes # Unless +noenvvar is specified.
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    sys_lib_search_path_spec="/usr/lib/pa20_64 /usr/ccs/lib/pa20_64"
-    sys_lib_dlsearch_path_spec=$sys_lib_search_path_spec
-    ;;
-  *)
-    shrext_cmds='.sl'
-    dynamic_linker="$host_os dld.sl"
-    shlibpath_var=SHLIB_PATH
-    shlibpath_overrides_runpath=no # +s is required to enable SHLIB_PATH
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    ;;
-  esac
-  # HP-UX runs *really* slowly unless shared libraries are mode 555, ...
-  postinstall_cmds='chmod 555 $lib'
-  # or fails outright, so override atomically:
-  install_override_mode=555
-  ;;
-
-interix[[3-9]]*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  dynamic_linker='Interix 3.x ld.so.1 (PE, like ELF)'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-irix5* | irix6* | nonstopux*)
-  case $host_os in
-    nonstopux*) version_type=nonstopux ;;
-    *)
-	if test "$lt_cv_prog_gnu_ld" = yes; then
-		version_type=linux # correct to gnu/linux during the next big refactor
-	else
-		version_type=irix
-	fi ;;
-  esac
-  need_lib_prefix=no
-  need_version=no
-  soname_spec='${libname}${release}${shared_ext}$major'
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${release}${shared_ext} $libname${shared_ext}'
-  case $host_os in
-  irix5* | nonstopux*)
-    libsuff= shlibsuff=
-    ;;
-  *)
-    case $LD in # libtool.m4 will add one of these switches to LD
-    *-32|*"-32 "|*-melf32bsmip|*"-melf32bsmip ")
-      libsuff= shlibsuff= libmagic=32-bit;;
-    *-n32|*"-n32 "|*-melf32bmipn32|*"-melf32bmipn32 ")
-      libsuff=32 shlibsuff=N32 libmagic=N32;;
-    *-64|*"-64 "|*-melf64bmip|*"-melf64bmip ")
-      libsuff=64 shlibsuff=64 libmagic=64-bit;;
-    *) libsuff= shlibsuff= libmagic=never-match;;
-    esac
-    ;;
-  esac
-  shlibpath_var=LD_LIBRARY${shlibsuff}_PATH
-  shlibpath_overrides_runpath=no
-  sys_lib_search_path_spec="/usr/lib${libsuff} /lib${libsuff} /usr/local/lib${libsuff}"
-  sys_lib_dlsearch_path_spec="/usr/lib${libsuff} /lib${libsuff}"
-  hardcode_into_libs=yes
-  ;;
-
-# No shared lib support for Linux oldld, aout, or coff.
-linux*oldld* | linux*aout* | linux*coff*)
-  dynamic_linker=no
-  ;;
-
-# This must be glibc/ELF.
-linux* | k*bsd*-gnu | kopensolaris*-gnu)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig -n $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-
-  # Some binutils ld are patched to set DT_RUNPATH
-  AC_CACHE_VAL([lt_cv_shlibpath_overrides_runpath],
-    [lt_cv_shlibpath_overrides_runpath=no
-    save_LDFLAGS=$LDFLAGS
-    save_libdir=$libdir
-    eval "libdir=/foo; wl=\"$_LT_TAGVAR(lt_prog_compiler_wl, $1)\"; \
-	 LDFLAGS=\"\$LDFLAGS $_LT_TAGVAR(hardcode_libdir_flag_spec, $1)\""
-    AC_LINK_IFELSE([AC_LANG_PROGRAM([],[])],
-      [AS_IF([ ($OBJDUMP -p conftest$ac_exeext) 2>/dev/null | grep "RUNPATH.*$libdir" >/dev/null],
-	 [lt_cv_shlibpath_overrides_runpath=yes])])
-    LDFLAGS=$save_LDFLAGS
-    libdir=$save_libdir
-    ])
-  shlibpath_overrides_runpath=$lt_cv_shlibpath_overrides_runpath
-
-  # This implies no fast_install, which is unacceptable.
-  # Some rework will be needed to allow for fast_install
-  # before this can be enabled.
-  hardcode_into_libs=yes
-
-  # Append ld.so.conf contents to the search path
-  if test -f /etc/ld.so.conf; then
-    lt_ld_extra=`awk '/^include / { system(sprintf("cd /etc; cat %s 2>/dev/null", \[$]2)); skip = 1; } { if (!skip) print \[$]0; skip = 0; }' < /etc/ld.so.conf | $SED -e 's/#.*//;/^[	 ]*hwcap[	 ]/d;s/[:,	]/ /g;s/=[^=]*$//;s/=[^= ]* / /g;s/"//g;/^$/d' | tr '\n' ' '`
-    sys_lib_dlsearch_path_spec="/lib /usr/lib $lt_ld_extra"
-  fi
-
-  # We used to test for /lib/ld.so.1 and disable shared libraries on
-  # powerpc, because MkLinux only supported shared libraries with the
-  # GNU dynamic linker.  Since this was broken with cross compilers,
-  # most powerpc-linux boxes support dynamic linking these days and
-  # people can always --disable-shared, the test was removed, and we
-  # assume the GNU/Linux dynamic linker is in use.
-  dynamic_linker='GNU/Linux ld.so'
-  ;;
-
-netbsdelf*-gnu)
-  version_type=linux
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  dynamic_linker='NetBSD ld.elf_so'
-  ;;
-
-netbsd*)
-  version_type=sunos
-  need_lib_prefix=no
-  need_version=no
-  if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-    finish_cmds='PATH="\$PATH:/sbin" ldconfig -m $libdir'
-    dynamic_linker='NetBSD (a.out) ld.so'
-  else
-    library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major ${libname}${shared_ext}'
-    soname_spec='${libname}${release}${shared_ext}$major'
-    dynamic_linker='NetBSD ld.elf_so'
-  fi
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  ;;
-
-newsos6)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  ;;
-
-*nto* | *qnx*)
-  version_type=qnx
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  dynamic_linker='ldqnx.so'
-  ;;
-
-openbsd*)
-  version_type=sunos
-  sys_lib_dlsearch_path_spec="/usr/lib"
-  need_lib_prefix=no
-  # Some older versions of OpenBSD (3.3 at least) *do* need versioned libs.
-  case $host_os in
-    openbsd3.3 | openbsd3.3.*)	need_version=yes ;;
-    *)				need_version=no  ;;
-  esac
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-  finish_cmds='PATH="\$PATH:/sbin" ldconfig -m $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  if test -z "`echo __ELF__ | $CC -E - | $GREP __ELF__`" || test "$host_os-$host_cpu" = "openbsd2.8-powerpc"; then
-    case $host_os in
-      openbsd2.[[89]] | openbsd2.[[89]].*)
-	shlibpath_overrides_runpath=no
-	;;
-      *)
-	shlibpath_overrides_runpath=yes
-	;;
-      esac
-  else
-    shlibpath_overrides_runpath=yes
-  fi
-  ;;
-
-os2*)
-  libname_spec='$name'
-  shrext_cmds=".dll"
-  need_lib_prefix=no
-  library_names_spec='$libname${shared_ext} $libname.a'
-  dynamic_linker='OS/2 ld.exe'
-  shlibpath_var=LIBPATH
-  ;;
-
-osf3* | osf4* | osf5*)
-  version_type=osf
-  need_lib_prefix=no
-  need_version=no
-  soname_spec='${libname}${release}${shared_ext}$major'
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  sys_lib_search_path_spec="/usr/shlib /usr/ccs/lib /usr/lib/cmplrs/cc /usr/lib /usr/local/lib /var/shlib"
-  sys_lib_dlsearch_path_spec="$sys_lib_search_path_spec"
-  ;;
-
-rdos*)
-  dynamic_linker=no
-  ;;
-
-solaris*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  # ldd complains unless libraries are executable
-  postinstall_cmds='chmod +x $lib'
-  ;;
-
-sunos4*)
-  version_type=sunos
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${shared_ext}$versuffix'
-  finish_cmds='PATH="\$PATH:/usr/etc" ldconfig $libdir'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  if test "$with_gnu_ld" = yes; then
-    need_lib_prefix=no
-  fi
-  need_version=yes
-  ;;
-
-sysv4 | sysv4.3*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  case $host_vendor in
-    sni)
-      shlibpath_overrides_runpath=no
-      need_lib_prefix=no
-      runpath_var=LD_RUN_PATH
-      ;;
-    siemens)
-      need_lib_prefix=no
-      ;;
-    motorola)
-      need_lib_prefix=no
-      need_version=no
-      shlibpath_overrides_runpath=no
-      sys_lib_search_path_spec='/lib /usr/lib /usr/ccs/lib'
-      ;;
-  esac
-  ;;
-
-sysv4*MP*)
-  if test -d /usr/nec ;then
-    version_type=linux # correct to gnu/linux during the next big refactor
-    library_names_spec='$libname${shared_ext}.$versuffix $libname${shared_ext}.$major $libname${shared_ext}'
-    soname_spec='$libname${shared_ext}.$major'
-    shlibpath_var=LD_LIBRARY_PATH
-  fi
-  ;;
-
-sysv5* | sco3.2v5* | sco5v6* | unixware* | OpenUNIX* | sysv4*uw2*)
-  version_type=freebsd-elf
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext} $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=yes
-  hardcode_into_libs=yes
-  if test "$with_gnu_ld" = yes; then
-    sys_lib_search_path_spec='/usr/local/lib /usr/gnu/lib /usr/ccs/lib /usr/lib /lib'
-  else
-    sys_lib_search_path_spec='/usr/ccs/lib /usr/lib'
-    case $host_os in
-      sco3.2v5*)
-        sys_lib_search_path_spec="$sys_lib_search_path_spec /lib"
-	;;
-    esac
-  fi
-  sys_lib_dlsearch_path_spec='/usr/lib'
-  ;;
-
-tpf*)
-  # TPF is a cross-target only.  Preferred cross-host = GNU/Linux.
-  version_type=linux # correct to gnu/linux during the next big refactor
-  need_lib_prefix=no
-  need_version=no
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  shlibpath_var=LD_LIBRARY_PATH
-  shlibpath_overrides_runpath=no
-  hardcode_into_libs=yes
-  ;;
-
-uts4*)
-  version_type=linux # correct to gnu/linux during the next big refactor
-  library_names_spec='${libname}${release}${shared_ext}$versuffix ${libname}${release}${shared_ext}$major $libname${shared_ext}'
-  soname_spec='${libname}${release}${shared_ext}$major'
-  shlibpath_var=LD_LIBRARY_PATH
-  ;;
-
-*)
-  dynamic_linker=no
-  ;;
-esac
-AC_MSG_RESULT([$dynamic_linker])
-test "$dynamic_linker" = no && can_build_shared=no
-
-variables_saved_for_relink="PATH $shlibpath_var $runpath_var"
-if test "$GCC" = yes; then
-  variables_saved_for_relink="$variables_saved_for_relink GCC_EXEC_PREFIX COMPILER_PATH LIBRARY_PATH"
-fi
-
-if test "${lt_cv_sys_lib_search_path_spec+set}" = set; then
-  sys_lib_search_path_spec="$lt_cv_sys_lib_search_path_spec"
-fi
-if test "${lt_cv_sys_lib_dlsearch_path_spec+set}" = set; then
-  sys_lib_dlsearch_path_spec="$lt_cv_sys_lib_dlsearch_path_spec"
-fi
-
-_LT_DECL([], [variables_saved_for_relink], [1],
-    [Variables whose values should be saved in libtool wrapper scripts and
-    restored at link time])
-_LT_DECL([], [need_lib_prefix], [0],
-    [Do we need the "lib" prefix for modules?])
-_LT_DECL([], [need_version], [0], [Do we need a version for libraries?])
-_LT_DECL([], [version_type], [0], [Library versioning type])
-_LT_DECL([], [runpath_var], [0],  [Shared library runtime path variable])
-_LT_DECL([], [shlibpath_var], [0],[Shared library path variable])
-_LT_DECL([], [shlibpath_overrides_runpath], [0],
-    [Is shlibpath searched before the hard-coded library search path?])
-_LT_DECL([], [libname_spec], [1], [Format of library name prefix])
-_LT_DECL([], [library_names_spec], [1],
-    [[List of archive names.  First name is the real one, the rest are links.
-    The last name is the one that the linker finds with -lNAME]])
-_LT_DECL([], [soname_spec], [1],
-    [[The coded name of the library, if different from the real name]])
-_LT_DECL([], [install_override_mode], [1],
-    [Permission mode override for installation of shared libraries])
-_LT_DECL([], [postinstall_cmds], [2],
-    [Command to use after installation of a shared archive])
-_LT_DECL([], [postuninstall_cmds], [2],
-    [Command to use after uninstallation of a shared archive])
-_LT_DECL([], [finish_cmds], [2],
-    [Commands used to finish a libtool library installation in a directory])
-_LT_DECL([], [finish_eval], [1],
-    [[As "finish_cmds", except a single script fragment to be evaled but
-    not shown]])
-_LT_DECL([], [hardcode_into_libs], [0],
-    [Whether we should hardcode library paths into libraries])
-_LT_DECL([], [sys_lib_search_path_spec], [2],
-    [Compile-time system search path for libraries])
-_LT_DECL([], [sys_lib_dlsearch_path_spec], [2],
-    [Run-time system search path for libraries])
-])# _LT_SYS_DYNAMIC_LINKER
-
-
-# _LT_PATH_TOOL_PREFIX(TOOL)
-# --------------------------
-# find a file program which can recognize shared library
-AC_DEFUN([_LT_PATH_TOOL_PREFIX],
-[m4_require([_LT_DECL_EGREP])dnl
-AC_MSG_CHECKING([for $1])
-AC_CACHE_VAL(lt_cv_path_MAGIC_CMD,
-[case $MAGIC_CMD in
-[[\\/*] |  ?:[\\/]*])
-  lt_cv_path_MAGIC_CMD="$MAGIC_CMD" # Let the user override the test with a path.
-  ;;
-*)
-  lt_save_MAGIC_CMD="$MAGIC_CMD"
-  lt_save_ifs="$IFS"; IFS=$PATH_SEPARATOR
-dnl $ac_dummy forces splitting on constant user-supplied paths.
-dnl POSIX.2 word splitting is done only on the output of word expansions,
-dnl not every word.  This closes a longstanding sh security hole.
-  ac_dummy="m4_if([$2], , $PATH, [$2])"
-  for ac_dir in $ac_dummy; do
-    IFS="$lt_save_ifs"
-    test -z "$ac_dir" && ac_dir=.
-    if test -f $ac_dir/$1; then
-      lt_cv_path_MAGIC_CMD="$ac_dir/$1"
-      if test -n "$file_magic_test_file"; then
-	case $deplibs_check_method in
-	"file_magic "*)
-	  file_magic_regex=`expr "$deplibs_check_method" : "file_magic \(.*\)"`
-	  MAGIC_CMD="$lt_cv_path_MAGIC_CMD"
-	  if eval $file_magic_cmd \$file_magic_test_file 2> /dev/null |
-	    $EGREP "$file_magic_regex" > /dev/null; then
-	    :
-	  else
-	    cat <<_LT_EOF 1>&2
-
-*** Warning: the command libtool uses to detect shared libraries,
-*** $file_magic_cmd, produces output that libtool cannot recognize.
-*** The result is that libtool may fail to recognize shared libraries
-*** as such.  This will affect the creation of libtool libraries that
-*** depend on shared libraries, but programs linked with such libtool
-*** libraries will work regardless of this problem.  Nevertheless, you
-*** may want to report the problem to your system manager and/or to
-*** bug-libtool at gnu.org
-
-_LT_EOF
-	  fi ;;
-	esac
-      fi
-      break
-    fi
-  done
-  IFS="$lt_save_ifs"
-  MAGIC_CMD="$lt_save_MAGIC_CMD"
-  ;;
-esac])
-MAGIC_CMD="$lt_cv_path_MAGIC_CMD"
-if test -n "$MAGIC_CMD"; then
-  AC_MSG_RESULT($MAGIC_CMD)
-else
-  AC_MSG_RESULT(no)
-fi
-_LT_DECL([], [MAGIC_CMD], [0],
-	 [Used to examine libraries when file_magic_cmd begins with "file"])dnl
-])# _LT_PATH_TOOL_PREFIX
-
-# Old name:
-AU_ALIAS([AC_PATH_TOOL_PREFIX], [_LT_PATH_TOOL_PREFIX])
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_PATH_TOOL_PREFIX], [])
-
-
-# _LT_PATH_MAGIC
-# --------------
-# find a file program which can recognize a shared library
-m4_defun([_LT_PATH_MAGIC],
-[_LT_PATH_TOOL_PREFIX(${ac_tool_prefix}file, /usr/bin$PATH_SEPARATOR$PATH)
-if test -z "$lt_cv_path_MAGIC_CMD"; then
-  if test -n "$ac_tool_prefix"; then
-    _LT_PATH_TOOL_PREFIX(file, /usr/bin$PATH_SEPARATOR$PATH)
-  else
-    MAGIC_CMD=:
-  fi
-fi
-])# _LT_PATH_MAGIC
-
-
-# LT_PATH_LD
-# ----------
-# find the pathname to the GNU or non-GNU linker
-AC_DEFUN([LT_PATH_LD],
-[AC_REQUIRE([AC_PROG_CC])dnl
-AC_REQUIRE([AC_CANONICAL_HOST])dnl
-AC_REQUIRE([AC_CANONICAL_BUILD])dnl
-m4_require([_LT_DECL_SED])dnl
-m4_require([_LT_DECL_EGREP])dnl
-m4_require([_LT_PROG_ECHO_BACKSLASH])dnl
-
-AC_ARG_WITH([gnu-ld],
-    [AS_HELP_STRING([--with-gnu-ld],
-	[assume the C compiler uses GNU ld @<:@default=no@:>@])],
-    [test "$withval" = no || with_gnu_ld=yes],
-    [with_gnu_ld=no])dnl
-
-ac_prog=ld
-if test "$GCC" = yes; then
-  # Check if gcc -print-prog-name=ld gives a path.
-  AC_MSG_CHECKING([for ld used by $CC])
-  case $host in
-  *-*-mingw*)
-    # gcc leaves a trailing carriage return which upsets mingw
-    ac_prog=`($CC -print-prog-name=ld) 2>&5 | tr -d '\015'` ;;
-  *)
-    ac_prog=`($CC -print-prog-name=ld) 2>&5` ;;
-  esac
-  case $ac_prog in
-    # Accept absolute paths.
-    [[\\/]]* | ?:[[\\/]]*)
-      re_direlt='/[[^/]][[^/]]*/\.\./'
-      # Canonicalize the pathname of ld
-      ac_prog=`$ECHO "$ac_prog"| $SED 's%\\\\%/%g'`
-      while $ECHO "$ac_prog" | $GREP "$re_direlt" > /dev/null 2>&1; do
-	ac_prog=`$ECHO $ac_prog| $SED "s%$re_direlt%/%"`
-      done
-      test -z "$LD" && LD="$ac_prog"
-      ;;
-  "")
-    # If it fails, then pretend we aren't using GCC.
-    ac_prog=ld
-    ;;
-  *)
-    # If it is relative, then search for the first ld in PATH.
-    with_gnu_ld=unknown
-    ;;
-  esac
-elif test "$with_gnu_ld" = yes; then
-  AC_MSG_CHECKING([for GNU ld])
-else
-  AC_MSG_CHECKING([for non-GNU ld])
-fi
-AC_CACHE_VAL(lt_cv_path_LD,
-[if test -z "$LD"; then
-  lt_save_ifs="$IFS"; IFS=$PATH_SEPARATOR
-  for ac_dir in $PATH; do
-    IFS="$lt_save_ifs"
-    test -z "$ac_dir" && ac_dir=.
-    if test -f "$ac_dir/$ac_prog" || test -f "$ac_dir/$ac_prog$ac_exeext"; then
-      lt_cv_path_LD="$ac_dir/$ac_prog"
-      # Check to see if the program is GNU ld.  I'd rather use --version,
-      # but apparently some variants of GNU ld only accept -v.
-      # Break only if it was the GNU/non-GNU ld that we prefer.
-      case `"$lt_cv_path_LD" -v 2>&1 </dev/null` in
-      *GNU* | *'with BFD'*)
-	test "$with_gnu_ld" != no && break
-	;;
-      *)
-	test "$with_gnu_ld" != yes && break
-	;;
-      esac
-    fi
-  done
-  IFS="$lt_save_ifs"
-else
-  lt_cv_path_LD="$LD" # Let the user override the test with a path.
-fi])
-LD="$lt_cv_path_LD"
-if test -n "$LD"; then
-  AC_MSG_RESULT($LD)
-else
-  AC_MSG_RESULT(no)
-fi
-test -z "$LD" && AC_MSG_ERROR([no acceptable ld found in \$PATH])
-_LT_PATH_LD_GNU
-AC_SUBST([LD])
-
-_LT_TAGDECL([], [LD], [1], [The linker used to build libraries])
-])# LT_PATH_LD
-
-# Old names:
-AU_ALIAS([AM_PROG_LD], [LT_PATH_LD])
-AU_ALIAS([AC_PROG_LD], [LT_PATH_LD])
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AM_PROG_LD], [])
-dnl AC_DEFUN([AC_PROG_LD], [])
-
-
-# _LT_PATH_LD_GNU
-#- --------------
-m4_defun([_LT_PATH_LD_GNU],
-[AC_CACHE_CHECK([if the linker ($LD) is GNU ld], lt_cv_prog_gnu_ld,
-[# I'd rather use --version here, but apparently some GNU lds only accept -v.
-case `$LD -v 2>&1 </dev/null` in
-*GNU* | *'with BFD'*)
-  lt_cv_prog_gnu_ld=yes
-  ;;
-*)
-  lt_cv_prog_gnu_ld=no
-  ;;
-esac])
-with_gnu_ld=$lt_cv_prog_gnu_ld
-])# _LT_PATH_LD_GNU
-
-
-# _LT_CMD_RELOAD
-# --------------
-# find reload flag for linker
-#   -- PORTME Some linkers may need a different reload flag.
-m4_defun([_LT_CMD_RELOAD],
-[AC_CACHE_CHECK([for $LD option to reload object files],
-  lt_cv_ld_reload_flag,
-  [lt_cv_ld_reload_flag='-r'])
-reload_flag=$lt_cv_ld_reload_flag
-case $reload_flag in
-"" | " "*) ;;
-*) reload_flag=" $reload_flag" ;;
-esac
-reload_cmds='$LD$reload_flag -o $output$reload_objs'
-case $host_os in
-  cygwin* | mingw* | pw32* | cegcc*)
-    if test "$GCC" != yes; then
-      reload_cmds=false
-    fi
-    ;;
-  darwin*)
-    if test "$GCC" = yes; then
-      reload_cmds='$LTCC $LTCFLAGS -nostdlib ${wl}-r -o $output$reload_objs'
-    else
-      reload_cmds='$LD$reload_flag -o $output$reload_objs'
-    fi
-    ;;
-esac
-_LT_TAGDECL([], [reload_flag], [1], [How to create reloadable object files])dnl
-_LT_TAGDECL([], [reload_cmds], [2])dnl
-])# _LT_CMD_RELOAD
-
-
-# _LT_CHECK_MAGIC_METHOD
-# ----------------------
-# how to check for library dependencies
-#  -- PORTME fill in with the dynamic library characteristics
-m4_defun([_LT_CHECK_MAGIC_METHOD],
-[m4_require([_LT_DECL_EGREP])
-m4_require([_LT_DECL_OBJDUMP])
-AC_CACHE_CHECK([how to recognize dependent libraries],
-lt_cv_deplibs_check_method,
-[lt_cv_file_magic_cmd='$MAGIC_CMD'
-lt_cv_file_magic_test_file=
-lt_cv_deplibs_check_method='unknown'
-# Need to set the preceding variable on all platforms that support
-# interlibrary dependencies.
-# 'none' -- dependencies not supported.
-# `unknown' -- same as none, but documents that we really don't know.
-# 'pass_all' -- all dependencies passed with no checks.
-# 'test_compile' -- check by making test program.
-# 'file_magic [[regex]]' -- check by looking for files in library path
-# which responds to the $file_magic_cmd with a given extended regex.
-# If you have `file' or equivalent on your system and you're not sure
-# whether `pass_all' will *always* work, you probably want this one.
-
-case $host_os in
-aix[[4-9]]*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-beos*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-bsdi[[45]]*)
-  lt_cv_deplibs_check_method='file_magic ELF [[0-9]][[0-9]]*-bit [[ML]]SB (shared object|dynamic lib)'
-  lt_cv_file_magic_cmd='/usr/bin/file -L'
-  lt_cv_file_magic_test_file=/shlib/libc.so
-  ;;
-
-cygwin*)
-  # func_win32_libid is a shell function defined in ltmain.sh
-  lt_cv_deplibs_check_method='file_magic ^x86 archive import|^x86 DLL'
-  lt_cv_file_magic_cmd='func_win32_libid'
-  ;;
-
-mingw* | pw32*)
-  # Base MSYS/MinGW do not provide the 'file' command needed by
-  # func_win32_libid shell function, so use a weaker test based on 'objdump',
-  # unless we find 'file', for example because we are cross-compiling.
-  # func_win32_libid assumes BSD nm, so disallow it if using MS dumpbin.
-  if ( test "$lt_cv_nm_interface" = "BSD nm" && file / ) >/dev/null 2>&1; then
-    lt_cv_deplibs_check_method='file_magic ^x86 archive import|^x86 DLL'
-    lt_cv_file_magic_cmd='func_win32_libid'
-  else
-    # Keep this pattern in sync with the one in func_win32_libid.
-    lt_cv_deplibs_check_method='file_magic file format (pei*-i386(.*architecture: i386)?|pe-arm-wince|pe-x86-64)'
-    lt_cv_file_magic_cmd='$OBJDUMP -f'
-  fi
-  ;;
-
-cegcc*)
-  # use the weaker test based on 'objdump'. See mingw*.
-  lt_cv_deplibs_check_method='file_magic file format pe-arm-.*little(.*architecture: arm)?'
-  lt_cv_file_magic_cmd='$OBJDUMP -f'
-  ;;
-
-darwin* | rhapsody*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-freebsd* | dragonfly*)
-  if echo __ELF__ | $CC -E - | $GREP __ELF__ > /dev/null; then
-    case $host_cpu in
-    i*86 )
-      # Not sure whether the presence of OpenBSD here was a mistake.
-      # Let's accept both of them until this is cleared up.
-      lt_cv_deplibs_check_method='file_magic (FreeBSD|OpenBSD|DragonFly)/i[[3-9]]86 (compact )?demand paged shared library'
-      lt_cv_file_magic_cmd=/usr/bin/file
-      lt_cv_file_magic_test_file=`echo /usr/lib/libc.so.*`
-      ;;
-    esac
-  else
-    lt_cv_deplibs_check_method=pass_all
-  fi
-  ;;
-
-gnu*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-haiku*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-hpux10.20* | hpux11*)
-  lt_cv_file_magic_cmd=/usr/bin/file
-  case $host_cpu in
-  ia64*)
-    lt_cv_deplibs_check_method='file_magic (s[[0-9]][[0-9]][[0-9]]|ELF-[[0-9]][[0-9]]) shared object file - IA64'
-    lt_cv_file_magic_test_file=/usr/lib/hpux32/libc.so
-    ;;
-  hppa*64*)
-    [lt_cv_deplibs_check_method='file_magic (s[0-9][0-9][0-9]|ELF[ -][0-9][0-9])(-bit)?( [LM]SB)? shared object( file)?[, -]* PA-RISC [0-9]\.[0-9]']
-    lt_cv_file_magic_test_file=/usr/lib/pa20_64/libc.sl
-    ;;
-  *)
-    lt_cv_deplibs_check_method='file_magic (s[[0-9]][[0-9]][[0-9]]|PA-RISC[[0-9]]\.[[0-9]]) shared library'
-    lt_cv_file_magic_test_file=/usr/lib/libc.sl
-    ;;
-  esac
-  ;;
-
-interix[[3-9]]*)
-  # PIC code is broken on Interix 3.x, that's why |\.a not |_pic\.a here
-  lt_cv_deplibs_check_method='match_pattern /lib[[^/]]+(\.so|\.a)$'
-  ;;
-
-irix5* | irix6* | nonstopux*)
-  case $LD in
-  *-32|*"-32 ") libmagic=32-bit;;
-  *-n32|*"-n32 ") libmagic=N32;;
-  *-64|*"-64 ") libmagic=64-bit;;
-  *) libmagic=never-match;;
-  esac
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-# This must be glibc/ELF.
-linux* | k*bsd*-gnu | kopensolaris*-gnu)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-netbsd* | netbsdelf*-gnu)
-  if echo __ELF__ | $CC -E - | $GREP __ELF__ > /dev/null; then
-    lt_cv_deplibs_check_method='match_pattern /lib[[^/]]+(\.so\.[[0-9]]+\.[[0-9]]+|_pic\.a)$'
-  else
-    lt_cv_deplibs_check_method='match_pattern /lib[[^/]]+(\.so|_pic\.a)$'
-  fi
-  ;;
-
-newos6*)
-  lt_cv_deplibs_check_method='file_magic ELF [[0-9]][[0-9]]*-bit [[ML]]SB (executable|dynamic lib)'
-  lt_cv_file_magic_cmd=/usr/bin/file
-  lt_cv_file_magic_test_file=/usr/lib/libnls.so
-  ;;
-
-*nto* | *qnx*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-openbsd*)
-  if test -z "`echo __ELF__ | $CC -E - | $GREP __ELF__`" || test "$host_os-$host_cpu" = "openbsd2.8-powerpc"; then
-    lt_cv_deplibs_check_method='match_pattern /lib[[^/]]+(\.so\.[[0-9]]+\.[[0-9]]+|\.so|_pic\.a)$'
-  else
-    lt_cv_deplibs_check_method='match_pattern /lib[[^/]]+(\.so\.[[0-9]]+\.[[0-9]]+|_pic\.a)$'
-  fi
-  ;;
-
-osf3* | osf4* | osf5*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-rdos*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-solaris*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-sysv5* | sco3.2v5* | sco5v6* | unixware* | OpenUNIX* | sysv4*uw2*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-
-sysv4 | sysv4.3*)
-  case $host_vendor in
-  motorola)
-    lt_cv_deplibs_check_method='file_magic ELF [[0-9]][[0-9]]*-bit [[ML]]SB (shared object|dynamic lib) M[[0-9]][[0-9]]* Version [[0-9]]'
-    lt_cv_file_magic_test_file=`echo /usr/lib/libc.so*`
-    ;;
-  ncr)
-    lt_cv_deplibs_check_method=pass_all
-    ;;
-  sequent)
-    lt_cv_file_magic_cmd='/bin/file'
-    lt_cv_deplibs_check_method='file_magic ELF [[0-9]][[0-9]]*-bit [[LM]]SB (shared object|dynamic lib )'
-    ;;
-  sni)
-    lt_cv_file_magic_cmd='/bin/file'
-    lt_cv_deplibs_check_method="file_magic ELF [[0-9]][[0-9]]*-bit [[LM]]SB dynamic lib"
-    lt_cv_file_magic_test_file=/lib/libc.so
-    ;;
-  siemens)
-    lt_cv_deplibs_check_method=pass_all
-    ;;
-  pc)
-    lt_cv_deplibs_check_method=pass_all
-    ;;
-  esac
-  ;;
-
-tpf*)
-  lt_cv_deplibs_check_method=pass_all
-  ;;
-esac
-])
-
-file_magic_glob=
-want_nocaseglob=no
-if test "$build" = "$host"; then
-  case $host_os in
-  mingw* | pw32*)
-    if ( shopt | grep nocaseglob ) >/dev/null 2>&1; then
-      want_nocaseglob=yes
-    else
-      file_magic_glob=`echo aAbBcCdDeEfFgGhHiIjJkKlLmMnNoOpPqQrRsStTuUvVwWxXyYzZ | $SED -e "s/\(..\)/s\/[[\1]]\/[[\1]]\/g;/g"`
-    fi
-    ;;
-  esac
-fi
-
-file_magic_cmd=$lt_cv_file_magic_cmd
-deplibs_check_method=$lt_cv_deplibs_check_method
-test -z "$deplibs_check_method" && deplibs_check_method=unknown
-
-_LT_DECL([], [deplibs_check_method], [1],
-    [Method to check whether dependent libraries are shared objects])
-_LT_DECL([], [file_magic_cmd], [1],
-    [Command to use when deplibs_check_method = "file_magic"])
-_LT_DECL([], [file_magic_glob], [1],
-    [How to find potential files when deplibs_check_method = "file_magic"])
-_LT_DECL([], [want_nocaseglob], [1],
-    [Find potential files using nocaseglob when deplibs_check_method = "file_magic"])
-])# _LT_CHECK_MAGIC_METHOD
-
-
-# LT_PATH_NM
-# ----------
-# find the pathname to a BSD- or MS-compatible name lister
-AC_DEFUN([LT_PATH_NM],
-[AC_REQUIRE([AC_PROG_CC])dnl
-AC_CACHE_CHECK([for BSD- or MS-compatible name lister (nm)], lt_cv_path_NM,
-[if test -n "$NM"; then
-  # Let the user override the test.
-  lt_cv_path_NM="$NM"
-else
-  lt_nm_to_check="${ac_tool_prefix}nm"
-  if test -n "$ac_tool_prefix" && test "$build" = "$host"; then
-    lt_nm_to_check="$lt_nm_to_check nm"
-  fi
-  for lt_tmp_nm in $lt_nm_to_check; do
-    lt_save_ifs="$IFS"; IFS=$PATH_SEPARATOR
-    for ac_dir in $PATH /usr/ccs/bin/elf /usr/ccs/bin /usr/ucb /bin; do
-      IFS="$lt_save_ifs"
-      test -z "$ac_dir" && ac_dir=.
-      tmp_nm="$ac_dir/$lt_tmp_nm"
-      if test -f "$tmp_nm" || test -f "$tmp_nm$ac_exeext" ; then
-	# Check to see if the nm accepts a BSD-compat flag.
-	# Adding the `sed 1q' prevents false positives on HP-UX, which says:
-	#   nm: unknown option "B" ignored
-	# Tru64's nm complains that /dev/null is an invalid object file
-	case `"$tmp_nm" -B /dev/null 2>&1 | sed '1q'` in
-	*/dev/null* | *'Invalid file or object type'*)
-	  lt_cv_path_NM="$tmp_nm -B"
-	  break
-	  ;;
-	*)
-	  case `"$tmp_nm" -p /dev/null 2>&1 | sed '1q'` in
-	  */dev/null*)
-	    lt_cv_path_NM="$tmp_nm -p"
-	    break
-	    ;;
-	  *)
-	    lt_cv_path_NM=${lt_cv_path_NM="$tmp_nm"} # keep the first match, but
-	    continue # so that we can try to find one that supports BSD flags
-	    ;;
-	  esac
-	  ;;
-	esac
-      fi
-    done
-    IFS="$lt_save_ifs"
-  done
-  : ${lt_cv_path_NM=no}
-fi])
-if test "$lt_cv_path_NM" != "no"; then
-  NM="$lt_cv_path_NM"
-else
-  # Didn't find any BSD compatible name lister, look for dumpbin.
-  if test -n "$DUMPBIN"; then :
-    # Let the user override the test.
-  else
-    AC_CHECK_TOOLS(DUMPBIN, [dumpbin "link -dump"], :)
-    case `$DUMPBIN -symbols /dev/null 2>&1 | sed '1q'` in
-    *COFF*)
-      DUMPBIN="$DUMPBIN -symbols"
-      ;;
-    *)
-      DUMPBIN=:
-      ;;
-    esac
-  fi
-  AC_SUBST([DUMPBIN])
-  if test "$DUMPBIN" != ":"; then
-    NM="$DUMPBIN"
-  fi
-fi
-test -z "$NM" && NM=nm
-AC_SUBST([NM])
-_LT_DECL([], [NM], [1], [A BSD- or MS-compatible name lister])dnl
-
-AC_CACHE_CHECK([the name lister ($NM) interface], [lt_cv_nm_interface],
-  [lt_cv_nm_interface="BSD nm"
-  echo "int some_variable = 0;" > conftest.$ac_ext
-  (eval echo "\"\$as_me:$LINENO: $ac_compile\"" >&AS_MESSAGE_LOG_FD)
-  (eval "$ac_compile" 2>conftest.err)
-  cat conftest.err >&AS_MESSAGE_LOG_FD
-  (eval echo "\"\$as_me:$LINENO: $NM \\\"conftest.$ac_objext\\\"\"" >&AS_MESSAGE_LOG_FD)
-  (eval "$NM \"conftest.$ac_objext\"" 2>conftest.err > conftest.out)
-  cat conftest.err >&AS_MESSAGE_LOG_FD
-  (eval echo "\"\$as_me:$LINENO: output\"" >&AS_MESSAGE_LOG_FD)
-  cat conftest.out >&AS_MESSAGE_LOG_FD
-  if $GREP 'External.*some_variable' conftest.out > /dev/null; then
-    lt_cv_nm_interface="MS dumpbin"
-  fi
-  rm -f conftest*])
-])# LT_PATH_NM
-
-# Old names:
-AU_ALIAS([AM_PROG_NM], [LT_PATH_NM])
-AU_ALIAS([AC_PROG_NM], [LT_PATH_NM])
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AM_PROG_NM], [])
-dnl AC_DEFUN([AC_PROG_NM], [])
-
-# _LT_CHECK_SHAREDLIB_FROM_LINKLIB
-# --------------------------------
-# how to determine the name of the shared library
-# associated with a specific link library.
-#  -- PORTME fill in with the dynamic library characteristics
-m4_defun([_LT_CHECK_SHAREDLIB_FROM_LINKLIB],
-[m4_require([_LT_DECL_EGREP])
-m4_require([_LT_DECL_OBJDUMP])
-m4_require([_LT_DECL_DLLTOOL])
-AC_CACHE_CHECK([how to associate runtime and link libraries],
-lt_cv_sharedlib_from_linklib_cmd,
-[lt_cv_sharedlib_from_linklib_cmd='unknown'
-
-case $host_os in
-cygwin* | mingw* | pw32* | cegcc*)
-  # two different shell functions defined in ltmain.sh
-  # decide which to use based on capabilities of $DLLTOOL
-  case `$DLLTOOL --help 2>&1` in
-  *--identify-strict*)
-    lt_cv_sharedlib_from_linklib_cmd=func_cygming_dll_for_implib
-    ;;
-  *)
-    lt_cv_sharedlib_from_linklib_cmd=func_cygming_dll_for_implib_fallback
-    ;;
-  esac
-  ;;
-*)
-  # fallback: assume linklib IS sharedlib
-  lt_cv_sharedlib_from_linklib_cmd="$ECHO"
-  ;;
-esac
-])
-sharedlib_from_linklib_cmd=$lt_cv_sharedlib_from_linklib_cmd
-test -z "$sharedlib_from_linklib_cmd" && sharedlib_from_linklib_cmd=$ECHO
-
-_LT_DECL([], [sharedlib_from_linklib_cmd], [1],
-    [Command to associate shared and link libraries])
-])# _LT_CHECK_SHAREDLIB_FROM_LINKLIB
-
-
-# _LT_PATH_MANIFEST_TOOL
-# ----------------------
-# locate the manifest tool
-m4_defun([_LT_PATH_MANIFEST_TOOL],
-[AC_CHECK_TOOL(MANIFEST_TOOL, mt, :)
-test -z "$MANIFEST_TOOL" && MANIFEST_TOOL=mt
-AC_CACHE_CHECK([if $MANIFEST_TOOL is a manifest tool], [lt_cv_path_mainfest_tool],
-  [lt_cv_path_mainfest_tool=no
-  echo "$as_me:$LINENO: $MANIFEST_TOOL '-?'" >&AS_MESSAGE_LOG_FD
-  $MANIFEST_TOOL '-?' 2>conftest.err > conftest.out
-  cat conftest.err >&AS_MESSAGE_LOG_FD
-  if $GREP 'Manifest Tool' conftest.out > /dev/null; then
-    lt_cv_path_mainfest_tool=yes
-  fi
-  rm -f conftest*])
-if test "x$lt_cv_path_mainfest_tool" != xyes; then
-  MANIFEST_TOOL=:
-fi
-_LT_DECL([], [MANIFEST_TOOL], [1], [Manifest tool])dnl
-])# _LT_PATH_MANIFEST_TOOL
-
-
-# LT_LIB_M
-# --------
-# check for math library
-AC_DEFUN([LT_LIB_M],
-[AC_REQUIRE([AC_CANONICAL_HOST])dnl
-LIBM=
-case $host in
-*-*-beos* | *-*-cegcc* | *-*-cygwin* | *-*-haiku* | *-*-pw32* | *-*-darwin*)
-  # These system don't have libm, or don't need it
-  ;;
-*-ncr-sysv4.3*)
-  AC_CHECK_LIB(mw, _mwvalidcheckl, LIBM="-lmw")
-  AC_CHECK_LIB(m, cos, LIBM="$LIBM -lm")
-  ;;
-*)
-  AC_CHECK_LIB(m, cos, LIBM="-lm")
-  ;;
-esac
-AC_SUBST([LIBM])
-])# LT_LIB_M
-
-# Old name:
-AU_ALIAS([AC_CHECK_LIBM], [LT_LIB_M])
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_CHECK_LIBM], [])
-
-
-# _LT_COMPILER_NO_RTTI([TAGNAME])
-# -------------------------------
-m4_defun([_LT_COMPILER_NO_RTTI],
-[m4_require([_LT_TAG_COMPILER])dnl
-
-_LT_TAGVAR(lt_prog_compiler_no_builtin_flag, $1)=
-
-if test "$GCC" = yes; then
-  case $cc_basename in
-  nvcc*)
-    _LT_TAGVAR(lt_prog_compiler_no_builtin_flag, $1)=' -Xcompiler -fno-builtin' ;;
-  *)
-    _LT_TAGVAR(lt_prog_compiler_no_builtin_flag, $1)=' -fno-builtin' ;;
-  esac
-
-  _LT_COMPILER_OPTION([if $compiler supports -fno-rtti -fno-exceptions],
-    lt_cv_prog_compiler_rtti_exceptions,
-    [-fno-rtti -fno-exceptions], [],
-    [_LT_TAGVAR(lt_prog_compiler_no_builtin_flag, $1)="$_LT_TAGVAR(lt_prog_compiler_no_builtin_flag, $1) -fno-rtti -fno-exceptions"])
-fi
-_LT_TAGDECL([no_builtin_flag], [lt_prog_compiler_no_builtin_flag], [1],
-	[Compiler flag to turn off builtin functions])
-])# _LT_COMPILER_NO_RTTI
-
-
-# _LT_CMD_GLOBAL_SYMBOLS
-# ----------------------
-m4_defun([_LT_CMD_GLOBAL_SYMBOLS],
-[AC_REQUIRE([AC_CANONICAL_HOST])dnl
-AC_REQUIRE([AC_PROG_CC])dnl
-AC_REQUIRE([AC_PROG_AWK])dnl
-AC_REQUIRE([LT_PATH_NM])dnl
-AC_REQUIRE([LT_PATH_LD])dnl
-m4_require([_LT_DECL_SED])dnl
-m4_require([_LT_DECL_EGREP])dnl
-m4_require([_LT_TAG_COMPILER])dnl
-
-# Check for command to grab the raw symbol name followed by C symbol from nm.
-AC_MSG_CHECKING([command to parse $NM output from $compiler object])
-AC_CACHE_VAL([lt_cv_sys_global_symbol_pipe],
-[
-# These are sane defaults that work on at least a few old systems.
-# [They come from Ultrix.  What could be older than Ultrix?!! ;)]
-
-# Character class describing NM global symbol codes.
-symcode='[[BCDEGRST]]'
-
-# Regexp to match symbols that can be accessed directly from C.
-sympat='\([[_A-Za-z]][[_A-Za-z0-9]]*\)'
-
-# Define system-specific variables.
-case $host_os in
-aix*)
-  symcode='[[BCDT]]'
-  ;;
-cygwin* | mingw* | pw32* | cegcc*)
-  symcode='[[ABCDGISTW]]'
-  ;;
-hpux*)
-  if test "$host_cpu" = ia64; then
-    symcode='[[ABCDEGRST]]'
-  fi
-  ;;
-irix* | nonstopux*)
-  symcode='[[BCDEGRST]]'
-  ;;
-osf*)
-  symcode='[[BCDEGQRST]]'
-  ;;
-solaris*)
-  symcode='[[BDRT]]'
-  ;;
-sco3.2v5*)
-  symcode='[[DT]]'
-  ;;
-sysv4.2uw2*)
-  symcode='[[DT]]'
-  ;;
-sysv5* | sco5v6* | unixware* | OpenUNIX*)
-  symcode='[[ABDT]]'
-  ;;
-sysv4)
-  symcode='[[DFNSTU]]'
-  ;;
-esac
-
-# If we're using GNU nm, then use its standard symbol codes.
-case `$NM -V 2>&1` in
-*GNU* | *'with BFD'*)
-  symcode='[[ABCDGIRSTW]]' ;;
-esac
-
-# Transform an extracted symbol line into a proper C declaration.
-# Some systems (esp. on ia64) link data and code symbols differently,
-# so use this general approach.
-lt_cv_sys_global_symbol_to_cdecl="sed -n -e 's/^T .* \(.*\)$/extern int \1();/p' -e 's/^$symcode* .* \(.*\)$/extern char \1;/p'"
-
-# Transform an extracted symbol line into symbol name and symbol address
-lt_cv_sys_global_symbol_to_c_name_address="sed -n -e 's/^: \([[^ ]]*\)[[ ]]*$/  {\\\"\1\\\", (void *) 0},/p' -e 's/^$symcode* \([[^ ]]*\) \([[^ ]]*\)$/  {\"\2\", (void *) \&\2},/p'"
-lt_cv_sys_global_symbol_to_c_name_address_lib_prefix="sed -n -e 's/^: \([[^ ]]*\)[[ ]]*$/  {\\\"\1\\\", (void *) 0},/p' -e 's/^$symcode* \([[^ ]]*\) \(lib[[^ ]]*\)$/  {\"\2\", (void *) \&\2},/p' -e 's/^$symcode* \([[^ ]]*\) \([[^ ]]*\)$/  {\"lib\2\", (void *) \&\2},/p'"
-
-# Handle CRLF in mingw tool chain
-opt_cr=
-case $build_os in
-mingw*)
-  opt_cr=`$ECHO 'x\{0,1\}' | tr x '\015'` # option cr in regexp
-  ;;
-esac
-
-# Try without a prefix underscore, then with it.
-for ac_symprfx in "" "_"; do
-
-  # Transform symcode, sympat, and symprfx into a raw symbol and a C symbol.
-  symxfrm="\\1 $ac_symprfx\\2 \\2"
-
-  # Write the raw and C identifiers.
-  if test "$lt_cv_nm_interface" = "MS dumpbin"; then
-    # Fake it for dumpbin and say T for any non-static function
-    # and D for any global variable.
-    # Also find C++ and __fastcall symbols from MSVC++,
-    # which start with @ or ?.
-    lt_cv_sys_global_symbol_pipe="$AWK ['"\
-"     {last_section=section; section=\$ 3};"\
-"     /^COFF SYMBOL TABLE/{for(i in hide) delete hide[i]};"\
-"     /Section length .*#relocs.*(pick any)/{hide[last_section]=1};"\
-"     \$ 0!~/External *\|/{next};"\
-"     / 0+ UNDEF /{next}; / UNDEF \([^|]\)*()/{next};"\
-"     {if(hide[section]) next};"\
-"     {f=0}; \$ 0~/\(\).*\|/{f=1}; {printf f ? \"T \" : \"D \"};"\
-"     {split(\$ 0, a, /\||\r/); split(a[2], s)};"\
-"     s[1]~/^[@?]/{print s[1], s[1]; next};"\
-"     s[1]~prfx {split(s[1],t,\"@\"); print t[1], substr(t[1],length(prfx))}"\
-"     ' prfx=^$ac_symprfx]"
-  else
-    lt_cv_sys_global_symbol_pipe="sed -n -e 's/^.*[[	 ]]\($symcode$symcode*\)[[	 ]][[	 ]]*$ac_symprfx$sympat$opt_cr$/$symxfrm/p'"
-  fi
-  lt_cv_sys_global_symbol_pipe="$lt_cv_sys_global_symbol_pipe | sed '/ __gnu_lto/d'"
-
-  # Check to see that the pipe works correctly.
-  pipe_works=no
-
-  rm -f conftest*
-  cat > conftest.$ac_ext <<_LT_EOF
-#ifdef __cplusplus
-extern "C" {
-#endif
-char nm_test_var;
-void nm_test_func(void);
-void nm_test_func(void){}
-#ifdef __cplusplus
-}
-#endif
-int main(){nm_test_var='a';nm_test_func();return(0);}
-_LT_EOF
-
-  if AC_TRY_EVAL(ac_compile); then
-    # Now try to grab the symbols.
-    nlist=conftest.nm
-    if AC_TRY_EVAL(NM conftest.$ac_objext \| "$lt_cv_sys_global_symbol_pipe" \> $nlist) && test -s "$nlist"; then
-      # Try sorting and uniquifying the output.
-      if sort "$nlist" | uniq > "$nlist"T; then
-	mv -f "$nlist"T "$nlist"
-      else
-	rm -f "$nlist"T
-      fi
-
-      # Make sure that we snagged all the symbols we need.
-      if $GREP ' nm_test_var$' "$nlist" >/dev/null; then
-	if $GREP ' nm_test_func$' "$nlist" >/dev/null; then
-	  cat <<_LT_EOF > conftest.$ac_ext
-/* Keep this code in sync between libtool.m4, ltmain, lt_system.h, and tests.  */
-#if defined(_WIN32) || defined(__CYGWIN__) || defined(_WIN32_WCE)
-/* DATA imports from DLLs on WIN32 con't be const, because runtime
-   relocations are performed -- see ld's documentation on pseudo-relocs.  */
-# define LT@&t at _DLSYM_CONST
-#elif defined(__osf__)
-/* This system does not cope well with relocations in const data.  */
-# define LT@&t at _DLSYM_CONST
-#else
-# define LT@&t at _DLSYM_CONST const
-#endif
-
-#ifdef __cplusplus
-extern "C" {
-#endif
-
-_LT_EOF
-	  # Now generate the symbol file.
-	  eval "$lt_cv_sys_global_symbol_to_cdecl"' < "$nlist" | $GREP -v main >> conftest.$ac_ext'
-
-	  cat <<_LT_EOF >> conftest.$ac_ext
-
-/* The mapping between symbol names and symbols.  */
-LT@&t at _DLSYM_CONST struct {
-  const char *name;
-  void       *address;
-}
-lt__PROGRAM__LTX_preloaded_symbols[[]] =
-{
-  { "@PROGRAM@", (void *) 0 },
-_LT_EOF
-	  $SED "s/^$symcode$symcode* \(.*\) \(.*\)$/  {\"\2\", (void *) \&\2},/" < "$nlist" | $GREP -v main >> conftest.$ac_ext
-	  cat <<\_LT_EOF >> conftest.$ac_ext
-  {0, (void *) 0}
-};
-
-/* This works around a problem in FreeBSD linker */
-#ifdef FREEBSD_WORKAROUND
-static const void *lt_preloaded_setup() {
-  return lt__PROGRAM__LTX_preloaded_symbols;
-}
-#endif
-
-#ifdef __cplusplus
-}
-#endif
-_LT_EOF
-	  # Now try linking the two files.
-	  mv conftest.$ac_objext conftstm.$ac_objext
-	  lt_globsym_save_LIBS=$LIBS
-	  lt_globsym_save_CFLAGS=$CFLAGS
-	  LIBS="conftstm.$ac_objext"
-	  CFLAGS="$CFLAGS$_LT_TAGVAR(lt_prog_compiler_no_builtin_flag, $1)"
-	  if AC_TRY_EVAL(ac_link) && test -s conftest${ac_exeext}; then
-	    pipe_works=yes
-	  fi
-	  LIBS=$lt_globsym_save_LIBS
-	  CFLAGS=$lt_globsym_save_CFLAGS
-	else
-	  echo "cannot find nm_test_func in $nlist" >&AS_MESSAGE_LOG_FD
-	fi
-      else
-	echo "cannot find nm_test_var in $nlist" >&AS_MESSAGE_LOG_FD
-      fi
-    else
-      echo "cannot run $lt_cv_sys_global_symbol_pipe" >&AS_MESSAGE_LOG_FD
-    fi
-  else
-    echo "$progname: failed program was:" >&AS_MESSAGE_LOG_FD
-    cat conftest.$ac_ext >&5
-  fi
-  rm -rf conftest* conftst*
-
-  # Do not use the global_symbol_pipe unless it works.
-  if test "$pipe_works" = yes; then
-    break
-  else
-    lt_cv_sys_global_symbol_pipe=
-  fi
-done
-])
-if test -z "$lt_cv_sys_global_symbol_pipe"; then
-  lt_cv_sys_global_symbol_to_cdecl=
-fi
-if test -z "$lt_cv_sys_global_symbol_pipe$lt_cv_sys_global_symbol_to_cdecl"; then
-  AC_MSG_RESULT(failed)
-else
-  AC_MSG_RESULT(ok)
-fi
-
-# Response file support.
-if test "$lt_cv_nm_interface" = "MS dumpbin"; then
-  nm_file_list_spec='@'
-elif $NM --help 2>/dev/null | grep '[[@]]FILE' >/dev/null; then
-  nm_file_list_spec='@'
-fi
-
-_LT_DECL([global_symbol_pipe], [lt_cv_sys_global_symbol_pipe], [1],
-    [Take the output of nm and produce a listing of raw symbols and C names])
-_LT_DECL([global_symbol_to_cdecl], [lt_cv_sys_global_symbol_to_cdecl], [1],
-    [Transform the output of nm in a proper C declaration])
-_LT_DECL([global_symbol_to_c_name_address],
-    [lt_cv_sys_global_symbol_to_c_name_address], [1],
-    [Transform the output of nm in a C name address pair])
-_LT_DECL([global_symbol_to_c_name_address_lib_prefix],
-    [lt_cv_sys_global_symbol_to_c_name_address_lib_prefix], [1],
-    [Transform the output of nm in a C name address pair when lib prefix is needed])
-_LT_DECL([], [nm_file_list_spec], [1],
-    [Specify filename containing input files for $NM])
-]) # _LT_CMD_GLOBAL_SYMBOLS
-
-
-# _LT_COMPILER_PIC([TAGNAME])
-# ---------------------------
-m4_defun([_LT_COMPILER_PIC],
-[m4_require([_LT_TAG_COMPILER])dnl
-_LT_TAGVAR(lt_prog_compiler_wl, $1)=
-_LT_TAGVAR(lt_prog_compiler_pic, $1)=
-_LT_TAGVAR(lt_prog_compiler_static, $1)=
-
-m4_if([$1], [CXX], [
-  # C++ specific cases for pic, static, wl, etc.
-  if test "$GXX" = yes; then
-    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-    _LT_TAGVAR(lt_prog_compiler_static, $1)='-static'
-
-    case $host_os in
-    aix*)
-      # All AIX code is PIC.
-      if test "$host_cpu" = ia64; then
-	# AIX 5 now supports IA64 processor
-	_LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-      fi
-      ;;
-
-    amigaos*)
-      case $host_cpu in
-      powerpc)
-            # see comment about AmigaOS4 .so support
-            _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC'
-        ;;
-      m68k)
-            # FIXME: we need at least 68020 code to build shared libraries, but
-            # adding the `-m68020' flag to GCC prevents building anything better,
-            # like `-m68040'.
-            _LT_TAGVAR(lt_prog_compiler_pic, $1)='-m68020 -resident32 -malways-restore-a4'
-        ;;
-      esac
-      ;;
-
-    beos* | irix5* | irix6* | nonstopux* | osf3* | osf4* | osf5*)
-      # PIC is the default for these OSes.
-      ;;
-    mingw* | cygwin* | os2* | pw32* | cegcc*)
-      # This hack is so that the source file can tell whether it is being
-      # built for inclusion in a dll (and should export symbols for example).
-      # Although the cygwin gcc ignores -fPIC, still need this for old-style
-      # (--disable-auto-import) libraries
-      m4_if([$1], [GCJ], [],
-	[_LT_TAGVAR(lt_prog_compiler_pic, $1)='-DDLL_EXPORT'])
-      ;;
-    darwin* | rhapsody*)
-      # PIC is the default on this platform
-      # Common symbols not allowed in MH_DYLIB files
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fno-common'
-      ;;
-    *djgpp*)
-      # DJGPP does not support shared libraries at all
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)=
-      ;;
-    haiku*)
-      # PIC is the default for Haiku.
-      # The "-static" flag exists, but is broken.
-      _LT_TAGVAR(lt_prog_compiler_static, $1)=
-      ;;
-    interix[[3-9]]*)
-      # Interix 3.x gcc -fpic/-fPIC options generate broken code.
-      # Instead, we relocate shared libraries at runtime.
-      ;;
-    sysv4*MP*)
-      if test -d /usr/nec; then
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)=-Kconform_pic
-      fi
-      ;;
-    hpux*)
-      # PIC is the default for 64-bit PA HP-UX, but not for 32-bit
-      # PA HP-UX.  On IA64 HP-UX, PIC is the default but the pic flag
-      # sets the default TLS model and affects inlining.
-      case $host_cpu in
-      hppa*64*)
-	;;
-      *)
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC'
-	;;
-      esac
-      ;;
-    *qnx* | *nto*)
-      # QNX uses GNU C++, but need to define -shared option too, otherwise
-      # it will coredump.
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC -shared'
-      ;;
-    *)
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC'
-      ;;
-    esac
-  else
-    case $host_os in
-      aix[[4-9]]*)
-	# All AIX code is PIC.
-	if test "$host_cpu" = ia64; then
-	  # AIX 5 now supports IA64 processor
-	  _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-	else
-	  _LT_TAGVAR(lt_prog_compiler_static, $1)='-bnso -bI:/lib/syscalls.exp'
-	fi
-	;;
-      chorus*)
-	case $cc_basename in
-	cxch68*)
-	  # Green Hills C++ Compiler
-	  # _LT_TAGVAR(lt_prog_compiler_static, $1)="--no_auto_instantiation -u __main -u __premain -u _abort -r $COOL_DIR/lib/libOrb.a $MVME_DIR/lib/CC/libC.a $MVME_DIR/lib/classix/libcx.s.a"
-	  ;;
-	esac
-	;;
-      mingw* | cygwin* | os2* | pw32* | cegcc*)
-	# This hack is so that the source file can tell whether it is being
-	# built for inclusion in a dll (and should export symbols for example).
-	m4_if([$1], [GCJ], [],
-	  [_LT_TAGVAR(lt_prog_compiler_pic, $1)='-DDLL_EXPORT'])
-	;;
-      dgux*)
-	case $cc_basename in
-	  ec++*)
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-	    ;;
-	  ghcx*)
-	    # Green Hills C++ Compiler
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-pic'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      freebsd* | dragonfly*)
-	# FreeBSD uses GNU C++
-	;;
-      hpux9* | hpux10* | hpux11*)
-	case $cc_basename in
-	  CC*)
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='${wl}-a ${wl}archive'
-	    if test "$host_cpu" != ia64; then
-	      _LT_TAGVAR(lt_prog_compiler_pic, $1)='+Z'
-	    fi
-	    ;;
-	  aCC*)
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='${wl}-a ${wl}archive'
-	    case $host_cpu in
-	    hppa*64*|ia64*)
-	      # +Z the default
-	      ;;
-	    *)
-	      _LT_TAGVAR(lt_prog_compiler_pic, $1)='+Z'
-	      ;;
-	    esac
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      interix*)
-	# This is c89, which is MS Visual C++ (no shared libs)
-	# Anyone wants to do a port?
-	;;
-      irix5* | irix6* | nonstopux*)
-	case $cc_basename in
-	  CC*)
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='-non_shared'
-	    # CC pic flag -KPIC is the default.
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      linux* | k*bsd*-gnu | kopensolaris*-gnu)
-	case $cc_basename in
-	  KCC*)
-	    # KAI C++ Compiler
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='--backend -Wl,'
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC'
-	    ;;
-	  ecpc* )
-	    # old Intel C++ for x86_64 which still supported -KPIC.
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='-static'
-	    ;;
-	  icpc* )
-	    # Intel C++, used to be incompatible with GCC.
-	    # ICC 10 doesn't accept -KPIC any more.
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC'
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='-static'
-	    ;;
-	  pgCC* | pgcpp*)
-	    # Portland Group C++ compiler
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fpic'
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-	    ;;
-	  cxx*)
-	    # Compaq C++
-	    # Make sure the PIC flag is empty.  It appears that all Alpha
-	    # Linux and Compaq Tru64 Unix objects are PIC.
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)=
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='-non_shared'
-	    ;;
-	  xlc* | xlC* | bgxl[[cC]]* | mpixl[[cC]]*)
-	    # IBM XL 8.0, 9.0 on PPC and BlueGene
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-qpic'
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='-qstaticlink'
-	    ;;
-	  *)
-	    case `$CC -V 2>&1 | sed 5q` in
-	    *Sun\ C*)
-	      # Sun C++ 5.9
-	      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-	      _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-	      _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Qoption ld '
-	      ;;
-	    esac
-	    ;;
-	esac
-	;;
-      lynxos*)
-	;;
-      m88k*)
-	;;
-      mvs*)
-	case $cc_basename in
-	  cxx*)
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-W c,exportall'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      netbsd* | netbsdelf*-gnu)
-	;;
-      *qnx* | *nto*)
-        # QNX uses GNU C++, but need to define -shared option too, otherwise
-        # it will coredump.
-        _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC -shared'
-        ;;
-      osf3* | osf4* | osf5*)
-	case $cc_basename in
-	  KCC*)
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='--backend -Wl,'
-	    ;;
-	  RCC*)
-	    # Rational C++ 2.4.1
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-pic'
-	    ;;
-	  cxx*)
-	    # Digital/Compaq C++
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	    # Make sure the PIC flag is empty.  It appears that all Alpha
-	    # Linux and Compaq Tru64 Unix objects are PIC.
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)=
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='-non_shared'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      psos*)
-	;;
-      solaris*)
-	case $cc_basename in
-	  CC* | sunCC*)
-	    # Sun C++ 4.2, 5.x and Centerline C++
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Qoption ld '
-	    ;;
-	  gcx*)
-	    # Green Hills C++ Compiler
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-PIC'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      sunos4*)
-	case $cc_basename in
-	  CC*)
-	    # Sun C++ 4.x
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-pic'
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-	    ;;
-	  lcc*)
-	    # Lucid
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-pic'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      sysv5* | unixware* | sco3.2v5* | sco5v6* | OpenUNIX*)
-	case $cc_basename in
-	  CC*)
-	    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-	    _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-	    ;;
-	esac
-	;;
-      tandem*)
-	case $cc_basename in
-	  NCC*)
-	    # NonStop-UX NCC 3.20
-	    _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-	    ;;
-	  *)
-	    ;;
-	esac
-	;;
-      vxworks*)
-	;;
-      *)
-	_LT_TAGVAR(lt_prog_compiler_can_build_shared, $1)=no
-	;;
-    esac
-  fi
-],
-[
-  if test "$GCC" = yes; then
-    _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-    _LT_TAGVAR(lt_prog_compiler_static, $1)='-static'
-
-    case $host_os in
-      aix*)
-      # All AIX code is PIC.
-      if test "$host_cpu" = ia64; then
-	# AIX 5 now supports IA64 processor
-	_LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-      fi
-      ;;
-
-    amigaos*)
-      case $host_cpu in
-      powerpc)
-            # see comment about AmigaOS4 .so support
-            _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC'
-        ;;
-      m68k)
-            # FIXME: we need at least 68020 code to build shared libraries, but
-            # adding the `-m68020' flag to GCC prevents building anything better,
-            # like `-m68040'.
-            _LT_TAGVAR(lt_prog_compiler_pic, $1)='-m68020 -resident32 -malways-restore-a4'
-        ;;
-      esac
-      ;;
-
-    beos* | irix5* | irix6* | nonstopux* | osf3* | osf4* | osf5*)
-      # PIC is the default for these OSes.
-      ;;
-
-    mingw* | cygwin* | pw32* | os2* | cegcc*)
-      # This hack is so that the source file can tell whether it is being
-      # built for inclusion in a dll (and should export symbols for example).
-      # Although the cygwin gcc ignores -fPIC, still need this for old-style
-      # (--disable-auto-import) libraries
-      m4_if([$1], [GCJ], [],
-	[_LT_TAGVAR(lt_prog_compiler_pic, $1)='-DDLL_EXPORT'])
-      ;;
-
-    darwin* | rhapsody*)
-      # PIC is the default on this platform
-      # Common symbols not allowed in MH_DYLIB files
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fno-common'
-      ;;
-
-    haiku*)
-      # PIC is the default for Haiku.
-      # The "-static" flag exists, but is broken.
-      _LT_TAGVAR(lt_prog_compiler_static, $1)=
-      ;;
-
-    hpux*)
-      # PIC is the default for 64-bit PA HP-UX, but not for 32-bit
-      # PA HP-UX.  On IA64 HP-UX, PIC is the default but the pic flag
-      # sets the default TLS model and affects inlining.
-      case $host_cpu in
-      hppa*64*)
-	# +Z the default
-	;;
-      *)
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC'
-	;;
-      esac
-      ;;
-
-    interix[[3-9]]*)
-      # Interix 3.x gcc -fpic/-fPIC options generate broken code.
-      # Instead, we relocate shared libraries at runtime.
-      ;;
-
-    msdosdjgpp*)
-      # Just because we use GCC doesn't mean we suddenly get shared libraries
-      # on systems that don't support them.
-      _LT_TAGVAR(lt_prog_compiler_can_build_shared, $1)=no
-      enable_shared=no
-      ;;
-
-    *nto* | *qnx*)
-      # QNX uses GNU C++, but need to define -shared option too, otherwise
-      # it will coredump.
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC -shared'
-      ;;
-
-    sysv4*MP*)
-      if test -d /usr/nec; then
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)=-Kconform_pic
-      fi
-      ;;
-
-    *)
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC'
-      ;;
-    esac
-
-    case $cc_basename in
-    nvcc*) # Cuda Compiler Driver 2.2
-      _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Xlinker '
-      if test -n "$_LT_TAGVAR(lt_prog_compiler_pic, $1)"; then
-        _LT_TAGVAR(lt_prog_compiler_pic, $1)="-Xcompiler $_LT_TAGVAR(lt_prog_compiler_pic, $1)"
-      fi
-      ;;
-    esac
-  else
-    # PORTME Check for flag to pass linker flags through the system compiler.
-    case $host_os in
-    aix*)
-      _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-      if test "$host_cpu" = ia64; then
-	# AIX 5 now supports IA64 processor
-	_LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-      else
-	_LT_TAGVAR(lt_prog_compiler_static, $1)='-bnso -bI:/lib/syscalls.exp'
-      fi
-      ;;
-
-    mingw* | cygwin* | pw32* | os2* | cegcc*)
-      # This hack is so that the source file can tell whether it is being
-      # built for inclusion in a dll (and should export symbols for example).
-      m4_if([$1], [GCJ], [],
-	[_LT_TAGVAR(lt_prog_compiler_pic, $1)='-DDLL_EXPORT'])
-      ;;
-
-    hpux9* | hpux10* | hpux11*)
-      _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-      # PIC is the default for IA64 HP-UX and 64-bit HP-UX, but
-      # not for PA HP-UX.
-      case $host_cpu in
-      hppa*64*|ia64*)
-	# +Z the default
-	;;
-      *)
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)='+Z'
-	;;
-      esac
-      # Is there a better lt_prog_compiler_static that works with the bundled CC?
-      _LT_TAGVAR(lt_prog_compiler_static, $1)='${wl}-a ${wl}archive'
-      ;;
-
-    irix5* | irix6* | nonstopux*)
-      _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-      # PIC (with -KPIC) is the default.
-      _LT_TAGVAR(lt_prog_compiler_static, $1)='-non_shared'
-      ;;
-
-    linux* | k*bsd*-gnu | kopensolaris*-gnu)
-      case $cc_basename in
-      # old Intel for x86_64 which still supported -KPIC.
-      ecc*)
-	_LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-	_LT_TAGVAR(lt_prog_compiler_static, $1)='-static'
-        ;;
-      # icc used to be incompatible with GCC.
-      # ICC 10 doesn't accept -KPIC any more.
-      icc* | ifort*)
-	_LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC'
-	_LT_TAGVAR(lt_prog_compiler_static, $1)='-static'
-        ;;
-      # Lahey Fortran 8.1.
-      lf95*)
-	_LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)='--shared'
-	_LT_TAGVAR(lt_prog_compiler_static, $1)='--static'
-	;;
-      nagfor*)
-	# NAG Fortran compiler
-	_LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,-Wl,,'
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)='-PIC'
-	_LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-	;;
-      pgcc* | pgf77* | pgf90* | pgf95* | pgfortran*)
-        # Portland Group compilers (*not* the Pentium gcc compiler,
-	# which looks to be a dead project)
-	_LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)='-fpic'
-	_LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-        ;;
-      ccc*)
-        _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-        # All Alpha code is PIC.
-        _LT_TAGVAR(lt_prog_compiler_static, $1)='-non_shared'
-        ;;
-      xl* | bgxl* | bgf* | mpixl*)
-	# IBM XL C 8.0/Fortran 10.1, 11.1 on PPC and BlueGene
-	_LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)='-qpic'
-	_LT_TAGVAR(lt_prog_compiler_static, $1)='-qstaticlink'
-	;;
-      *)
-	case `$CC -V 2>&1 | sed 5q` in
-	*Sun\ Ceres\ Fortran* | *Sun*Fortran*\ [[1-7]].* | *Sun*Fortran*\ 8.[[0-3]]*)
-	  # Sun Fortran 8.3 passes all unrecognized flags to the linker
-	  _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-	  _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-	  _LT_TAGVAR(lt_prog_compiler_wl, $1)=''
-	  ;;
-	*Sun\ F* | *Sun*Fortran*)
-	  _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-	  _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-	  _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Qoption ld '
-	  ;;
-	*Sun\ C*)
-	  # Sun C 5.9
-	  _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-	  _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-	  _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	  ;;
-        *Intel*\ [[CF]]*Compiler*)
-	  _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	  _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC'
-	  _LT_TAGVAR(lt_prog_compiler_static, $1)='-static'
-	  ;;
-	*Portland\ Group*)
-	  _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-	  _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fpic'
-	  _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-	  ;;
-	esac
-	;;
-      esac
-      ;;
-
-    newsos6)
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-      _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-      ;;
-
-    *nto* | *qnx*)
-      # QNX uses GNU C++, but need to define -shared option too, otherwise
-      # it will coredump.
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-fPIC -shared'
-      ;;
-
-    osf3* | osf4* | osf5*)
-      _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-      # All OSF/1 code is PIC.
-      _LT_TAGVAR(lt_prog_compiler_static, $1)='-non_shared'
-      ;;
-
-    rdos*)
-      _LT_TAGVAR(lt_prog_compiler_static, $1)='-non_shared'
-      ;;
-
-    solaris*)
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-      _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-      case $cc_basename in
-      f77* | f90* | f95* | sunf77* | sunf90* | sunf95*)
-	_LT_TAGVAR(lt_prog_compiler_wl, $1)='-Qoption ld ';;
-      *)
-	_LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,';;
-      esac
-      ;;
-
-    sunos4*)
-      _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Qoption ld '
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-PIC'
-      _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-      ;;
-
-    sysv4 | sysv4.2uw2* | sysv4.3*)
-      _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-      _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-      ;;
-
-    sysv4*MP*)
-      if test -d /usr/nec ;then
-	_LT_TAGVAR(lt_prog_compiler_pic, $1)='-Kconform_pic'
-	_LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-      fi
-      ;;
-
-    sysv5* | unixware* | sco3.2v5* | sco5v6* | OpenUNIX*)
-      _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-KPIC'
-      _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-      ;;
-
-    unicos*)
-      _LT_TAGVAR(lt_prog_compiler_wl, $1)='-Wl,'
-      _LT_TAGVAR(lt_prog_compiler_can_build_shared, $1)=no
-      ;;
-
-    uts4*)
-      _LT_TAGVAR(lt_prog_compiler_pic, $1)='-pic'
-      _LT_TAGVAR(lt_prog_compiler_static, $1)='-Bstatic'
-      ;;
-
-    *)
-      _LT_TAGVAR(lt_prog_compiler_can_build_shared, $1)=no
-      ;;
-    esac
-  fi
-])
-case $host_os in
-  # For platforms which do not support PIC, -DPIC is meaningless:
-  *djgpp*)
-    _LT_TAGVAR(lt_prog_compiler_pic, $1)=
-    ;;
-  *)
-    _LT_TAGVAR(lt_prog_compiler_pic, $1)="$_LT_TAGVAR(lt_prog_compiler_pic, $1)@&t at m4_if([$1],[],[ -DPIC],[m4_if([$1],[CXX],[ -DPIC],[])])"
-    ;;
-esac
-
-AC_CACHE_CHECK([for $compiler option to produce PIC],
-  [_LT_TAGVAR(lt_cv_prog_compiler_pic, $1)],
-  [_LT_TAGVAR(lt_cv_prog_compiler_pic, $1)=$_LT_TAGVAR(lt_prog_compiler_pic, $1)])
-_LT_TAGVAR(lt_prog_compiler_pic, $1)=$_LT_TAGVAR(lt_cv_prog_compiler_pic, $1)
-
-#
-# Check to make sure the PIC flag actually works.
-#
-if test -n "$_LT_TAGVAR(lt_prog_compiler_pic, $1)"; then
-  _LT_COMPILER_OPTION([if $compiler PIC flag $_LT_TAGVAR(lt_prog_compiler_pic, $1) works],
-    [_LT_TAGVAR(lt_cv_prog_compiler_pic_works, $1)],
-    [$_LT_TAGVAR(lt_prog_compiler_pic, $1)@&t at m4_if([$1],[],[ -DPIC],[m4_if([$1],[CXX],[ -DPIC],[])])], [],
-    [case $_LT_TAGVAR(lt_prog_compiler_pic, $1) in
-     "" | " "*) ;;
-     *) _LT_TAGVAR(lt_prog_compiler_pic, $1)=" $_LT_TAGVAR(lt_prog_compiler_pic, $1)" ;;
-     esac],
-    [_LT_TAGVAR(lt_prog_compiler_pic, $1)=
-     _LT_TAGVAR(lt_prog_compiler_can_build_shared, $1)=no])
-fi
-_LT_TAGDECL([pic_flag], [lt_prog_compiler_pic], [1],
-	[Additional compiler flags for building library objects])
-
-_LT_TAGDECL([wl], [lt_prog_compiler_wl], [1],
-	[How to pass a linker flag through the compiler])
-#
-# Check to make sure the static flag actually works.
-#
-wl=$_LT_TAGVAR(lt_prog_compiler_wl, $1) eval lt_tmp_static_flag=\"$_LT_TAGVAR(lt_prog_compiler_static, $1)\"
-_LT_LINKER_OPTION([if $compiler static flag $lt_tmp_static_flag works],
-  _LT_TAGVAR(lt_cv_prog_compiler_static_works, $1),
-  $lt_tmp_static_flag,
-  [],
-  [_LT_TAGVAR(lt_prog_compiler_static, $1)=])
-_LT_TAGDECL([link_static_flag], [lt_prog_compiler_static], [1],
-	[Compiler flag to prevent dynamic linking])
-])# _LT_COMPILER_PIC
-
-
-# _LT_LINKER_SHLIBS([TAGNAME])
-# ----------------------------
-# See if the linker supports building shared libraries.
-m4_defun([_LT_LINKER_SHLIBS],
-[AC_REQUIRE([LT_PATH_LD])dnl
-AC_REQUIRE([LT_PATH_NM])dnl
-m4_require([_LT_PATH_MANIFEST_TOOL])dnl
-m4_require([_LT_FILEUTILS_DEFAULTS])dnl
-m4_require([_LT_DECL_EGREP])dnl
-m4_require([_LT_DECL_SED])dnl
-m4_require([_LT_CMD_GLOBAL_SYMBOLS])dnl
-m4_require([_LT_TAG_COMPILER])dnl
-AC_MSG_CHECKING([whether the $compiler linker ($LD) supports shared libraries])
-m4_if([$1], [CXX], [
-  _LT_TAGVAR(export_symbols_cmds, $1)='$NM $libobjs $convenience | $global_symbol_pipe | $SED '\''s/.* //'\'' | sort | uniq > $export_symbols'
-  _LT_TAGVAR(exclude_expsyms, $1)=['_GLOBAL_OFFSET_TABLE_|_GLOBAL__F[ID]_.*']
-  case $host_os in
-  aix[[4-9]]*)
-    # If we're using GNU nm, then we don't want the "-C" option.
-    # -C means demangle to AIX nm, but means don't demangle with GNU nm
-    # Also, AIX nm treats weak defined symbols like other global defined
-    # symbols, whereas GNU nm marks them as "W".
-    if $NM -V 2>&1 | $GREP 'GNU' > /dev/null; then
-      _LT_TAGVAR(export_symbols_cmds, $1)='$NM -Bpg $libobjs $convenience | awk '\''{ if (((\$ 2 == "T") || (\$ 2 == "D") || (\$ 2 == "B") || (\$ 2 == "W")) && ([substr](\$ 3,1,1) != ".")) { print \$ 3 } }'\'' | sort -u > $export_symbols'
-    else
-      _LT_TAGVAR(export_symbols_cmds, $1)='$NM -BCpg $libobjs $convenience | awk '\''{ if (((\$ 2 == "T") || (\$ 2 == "D") || (\$ 2 == "B")) && ([substr](\$ 3,1,1) != ".")) { print \$ 3 } }'\'' | sort -u > $export_symbols'
-    fi
-    ;;
-  pw32*)
-    _LT_TAGVAR(export_symbols_cmds, $1)="$ltdll_cmds"
-    ;;
-  cygwin* | mingw* | cegcc*)
-    case $cc_basename in
-    cl*)
-      _LT_TAGVAR(exclude_expsyms, $1)='_NULL_IMPORT_DESCRIPTOR|_IMPORT_DESCRIPTOR_.*'
-      ;;
-    *)
-      _LT_TAGVAR(export_symbols_cmds, $1)='$NM $libobjs $convenience | $global_symbol_pipe | $SED -e '\''/^[[BCDGRS]][[ ]]/s/.*[[ ]]\([[^ ]]*\)/\1 DATA/;s/^.*[[ ]]__nm__\([[^ ]]*\)[[ ]][[^ ]]*/\1 DATA/;/^I[[ ]]/d;/^[[AITW]][[ ]]/s/.* //'\'' | sort | uniq > $export_symbols'
-      _LT_TAGVAR(exclude_expsyms, $1)=['[_]+GLOBAL_OFFSET_TABLE_|[_]+GLOBAL__[FID]_.*|[_]+head_[A-Za-z0-9_]+_dll|[A-Za-z0-9_]+_dll_iname']
-      ;;
-    esac
-    ;;
-  linux* | k*bsd*-gnu | gnu*)
-    _LT_TAGVAR(link_all_deplibs, $1)=no
-    ;;
-  *)
-    _LT_TAGVAR(export_symbols_cmds, $1)='$NM $libobjs $convenience | $global_symbol_pipe | $SED '\''s/.* //'\'' | sort | uniq > $export_symbols'
-    ;;
-  esac
-], [
-  runpath_var=
-  _LT_TAGVAR(allow_undefined_flag, $1)=
-  _LT_TAGVAR(always_export_symbols, $1)=no
-  _LT_TAGVAR(archive_cmds, $1)=
-  _LT_TAGVAR(archive_expsym_cmds, $1)=
-  _LT_TAGVAR(compiler_needs_object, $1)=no
-  _LT_TAGVAR(enable_shared_with_static_runtimes, $1)=no
-  _LT_TAGVAR(export_dynamic_flag_spec, $1)=
-  _LT_TAGVAR(export_symbols_cmds, $1)='$NM $libobjs $convenience | $global_symbol_pipe | $SED '\''s/.* //'\'' | sort | uniq > $export_symbols'
-  _LT_TAGVAR(hardcode_automatic, $1)=no
-  _LT_TAGVAR(hardcode_direct, $1)=no
-  _LT_TAGVAR(hardcode_direct_absolute, $1)=no
-  _LT_TAGVAR(hardcode_libdir_flag_spec, $1)=
-  _LT_TAGVAR(hardcode_libdir_separator, $1)=
-  _LT_TAGVAR(hardcode_minus_L, $1)=no
-  _LT_TAGVAR(hardcode_shlibpath_var, $1)=unsupported
-  _LT_TAGVAR(inherit_rpath, $1)=no
-  _LT_TAGVAR(link_all_deplibs, $1)=unknown
-  _LT_TAGVAR(module_cmds, $1)=
-  _LT_TAGVAR(module_expsym_cmds, $1)=
-  _LT_TAGVAR(old_archive_from_new_cmds, $1)=
-  _LT_TAGVAR(old_archive_from_expsyms_cmds, $1)=
-  _LT_TAGVAR(thread_safe_flag_spec, $1)=
-  _LT_TAGVAR(whole_archive_flag_spec, $1)=
-  # include_expsyms should be a list of space-separated symbols to be *always*
-  # included in the symbol list
-  _LT_TAGVAR(include_expsyms, $1)=
-  # exclude_expsyms can be an extended regexp of symbols to exclude
-  # it will be wrapped by ` (' and `)$', so one must not match beginning or
-  # end of line.  Example: `a|bc|.*d.*' will exclude the symbols `a' and `bc',
-  # as well as any symbol that contains `d'.
-  _LT_TAGVAR(exclude_expsyms, $1)=['_GLOBAL_OFFSET_TABLE_|_GLOBAL__F[ID]_.*']
-  # Although _GLOBAL_OFFSET_TABLE_ is a valid symbol C name, most a.out
-  # platforms (ab)use it in PIC code, but their linkers get confused if
-  # the symbol is explicitly referenced.  Since portable code cannot
-  # rely on this symbol name, it's probably fine to never include it in
-  # preloaded symbol tables.
-  # Exclude shared library initialization/finalization symbols.
-dnl Note also adjust exclude_expsyms for C++ above.
-  extract_expsyms_cmds=
-
-  case $host_os in
-  cygwin* | mingw* | pw32* | cegcc*)
-    # FIXME: the MSVC++ port hasn't been tested in a loooong time
-    # When not using gcc, we currently assume that we are using
-    # Microsoft Visual C++.
-    if test "$GCC" != yes; then
-      with_gnu_ld=no
-    fi
-    ;;
-  interix*)
-    # we just hope/assume this is gcc and not c89 (= MSVC++)
-    with_gnu_ld=yes
-    ;;
-  openbsd*)
-    with_gnu_ld=no
-    ;;
-  linux* | k*bsd*-gnu | gnu*)
-    _LT_TAGVAR(link_all_deplibs, $1)=no
-    ;;
-  esac
-
-  _LT_TAGVAR(ld_shlibs, $1)=yes
-
-  # On some targets, GNU ld is compatible enough with the native linker
-  # that we're better off using the native interface for both.
-  lt_use_gnu_ld_interface=no
-  if test "$with_gnu_ld" = yes; then
-    case $host_os in
-      aix*)
-	# The AIX port of GNU ld has always aspired to compatibility
-	# with the native linker.  However, as the warning in the GNU ld
-	# block says, versions before 2.19.5* couldn't really create working
-	# shared libraries, regardless of the interface used.
-	case `$LD -v 2>&1` in
-	  *\ \(GNU\ Binutils\)\ 2.19.5*) ;;
-	  *\ \(GNU\ Binutils\)\ 2.[[2-9]]*) ;;
-	  *\ \(GNU\ Binutils\)\ [[3-9]]*) ;;
-	  *)
-	    lt_use_gnu_ld_interface=yes
-	    ;;
-	esac
-	;;
-      *)
-	lt_use_gnu_ld_interface=yes
-	;;
-    esac
-  fi
-
-  if test "$lt_use_gnu_ld_interface" = yes; then
-    # If archive_cmds runs LD, not CC, wlarc should be empty
-    wlarc='${wl}'
-
-    # Set some defaults for GNU ld with shared library support. These
-    # are reset later if shared libraries are not supported. Putting them
-    # here allows them to be overridden if necessary.
-    runpath_var=LD_RUN_PATH
-    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-    _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}--export-dynamic'
-    # ancient GNU ld didn't support --whole-archive et. al.
-    if $LD --help 2>&1 | $GREP 'no-whole-archive' > /dev/null; then
-      _LT_TAGVAR(whole_archive_flag_spec, $1)="$wlarc"'--whole-archive$convenience '"$wlarc"'--no-whole-archive'
-    else
-      _LT_TAGVAR(whole_archive_flag_spec, $1)=
-    fi
-    supports_anon_versioning=no
-    case `$LD -v 2>&1` in
-      *GNU\ gold*) supports_anon_versioning=yes ;;
-      *\ [[01]].* | *\ 2.[[0-9]].* | *\ 2.10.*) ;; # catch versions < 2.11
-      *\ 2.11.93.0.2\ *) supports_anon_versioning=yes ;; # RH7.3 ...
-      *\ 2.11.92.0.12\ *) supports_anon_versioning=yes ;; # Mandrake 8.2 ...
-      *\ 2.11.*) ;; # other 2.11 versions
-      *) supports_anon_versioning=yes ;;
-    esac
-
-    # See if GNU ld supports shared libraries.
-    case $host_os in
-    aix[[3-9]]*)
-      # On AIX/PPC, the GNU linker is very broken
-      if test "$host_cpu" != ia64; then
-	_LT_TAGVAR(ld_shlibs, $1)=no
-	cat <<_LT_EOF 1>&2
-
-*** Warning: the GNU linker, at least up to release 2.19, is reported
-*** to be unable to reliably create shared libraries on AIX.
-*** Therefore, libtool is disabling shared libraries support.  If you
-*** really care for shared libraries, you may want to install binutils
-*** 2.20 or above, or modify your PATH so that a non-GNU linker is found.
-*** You will then need to restart the configuration process.
-
-_LT_EOF
-      fi
-      ;;
-
-    amigaos*)
-      case $host_cpu in
-      powerpc)
-            # see comment about AmigaOS4 .so support
-            _LT_TAGVAR(archive_cmds, $1)='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-            _LT_TAGVAR(archive_expsym_cmds, $1)=''
-        ;;
-      m68k)
-            _LT_TAGVAR(archive_cmds, $1)='$RM $output_objdir/a2ixlibrary.data~$ECHO "#define NAME $libname" > $output_objdir/a2ixlibrary.data~$ECHO "#define LIBRARY_ID 1" >> $output_objdir/a2ixlibrary.data~$ECHO "#define VERSION $major" >> $output_objdir/a2ixlibrary.data~$ECHO "#define REVISION $revision" >> $output_objdir/a2ixlibrary.data~$AR $AR_FLAGS $lib $libobjs~$RANLIB $lib~(cd $output_objdir && a2ixlibrary -32)'
-            _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-L$libdir'
-            _LT_TAGVAR(hardcode_minus_L, $1)=yes
-        ;;
-      esac
-      ;;
-
-    beos*)
-      if $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	_LT_TAGVAR(allow_undefined_flag, $1)=unsupported
-	# Joseph Beckenbach <jrb3 at best.com> says some releases of gcc
-	# support --undefined.  This deserves some investigation.  FIXME
-	_LT_TAGVAR(archive_cmds, $1)='$CC -nostart $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-      else
-	_LT_TAGVAR(ld_shlibs, $1)=no
-      fi
-      ;;
-
-    cygwin* | mingw* | pw32* | cegcc*)
-      # _LT_TAGVAR(hardcode_libdir_flag_spec, $1) is actually meaningless,
-      # as there is no search path for DLLs.
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-L$libdir'
-      _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}--export-all-symbols'
-      _LT_TAGVAR(allow_undefined_flag, $1)=unsupported
-      _LT_TAGVAR(always_export_symbols, $1)=no
-      _LT_TAGVAR(enable_shared_with_static_runtimes, $1)=yes
-      _LT_TAGVAR(export_symbols_cmds, $1)='$NM $libobjs $convenience | $global_symbol_pipe | $SED -e '\''/^[[BCDGRS]][[ ]]/s/.*[[ ]]\([[^ ]]*\)/\1 DATA/;s/^.*[[ ]]__nm__\([[^ ]]*\)[[ ]][[^ ]]*/\1 DATA/;/^I[[ ]]/d;/^[[AITW]][[ ]]/s/.* //'\'' | sort | uniq > $export_symbols'
-      _LT_TAGVAR(exclude_expsyms, $1)=['[_]+GLOBAL_OFFSET_TABLE_|[_]+GLOBAL__[FID]_.*|[_]+head_[A-Za-z0-9_]+_dll|[A-Za-z0-9_]+_dll_iname']
-
-      if $LD --help 2>&1 | $GREP 'auto-import' > /dev/null; then
-        _LT_TAGVAR(archive_cmds, $1)='$CC -shared $libobjs $deplibs $compiler_flags -o $output_objdir/$soname ${wl}--enable-auto-image-base -Xlinker --out-implib -Xlinker $lib'
-	# If the export-symbols file already is a .def file (1st line
-	# is EXPORTS), use it as is; otherwise, prepend...
-	_LT_TAGVAR(archive_expsym_cmds, $1)='if test "x`$SED 1q $export_symbols`" = xEXPORTS; then
-	  cp $export_symbols $output_objdir/$soname.def;
-	else
-	  echo EXPORTS > $output_objdir/$soname.def;
-	  cat $export_symbols >> $output_objdir/$soname.def;
-	fi~
-	$CC -shared $output_objdir/$soname.def $libobjs $deplibs $compiler_flags -o $output_objdir/$soname ${wl}--enable-auto-image-base -Xlinker --out-implib -Xlinker $lib'
-      else
-	_LT_TAGVAR(ld_shlibs, $1)=no
-      fi
-      ;;
-
-    haiku*)
-      _LT_TAGVAR(archive_cmds, $1)='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-      _LT_TAGVAR(link_all_deplibs, $1)=yes
-      ;;
-
-    interix[[3-9]]*)
-      _LT_TAGVAR(hardcode_direct, $1)=no
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath,$libdir'
-      _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-E'
-      # Hack: On Interix 3.x, we cannot compile PIC because of a broken gcc.
-      # Instead, shared libraries are loaded at an image base (0x10000000 by
-      # default) and relocated if they conflict, which is a slow very memory
-      # consuming and fragmenting process.  To avoid this, we pick a random,
-      # 256 KiB-aligned image base between 0x50000000 and 0x6FFC0000 at link
-      # time.  Moving up from 0x10000000 also allows more sbrk(2) space.
-      _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-h,$soname ${wl}--image-base,`expr ${RANDOM-$$} % 4096 / 2 \* 262144 + 1342177280` -o $lib'
-      _LT_TAGVAR(archive_expsym_cmds, $1)='sed "s,^,_," $export_symbols >$output_objdir/$soname.expsym~$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-h,$soname ${wl}--retain-symbols-file,$output_objdir/$soname.expsym ${wl}--image-base,`expr ${RANDOM-$$} % 4096 / 2 \* 262144 + 1342177280` -o $lib'
-      ;;
-
-    gnu* | linux* | tpf* | k*bsd*-gnu | kopensolaris*-gnu)
-      tmp_diet=no
-      if test "$host_os" = linux-dietlibc; then
-	case $cc_basename in
-	  diet\ *) tmp_diet=yes;;	# linux-dietlibc with static linking (!diet-dyn)
-	esac
-      fi
-      if $LD --help 2>&1 | $EGREP ': supported targets:.* elf' > /dev/null \
-	 && test "$tmp_diet" = no
-      then
-	tmp_addflag=' $pic_flag'
-	tmp_sharedflag='-shared'
-	case $cc_basename,$host_cpu in
-        pgcc*)				# Portland Group C compiler
-	  _LT_TAGVAR(whole_archive_flag_spec, $1)='${wl}--whole-archive`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  tmp_addflag=' $pic_flag'
-	  ;;
-	pgf77* | pgf90* | pgf95* | pgfortran*)
-					# Portland Group f77 and f90 compilers
-	  _LT_TAGVAR(whole_archive_flag_spec, $1)='${wl}--whole-archive`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  tmp_addflag=' $pic_flag -Mnomain' ;;
-	ecc*,ia64* | icc*,ia64*)	# Intel C compiler on ia64
-	  tmp_addflag=' -i_dynamic' ;;
-	efc*,ia64* | ifort*,ia64*)	# Intel Fortran compiler on ia64
-	  tmp_addflag=' -i_dynamic -nofor_main' ;;
-	ifc* | ifort*)			# Intel Fortran compiler
-	  tmp_addflag=' -nofor_main' ;;
-	lf95*)				# Lahey Fortran 8.1
-	  _LT_TAGVAR(whole_archive_flag_spec, $1)=
-	  tmp_sharedflag='--shared' ;;
-	xl[[cC]]* | bgxl[[cC]]* | mpixl[[cC]]*) # IBM XL C 8.0 on PPC (deal with xlf below)
-	  tmp_sharedflag='-qmkshrobj'
-	  tmp_addflag= ;;
-	nvcc*)	# Cuda Compiler Driver 2.2
-	  _LT_TAGVAR(whole_archive_flag_spec, $1)='${wl}--whole-archive`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  _LT_TAGVAR(compiler_needs_object, $1)=yes
-	  ;;
-	esac
-	case `$CC -V 2>&1 | sed 5q` in
-	*Sun\ C*)			# Sun C 5.9
-	  _LT_TAGVAR(whole_archive_flag_spec, $1)='${wl}--whole-archive`new_convenience=; for conv in $convenience\"\"; do test -z \"$conv\" || new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	  _LT_TAGVAR(compiler_needs_object, $1)=yes
-	  tmp_sharedflag='-G' ;;
-	*Sun\ F*)			# Sun Fortran 8.3
-	  tmp_sharedflag='-G' ;;
-	esac
-	_LT_TAGVAR(archive_cmds, $1)='$CC '"$tmp_sharedflag""$tmp_addflag"' $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-
-        if test "x$supports_anon_versioning" = xyes; then
-          _LT_TAGVAR(archive_expsym_cmds, $1)='echo "{ global:" > $output_objdir/$libname.ver~
-	    cat $export_symbols | sed -e "s/\(.*\)/\1;/" >> $output_objdir/$libname.ver~
-	    echo "local: *; };" >> $output_objdir/$libname.ver~
-	    $CC '"$tmp_sharedflag""$tmp_addflag"' $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-version-script ${wl}$output_objdir/$libname.ver -o $lib'
-        fi
-
-	case $cc_basename in
-	xlf* | bgf* | bgxlf* | mpixlf*)
-	  # IBM XL Fortran 10.1 on PPC cannot create shared libs itself
-	  _LT_TAGVAR(whole_archive_flag_spec, $1)='--whole-archive$convenience --no-whole-archive'
-	  _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-	  _LT_TAGVAR(archive_cmds, $1)='$LD -shared $libobjs $deplibs $linker_flags -soname $soname -o $lib'
-	  if test "x$supports_anon_versioning" = xyes; then
-	    _LT_TAGVAR(archive_expsym_cmds, $1)='echo "{ global:" > $output_objdir/$libname.ver~
-	      cat $export_symbols | sed -e "s/\(.*\)/\1;/" >> $output_objdir/$libname.ver~
-	      echo "local: *; };" >> $output_objdir/$libname.ver~
-	      $LD -shared $libobjs $deplibs $linker_flags -soname $soname -version-script $output_objdir/$libname.ver -o $lib'
-	  fi
-	  ;;
-	esac
-      else
-        _LT_TAGVAR(ld_shlibs, $1)=no
-      fi
-      ;;
-
-    netbsd* | netbsdelf*-gnu)
-      if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-	_LT_TAGVAR(archive_cmds, $1)='$LD -Bshareable $libobjs $deplibs $linker_flags -o $lib'
-	wlarc=
-      else
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	_LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-      fi
-      ;;
-
-    solaris*)
-      if $LD -v 2>&1 | $GREP 'BFD 2\.8' > /dev/null; then
-	_LT_TAGVAR(ld_shlibs, $1)=no
-	cat <<_LT_EOF 1>&2
-
-*** Warning: The releases 2.8.* of the GNU linker cannot reliably
-*** create shared libraries on Solaris systems.  Therefore, libtool
-*** is disabling shared libraries support.  We urge you to upgrade GNU
-*** binutils to release 2.9.1 or newer.  Another option is to modify
-*** your PATH or compiler configuration so that the native linker is
-*** used, and then restart.
-
-_LT_EOF
-      elif $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	_LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-      else
-	_LT_TAGVAR(ld_shlibs, $1)=no
-      fi
-      ;;
-
-    sysv5* | sco3.2v5* | sco5v6* | unixware* | OpenUNIX*)
-      case `$LD -v 2>&1` in
-        *\ [[01]].* | *\ 2.[[0-9]].* | *\ 2.1[[0-5]].*)
-	_LT_TAGVAR(ld_shlibs, $1)=no
-	cat <<_LT_EOF 1>&2
-
-*** Warning: Releases of the GNU linker prior to 2.16.91.0.3 can not
-*** reliably create shared libraries on SCO systems.  Therefore, libtool
-*** is disabling shared libraries support.  We urge you to upgrade GNU
-*** binutils to release 2.16.91.0.3 or newer.  Another option is to modify
-*** your PATH or compiler configuration so that the native linker is
-*** used, and then restart.
-
-_LT_EOF
-	;;
-	*)
-	  # For security reasons, it is highly recommended that you always
-	  # use absolute paths for naming shared libraries, and exclude the
-	  # DT_RUNPATH tag from executables and libraries.  But doing so
-	  # requires that you compile everything twice, which is a pain.
-	  if $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-	    _LT_TAGVAR(archive_cmds, $1)='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	    _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-	  else
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	  fi
-	;;
-      esac
-      ;;
-
-    sunos4*)
-      _LT_TAGVAR(archive_cmds, $1)='$LD -assert pure-text -Bshareable -o $lib $libobjs $deplibs $linker_flags'
-      wlarc=
-      _LT_TAGVAR(hardcode_direct, $1)=yes
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      ;;
-
-    *)
-      if $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	_LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-      else
-	_LT_TAGVAR(ld_shlibs, $1)=no
-      fi
-      ;;
-    esac
-
-    if test "$_LT_TAGVAR(ld_shlibs, $1)" = no; then
-      runpath_var=
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)=
-      _LT_TAGVAR(export_dynamic_flag_spec, $1)=
-      _LT_TAGVAR(whole_archive_flag_spec, $1)=
-    fi
-  else
-    # PORTME fill in a description of your system's linker (not GNU ld)
-    case $host_os in
-    aix3*)
-      _LT_TAGVAR(allow_undefined_flag, $1)=unsupported
-      _LT_TAGVAR(always_export_symbols, $1)=yes
-      _LT_TAGVAR(archive_expsym_cmds, $1)='$LD -o $output_objdir/$soname $libobjs $deplibs $linker_flags -bE:$export_symbols -T512 -H512 -bM:SRE~$AR $AR_FLAGS $lib $output_objdir/$soname'
-      # Note: this linker hardcodes the directories in LIBPATH if there
-      # are no directories specified by -L.
-      _LT_TAGVAR(hardcode_minus_L, $1)=yes
-      if test "$GCC" = yes && test -z "$lt_prog_compiler_static"; then
-	# Neither direct hardcoding nor static linking is supported with a
-	# broken collect2.
-	_LT_TAGVAR(hardcode_direct, $1)=unsupported
-      fi
-      ;;
-
-    aix[[4-9]]*)
-      if test "$host_cpu" = ia64; then
-	# On IA64, the linker does run time linking by default, so we don't
-	# have to do anything special.
-	aix_use_runtimelinking=no
-	exp_sym_flag='-Bexport'
-	no_entry_flag=""
-      else
-	# If we're using GNU nm, then we don't want the "-C" option.
-	# -C means demangle to AIX nm, but means don't demangle with GNU nm
-	# Also, AIX nm treats weak defined symbols like other global
-	# defined symbols, whereas GNU nm marks them as "W".
-	if $NM -V 2>&1 | $GREP 'GNU' > /dev/null; then
-	  _LT_TAGVAR(export_symbols_cmds, $1)='$NM -Bpg $libobjs $convenience | awk '\''{ if (((\$ 2 == "T") || (\$ 2 == "D") || (\$ 2 == "B") || (\$ 2 == "W")) && ([substr](\$ 3,1,1) != ".")) { print \$ 3 } }'\'' | sort -u > $export_symbols'
-	else
-	  _LT_TAGVAR(export_symbols_cmds, $1)='$NM -BCpg $libobjs $convenience | awk '\''{ if (((\$ 2 == "T") || (\$ 2 == "D") || (\$ 2 == "B")) && ([substr](\$ 3,1,1) != ".")) { print \$ 3 } }'\'' | sort -u > $export_symbols'
-	fi
-	aix_use_runtimelinking=no
-
-	# Test if we are trying to use run time linking or normal
-	# AIX style linking. If -brtl is somewhere in LDFLAGS, we
-	# need to do runtime linking.
-	case $host_os in aix4.[[23]]|aix4.[[23]].*|aix[[5-9]]*)
-	  for ld_flag in $LDFLAGS; do
-	  if (test $ld_flag = "-brtl" || test $ld_flag = "-Wl,-brtl"); then
-	    aix_use_runtimelinking=yes
-	    break
-	  fi
-	  done
-	  ;;
-	esac
-
-	exp_sym_flag='-bexport'
-	no_entry_flag='-bnoentry'
-      fi
-
-      # When large executables or shared objects are built, AIX ld can
-      # have problems creating the table of contents.  If linking a library
-      # or program results in "error TOC overflow" add -mminimal-toc to
-      # CXXFLAGS/CFLAGS for g++/gcc.  In the cases where that is not
-      # enough to fix the problem, add -Wl,-bbigtoc to LDFLAGS.
-
-      _LT_TAGVAR(archive_cmds, $1)=''
-      _LT_TAGVAR(hardcode_direct, $1)=yes
-      _LT_TAGVAR(hardcode_direct_absolute, $1)=yes
-      _LT_TAGVAR(hardcode_libdir_separator, $1)=':'
-      _LT_TAGVAR(link_all_deplibs, $1)=yes
-      _LT_TAGVAR(file_list_spec, $1)='${wl}-f,'
-
-      if test "$GCC" = yes; then
-	case $host_os in aix4.[[012]]|aix4.[[012]].*)
-	# We only want to do this on AIX 4.2 and lower, the check
-	# below for broken collect2 doesn't work under 4.3+
-	  collect2name=`${CC} -print-prog-name=collect2`
-	  if test -f "$collect2name" &&
-	   strings "$collect2name" | $GREP resolve_lib_name >/dev/null
-	  then
-	  # We have reworked collect2
-	  :
-	  else
-	  # We have old collect2
-	  _LT_TAGVAR(hardcode_direct, $1)=unsupported
-	  # It fails to find uninstalled libraries when the uninstalled
-	  # path is not listed in the libpath.  Setting hardcode_minus_L
-	  # to unsupported forces relinking
-	  _LT_TAGVAR(hardcode_minus_L, $1)=yes
-	  _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-L$libdir'
-	  _LT_TAGVAR(hardcode_libdir_separator, $1)=
-	  fi
-	  ;;
-	esac
-	shared_flag='-shared'
-	if test "$aix_use_runtimelinking" = yes; then
-	  shared_flag="$shared_flag "'${wl}-G'
-	fi
-	_LT_TAGVAR(link_all_deplibs, $1)=no
-      else
-	# not using gcc
-	if test "$host_cpu" = ia64; then
-	# VisualAge C++, Version 5.5 for AIX 5L for IA-64, Beta 3 Release
-	# chokes on -Wl,-G. The following line is correct:
-	  shared_flag='-G'
-	else
-	  if test "$aix_use_runtimelinking" = yes; then
-	    shared_flag='${wl}-G'
-	  else
-	    shared_flag='${wl}-bM:SRE'
-	  fi
-	fi
-      fi
-
-      _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-bexpall'
-      # It seems that -bexpall does not export symbols beginning with
-      # underscore (_), so it is better to generate a list of symbols to export.
-      _LT_TAGVAR(always_export_symbols, $1)=yes
-      if test "$aix_use_runtimelinking" = yes; then
-	# Warning - without using the other runtime loading flags (-brtl),
-	# -berok will link without error, but may produce a broken library.
-	_LT_TAGVAR(allow_undefined_flag, $1)='-berok'
-        # Determine the default libpath from the value encoded in an
-        # empty executable.
-        _LT_SYS_MODULE_PATH_AIX([$1])
-        _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-blibpath:$libdir:'"$aix_libpath"
-        _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -o $output_objdir/$soname $libobjs $deplibs '"\${wl}$no_entry_flag"' $compiler_flags `if test "x${allow_undefined_flag}" != "x"; then func_echo_all "${wl}${allow_undefined_flag}"; else :; fi` '"\${wl}$exp_sym_flag:\$export_symbols $shared_flag"
-      else
-	if test "$host_cpu" = ia64; then
-	  _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-R $libdir:/usr/lib:/lib'
-	  _LT_TAGVAR(allow_undefined_flag, $1)="-z nodefs"
-	  _LT_TAGVAR(archive_expsym_cmds, $1)="\$CC $shared_flag"' -o $output_objdir/$soname $libobjs $deplibs '"\${wl}$no_entry_flag"' $compiler_flags ${wl}${allow_undefined_flag} '"\${wl}$exp_sym_flag:\$export_symbols"
-	else
-	 # Determine the default libpath from the value encoded in an
-	 # empty executable.
-	 _LT_SYS_MODULE_PATH_AIX([$1])
-	 _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-blibpath:$libdir:'"$aix_libpath"
-	  # Warning - without using the other run time loading flags,
-	  # -berok will link without error, but may produce a broken library.
-	  _LT_TAGVAR(no_undefined_flag, $1)=' ${wl}-bernotok'
-	  _LT_TAGVAR(allow_undefined_flag, $1)=' ${wl}-berok'
-	  if test "$with_gnu_ld" = yes; then
-	    # We only use this code for GNU lds that support --whole-archive.
-	    _LT_TAGVAR(whole_archive_flag_spec, $1)='${wl}--whole-archive$convenience ${wl}--no-whole-archive'
-	  else
-	    # Exported symbols can be pulled into shared objects from archives
-	    _LT_TAGVAR(whole_archive_flag_spec, $1)='$convenience'
-	  fi
-	  _LT_TAGVAR(archive_cmds_need_lc, $1)=yes
-	  # This is similar to how AIX traditionally builds its shared libraries.
-	  _LT_TAGVAR(archive_expsym_cmds, $1)="\$CC $shared_flag"' -o $output_objdir/$soname $libobjs $deplibs ${wl}-bnoentry $compiler_flags ${wl}-bE:$export_symbols${allow_undefined_flag}~$AR $AR_FLAGS $output_objdir/$libname$release.a $output_objdir/$soname'
-	fi
-      fi
-      ;;
-
-    amigaos*)
-      case $host_cpu in
-      powerpc)
-            # see comment about AmigaOS4 .so support
-            _LT_TAGVAR(archive_cmds, $1)='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-            _LT_TAGVAR(archive_expsym_cmds, $1)=''
-        ;;
-      m68k)
-            _LT_TAGVAR(archive_cmds, $1)='$RM $output_objdir/a2ixlibrary.data~$ECHO "#define NAME $libname" > $output_objdir/a2ixlibrary.data~$ECHO "#define LIBRARY_ID 1" >> $output_objdir/a2ixlibrary.data~$ECHO "#define VERSION $major" >> $output_objdir/a2ixlibrary.data~$ECHO "#define REVISION $revision" >> $output_objdir/a2ixlibrary.data~$AR $AR_FLAGS $lib $libobjs~$RANLIB $lib~(cd $output_objdir && a2ixlibrary -32)'
-            _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-L$libdir'
-            _LT_TAGVAR(hardcode_minus_L, $1)=yes
-        ;;
-      esac
-      ;;
-
-    bsdi[[45]]*)
-      _LT_TAGVAR(export_dynamic_flag_spec, $1)=-rdynamic
-      ;;
-
-    cygwin* | mingw* | pw32* | cegcc*)
-      # When not using gcc, we currently assume that we are using
-      # Microsoft Visual C++.
-      # hardcode_libdir_flag_spec is actually meaningless, as there is
-      # no search path for DLLs.
-      case $cc_basename in
-      cl*)
-	# Native MSVC
-	_LT_TAGVAR(hardcode_libdir_flag_spec, $1)=' '
-	_LT_TAGVAR(allow_undefined_flag, $1)=unsupported
-	_LT_TAGVAR(always_export_symbols, $1)=yes
-	_LT_TAGVAR(file_list_spec, $1)='@'
-	# Tell ltmain to make .lib files, not .a files.
-	libext=lib
-	# Tell ltmain to make .dll files, not .so files.
-	shrext_cmds=".dll"
-	# FIXME: Setting linknames here is a bad hack.
-	_LT_TAGVAR(archive_cmds, $1)='$CC -o $output_objdir/$soname $libobjs $compiler_flags $deplibs -Wl,-dll~linknames='
-	_LT_TAGVAR(archive_expsym_cmds, $1)='if test "x`$SED 1q $export_symbols`" = xEXPORTS; then
-	    sed -n -e 's/\\\\\\\(.*\\\\\\\)/-link\\\ -EXPORT:\\\\\\\1/' -e '1\\\!p' < $export_symbols > $output_objdir/$soname.exp;
-	  else
-	    sed -e 's/\\\\\\\(.*\\\\\\\)/-link\\\ -EXPORT:\\\\\\\1/' < $export_symbols > $output_objdir/$soname.exp;
-	  fi~
-	  $CC -o $tool_output_objdir$soname $libobjs $compiler_flags $deplibs "@$tool_output_objdir$soname.exp" -Wl,-DLL,-IMPLIB:"$tool_output_objdir$libname.dll.lib"~
-	  linknames='
-	# The linker will not automatically build a static lib if we build a DLL.
-	# _LT_TAGVAR(old_archive_from_new_cmds, $1)='true'
-	_LT_TAGVAR(enable_shared_with_static_runtimes, $1)=yes
-	_LT_TAGVAR(exclude_expsyms, $1)='_NULL_IMPORT_DESCRIPTOR|_IMPORT_DESCRIPTOR_.*'
-	_LT_TAGVAR(export_symbols_cmds, $1)='$NM $libobjs $convenience | $global_symbol_pipe | $SED -e '\''/^[[BCDGRS]][[ ]]/s/.*[[ ]]\([[^ ]]*\)/\1,DATA/'\'' | $SED -e '\''/^[[AITW]][[ ]]/s/.*[[ ]]//'\'' | sort | uniq > $export_symbols'
-	# Don't use ranlib
-	_LT_TAGVAR(old_postinstall_cmds, $1)='chmod 644 $oldlib'
-	_LT_TAGVAR(postlink_cmds, $1)='lt_outputfile="@OUTPUT@"~
-	  lt_tool_outputfile="@TOOL_OUTPUT@"~
-	  case $lt_outputfile in
-	    *.exe|*.EXE) ;;
-	    *)
-	      lt_outputfile="$lt_outputfile.exe"
-	      lt_tool_outputfile="$lt_tool_outputfile.exe"
-	      ;;
-	  esac~
-	  if test "$MANIFEST_TOOL" != ":" && test -f "$lt_outputfile.manifest"; then
-	    $MANIFEST_TOOL -manifest "$lt_tool_outputfile.manifest" -outputresource:"$lt_tool_outputfile" || exit 1;
-	    $RM "$lt_outputfile.manifest";
-	  fi'
-	;;
-      *)
-	# Assume MSVC wrapper
-	_LT_TAGVAR(hardcode_libdir_flag_spec, $1)=' '
-	_LT_TAGVAR(allow_undefined_flag, $1)=unsupported
-	# Tell ltmain to make .lib files, not .a files.
-	libext=lib
-	# Tell ltmain to make .dll files, not .so files.
-	shrext_cmds=".dll"
-	# FIXME: Setting linknames here is a bad hack.
-	_LT_TAGVAR(archive_cmds, $1)='$CC -o $lib $libobjs $compiler_flags `func_echo_all "$deplibs" | $SED '\''s/ -lc$//'\''` -link -dll~linknames='
-	# The linker will automatically build a .lib file if we build a DLL.
-	_LT_TAGVAR(old_archive_from_new_cmds, $1)='true'
-	# FIXME: Should let the user specify the lib program.
-	_LT_TAGVAR(old_archive_cmds, $1)='lib -OUT:$oldlib$oldobjs$old_deplibs'
-	_LT_TAGVAR(enable_shared_with_static_runtimes, $1)=yes
-	;;
-      esac
-      ;;
-
-    darwin* | rhapsody*)
-      _LT_DARWIN_LINKER_FEATURES($1)
-      ;;
-
-    dgux*)
-      _LT_TAGVAR(archive_cmds, $1)='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-L$libdir'
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      ;;
-
-    # FreeBSD 2.2.[012] allows us to include c++rt0.o to get C++ constructor
-    # support.  Future versions do this automatically, but an explicit c++rt0.o
-    # does not break anything, and helps significantly (at the cost of a little
-    # extra space).
-    freebsd2.2*)
-      _LT_TAGVAR(archive_cmds, $1)='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags /usr/lib/c++rt0.o'
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-R$libdir'
-      _LT_TAGVAR(hardcode_direct, $1)=yes
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      ;;
-
-    # Unfortunately, older versions of FreeBSD 2 do not have this feature.
-    freebsd2.*)
-      _LT_TAGVAR(archive_cmds, $1)='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags'
-      _LT_TAGVAR(hardcode_direct, $1)=yes
-      _LT_TAGVAR(hardcode_minus_L, $1)=yes
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      ;;
-
-    # FreeBSD 3 and greater uses gcc -shared to do shared libraries.
-    freebsd* | dragonfly*)
-      _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags'
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-R$libdir'
-      _LT_TAGVAR(hardcode_direct, $1)=yes
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      ;;
-
-    hpux9*)
-      if test "$GCC" = yes; then
-	_LT_TAGVAR(archive_cmds, $1)='$RM $output_objdir/$soname~$CC -shared $pic_flag ${wl}+b ${wl}$install_libdir -o $output_objdir/$soname $libobjs $deplibs $compiler_flags~test $output_objdir/$soname = $lib || mv $output_objdir/$soname $lib'
-      else
-	_LT_TAGVAR(archive_cmds, $1)='$RM $output_objdir/$soname~$LD -b +b $install_libdir -o $output_objdir/$soname $libobjs $deplibs $linker_flags~test $output_objdir/$soname = $lib || mv $output_objdir/$soname $lib'
-      fi
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}+b ${wl}$libdir'
-      _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-      _LT_TAGVAR(hardcode_direct, $1)=yes
-
-      # hardcode_minus_L: Not really in the search PATH,
-      # but as the default location of the library.
-      _LT_TAGVAR(hardcode_minus_L, $1)=yes
-      _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-E'
-      ;;
-
-    hpux10*)
-      if test "$GCC" = yes && test "$with_gnu_ld" = no; then
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	_LT_TAGVAR(archive_cmds, $1)='$LD -b +h $soname +b $install_libdir -o $lib $libobjs $deplibs $linker_flags'
-      fi
-      if test "$with_gnu_ld" = no; then
-	_LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}+b ${wl}$libdir'
-	_LT_TAGVAR(hardcode_libdir_separator, $1)=:
-	_LT_TAGVAR(hardcode_direct, $1)=yes
-	_LT_TAGVAR(hardcode_direct_absolute, $1)=yes
-	_LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-E'
-	# hardcode_minus_L: Not really in the search PATH,
-	# but as the default location of the library.
-	_LT_TAGVAR(hardcode_minus_L, $1)=yes
-      fi
-      ;;
-
-    hpux11*)
-      if test "$GCC" = yes && test "$with_gnu_ld" = no; then
-	case $host_cpu in
-	hppa*64*)
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -shared ${wl}+h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	ia64*)
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag ${wl}+h ${wl}$soname ${wl}+nodefaultrpath -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	*)
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	esac
-      else
-	case $host_cpu in
-	hppa*64*)
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -b ${wl}+h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	ia64*)
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -b ${wl}+h ${wl}$soname ${wl}+nodefaultrpath -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	*)
-	m4_if($1, [], [
-	  # Older versions of the 11.00 compiler do not understand -b yet
-	  # (HP92453-01 A.11.01.20 doesn't, HP92453-01 B.11.X.35175-35176.GP does)
-	  _LT_LINKER_OPTION([if $CC understands -b],
-	    _LT_TAGVAR(lt_cv_prog_compiler__b, $1), [-b],
-	    [_LT_TAGVAR(archive_cmds, $1)='$CC -b ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $libobjs $deplibs $compiler_flags'],
-	    [_LT_TAGVAR(archive_cmds, $1)='$LD -b +h $soname +b $install_libdir -o $lib $libobjs $deplibs $linker_flags'])],
-	  [_LT_TAGVAR(archive_cmds, $1)='$CC -b ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $libobjs $deplibs $compiler_flags'])
-	  ;;
-	esac
-      fi
-      if test "$with_gnu_ld" = no; then
-	_LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}+b ${wl}$libdir'
-	_LT_TAGVAR(hardcode_libdir_separator, $1)=:
-
-	case $host_cpu in
-	hppa*64*|ia64*)
-	  _LT_TAGVAR(hardcode_direct, $1)=no
-	  _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-	  ;;
-	*)
-	  _LT_TAGVAR(hardcode_direct, $1)=yes
-	  _LT_TAGVAR(hardcode_direct_absolute, $1)=yes
-	  _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-E'
-
-	  # hardcode_minus_L: Not really in the search PATH,
-	  # but as the default location of the library.
-	  _LT_TAGVAR(hardcode_minus_L, $1)=yes
-	  ;;
-	esac
-      fi
-      ;;
-
-    irix5* | irix6* | nonstopux*)
-      if test "$GCC" = yes; then
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-	# Try to use the -exported_symbol ld option, if it does not
-	# work, assume that -exports_file does not work either and
-	# implicitly export all symbols.
-	# This should be the same for all languages, so no per-tag cache variable.
-	AC_CACHE_CHECK([whether the $host_os linker accepts -exported_symbol],
-	  [lt_cv_irix_exported_symbol],
-	  [save_LDFLAGS="$LDFLAGS"
-	   LDFLAGS="$LDFLAGS -shared ${wl}-exported_symbol ${wl}foo ${wl}-update_registry ${wl}/dev/null"
-	   AC_LINK_IFELSE(
-	     [AC_LANG_SOURCE(
-	        [AC_LANG_CASE([C], [[int foo (void) { return 0; }]],
-			      [C++], [[int foo (void) { return 0; }]],
-			      [Fortran 77], [[
-      subroutine foo
-      end]],
-			      [Fortran], [[
-      subroutine foo
-      end]])])],
-	      [lt_cv_irix_exported_symbol=yes],
-	      [lt_cv_irix_exported_symbol=no])
-           LDFLAGS="$save_LDFLAGS"])
-	if test "$lt_cv_irix_exported_symbol" = yes; then
-          _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations ${wl}-exports_file ${wl}$export_symbols -o $lib'
-	fi
-      else
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared $libobjs $deplibs $compiler_flags -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-	_LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared $libobjs $deplibs $compiler_flags -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -exports_file $export_symbols -o $lib'
-      fi
-      _LT_TAGVAR(archive_cmds_need_lc, $1)='no'
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-      _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-      _LT_TAGVAR(inherit_rpath, $1)=yes
-      _LT_TAGVAR(link_all_deplibs, $1)=yes
-      ;;
-
-    netbsd* | netbsdelf*-gnu)
-      if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-	_LT_TAGVAR(archive_cmds, $1)='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags'  # a.out
-      else
-	_LT_TAGVAR(archive_cmds, $1)='$LD -shared -o $lib $libobjs $deplibs $linker_flags'      # ELF
-      fi
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-R$libdir'
-      _LT_TAGVAR(hardcode_direct, $1)=yes
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      ;;
-
-    newsos6)
-      _LT_TAGVAR(archive_cmds, $1)='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      _LT_TAGVAR(hardcode_direct, $1)=yes
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-      _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      ;;
-
-    *nto* | *qnx*)
-      ;;
-
-    openbsd*)
-      if test -f /usr/libexec/ld.so; then
-	_LT_TAGVAR(hardcode_direct, $1)=yes
-	_LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-	_LT_TAGVAR(hardcode_direct_absolute, $1)=yes
-	if test -z "`echo __ELF__ | $CC -E - | $GREP __ELF__`" || test "$host_os-$host_cpu" = "openbsd2.8-powerpc"; then
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags'
-	  _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags ${wl}-retain-symbols-file,$export_symbols'
-	  _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath,$libdir'
-	  _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-E'
-	else
-	  case $host_os in
-	   openbsd[[01]].* | openbsd2.[[0-7]] | openbsd2.[[0-7]].*)
-	     _LT_TAGVAR(archive_cmds, $1)='$LD -Bshareable -o $lib $libobjs $deplibs $linker_flags'
-	     _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-R$libdir'
-	     ;;
-	   *)
-	     _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag -o $lib $libobjs $deplibs $compiler_flags'
-	     _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath,$libdir'
-	     ;;
-	  esac
-	fi
-      else
-	_LT_TAGVAR(ld_shlibs, $1)=no
-      fi
-      ;;
-
-    os2*)
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-L$libdir'
-      _LT_TAGVAR(hardcode_minus_L, $1)=yes
-      _LT_TAGVAR(allow_undefined_flag, $1)=unsupported
-      _LT_TAGVAR(archive_cmds, $1)='$ECHO "LIBRARY $libname INITINSTANCE" > $output_objdir/$libname.def~$ECHO "DESCRIPTION \"$libname\"" >> $output_objdir/$libname.def~echo DATA >> $output_objdir/$libname.def~echo " SINGLE NONSHARED" >> $output_objdir/$libname.def~echo EXPORTS >> $output_objdir/$libname.def~emxexp $libobjs >> $output_objdir/$libname.def~$CC -Zdll -Zcrtdll -o $lib $libobjs $deplibs $compiler_flags $output_objdir/$libname.def'
-      _LT_TAGVAR(old_archive_from_new_cmds, $1)='emximp -o $output_objdir/$libname.a $output_objdir/$libname.def'
-      ;;
-
-    osf3*)
-      if test "$GCC" = yes; then
-	_LT_TAGVAR(allow_undefined_flag, $1)=' ${wl}-expect_unresolved ${wl}\*'
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared${allow_undefined_flag} $libobjs $deplibs $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-      else
-	_LT_TAGVAR(allow_undefined_flag, $1)=' -expect_unresolved \*'
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared${allow_undefined_flag} $libobjs $deplibs $compiler_flags -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-      fi
-      _LT_TAGVAR(archive_cmds_need_lc, $1)='no'
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-      _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-      ;;
-
-    osf4* | osf5*)	# as osf3* with the addition of -msym flag
-      if test "$GCC" = yes; then
-	_LT_TAGVAR(allow_undefined_flag, $1)=' ${wl}-expect_unresolved ${wl}\*'
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared${allow_undefined_flag} $pic_flag $libobjs $deplibs $compiler_flags ${wl}-msym ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-	_LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-      else
-	_LT_TAGVAR(allow_undefined_flag, $1)=' -expect_unresolved \*'
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared${allow_undefined_flag} $libobjs $deplibs $compiler_flags -msym -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-	_LT_TAGVAR(archive_expsym_cmds, $1)='for i in `cat $export_symbols`; do printf "%s %s\\n" -exported_symbol "\$i" >> $lib.exp; done; printf "%s\\n" "-hidden">> $lib.exp~
-	$CC -shared${allow_undefined_flag} ${wl}-input ${wl}$lib.exp $compiler_flags $libobjs $deplibs -soname $soname `test -n "$verstring" && $ECHO "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib~$RM $lib.exp'
-
-	# Both c and cxx compiler support -rpath directly
-	_LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-rpath $libdir'
-      fi
-      _LT_TAGVAR(archive_cmds_need_lc, $1)='no'
-      _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-      ;;
-
-    solaris*)
-      _LT_TAGVAR(no_undefined_flag, $1)=' -z defs'
-      if test "$GCC" = yes; then
-	wlarc='${wl}'
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag ${wl}-z ${wl}text ${wl}-h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags'
-	_LT_TAGVAR(archive_expsym_cmds, $1)='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-	  $CC -shared $pic_flag ${wl}-z ${wl}text ${wl}-M ${wl}$lib.exp ${wl}-h ${wl}$soname -o $lib $libobjs $deplibs $compiler_flags~$RM $lib.exp'
-      else
-	case `$CC -V 2>&1` in
-	*"Compilers 5.0"*)
-	  wlarc=''
-	  _LT_TAGVAR(archive_cmds, $1)='$LD -G${allow_undefined_flag} -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	  _LT_TAGVAR(archive_expsym_cmds, $1)='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-	  $LD -G${allow_undefined_flag} -M $lib.exp -h $soname -o $lib $libobjs $deplibs $linker_flags~$RM $lib.exp'
-	  ;;
-	*)
-	  wlarc='${wl}'
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -G${allow_undefined_flag} -h $soname -o $lib $libobjs $deplibs $compiler_flags'
-	  _LT_TAGVAR(archive_expsym_cmds, $1)='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-	  $CC -G${allow_undefined_flag} -M $lib.exp -h $soname -o $lib $libobjs $deplibs $compiler_flags~$RM $lib.exp'
-	  ;;
-	esac
-      fi
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-R$libdir'
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      case $host_os in
-      solaris2.[[0-5]] | solaris2.[[0-5]].*) ;;
-      *)
-	# The compiler driver will combine and reorder linker options,
-	# but understands `-z linker_flag'.  GCC discards it without `$wl',
-	# but is careful enough not to reorder.
-	# Supported since Solaris 2.6 (maybe 2.5.1?)
-	if test "$GCC" = yes; then
-	  _LT_TAGVAR(whole_archive_flag_spec, $1)='${wl}-z ${wl}allextract$convenience ${wl}-z ${wl}defaultextract'
-	else
-	  _LT_TAGVAR(whole_archive_flag_spec, $1)='-z allextract$convenience -z defaultextract'
-	fi
-	;;
-      esac
-      _LT_TAGVAR(link_all_deplibs, $1)=yes
-      ;;
-
-    sunos4*)
-      if test "x$host_vendor" = xsequent; then
-	# Use $CC to link under sequent, because it throws in some extra .o
-	# files that make .init and .fini sections work.
-	_LT_TAGVAR(archive_cmds, $1)='$CC -G ${wl}-h $soname -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	_LT_TAGVAR(archive_cmds, $1)='$LD -assert pure-text -Bstatic -o $lib $libobjs $deplibs $linker_flags'
-      fi
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-L$libdir'
-      _LT_TAGVAR(hardcode_direct, $1)=yes
-      _LT_TAGVAR(hardcode_minus_L, $1)=yes
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      ;;
-
-    sysv4)
-      case $host_vendor in
-	sni)
-	  _LT_TAGVAR(archive_cmds, $1)='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	  _LT_TAGVAR(hardcode_direct, $1)=yes # is this really true???
-	;;
-	siemens)
-	  ## LD is ld it makes a PLAMLIB
-	  ## CC just makes a GrossModule.
-	  _LT_TAGVAR(archive_cmds, $1)='$LD -G -o $lib $libobjs $deplibs $linker_flags'
-	  _LT_TAGVAR(reload_cmds, $1)='$CC -r -o $output$reload_objs'
-	  _LT_TAGVAR(hardcode_direct, $1)=no
-        ;;
-	motorola)
-	  _LT_TAGVAR(archive_cmds, $1)='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	  _LT_TAGVAR(hardcode_direct, $1)=no #Motorola manual says yes, but my tests say they lie
-	;;
-      esac
-      runpath_var='LD_RUN_PATH'
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      ;;
-
-    sysv4.3*)
-      _LT_TAGVAR(archive_cmds, $1)='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      _LT_TAGVAR(export_dynamic_flag_spec, $1)='-Bexport'
-      ;;
-
-    sysv4*MP*)
-      if test -d /usr/nec; then
-	_LT_TAGVAR(archive_cmds, $1)='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-	_LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-	runpath_var=LD_RUN_PATH
-	hardcode_runpath_var=yes
-	_LT_TAGVAR(ld_shlibs, $1)=yes
-      fi
-      ;;
-
-    sysv4*uw2* | sysv5OpenUNIX* | sysv5UnixWare7.[[01]].[[10]]* | unixware7* | sco3.2v5.0.[[024]]*)
-      _LT_TAGVAR(no_undefined_flag, $1)='${wl}-z,text'
-      _LT_TAGVAR(archive_cmds_need_lc, $1)=no
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      runpath_var='LD_RUN_PATH'
-
-      if test "$GCC" = yes; then
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	_LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	_LT_TAGVAR(archive_cmds, $1)='$CC -G ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	_LT_TAGVAR(archive_expsym_cmds, $1)='$CC -G ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      fi
-      ;;
-
-    sysv5* | sco3.2v5* | sco5v6*)
-      # Note: We can NOT use -z defs as we might desire, because we do not
-      # link with -lc, and that would cause any symbols used from libc to
-      # always be unresolved, which means just about no library would
-      # ever link correctly.  If we're not using GNU ld we use -z text
-      # though, which does catch some bad symbols but isn't as heavy-handed
-      # as -z defs.
-      _LT_TAGVAR(no_undefined_flag, $1)='${wl}-z,text'
-      _LT_TAGVAR(allow_undefined_flag, $1)='${wl}-z,nodefs'
-      _LT_TAGVAR(archive_cmds_need_lc, $1)=no
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-R,$libdir'
-      _LT_TAGVAR(hardcode_libdir_separator, $1)=':'
-      _LT_TAGVAR(link_all_deplibs, $1)=yes
-      _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-Bexport'
-      runpath_var='LD_RUN_PATH'
-
-      if test "$GCC" = yes; then
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	_LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      else
-	_LT_TAGVAR(archive_cmds, $1)='$CC -G ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	_LT_TAGVAR(archive_expsym_cmds, $1)='$CC -G ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-      fi
-      ;;
-
-    uts4*)
-      _LT_TAGVAR(archive_cmds, $1)='$LD -G -h $soname -o $lib $libobjs $deplibs $linker_flags'
-      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-L$libdir'
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      ;;
-
-    *)
-      _LT_TAGVAR(ld_shlibs, $1)=no
-      ;;
-    esac
-
-    if test x$host_vendor = xsni; then
-      case $host in
-      sysv4 | sysv4.2uw2* | sysv4.3* | sysv5*)
-	_LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-Blargedynsym'
-	;;
-      esac
-    fi
-  fi
-])
-AC_MSG_RESULT([$_LT_TAGVAR(ld_shlibs, $1)])
-test "$_LT_TAGVAR(ld_shlibs, $1)" = no && can_build_shared=no
-
-_LT_TAGVAR(with_gnu_ld, $1)=$with_gnu_ld
-
-_LT_DECL([], [libext], [0], [Old archive suffix (normally "a")])dnl
-_LT_DECL([], [shrext_cmds], [1], [Shared library suffix (normally ".so")])dnl
-_LT_DECL([], [extract_expsyms_cmds], [2],
-    [The commands to extract the exported symbol list from a shared archive])
-
-#
-# Do we need to explicitly link libc?
-#
-case "x$_LT_TAGVAR(archive_cmds_need_lc, $1)" in
-x|xyes)
-  # Assume -lc should be added
-  _LT_TAGVAR(archive_cmds_need_lc, $1)=yes
-
-  if test "$enable_shared" = yes && test "$GCC" = yes; then
-    case $_LT_TAGVAR(archive_cmds, $1) in
-    *'~'*)
-      # FIXME: we may have to deal with multi-command sequences.
-      ;;
-    '$CC '*)
-      # Test whether the compiler implicitly links with -lc since on some
-      # systems, -lgcc has to come before -lc. If gcc already passes -lc
-      # to ld, don't add -lc before -lgcc.
-      AC_CACHE_CHECK([whether -lc should be explicitly linked in],
-	[lt_cv_]_LT_TAGVAR(archive_cmds_need_lc, $1),
-	[$RM conftest*
-	echo "$lt_simple_compile_test_code" > conftest.$ac_ext
-
-	if AC_TRY_EVAL(ac_compile) 2>conftest.err; then
-	  soname=conftest
-	  lib=conftest
-	  libobjs=conftest.$ac_objext
-	  deplibs=
-	  wl=$_LT_TAGVAR(lt_prog_compiler_wl, $1)
-	  pic_flag=$_LT_TAGVAR(lt_prog_compiler_pic, $1)
-	  compiler_flags=-v
-	  linker_flags=-v
-	  verstring=
-	  output_objdir=.
-	  libname=conftest
-	  lt_save_allow_undefined_flag=$_LT_TAGVAR(allow_undefined_flag, $1)
-	  _LT_TAGVAR(allow_undefined_flag, $1)=
-	  if AC_TRY_EVAL(_LT_TAGVAR(archive_cmds, $1) 2\>\&1 \| $GREP \" -lc \" \>/dev/null 2\>\&1)
-	  then
-	    lt_cv_[]_LT_TAGVAR(archive_cmds_need_lc, $1)=no
-	  else
-	    lt_cv_[]_LT_TAGVAR(archive_cmds_need_lc, $1)=yes
-	  fi
-	  _LT_TAGVAR(allow_undefined_flag, $1)=$lt_save_allow_undefined_flag
-	else
-	  cat conftest.err 1>&5
-	fi
-	$RM conftest*
-	])
-      _LT_TAGVAR(archive_cmds_need_lc, $1)=$lt_cv_[]_LT_TAGVAR(archive_cmds_need_lc, $1)
-      ;;
-    esac
-  fi
-  ;;
-esac
-
-_LT_TAGDECL([build_libtool_need_lc], [archive_cmds_need_lc], [0],
-    [Whether or not to add -lc for building shared libraries])
-_LT_TAGDECL([allow_libtool_libs_with_static_runtimes],
-    [enable_shared_with_static_runtimes], [0],
-    [Whether or not to disallow shared libs when runtime libs are static])
-_LT_TAGDECL([], [export_dynamic_flag_spec], [1],
-    [Compiler flag to allow reflexive dlopens])
-_LT_TAGDECL([], [whole_archive_flag_spec], [1],
-    [Compiler flag to generate shared objects directly from archives])
-_LT_TAGDECL([], [compiler_needs_object], [1],
-    [Whether the compiler copes with passing no objects directly])
-_LT_TAGDECL([], [old_archive_from_new_cmds], [2],
-    [Create an old-style archive from a shared archive])
-_LT_TAGDECL([], [old_archive_from_expsyms_cmds], [2],
-    [Create a temporary old-style archive to link instead of a shared archive])
-_LT_TAGDECL([], [archive_cmds], [2], [Commands used to build a shared archive])
-_LT_TAGDECL([], [archive_expsym_cmds], [2])
-_LT_TAGDECL([], [module_cmds], [2],
-    [Commands used to build a loadable module if different from building
-    a shared archive.])
-_LT_TAGDECL([], [module_expsym_cmds], [2])
-_LT_TAGDECL([], [with_gnu_ld], [1],
-    [Whether we are building with GNU ld or not])
-_LT_TAGDECL([], [allow_undefined_flag], [1],
-    [Flag that allows shared libraries with undefined symbols to be built])
-_LT_TAGDECL([], [no_undefined_flag], [1],
-    [Flag that enforces no undefined symbols])
-_LT_TAGDECL([], [hardcode_libdir_flag_spec], [1],
-    [Flag to hardcode $libdir into a binary during linking.
-    This must work even if $libdir does not exist])
-_LT_TAGDECL([], [hardcode_libdir_separator], [1],
-    [Whether we need a single "-rpath" flag with a separated argument])
-_LT_TAGDECL([], [hardcode_direct], [0],
-    [Set to "yes" if using DIR/libNAME${shared_ext} during linking hardcodes
-    DIR into the resulting binary])
-_LT_TAGDECL([], [hardcode_direct_absolute], [0],
-    [Set to "yes" if using DIR/libNAME${shared_ext} during linking hardcodes
-    DIR into the resulting binary and the resulting library dependency is
-    "absolute", i.e impossible to change by setting ${shlibpath_var} if the
-    library is relocated])
-_LT_TAGDECL([], [hardcode_minus_L], [0],
-    [Set to "yes" if using the -LDIR flag during linking hardcodes DIR
-    into the resulting binary])
-_LT_TAGDECL([], [hardcode_shlibpath_var], [0],
-    [Set to "yes" if using SHLIBPATH_VAR=DIR during linking hardcodes DIR
-    into the resulting binary])
-_LT_TAGDECL([], [hardcode_automatic], [0],
-    [Set to "yes" if building a shared library automatically hardcodes DIR
-    into the library and all subsequent libraries and executables linked
-    against it])
-_LT_TAGDECL([], [inherit_rpath], [0],
-    [Set to yes if linker adds runtime paths of dependent libraries
-    to runtime path list])
-_LT_TAGDECL([], [link_all_deplibs], [0],
-    [Whether libtool must link a program against all its dependency libraries])
-_LT_TAGDECL([], [always_export_symbols], [0],
-    [Set to "yes" if exported symbols are required])
-_LT_TAGDECL([], [export_symbols_cmds], [2],
-    [The commands to list exported symbols])
-_LT_TAGDECL([], [exclude_expsyms], [1],
-    [Symbols that should not be listed in the preloaded symbols])
-_LT_TAGDECL([], [include_expsyms], [1],
-    [Symbols that must always be exported])
-_LT_TAGDECL([], [prelink_cmds], [2],
-    [Commands necessary for linking programs (against libraries) with templates])
-_LT_TAGDECL([], [postlink_cmds], [2],
-    [Commands necessary for finishing linking programs])
-_LT_TAGDECL([], [file_list_spec], [1],
-    [Specify filename containing input files])
-dnl FIXME: Not yet implemented
-dnl _LT_TAGDECL([], [thread_safe_flag_spec], [1],
-dnl    [Compiler flag to generate thread safe objects])
-])# _LT_LINKER_SHLIBS
-
-
-# _LT_LANG_C_CONFIG([TAG])
-# ------------------------
-# Ensure that the configuration variables for a C compiler are suitably
-# defined.  These variables are subsequently used by _LT_CONFIG to write
-# the compiler configuration to `libtool'.
-m4_defun([_LT_LANG_C_CONFIG],
-[m4_require([_LT_DECL_EGREP])dnl
-lt_save_CC="$CC"
-AC_LANG_PUSH(C)
-
-# Source file extension for C test sources.
-ac_ext=c
-
-# Object file extension for compiled C test sources.
-objext=o
-_LT_TAGVAR(objext, $1)=$objext
-
-# Code to be used in simple compile tests
-lt_simple_compile_test_code="int some_variable = 0;"
-
-# Code to be used in simple link tests
-lt_simple_link_test_code='int main(){return(0);}'
-
-_LT_TAG_COMPILER
-# Save the default compiler, since it gets overwritten when the other
-# tags are being tested, and _LT_TAGVAR(compiler, []) is a NOP.
-compiler_DEFAULT=$CC
-
-# save warnings/boilerplate of simple test code
-_LT_COMPILER_BOILERPLATE
-_LT_LINKER_BOILERPLATE
-
-## CAVEAT EMPTOR:
-## There is no encapsulation within the following macros, do not change
-## the running order or otherwise move them around unless you know exactly
-## what you are doing...
-if test -n "$compiler"; then
-  _LT_COMPILER_NO_RTTI($1)
-  _LT_COMPILER_PIC($1)
-  _LT_COMPILER_C_O($1)
-  _LT_COMPILER_FILE_LOCKS($1)
-  _LT_LINKER_SHLIBS($1)
-  _LT_SYS_DYNAMIC_LINKER($1)
-  _LT_LINKER_HARDCODE_LIBPATH($1)
-  LT_SYS_DLOPEN_SELF
-  _LT_CMD_STRIPLIB
-
-  # Report which library types will actually be built
-  AC_MSG_CHECKING([if libtool supports shared libraries])
-  AC_MSG_RESULT([$can_build_shared])
-
-  AC_MSG_CHECKING([whether to build shared libraries])
-  test "$can_build_shared" = "no" && enable_shared=no
-
-  # On AIX, shared libraries and static libraries use the same namespace, and
-  # are all built from PIC.
-  case $host_os in
-  aix3*)
-    test "$enable_shared" = yes && enable_static=no
-    if test -n "$RANLIB"; then
-      archive_cmds="$archive_cmds~\$RANLIB \$lib"
-      postinstall_cmds='$RANLIB $lib'
-    fi
-    ;;
-
-  aix[[4-9]]*)
-    if test "$host_cpu" != ia64 && test "$aix_use_runtimelinking" = no ; then
-      test "$enable_shared" = yes && enable_static=no
-    fi
-    ;;
-  esac
-  AC_MSG_RESULT([$enable_shared])
-
-  AC_MSG_CHECKING([whether to build static libraries])
-  # Make sure either enable_shared or enable_static is yes.
-  test "$enable_shared" = yes || enable_static=yes
-  AC_MSG_RESULT([$enable_static])
-
-  _LT_CONFIG($1)
-fi
-AC_LANG_POP
-CC="$lt_save_CC"
-])# _LT_LANG_C_CONFIG
-
-
-# _LT_LANG_CXX_CONFIG([TAG])
-# --------------------------
-# Ensure that the configuration variables for a C++ compiler are suitably
-# defined.  These variables are subsequently used by _LT_CONFIG to write
-# the compiler configuration to `libtool'.
-m4_defun([_LT_LANG_CXX_CONFIG],
-[m4_require([_LT_FILEUTILS_DEFAULTS])dnl
-m4_require([_LT_DECL_EGREP])dnl
-m4_require([_LT_PATH_MANIFEST_TOOL])dnl
-if test -n "$CXX" && ( test "X$CXX" != "Xno" &&
-    ( (test "X$CXX" = "Xg++" && `g++ -v >/dev/null 2>&1` ) ||
-    (test "X$CXX" != "Xg++"))) ; then
-  AC_PROG_CXXCPP
-else
-  _lt_caught_CXX_error=yes
-fi
-
-AC_LANG_PUSH(C++)
-_LT_TAGVAR(archive_cmds_need_lc, $1)=no
-_LT_TAGVAR(allow_undefined_flag, $1)=
-_LT_TAGVAR(always_export_symbols, $1)=no
-_LT_TAGVAR(archive_expsym_cmds, $1)=
-_LT_TAGVAR(compiler_needs_object, $1)=no
-_LT_TAGVAR(export_dynamic_flag_spec, $1)=
-_LT_TAGVAR(hardcode_direct, $1)=no
-_LT_TAGVAR(hardcode_direct_absolute, $1)=no
-_LT_TAGVAR(hardcode_libdir_flag_spec, $1)=
-_LT_TAGVAR(hardcode_libdir_separator, $1)=
-_LT_TAGVAR(hardcode_minus_L, $1)=no
-_LT_TAGVAR(hardcode_shlibpath_var, $1)=unsupported
-_LT_TAGVAR(hardcode_automatic, $1)=no
-_LT_TAGVAR(inherit_rpath, $1)=no
-_LT_TAGVAR(module_cmds, $1)=
-_LT_TAGVAR(module_expsym_cmds, $1)=
-_LT_TAGVAR(link_all_deplibs, $1)=unknown
-_LT_TAGVAR(old_archive_cmds, $1)=$old_archive_cmds
-_LT_TAGVAR(reload_flag, $1)=$reload_flag
-_LT_TAGVAR(reload_cmds, $1)=$reload_cmds
-_LT_TAGVAR(no_undefined_flag, $1)=
-_LT_TAGVAR(whole_archive_flag_spec, $1)=
-_LT_TAGVAR(enable_shared_with_static_runtimes, $1)=no
-
-# Source file extension for C++ test sources.
-ac_ext=cpp
-
-# Object file extension for compiled C++ test sources.
-objext=o
-_LT_TAGVAR(objext, $1)=$objext
-
-# No sense in running all these tests if we already determined that
-# the CXX compiler isn't working.  Some variables (like enable_shared)
-# are currently assumed to apply to all compilers on this platform,
-# and will be corrupted by setting them based on a non-working compiler.
-if test "$_lt_caught_CXX_error" != yes; then
-  # Code to be used in simple compile tests
-  lt_simple_compile_test_code="int some_variable = 0;"
-
-  # Code to be used in simple link tests
-  lt_simple_link_test_code='int main(int, char *[[]]) { return(0); }'
-
-  # ltmain only uses $CC for tagged configurations so make sure $CC is set.
-  _LT_TAG_COMPILER
-
-  # save warnings/boilerplate of simple test code
-  _LT_COMPILER_BOILERPLATE
-  _LT_LINKER_BOILERPLATE
-
-  # Allow CC to be a program name with arguments.
-  lt_save_CC=$CC
-  lt_save_CFLAGS=$CFLAGS
-  lt_save_LD=$LD
-  lt_save_GCC=$GCC
-  GCC=$GXX
-  lt_save_with_gnu_ld=$with_gnu_ld
-  lt_save_path_LD=$lt_cv_path_LD
-  if test -n "${lt_cv_prog_gnu_ldcxx+set}"; then
-    lt_cv_prog_gnu_ld=$lt_cv_prog_gnu_ldcxx
-  else
-    $as_unset lt_cv_prog_gnu_ld
-  fi
-  if test -n "${lt_cv_path_LDCXX+set}"; then
-    lt_cv_path_LD=$lt_cv_path_LDCXX
-  else
-    $as_unset lt_cv_path_LD
-  fi
-  test -z "${LDCXX+set}" || LD=$LDCXX
-  CC=${CXX-"c++"}
-  CFLAGS=$CXXFLAGS
-  compiler=$CC
-  _LT_TAGVAR(compiler, $1)=$CC
-  _LT_CC_BASENAME([$compiler])
-
-  if test -n "$compiler"; then
-    # We don't want -fno-exception when compiling C++ code, so set the
-    # no_builtin_flag separately
-    if test "$GXX" = yes; then
-      _LT_TAGVAR(lt_prog_compiler_no_builtin_flag, $1)=' -fno-builtin'
-    else
-      _LT_TAGVAR(lt_prog_compiler_no_builtin_flag, $1)=
-    fi
-
-    if test "$GXX" = yes; then
-      # Set up default GNU C++ configuration
-
-      LT_PATH_LD
-
-      # Check if GNU C++ uses GNU ld as the underlying linker, since the
-      # archiving commands below assume that GNU ld is being used.
-      if test "$with_gnu_ld" = yes; then
-        _LT_TAGVAR(archive_cmds, $1)='$CC $pic_flag -shared -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname -o $lib'
-        _LT_TAGVAR(archive_expsym_cmds, $1)='$CC $pic_flag -shared -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-
-        _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-        _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}--export-dynamic'
-
-        # If archive_cmds runs LD, not CC, wlarc should be empty
-        # XXX I think wlarc can be eliminated in ltcf-cxx, but I need to
-        #     investigate it a little bit more. (MM)
-        wlarc='${wl}'
-
-        # ancient GNU ld didn't support --whole-archive et. al.
-        if eval "`$CC -print-prog-name=ld` --help 2>&1" |
-	  $GREP 'no-whole-archive' > /dev/null; then
-          _LT_TAGVAR(whole_archive_flag_spec, $1)="$wlarc"'--whole-archive$convenience '"$wlarc"'--no-whole-archive'
-        else
-          _LT_TAGVAR(whole_archive_flag_spec, $1)=
-        fi
-      else
-        with_gnu_ld=no
-        wlarc=
-
-        # A generic and very simple default shared library creation
-        # command for GNU C++ for the case where it uses the native
-        # linker, instead of GNU ld.  If possible, this setting should
-        # overridden to take advantage of the native linker features on
-        # the platform it is being used on.
-        _LT_TAGVAR(archive_cmds, $1)='$CC -shared -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -o $lib'
-      fi
-
-      # Commands to make compiler produce verbose output that lists
-      # what "hidden" libraries, object files and flags are used when
-      # linking a shared library.
-      output_verbose_link_cmd='$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP -v "^Configured with:" | $GREP "\-L"'
-
-    else
-      GXX=no
-      with_gnu_ld=no
-      wlarc=
-    fi
-
-    # PORTME: fill in a description of your system's C++ link characteristics
-    AC_MSG_CHECKING([whether the $compiler linker ($LD) supports shared libraries])
-    _LT_TAGVAR(ld_shlibs, $1)=yes
-    case $host_os in
-      aix3*)
-        # FIXME: insert proper C++ library support
-        _LT_TAGVAR(ld_shlibs, $1)=no
-        ;;
-      aix[[4-9]]*)
-        if test "$host_cpu" = ia64; then
-          # On IA64, the linker does run time linking by default, so we don't
-          # have to do anything special.
-          aix_use_runtimelinking=no
-          exp_sym_flag='-Bexport'
-          no_entry_flag=""
-        else
-          aix_use_runtimelinking=no
-
-          # Test if we are trying to use run time linking or normal
-          # AIX style linking. If -brtl is somewhere in LDFLAGS, we
-          # need to do runtime linking.
-          case $host_os in aix4.[[23]]|aix4.[[23]].*|aix[[5-9]]*)
-	    for ld_flag in $LDFLAGS; do
-	      case $ld_flag in
-	      *-brtl*)
-	        aix_use_runtimelinking=yes
-	        break
-	        ;;
-	      esac
-	    done
-	    ;;
-          esac
-
-          exp_sym_flag='-bexport'
-          no_entry_flag='-bnoentry'
-        fi
-
-        # When large executables or shared objects are built, AIX ld can
-        # have problems creating the table of contents.  If linking a library
-        # or program results in "error TOC overflow" add -mminimal-toc to
-        # CXXFLAGS/CFLAGS for g++/gcc.  In the cases where that is not
-        # enough to fix the problem, add -Wl,-bbigtoc to LDFLAGS.
-
-        _LT_TAGVAR(archive_cmds, $1)=''
-        _LT_TAGVAR(hardcode_direct, $1)=yes
-        _LT_TAGVAR(hardcode_direct_absolute, $1)=yes
-        _LT_TAGVAR(hardcode_libdir_separator, $1)=':'
-        _LT_TAGVAR(link_all_deplibs, $1)=yes
-        _LT_TAGVAR(file_list_spec, $1)='${wl}-f,'
-
-        if test "$GXX" = yes; then
-          case $host_os in aix4.[[012]]|aix4.[[012]].*)
-          # We only want to do this on AIX 4.2 and lower, the check
-          # below for broken collect2 doesn't work under 4.3+
-	  collect2name=`${CC} -print-prog-name=collect2`
-	  if test -f "$collect2name" &&
-	     strings "$collect2name" | $GREP resolve_lib_name >/dev/null
-	  then
-	    # We have reworked collect2
-	    :
-	  else
-	    # We have old collect2
-	    _LT_TAGVAR(hardcode_direct, $1)=unsupported
-	    # It fails to find uninstalled libraries when the uninstalled
-	    # path is not listed in the libpath.  Setting hardcode_minus_L
-	    # to unsupported forces relinking
-	    _LT_TAGVAR(hardcode_minus_L, $1)=yes
-	    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-L$libdir'
-	    _LT_TAGVAR(hardcode_libdir_separator, $1)=
-	  fi
-          esac
-          shared_flag='-shared'
-	  if test "$aix_use_runtimelinking" = yes; then
-	    shared_flag="$shared_flag "'${wl}-G'
-	  fi
-        else
-          # not using gcc
-          if test "$host_cpu" = ia64; then
-	  # VisualAge C++, Version 5.5 for AIX 5L for IA-64, Beta 3 Release
-	  # chokes on -Wl,-G. The following line is correct:
-	  shared_flag='-G'
-          else
-	    if test "$aix_use_runtimelinking" = yes; then
-	      shared_flag='${wl}-G'
-	    else
-	      shared_flag='${wl}-bM:SRE'
-	    fi
-          fi
-        fi
-
-        _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-bexpall'
-        # It seems that -bexpall does not export symbols beginning with
-        # underscore (_), so it is better to generate a list of symbols to
-	# export.
-        _LT_TAGVAR(always_export_symbols, $1)=yes
-        if test "$aix_use_runtimelinking" = yes; then
-          # Warning - without using the other runtime loading flags (-brtl),
-          # -berok will link without error, but may produce a broken library.
-          _LT_TAGVAR(allow_undefined_flag, $1)='-berok'
-          # Determine the default libpath from the value encoded in an empty
-          # executable.
-          _LT_SYS_MODULE_PATH_AIX([$1])
-          _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-blibpath:$libdir:'"$aix_libpath"
-
-          _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -o $output_objdir/$soname $libobjs $deplibs '"\${wl}$no_entry_flag"' $compiler_flags `if test "x${allow_undefined_flag}" != "x"; then func_echo_all "${wl}${allow_undefined_flag}"; else :; fi` '"\${wl}$exp_sym_flag:\$export_symbols $shared_flag"
-        else
-          if test "$host_cpu" = ia64; then
-	    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-R $libdir:/usr/lib:/lib'
-	    _LT_TAGVAR(allow_undefined_flag, $1)="-z nodefs"
-	    _LT_TAGVAR(archive_expsym_cmds, $1)="\$CC $shared_flag"' -o $output_objdir/$soname $libobjs $deplibs '"\${wl}$no_entry_flag"' $compiler_flags ${wl}${allow_undefined_flag} '"\${wl}$exp_sym_flag:\$export_symbols"
-          else
-	    # Determine the default libpath from the value encoded in an
-	    # empty executable.
-	    _LT_SYS_MODULE_PATH_AIX([$1])
-	    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-blibpath:$libdir:'"$aix_libpath"
-	    # Warning - without using the other run time loading flags,
-	    # -berok will link without error, but may produce a broken library.
-	    _LT_TAGVAR(no_undefined_flag, $1)=' ${wl}-bernotok'
-	    _LT_TAGVAR(allow_undefined_flag, $1)=' ${wl}-berok'
-	    if test "$with_gnu_ld" = yes; then
-	      # We only use this code for GNU lds that support --whole-archive.
-	      _LT_TAGVAR(whole_archive_flag_spec, $1)='${wl}--whole-archive$convenience ${wl}--no-whole-archive'
-	    else
-	      # Exported symbols can be pulled into shared objects from archives
-	      _LT_TAGVAR(whole_archive_flag_spec, $1)='$convenience'
-	    fi
-	    _LT_TAGVAR(archive_cmds_need_lc, $1)=yes
-	    # This is similar to how AIX traditionally builds its shared
-	    # libraries.
-	    _LT_TAGVAR(archive_expsym_cmds, $1)="\$CC $shared_flag"' -o $output_objdir/$soname $libobjs $deplibs ${wl}-bnoentry $compiler_flags ${wl}-bE:$export_symbols${allow_undefined_flag}~$AR $AR_FLAGS $output_objdir/$libname$release.a $output_objdir/$soname'
-          fi
-        fi
-        ;;
-
-      beos*)
-	if $LD --help 2>&1 | $GREP ': supported targets:.* elf' > /dev/null; then
-	  _LT_TAGVAR(allow_undefined_flag, $1)=unsupported
-	  # Joseph Beckenbach <jrb3 at best.com> says some releases of gcc
-	  # support --undefined.  This deserves some investigation.  FIXME
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -nostart $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	else
-	  _LT_TAGVAR(ld_shlibs, $1)=no
-	fi
-	;;
-
-      chorus*)
-        case $cc_basename in
-          *)
-	  # FIXME: insert proper C++ library support
-	  _LT_TAGVAR(ld_shlibs, $1)=no
-	  ;;
-        esac
-        ;;
-
-      cygwin* | mingw* | pw32* | cegcc*)
-	case $GXX,$cc_basename in
-	,cl* | no,cl*)
-	  # Native MSVC
-	  # hardcode_libdir_flag_spec is actually meaningless, as there is
-	  # no search path for DLLs.
-	  _LT_TAGVAR(hardcode_libdir_flag_spec, $1)=' '
-	  _LT_TAGVAR(allow_undefined_flag, $1)=unsupported
-	  _LT_TAGVAR(always_export_symbols, $1)=yes
-	  _LT_TAGVAR(file_list_spec, $1)='@'
-	  # Tell ltmain to make .lib files, not .a files.
-	  libext=lib
-	  # Tell ltmain to make .dll files, not .so files.
-	  shrext_cmds=".dll"
-	  # FIXME: Setting linknames here is a bad hack.
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -o $output_objdir/$soname $libobjs $compiler_flags $deplibs -Wl,-dll~linknames='
-	  _LT_TAGVAR(archive_expsym_cmds, $1)='if test "x`$SED 1q $export_symbols`" = xEXPORTS; then
-	      $SED -n -e 's/\\\\\\\(.*\\\\\\\)/-link\\\ -EXPORT:\\\\\\\1/' -e '1\\\!p' < $export_symbols > $output_objdir/$soname.exp;
-	    else
-	      $SED -e 's/\\\\\\\(.*\\\\\\\)/-link\\\ -EXPORT:\\\\\\\1/' < $export_symbols > $output_objdir/$soname.exp;
-	    fi~
-	    $CC -o $tool_output_objdir$soname $libobjs $compiler_flags $deplibs "@$tool_output_objdir$soname.exp" -Wl,-DLL,-IMPLIB:"$tool_output_objdir$libname.dll.lib"~
-	    linknames='
-	  # The linker will not automatically build a static lib if we build a DLL.
-	  # _LT_TAGVAR(old_archive_from_new_cmds, $1)='true'
-	  _LT_TAGVAR(enable_shared_with_static_runtimes, $1)=yes
-	  # Don't use ranlib
-	  _LT_TAGVAR(old_postinstall_cmds, $1)='chmod 644 $oldlib'
-	  _LT_TAGVAR(postlink_cmds, $1)='lt_outputfile="@OUTPUT@"~
-	    lt_tool_outputfile="@TOOL_OUTPUT@"~
-	    case $lt_outputfile in
-	      *.exe|*.EXE) ;;
-	      *)
-		lt_outputfile="$lt_outputfile.exe"
-		lt_tool_outputfile="$lt_tool_outputfile.exe"
-		;;
-	    esac~
-	    func_to_tool_file "$lt_outputfile"~
-	    if test "$MANIFEST_TOOL" != ":" && test -f "$lt_outputfile.manifest"; then
-	      $MANIFEST_TOOL -manifest "$lt_tool_outputfile.manifest" -outputresource:"$lt_tool_outputfile" || exit 1;
-	      $RM "$lt_outputfile.manifest";
-	    fi'
-	  ;;
-	*)
-	  # g++
-	  # _LT_TAGVAR(hardcode_libdir_flag_spec, $1) is actually meaningless,
-	  # as there is no search path for DLLs.
-	  _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-L$libdir'
-	  _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}--export-all-symbols'
-	  _LT_TAGVAR(allow_undefined_flag, $1)=unsupported
-	  _LT_TAGVAR(always_export_symbols, $1)=no
-	  _LT_TAGVAR(enable_shared_with_static_runtimes, $1)=yes
-
-	  if $LD --help 2>&1 | $GREP 'auto-import' > /dev/null; then
-	    _LT_TAGVAR(archive_cmds, $1)='$CC -shared -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -o $output_objdir/$soname ${wl}--enable-auto-image-base -Xlinker --out-implib -Xlinker $lib'
-	    # If the export-symbols file already is a .def file (1st line
-	    # is EXPORTS), use it as is; otherwise, prepend...
-	    _LT_TAGVAR(archive_expsym_cmds, $1)='if test "x`$SED 1q $export_symbols`" = xEXPORTS; then
-	      cp $export_symbols $output_objdir/$soname.def;
-	    else
-	      echo EXPORTS > $output_objdir/$soname.def;
-	      cat $export_symbols >> $output_objdir/$soname.def;
-	    fi~
-	    $CC -shared -nostdlib $output_objdir/$soname.def $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -o $output_objdir/$soname ${wl}--enable-auto-image-base -Xlinker --out-implib -Xlinker $lib'
-	  else
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	  fi
-	  ;;
-	esac
-	;;
-      darwin* | rhapsody*)
-        _LT_DARWIN_LINKER_FEATURES($1)
-	;;
-
-      dgux*)
-        case $cc_basename in
-          ec++*)
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-          ghcx*)
-	    # Green Hills C++ Compiler
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-          *)
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-        esac
-        ;;
-
-      freebsd2.*)
-        # C++ shared libraries reported to be fairly broken before
-	# switch to ELF
-        _LT_TAGVAR(ld_shlibs, $1)=no
-        ;;
-
-      freebsd-elf*)
-        _LT_TAGVAR(archive_cmds_need_lc, $1)=no
-        ;;
-
-      freebsd* | dragonfly*)
-        # FreeBSD 3 and later use GNU C++ and GNU ld with standard ELF
-        # conventions
-        _LT_TAGVAR(ld_shlibs, $1)=yes
-        ;;
-
-      gnu*)
-        ;;
-
-      haiku*)
-        _LT_TAGVAR(archive_cmds, $1)='$CC -shared $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-        _LT_TAGVAR(link_all_deplibs, $1)=yes
-        ;;
-
-      hpux9*)
-        _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}+b ${wl}$libdir'
-        _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-        _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-E'
-        _LT_TAGVAR(hardcode_direct, $1)=yes
-        _LT_TAGVAR(hardcode_minus_L, $1)=yes # Not in the search PATH,
-				             # but as the default
-				             # location of the library.
-
-        case $cc_basename in
-          CC*)
-            # FIXME: insert proper C++ library support
-            _LT_TAGVAR(ld_shlibs, $1)=no
-            ;;
-          aCC*)
-            _LT_TAGVAR(archive_cmds, $1)='$RM $output_objdir/$soname~$CC -b ${wl}+b ${wl}$install_libdir -o $output_objdir/$soname $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags~test $output_objdir/$soname = $lib || mv $output_objdir/$soname $lib'
-            # Commands to make compiler produce verbose output that lists
-            # what "hidden" libraries, object files and flags are used when
-            # linking a shared library.
-            #
-            # There doesn't appear to be a way to prevent this compiler from
-            # explicitly linking system object files so we need to strip them
-            # from the output so that they don't get included in the library
-            # dependencies.
-            output_verbose_link_cmd='templist=`($CC -b $CFLAGS -v conftest.$objext 2>&1) | $EGREP "\-L"`; list=""; for z in $templist; do case $z in conftest.$objext) list="$list $z";; *.$objext);; *) list="$list $z";;esac; done; func_echo_all "$list"'
-            ;;
-          *)
-            if test "$GXX" = yes; then
-              _LT_TAGVAR(archive_cmds, $1)='$RM $output_objdir/$soname~$CC -shared -nostdlib $pic_flag ${wl}+b ${wl}$install_libdir -o $output_objdir/$soname $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags~test $output_objdir/$soname = $lib || mv $output_objdir/$soname $lib'
-            else
-              # FIXME: insert proper C++ library support
-              _LT_TAGVAR(ld_shlibs, $1)=no
-            fi
-            ;;
-        esac
-        ;;
-
-      hpux10*|hpux11*)
-        if test $with_gnu_ld = no; then
-	  _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}+b ${wl}$libdir'
-	  _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-
-          case $host_cpu in
-            hppa*64*|ia64*)
-              ;;
-            *)
-	      _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-E'
-              ;;
-          esac
-        fi
-        case $host_cpu in
-          hppa*64*|ia64*)
-            _LT_TAGVAR(hardcode_direct, $1)=no
-            _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-            ;;
-          *)
-            _LT_TAGVAR(hardcode_direct, $1)=yes
-            _LT_TAGVAR(hardcode_direct_absolute, $1)=yes
-            _LT_TAGVAR(hardcode_minus_L, $1)=yes # Not in the search PATH,
-					         # but as the default
-					         # location of the library.
-            ;;
-        esac
-
-        case $cc_basename in
-          CC*)
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-          aCC*)
-	    case $host_cpu in
-	      hppa*64*)
-	        _LT_TAGVAR(archive_cmds, $1)='$CC -b ${wl}+h ${wl}$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	        ;;
-	      ia64*)
-	        _LT_TAGVAR(archive_cmds, $1)='$CC -b ${wl}+h ${wl}$soname ${wl}+nodefaultrpath -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	        ;;
-	      *)
-	        _LT_TAGVAR(archive_cmds, $1)='$CC -b ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	        ;;
-	    esac
-	    # Commands to make compiler produce verbose output that lists
-	    # what "hidden" libraries, object files and flags are used when
-	    # linking a shared library.
-	    #
-	    # There doesn't appear to be a way to prevent this compiler from
-	    # explicitly linking system object files so we need to strip them
-	    # from the output so that they don't get included in the library
-	    # dependencies.
-	    output_verbose_link_cmd='templist=`($CC -b $CFLAGS -v conftest.$objext 2>&1) | $GREP "\-L"`; list=""; for z in $templist; do case $z in conftest.$objext) list="$list $z";; *.$objext);; *) list="$list $z";;esac; done; func_echo_all "$list"'
-	    ;;
-          *)
-	    if test "$GXX" = yes; then
-	      if test $with_gnu_ld = no; then
-	        case $host_cpu in
-	          hppa*64*)
-	            _LT_TAGVAR(archive_cmds, $1)='$CC -shared -nostdlib -fPIC ${wl}+h ${wl}$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	            ;;
-	          ia64*)
-	            _LT_TAGVAR(archive_cmds, $1)='$CC -shared -nostdlib $pic_flag ${wl}+h ${wl}$soname ${wl}+nodefaultrpath -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	            ;;
-	          *)
-	            _LT_TAGVAR(archive_cmds, $1)='$CC -shared -nostdlib $pic_flag ${wl}+h ${wl}$soname ${wl}+b ${wl}$install_libdir -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	            ;;
-	        esac
-	      fi
-	    else
-	      # FIXME: insert proper C++ library support
-	      _LT_TAGVAR(ld_shlibs, $1)=no
-	    fi
-	    ;;
-        esac
-        ;;
-
-      interix[[3-9]]*)
-	_LT_TAGVAR(hardcode_direct, $1)=no
-	_LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-	_LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath,$libdir'
-	_LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-E'
-	# Hack: On Interix 3.x, we cannot compile PIC because of a broken gcc.
-	# Instead, shared libraries are loaded at an image base (0x10000000 by
-	# default) and relocated if they conflict, which is a slow very memory
-	# consuming and fragmenting process.  To avoid this, we pick a random,
-	# 256 KiB-aligned image base between 0x50000000 and 0x6FFC0000 at link
-	# time.  Moving up from 0x10000000 also allows more sbrk(2) space.
-	_LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-h,$soname ${wl}--image-base,`expr ${RANDOM-$$} % 4096 / 2 \* 262144 + 1342177280` -o $lib'
-	_LT_TAGVAR(archive_expsym_cmds, $1)='sed "s,^,_," $export_symbols >$output_objdir/$soname.expsym~$CC -shared $pic_flag $libobjs $deplibs $compiler_flags ${wl}-h,$soname ${wl}--retain-symbols-file,$output_objdir/$soname.expsym ${wl}--image-base,`expr ${RANDOM-$$} % 4096 / 2 \* 262144 + 1342177280` -o $lib'
-	;;
-      irix5* | irix6*)
-        case $cc_basename in
-          CC*)
-	    # SGI C++
-	    _LT_TAGVAR(archive_cmds, $1)='$CC -shared -all -multigot $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-
-	    # Archives containing C++ object files must be created using
-	    # "CC -ar", where "CC" is the IRIX C++ compiler.  This is
-	    # necessary to make sure instantiated templates are included
-	    # in the archive.
-	    _LT_TAGVAR(old_archive_cmds, $1)='$CC -ar -WR,-u -o $oldlib $oldobjs'
-	    ;;
-          *)
-	    if test "$GXX" = yes; then
-	      if test "$with_gnu_ld" = no; then
-	        _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-	      else
-	        _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag -nostdlib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` -o $lib'
-	      fi
-	    fi
-	    _LT_TAGVAR(link_all_deplibs, $1)=yes
-	    ;;
-        esac
-        _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-        _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-        _LT_TAGVAR(inherit_rpath, $1)=yes
-        ;;
-
-      linux* | k*bsd*-gnu | kopensolaris*-gnu)
-        case $cc_basename in
-          KCC*)
-	    # Kuck and Associates, Inc. (KAI) C++ Compiler
-
-	    # KCC will only create a shared library if the output file
-	    # ends with ".so" (or ".sl" for HP-UX), so rename the library
-	    # to its proper name (with version) after linking.
-	    _LT_TAGVAR(archive_cmds, $1)='tempext=`echo $shared_ext | $SED -e '\''s/\([[^()0-9A-Za-z{}]]\)/\\\\\1/g'\''`; templib=`echo $lib | $SED -e "s/\${tempext}\..*/.so/"`; $CC $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags --soname $soname -o \$templib; mv \$templib $lib'
-	    _LT_TAGVAR(archive_expsym_cmds, $1)='tempext=`echo $shared_ext | $SED -e '\''s/\([[^()0-9A-Za-z{}]]\)/\\\\\1/g'\''`; templib=`echo $lib | $SED -e "s/\${tempext}\..*/.so/"`; $CC $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags --soname $soname -o \$templib ${wl}-retain-symbols-file,$export_symbols; mv \$templib $lib'
-	    # Commands to make compiler produce verbose output that lists
-	    # what "hidden" libraries, object files and flags are used when
-	    # linking a shared library.
-	    #
-	    # There doesn't appear to be a way to prevent this compiler from
-	    # explicitly linking system object files so we need to strip them
-	    # from the output so that they don't get included in the library
-	    # dependencies.
-	    output_verbose_link_cmd='templist=`$CC $CFLAGS -v conftest.$objext -o libconftest$shared_ext 2>&1 | $GREP "ld"`; rm -f libconftest$shared_ext; list=""; for z in $templist; do case $z in conftest.$objext) list="$list $z";; *.$objext);; *) list="$list $z";;esac; done; func_echo_all "$list"'
-
-	    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath,$libdir'
-	    _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}--export-dynamic'
-
-	    # Archives containing C++ object files must be created using
-	    # "CC -Bstatic", where "CC" is the KAI C++ compiler.
-	    _LT_TAGVAR(old_archive_cmds, $1)='$CC -Bstatic -o $oldlib $oldobjs'
-	    ;;
-	  icpc* | ecpc* )
-	    # Intel C++
-	    with_gnu_ld=yes
-	    # version 8.0 and above of icpc choke on multiply defined symbols
-	    # if we add $predep_objects and $postdep_objects, however 7.1 and
-	    # earlier do not add the objects themselves.
-	    case `$CC -V 2>&1` in
-	      *"Version 7."*)
-	        _LT_TAGVAR(archive_cmds, $1)='$CC -shared $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname -o $lib'
-		_LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-		;;
-	      *)  # Version 8.0 or newer
-	        tmp_idyn=
-	        case $host_cpu in
-		  ia64*) tmp_idyn=' -i_dynamic';;
-		esac
-	        _LT_TAGVAR(archive_cmds, $1)='$CC -shared'"$tmp_idyn"' $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-		_LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared'"$tmp_idyn"' $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-retain-symbols-file $wl$export_symbols -o $lib'
-		;;
-	    esac
-	    _LT_TAGVAR(archive_cmds_need_lc, $1)=no
-	    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath,$libdir'
-	    _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}--export-dynamic'
-	    _LT_TAGVAR(whole_archive_flag_spec, $1)='${wl}--whole-archive$convenience ${wl}--no-whole-archive'
-	    ;;
-          pgCC* | pgcpp*)
-            # Portland Group C++ compiler
-	    case `$CC -V` in
-	    *pgCC\ [[1-5]].* | *pgcpp\ [[1-5]].*)
-	      _LT_TAGVAR(prelink_cmds, $1)='tpldir=Template.dir~
-		rm -rf $tpldir~
-		$CC --prelink_objects --instantiation_dir $tpldir $objs $libobjs $compile_deplibs~
-		compile_command="$compile_command `find $tpldir -name \*.o | sort | $NL2SP`"'
-	      _LT_TAGVAR(old_archive_cmds, $1)='tpldir=Template.dir~
-		rm -rf $tpldir~
-		$CC --prelink_objects --instantiation_dir $tpldir $oldobjs$old_deplibs~
-		$AR $AR_FLAGS $oldlib$oldobjs$old_deplibs `find $tpldir -name \*.o | sort | $NL2SP`~
-		$RANLIB $oldlib'
-	      _LT_TAGVAR(archive_cmds, $1)='tpldir=Template.dir~
-		rm -rf $tpldir~
-		$CC --prelink_objects --instantiation_dir $tpldir $predep_objects $libobjs $deplibs $convenience $postdep_objects~
-		$CC -shared $pic_flag $predep_objects $libobjs $deplibs `find $tpldir -name \*.o | sort | $NL2SP` $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname -o $lib'
-	      _LT_TAGVAR(archive_expsym_cmds, $1)='tpldir=Template.dir~
-		rm -rf $tpldir~
-		$CC --prelink_objects --instantiation_dir $tpldir $predep_objects $libobjs $deplibs $convenience $postdep_objects~
-		$CC -shared $pic_flag $predep_objects $libobjs $deplibs `find $tpldir -name \*.o | sort | $NL2SP` $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname ${wl}-retain-symbols-file ${wl}$export_symbols -o $lib'
-	      ;;
-	    *) # Version 6 and above use weak symbols
-	      _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname -o $lib'
-	      _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared $pic_flag $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname ${wl}-retain-symbols-file ${wl}$export_symbols -o $lib'
-	      ;;
-	    esac
-
-	    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}--rpath ${wl}$libdir'
-	    _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}--export-dynamic'
-	    _LT_TAGVAR(whole_archive_flag_spec, $1)='${wl}--whole-archive`for conv in $convenience\"\"; do test  -n \"$conv\" && new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-            ;;
-	  cxx*)
-	    # Compaq C++
-	    _LT_TAGVAR(archive_cmds, $1)='$CC -shared $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	    _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $wl$soname  -o $lib ${wl}-retain-symbols-file $wl$export_symbols'
-
-	    runpath_var=LD_RUN_PATH
-	    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-rpath $libdir'
-	    _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-
-	    # Commands to make compiler produce verbose output that lists
-	    # what "hidden" libraries, object files and flags are used when
-	    # linking a shared library.
-	    #
-	    # There doesn't appear to be a way to prevent this compiler from
-	    # explicitly linking system object files so we need to strip them
-	    # from the output so that they don't get included in the library
-	    # dependencies.
-	    output_verbose_link_cmd='templist=`$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP "ld"`; templist=`func_echo_all "$templist" | $SED "s/\(^.*ld.*\)\( .*ld .*$\)/\1/"`; list=""; for z in $templist; do case $z in conftest.$objext) list="$list $z";; *.$objext);; *) list="$list $z";;esac; done; func_echo_all "X$list" | $Xsed'
-	    ;;
-	  xl* | mpixl* | bgxl*)
-	    # IBM XL 8.0 on PPC, with GNU ld
-	    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-	    _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}--export-dynamic'
-	    _LT_TAGVAR(archive_cmds, $1)='$CC -qmkshrobj $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname -o $lib'
-	    if test "x$supports_anon_versioning" = xyes; then
-	      _LT_TAGVAR(archive_expsym_cmds, $1)='echo "{ global:" > $output_objdir/$libname.ver~
-		cat $export_symbols | sed -e "s/\(.*\)/\1;/" >> $output_objdir/$libname.ver~
-		echo "local: *; };" >> $output_objdir/$libname.ver~
-		$CC -qmkshrobj $libobjs $deplibs $compiler_flags ${wl}-soname $wl$soname ${wl}-version-script ${wl}$output_objdir/$libname.ver -o $lib'
-	    fi
-	    ;;
-	  *)
-	    case `$CC -V 2>&1 | sed 5q` in
-	    *Sun\ C*)
-	      # Sun C++ 5.9
-	      _LT_TAGVAR(no_undefined_flag, $1)=' -zdefs'
-	      _LT_TAGVAR(archive_cmds, $1)='$CC -G${allow_undefined_flag} -h$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	      _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -G${allow_undefined_flag} -h$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-retain-symbols-file ${wl}$export_symbols'
-	      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-R$libdir'
-	      _LT_TAGVAR(whole_archive_flag_spec, $1)='${wl}--whole-archive`new_convenience=; for conv in $convenience\"\"; do test -z \"$conv\" || new_convenience=\"$new_convenience,$conv\"; done; func_echo_all \"$new_convenience\"` ${wl}--no-whole-archive'
-	      _LT_TAGVAR(compiler_needs_object, $1)=yes
-
-	      # Not sure whether something based on
-	      # $CC $CFLAGS -v conftest.$objext -o libconftest$shared_ext 2>&1
-	      # would be better.
-	      output_verbose_link_cmd='func_echo_all'
-
-	      # Archives containing C++ object files must be created using
-	      # "CC -xar", where "CC" is the Sun C++ compiler.  This is
-	      # necessary to make sure instantiated templates are included
-	      # in the archive.
-	      _LT_TAGVAR(old_archive_cmds, $1)='$CC -xar -o $oldlib $oldobjs'
-	      ;;
-	    esac
-	    ;;
-	esac
-	;;
-
-      lynxos*)
-        # FIXME: insert proper C++ library support
-	_LT_TAGVAR(ld_shlibs, $1)=no
-	;;
-
-      m88k*)
-        # FIXME: insert proper C++ library support
-        _LT_TAGVAR(ld_shlibs, $1)=no
-	;;
-
-      mvs*)
-        case $cc_basename in
-          cxx*)
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-	  *)
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-	esac
-	;;
-
-      netbsd*)
-        if echo __ELF__ | $CC -E - | $GREP __ELF__ >/dev/null; then
-	  _LT_TAGVAR(archive_cmds, $1)='$LD -Bshareable  -o $lib $predep_objects $libobjs $deplibs $postdep_objects $linker_flags'
-	  wlarc=
-	  _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-R$libdir'
-	  _LT_TAGVAR(hardcode_direct, $1)=yes
-	  _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-	fi
-	# Workaround some broken pre-1.5 toolchains
-	output_verbose_link_cmd='$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP conftest.$objext | $SED -e "s:-lgcc -lc -lgcc::"'
-	;;
-
-      *nto* | *qnx*)
-        _LT_TAGVAR(ld_shlibs, $1)=yes
-	;;
-
-      openbsd2*)
-        # C++ shared libraries are fairly broken
-	_LT_TAGVAR(ld_shlibs, $1)=no
-	;;
-
-      openbsd*)
-	if test -f /usr/libexec/ld.so; then
-	  _LT_TAGVAR(hardcode_direct, $1)=yes
-	  _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-	  _LT_TAGVAR(hardcode_direct_absolute, $1)=yes
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -o $lib'
-	  _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath,$libdir'
-	  if test -z "`echo __ELF__ | $CC -E - | grep __ELF__`" || test "$host_os-$host_cpu" = "openbsd2.8-powerpc"; then
-	    _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared $pic_flag $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-retain-symbols-file,$export_symbols -o $lib'
-	    _LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-E'
-	    _LT_TAGVAR(whole_archive_flag_spec, $1)="$wlarc"'--whole-archive$convenience '"$wlarc"'--no-whole-archive'
-	  fi
-	  output_verbose_link_cmd=func_echo_all
-	else
-	  _LT_TAGVAR(ld_shlibs, $1)=no
-	fi
-	;;
-
-      osf3* | osf4* | osf5*)
-        case $cc_basename in
-          KCC*)
-	    # Kuck and Associates, Inc. (KAI) C++ Compiler
-
-	    # KCC will only create a shared library if the output file
-	    # ends with ".so" (or ".sl" for HP-UX), so rename the library
-	    # to its proper name (with version) after linking.
-	    _LT_TAGVAR(archive_cmds, $1)='tempext=`echo $shared_ext | $SED -e '\''s/\([[^()0-9A-Za-z{}]]\)/\\\\\1/g'\''`; templib=`echo "$lib" | $SED -e "s/\${tempext}\..*/.so/"`; $CC $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags --soname $soname -o \$templib; mv \$templib $lib'
-
-	    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath,$libdir'
-	    _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-
-	    # Archives containing C++ object files must be created using
-	    # the KAI C++ compiler.
-	    case $host in
-	      osf3*) _LT_TAGVAR(old_archive_cmds, $1)='$CC -Bstatic -o $oldlib $oldobjs' ;;
-	      *) _LT_TAGVAR(old_archive_cmds, $1)='$CC -o $oldlib $oldobjs' ;;
-	    esac
-	    ;;
-          RCC*)
-	    # Rational C++ 2.4.1
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-          cxx*)
-	    case $host in
-	      osf3*)
-	        _LT_TAGVAR(allow_undefined_flag, $1)=' ${wl}-expect_unresolved ${wl}\*'
-	        _LT_TAGVAR(archive_cmds, $1)='$CC -shared${allow_undefined_flag} $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname $soname `test -n "$verstring" && func_echo_all "${wl}-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-	        _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-		;;
-	      *)
-	        _LT_TAGVAR(allow_undefined_flag, $1)=' -expect_unresolved \*'
-	        _LT_TAGVAR(archive_cmds, $1)='$CC -shared${allow_undefined_flag} $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -msym -soname $soname `test -n "$verstring" && func_echo_all "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib'
-	        _LT_TAGVAR(archive_expsym_cmds, $1)='for i in `cat $export_symbols`; do printf "%s %s\\n" -exported_symbol "\$i" >> $lib.exp; done~
-	          echo "-hidden">> $lib.exp~
-	          $CC -shared$allow_undefined_flag $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags -msym -soname $soname ${wl}-input ${wl}$lib.exp  `test -n "$verstring" && $ECHO "-set_version $verstring"` -update_registry ${output_objdir}/so_locations -o $lib~
-	          $RM $lib.exp'
-	        _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-rpath $libdir'
-		;;
-	    esac
-
-	    _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-
-	    # Commands to make compiler produce verbose output that lists
-	    # what "hidden" libraries, object files and flags are used when
-	    # linking a shared library.
-	    #
-	    # There doesn't appear to be a way to prevent this compiler from
-	    # explicitly linking system object files so we need to strip them
-	    # from the output so that they don't get included in the library
-	    # dependencies.
-	    output_verbose_link_cmd='templist=`$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP "ld" | $GREP -v "ld:"`; templist=`func_echo_all "$templist" | $SED "s/\(^.*ld.*\)\( .*ld.*$\)/\1/"`; list=""; for z in $templist; do case $z in conftest.$objext) list="$list $z";; *.$objext);; *) list="$list $z";;esac; done; func_echo_all "$list"'
-	    ;;
-	  *)
-	    if test "$GXX" = yes && test "$with_gnu_ld" = no; then
-	      _LT_TAGVAR(allow_undefined_flag, $1)=' ${wl}-expect_unresolved ${wl}\*'
-	      case $host in
-	        osf3*)
-	          _LT_TAGVAR(archive_cmds, $1)='$CC -shared -nostdlib ${allow_undefined_flag} $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-		  ;;
-	        *)
-	          _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag -nostdlib ${allow_undefined_flag} $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-msym ${wl}-soname ${wl}$soname `test -n "$verstring" && func_echo_all "${wl}-set_version ${wl}$verstring"` ${wl}-update_registry ${wl}${output_objdir}/so_locations -o $lib'
-		  ;;
-	      esac
-
-	      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-rpath ${wl}$libdir'
-	      _LT_TAGVAR(hardcode_libdir_separator, $1)=:
-
-	      # Commands to make compiler produce verbose output that lists
-	      # what "hidden" libraries, object files and flags are used when
-	      # linking a shared library.
-	      output_verbose_link_cmd='$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP -v "^Configured with:" | $GREP "\-L"'
-
-	    else
-	      # FIXME: insert proper C++ library support
-	      _LT_TAGVAR(ld_shlibs, $1)=no
-	    fi
-	    ;;
-        esac
-        ;;
-
-      psos*)
-        # FIXME: insert proper C++ library support
-        _LT_TAGVAR(ld_shlibs, $1)=no
-        ;;
-
-      sunos4*)
-        case $cc_basename in
-          CC*)
-	    # Sun C++ 4.x
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-          lcc*)
-	    # Lucid
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-          *)
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-        esac
-        ;;
-
-      solaris*)
-        case $cc_basename in
-          CC* | sunCC*)
-	    # Sun C++ 4.2, 5.x and Centerline C++
-            _LT_TAGVAR(archive_cmds_need_lc,$1)=yes
-	    _LT_TAGVAR(no_undefined_flag, $1)=' -zdefs'
-	    _LT_TAGVAR(archive_cmds, $1)='$CC -G${allow_undefined_flag}  -h$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags'
-	    _LT_TAGVAR(archive_expsym_cmds, $1)='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-	      $CC -G${allow_undefined_flag} ${wl}-M ${wl}$lib.exp -h$soname -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags~$RM $lib.exp'
-
-	    _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='-R$libdir'
-	    _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-	    case $host_os in
-	      solaris2.[[0-5]] | solaris2.[[0-5]].*) ;;
-	      *)
-		# The compiler driver will combine and reorder linker options,
-		# but understands `-z linker_flag'.
-	        # Supported since Solaris 2.6 (maybe 2.5.1?)
-		_LT_TAGVAR(whole_archive_flag_spec, $1)='-z allextract$convenience -z defaultextract'
-	        ;;
-	    esac
-	    _LT_TAGVAR(link_all_deplibs, $1)=yes
-
-	    output_verbose_link_cmd='func_echo_all'
-
-	    # Archives containing C++ object files must be created using
-	    # "CC -xar", where "CC" is the Sun C++ compiler.  This is
-	    # necessary to make sure instantiated templates are included
-	    # in the archive.
-	    _LT_TAGVAR(old_archive_cmds, $1)='$CC -xar -o $oldlib $oldobjs'
-	    ;;
-          gcx*)
-	    # Green Hills C++ Compiler
-	    _LT_TAGVAR(archive_cmds, $1)='$CC -shared $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-h $wl$soname -o $lib'
-
-	    # The C++ compiler must be used to create the archive.
-	    _LT_TAGVAR(old_archive_cmds, $1)='$CC $LDFLAGS -archive -o $oldlib $oldobjs'
-	    ;;
-          *)
-	    # GNU C++ compiler with Solaris linker
-	    if test "$GXX" = yes && test "$with_gnu_ld" = no; then
-	      _LT_TAGVAR(no_undefined_flag, $1)=' ${wl}-z ${wl}defs'
-	      if $CC --version | $GREP -v '^2\.7' > /dev/null; then
-	        _LT_TAGVAR(archive_cmds, $1)='$CC -shared $pic_flag -nostdlib $LDFLAGS $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-h $wl$soname -o $lib'
-	        _LT_TAGVAR(archive_expsym_cmds, $1)='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-		  $CC -shared $pic_flag -nostdlib ${wl}-M $wl$lib.exp -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags~$RM $lib.exp'
-
-	        # Commands to make compiler produce verbose output that lists
-	        # what "hidden" libraries, object files and flags are used when
-	        # linking a shared library.
-	        output_verbose_link_cmd='$CC -shared $CFLAGS -v conftest.$objext 2>&1 | $GREP -v "^Configured with:" | $GREP "\-L"'
-	      else
-	        # g++ 2.7 appears to require `-G' NOT `-shared' on this
-	        # platform.
-	        _LT_TAGVAR(archive_cmds, $1)='$CC -G -nostdlib $LDFLAGS $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags ${wl}-h $wl$soname -o $lib'
-	        _LT_TAGVAR(archive_expsym_cmds, $1)='echo "{ global:" > $lib.exp~cat $export_symbols | $SED -e "s/\(.*\)/\1;/" >> $lib.exp~echo "local: *; };" >> $lib.exp~
-		  $CC -G -nostdlib ${wl}-M $wl$lib.exp -o $lib $predep_objects $libobjs $deplibs $postdep_objects $compiler_flags~$RM $lib.exp'
-
-	        # Commands to make compiler produce verbose output that lists
-	        # what "hidden" libraries, object files and flags are used when
-	        # linking a shared library.
-	        output_verbose_link_cmd='$CC -G $CFLAGS -v conftest.$objext 2>&1 | $GREP -v "^Configured with:" | $GREP "\-L"'
-	      fi
-
-	      _LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-R $wl$libdir'
-	      case $host_os in
-		solaris2.[[0-5]] | solaris2.[[0-5]].*) ;;
-		*)
-		  _LT_TAGVAR(whole_archive_flag_spec, $1)='${wl}-z ${wl}allextract$convenience ${wl}-z ${wl}defaultextract'
-		  ;;
-	      esac
-	    fi
-	    ;;
-        esac
-        ;;
-
-    sysv4*uw2* | sysv5OpenUNIX* | sysv5UnixWare7.[[01]].[[10]]* | unixware7* | sco3.2v5.0.[[024]]*)
-      _LT_TAGVAR(no_undefined_flag, $1)='${wl}-z,text'
-      _LT_TAGVAR(archive_cmds_need_lc, $1)=no
-      _LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-      runpath_var='LD_RUN_PATH'
-
-      case $cc_basename in
-        CC*)
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -G ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -G ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-	*)
-	  _LT_TAGVAR(archive_cmds, $1)='$CC -shared ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	  ;;
-      esac
-      ;;
-
-      sysv5* | sco3.2v5* | sco5v6*)
-	# Note: We can NOT use -z defs as we might desire, because we do not
-	# link with -lc, and that would cause any symbols used from libc to
-	# always be unresolved, which means just about no library would
-	# ever link correctly.  If we're not using GNU ld we use -z text
-	# though, which does catch some bad symbols but isn't as heavy-handed
-	# as -z defs.
-	_LT_TAGVAR(no_undefined_flag, $1)='${wl}-z,text'
-	_LT_TAGVAR(allow_undefined_flag, $1)='${wl}-z,nodefs'
-	_LT_TAGVAR(archive_cmds_need_lc, $1)=no
-	_LT_TAGVAR(hardcode_shlibpath_var, $1)=no
-	_LT_TAGVAR(hardcode_libdir_flag_spec, $1)='${wl}-R,$libdir'
-	_LT_TAGVAR(hardcode_libdir_separator, $1)=':'
-	_LT_TAGVAR(link_all_deplibs, $1)=yes
-	_LT_TAGVAR(export_dynamic_flag_spec, $1)='${wl}-Bexport'
-	runpath_var='LD_RUN_PATH'
-
-	case $cc_basename in
-          CC*)
-	    _LT_TAGVAR(archive_cmds, $1)='$CC -G ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	    _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -G ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	    _LT_TAGVAR(old_archive_cmds, $1)='$CC -Tprelink_objects $oldobjs~
-	      '"$_LT_TAGVAR(old_archive_cmds, $1)"
-	    _LT_TAGVAR(reload_cmds, $1)='$CC -Tprelink_objects $reload_objs~
-	      '"$_LT_TAGVAR(reload_cmds, $1)"
-	    ;;
-	  *)
-	    _LT_TAGVAR(archive_cmds, $1)='$CC -shared ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	    _LT_TAGVAR(archive_expsym_cmds, $1)='$CC -shared ${wl}-Bexport:$export_symbols ${wl}-h,$soname -o $lib $libobjs $deplibs $compiler_flags'
-	    ;;
-	esac
-      ;;
-
-      tandem*)
-        case $cc_basename in
-          NCC*)
-	    # NonStop-UX NCC 3.20
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-          *)
-	    # FIXME: insert proper C++ library support
-	    _LT_TAGVAR(ld_shlibs, $1)=no
-	    ;;
-        esac
-        ;;
-
-      vxworks*)
-        # FIXME: insert proper C++ library support
-        _LT_TAGVAR(ld_shlibs, $1)=no
-        ;;
-
-      *)
-        # FIXME: insert proper C++ library support
-        _LT_TAGVAR(ld_shlibs, $1)=no
-        ;;
-    esac
-
-    AC_MSG_RESULT([$_LT_TAGVAR(ld_shlibs, $1)])
-    test "$_LT_TAGVAR(ld_shlibs, $1)" = no && can_build_shared=no
-
-    _LT_TAGVAR(GCC, $1)="$GXX"
-    _LT_TAGVAR(LD, $1)="$LD"
-
-    ## CAVEAT EMPTOR:
-    ## There is no encapsulation within the following macros, do not change
-    ## the running order or otherwise move them around unless you know exactly
-    ## what you are doing...
-    _LT_SYS_HIDDEN_LIBDEPS($1)
-    _LT_COMPILER_PIC($1)
-    _LT_COMPILER_C_O($1)
-    _LT_COMPILER_FILE_LOCKS($1)
-    _LT_LINKER_SHLIBS($1)
-    _LT_SYS_DYNAMIC_LINKER($1)
-    _LT_LINKER_HARDCODE_LIBPATH($1)
-
-    _LT_CONFIG($1)
-  fi # test -n "$compiler"
-
-  CC=$lt_save_CC
-  CFLAGS=$lt_save_CFLAGS
-  LDCXX=$LD
-  LD=$lt_save_LD
-  GCC=$lt_save_GCC
-  with_gnu_ld=$lt_save_with_gnu_ld
-  lt_cv_path_LDCXX=$lt_cv_path_LD
-  lt_cv_path_LD=$lt_save_path_LD
-  lt_cv_prog_gnu_ldcxx=$lt_cv_prog_gnu_ld
-  lt_cv_prog_gnu_ld=$lt_save_with_gnu_ld
-fi # test "$_lt_caught_CXX_error" != yes
-
-AC_LANG_POP
-])# _LT_LANG_CXX_CONFIG
-
-
-# _LT_FUNC_STRIPNAME_CNF
-# ----------------------
-# func_stripname_cnf prefix suffix name
-# strip PREFIX and SUFFIX off of NAME.
-# PREFIX and SUFFIX must not contain globbing or regex special
-# characters, hashes, percent signs, but SUFFIX may contain a leading
-# dot (in which case that matches only a dot).
-#
-# This function is identical to the (non-XSI) version of func_stripname,
-# except this one can be used by m4 code that may be executed by configure,
-# rather than the libtool script.
-m4_defun([_LT_FUNC_STRIPNAME_CNF],[dnl
-AC_REQUIRE([_LT_DECL_SED])
-AC_REQUIRE([_LT_PROG_ECHO_BACKSLASH])
-func_stripname_cnf ()
-{
-  case ${2} in
-  .*) func_stripname_result=`$ECHO "${3}" | $SED "s%^${1}%%; s%\\\\${2}\$%%"`;;
-  *)  func_stripname_result=`$ECHO "${3}" | $SED "s%^${1}%%; s%${2}\$%%"`;;
-  esac
-} # func_stripname_cnf
-])# _LT_FUNC_STRIPNAME_CNF
-
-# _LT_SYS_HIDDEN_LIBDEPS([TAGNAME])
-# ---------------------------------
-# Figure out "hidden" library dependencies from verbose
-# compiler output when linking a shared library.
-# Parse the compiler output and extract the necessary
-# objects, libraries and library flags.
-m4_defun([_LT_SYS_HIDDEN_LIBDEPS],
-[m4_require([_LT_FILEUTILS_DEFAULTS])dnl
-AC_REQUIRE([_LT_FUNC_STRIPNAME_CNF])dnl
-# Dependencies to place before and after the object being linked:
-_LT_TAGVAR(predep_objects, $1)=
-_LT_TAGVAR(postdep_objects, $1)=
-_LT_TAGVAR(predeps, $1)=
-_LT_TAGVAR(postdeps, $1)=
-_LT_TAGVAR(compiler_lib_search_path, $1)=
-
-dnl we can't use the lt_simple_compile_test_code here,
-dnl because it contains code intended for an executable,
-dnl not a library.  It's possible we should let each
-dnl tag define a new lt_????_link_test_code variable,
-dnl but it's only used here...
-m4_if([$1], [], [cat > conftest.$ac_ext <<_LT_EOF
-int a;
-void foo (void) { a = 0; }
-_LT_EOF
-], [$1], [CXX], [cat > conftest.$ac_ext <<_LT_EOF
-class Foo
-{
-public:
-  Foo (void) { a = 0; }
-private:
-  int a;
-};
-_LT_EOF
-], [$1], [F77], [cat > conftest.$ac_ext <<_LT_EOF
-      subroutine foo
-      implicit none
-      integer*4 a
-      a=0
-      return
-      end
-_LT_EOF
-], [$1], [FC], [cat > conftest.$ac_ext <<_LT_EOF
-      subroutine foo
-      implicit none
-      integer a
-      a=0
-      return
-      end
-_LT_EOF
-], [$1], [GCJ], [cat > conftest.$ac_ext <<_LT_EOF
-public class foo {
-  private int a;
-  public void bar (void) {
-    a = 0;
-  }
-};
-_LT_EOF
-], [$1], [GO], [cat > conftest.$ac_ext <<_LT_EOF
-package foo
-func foo() {
-}
-_LT_EOF
-])
-
-_lt_libdeps_save_CFLAGS=$CFLAGS
-case "$CC $CFLAGS " in #(
-*\ -flto*\ *) CFLAGS="$CFLAGS -fno-lto" ;;
-*\ -fwhopr*\ *) CFLAGS="$CFLAGS -fno-whopr" ;;
-*\ -fuse-linker-plugin*\ *) CFLAGS="$CFLAGS -fno-use-linker-plugin" ;;
-esac
-
-dnl Parse the compiler output and extract the necessary
-dnl objects, libraries and library flags.
-if AC_TRY_EVAL(ac_compile); then
-  # Parse the compiler output and extract the necessary
-  # objects, libraries and library flags.
-
-  # Sentinel used to keep track of whether or not we are before
-  # the conftest object file.
-  pre_test_object_deps_done=no
-
-  for p in `eval "$output_verbose_link_cmd"`; do
-    case ${prev}${p} in
-
-    -L* | -R* | -l*)
-       # Some compilers place space between "-{L,R}" and the path.
-       # Remove the space.
-       if test $p = "-L" ||
-          test $p = "-R"; then
-	 prev=$p
-	 continue
-       fi
-
-       # Expand the sysroot to ease extracting the directories later.
-       if test -z "$prev"; then
-         case $p in
-         -L*) func_stripname_cnf '-L' '' "$p"; prev=-L; p=$func_stripname_result ;;
-         -R*) func_stripname_cnf '-R' '' "$p"; prev=-R; p=$func_stripname_result ;;
-         -l*) func_stripname_cnf '-l' '' "$p"; prev=-l; p=$func_stripname_result ;;
-         esac
-       fi
-       case $p in
-       =*) func_stripname_cnf '=' '' "$p"; p=$lt_sysroot$func_stripname_result ;;
-       esac
-       if test "$pre_test_object_deps_done" = no; then
-	 case ${prev} in
-	 -L | -R)
-	   # Internal compiler library paths should come after those
-	   # provided the user.  The postdeps already come after the
-	   # user supplied libs so there is no need to process them.
-	   if test -z "$_LT_TAGVAR(compiler_lib_search_path, $1)"; then
-	     _LT_TAGVAR(compiler_lib_search_path, $1)="${prev}${p}"
-	   else
-	     _LT_TAGVAR(compiler_lib_search_path, $1)="${_LT_TAGVAR(compiler_lib_search_path, $1)} ${prev}${p}"
-	   fi
-	   ;;
-	 # The "-l" case would never come before the object being
-	 # linked, so don't bother handling this case.
-	 esac
-       else
-	 if test -z "$_LT_TAGVAR(postdeps, $1)"; then
-	   _LT_TAGVAR(postdeps, $1)="${prev}${p}"
-	 else
-	   _LT_TAGVAR(postdeps, $1)="${_LT_TAGVAR(postdeps, $1)} ${prev}${p}"
-	 fi
-       fi
-       prev=
-       ;;
-
-    *.lto.$objext) ;; # Ignore GCC LTO objects
-    *.$objext)
-       # This assumes that the test object file only shows up
-       # once in the compiler output.
-       if test "$p" = "conftest.$objext"; then
-	 pre_test_object_deps_done=yes
-	 continue
-       fi
-
-       if test "$pre_test_object_deps_done" = no; then
-	 if test -z "$_LT_TAGVAR(predep_objects, $1)"; then
-	   _LT_TAGVAR(predep_objects, $1)="$p"
-	 else
-	   _LT_TAGVAR(predep_objects, $1)="$_LT_TAGVAR(predep_objects, $1) $p"
-	 fi
-       else
-	 if test -z "$_LT_TAGVAR(postdep_objects, $1)"; then
-	   _LT_TAGVAR(postdep_objects, $1)="$p"
-	 else
-	   _LT_TAGVAR(postdep_objects, $1)="$_LT_TAGVAR(postdep_objects, $1) $p"
-	 fi
-       fi
-       ;;
-
-    *) ;; # Ignore the rest.
-
-    esac
-  done
-
-  # Clean up.
-  rm -f a.out a.exe
-else
-  echo "libtool.m4: error: problem compiling $1 test program"
-fi
-
-$RM -f confest.$objext
-CFLAGS=$_lt_libdeps_save_CFLAGS
-
-# PORTME: override above test on systems where it is broken
-m4_if([$1], [CXX],
-[case $host_os in
-interix[[3-9]]*)
-  # Interix 3.5 installs completely hosed .la files for C++, so rather than
-  # hack all around it, let's just trust "g++" to DTRT.
-  _LT_TAGVAR(predep_objects,$1)=
-  _LT_TAGVAR(postdep_objects,$1)=
-  _LT_TAGVAR(postdeps,$1)=
-  ;;
-
-linux*)
-  case `$CC -V 2>&1 | sed 5q` in
-  *Sun\ C*)
-    # Sun C++ 5.9
-
-    # The more standards-conforming stlport4 library is
-    # incompatible with the Cstd library. Avoid specifying
-    # it if it's in CXXFLAGS. Ignore libCrun as
-    # -library=stlport4 depends on it.
-    case " $CXX $CXXFLAGS " in
-    *" -library=stlport4 "*)
-      solaris_use_stlport4=yes
-      ;;
-    esac
-
-    if test "$solaris_use_stlport4" != yes; then
-      _LT_TAGVAR(postdeps,$1)='-library=Cstd -library=Crun'
-    fi
-    ;;
-  esac
-  ;;
-
-solaris*)
-  case $cc_basename in
-  CC* | sunCC*)
-    # The more standards-conforming stlport4 library is
-    # incompatible with the Cstd library. Avoid specifying
-    # it if it's in CXXFLAGS. Ignore libCrun as
-    # -library=stlport4 depends on it.
-    case " $CXX $CXXFLAGS " in
-    *" -library=stlport4 "*)
-      solaris_use_stlport4=yes
-      ;;
-    esac
-
-    # Adding this requires a known-good setup of shared libraries for
-    # Sun compiler versions before 5.6, else PIC objects from an old
-    # archive will be linked into the output, leading to subtle bugs.
-    if test "$solaris_use_stlport4" != yes; then
-      _LT_TAGVAR(postdeps,$1)='-library=Cstd -library=Crun'
-    fi
-    ;;
-  esac
-  ;;
-esac
-])
-
-case " $_LT_TAGVAR(postdeps, $1) " in
-*" -lc "*) _LT_TAGVAR(archive_cmds_need_lc, $1)=no ;;
-esac
- _LT_TAGVAR(compiler_lib_search_dirs, $1)=
-if test -n "${_LT_TAGVAR(compiler_lib_search_path, $1)}"; then
- _LT_TAGVAR(compiler_lib_search_dirs, $1)=`echo " ${_LT_TAGVAR(compiler_lib_search_path, $1)}" | ${SED} -e 's! -L! !g' -e 's!^ !!'`
-fi
-_LT_TAGDECL([], [compiler_lib_search_dirs], [1],
-    [The directories searched by this compiler when creating a shared library])
-_LT_TAGDECL([], [predep_objects], [1],
-    [Dependencies to place before and after the objects being linked to
-    create a shared library])
-_LT_TAGDECL([], [postdep_objects], [1])
-_LT_TAGDECL([], [predeps], [1])
-_LT_TAGDECL([], [postdeps], [1])
-_LT_TAGDECL([], [compiler_lib_search_path], [1],
-    [The library search path used internally by the compiler when linking
-    a shared library])
-])# _LT_SYS_HIDDEN_LIBDEPS
-
-
-# _LT_LANG_F77_CONFIG([TAG])
-# --------------------------
-# Ensure that the configuration variables for a Fortran 77 compiler are
-# suitably defined.  These variables are subsequently used by _LT_CONFIG
-# to write the compiler configuration to `libtool'.
-m4_defun([_LT_LANG_F77_CONFIG],
-[AC_LANG_PUSH(Fortran 77)
-if test -z "$F77" || test "X$F77" = "Xno"; then
-  _lt_disable_F77=yes
-fi
-
-_LT_TAGVAR(archive_cmds_need_lc, $1)=no
-_LT_TAGVAR(allow_undefined_flag, $1)=
-_LT_TAGVAR(always_export_symbols, $1)=no
-_LT_TAGVAR(archive_expsym_cmds, $1)=
-_LT_TAGVAR(export_dynamic_flag_spec, $1)=
-_LT_TAGVAR(hardcode_direct, $1)=no
-_LT_TAGVAR(hardcode_direct_absolute, $1)=no
-_LT_TAGVAR(hardcode_libdir_flag_spec, $1)=
-_LT_TAGVAR(hardcode_libdir_separator, $1)=
-_LT_TAGVAR(hardcode_minus_L, $1)=no
-_LT_TAGVAR(hardcode_automatic, $1)=no
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-_LT_TAGVAR(archive_cmds_need_lc, $1)=no
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-  lt_NL2SP='tr \015\012 \040\040'
-  ;;
- *) # EBCDIC based system
-  lt_SP2NL='tr \100 \n'
-  lt_NL2SP='tr \r\n \100\100'
-  ;;
-esac
-_LT_DECL([SP2NL], [lt_SP2NL], [1], [turn spaces into newlines])dnl
-_LT_DECL([NL2SP], [lt_NL2SP], [1], [turn newlines into spaces])dnl
-])# _LT_CHECK_SHELL_FEATURES
-
-
-# _LT_PROG_FUNCTION_REPLACE (FUNCNAME, REPLACEMENT-BODY)
-# ------------------------------------------------------
-# In `$cfgfile', look for function FUNCNAME delimited by `^FUNCNAME ()$' and
-# '^} FUNCNAME ', and replace its body with REPLACEMENT-BODY.
-m4_defun([_LT_PROG_FUNCTION_REPLACE],
-[dnl {
-sed -e '/^$1 ()$/,/^} # $1 /c\
-$1 ()\
-{\
-m4_bpatsubsts([$2], [$], [\\], [^\([	 ]\)], [\\\1])
-} # Extended-shell $1 implementation' "$cfgfile" > $cfgfile.tmp \
-  && mv -f "$cfgfile.tmp" "$cfgfile" \
-    || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-test 0 -eq $? || _lt_function_replace_fail=:
-])
-
-
-# _LT_PROG_REPLACE_SHELLFNS
-# -------------------------
-# Replace existing portable implementations of several shell functions with
-# equivalent extended shell implementations where those features are available..
-m4_defun([_LT_PROG_REPLACE_SHELLFNS],
-[if test x"$xsi_shell" = xyes; then
-  _LT_PROG_FUNCTION_REPLACE([func_dirname], [dnl
-    case ${1} in
-      */*) func_dirname_result="${1%/*}${2}" ;;
-      *  ) func_dirname_result="${3}" ;;
-    esac])
-
-  _LT_PROG_FUNCTION_REPLACE([func_basename], [dnl
-    func_basename_result="${1##*/}"])
-
-  _LT_PROG_FUNCTION_REPLACE([func_dirname_and_basename], [dnl
-    case ${1} in
-      */*) func_dirname_result="${1%/*}${2}" ;;
-      *  ) func_dirname_result="${3}" ;;
-    esac
-    func_basename_result="${1##*/}"])
-
-  _LT_PROG_FUNCTION_REPLACE([func_stripname], [dnl
-    # pdksh 5.2.14 does not do ${X%$Y} correctly if both X and Y are
-    # positional parameters, so assign one to ordinary parameter first.
-    func_stripname_result=${3}
-    func_stripname_result=${func_stripname_result#"${1}"}
-    func_stripname_result=${func_stripname_result%"${2}"}])
-
-  _LT_PROG_FUNCTION_REPLACE([func_split_long_opt], [dnl
-    func_split_long_opt_name=${1%%=*}
-    func_split_long_opt_arg=${1#*=}])
-
-  _LT_PROG_FUNCTION_REPLACE([func_split_short_opt], [dnl
-    func_split_short_opt_arg=${1#??}
-    func_split_short_opt_name=${1%"$func_split_short_opt_arg"}])
-
-  _LT_PROG_FUNCTION_REPLACE([func_lo2o], [dnl
-    case ${1} in
-      *.lo) func_lo2o_result=${1%.lo}.${objext} ;;
-      *)    func_lo2o_result=${1} ;;
-    esac])
-
-  _LT_PROG_FUNCTION_REPLACE([func_xform], [    func_xform_result=${1%.*}.lo])
-
-  _LT_PROG_FUNCTION_REPLACE([func_arith], [    func_arith_result=$(( $[*] ))])
-
-  _LT_PROG_FUNCTION_REPLACE([func_len], [    func_len_result=${#1}])
-fi
-
-if test x"$lt_shell_append" = xyes; then
-  _LT_PROG_FUNCTION_REPLACE([func_append], [    eval "${1}+=\\${2}"])
-
-  _LT_PROG_FUNCTION_REPLACE([func_append_quoted], [dnl
-    func_quote_for_eval "${2}"
-dnl m4 expansion turns \\\\ into \\, and then the shell eval turns that into \
-    eval "${1}+=\\\\ \\$func_quote_for_eval_result"])
-
-  # Save a `func_append' function call where possible by direct use of '+='
-  sed -e 's%func_append \([[a-zA-Z_]]\{1,\}\) "%\1+="%g' $cfgfile > $cfgfile.tmp \
-    && mv -f "$cfgfile.tmp" "$cfgfile" \
-      || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-  test 0 -eq $? || _lt_function_replace_fail=:
-else
-  # Save a `func_append' function call even when '+=' is not available
-  sed -e 's%func_append \([[a-zA-Z_]]\{1,\}\) "%\1="$\1%g' $cfgfile > $cfgfile.tmp \
-    && mv -f "$cfgfile.tmp" "$cfgfile" \
-      || (rm -f "$cfgfile" && cp "$cfgfile.tmp" "$cfgfile" && rm -f "$cfgfile.tmp")
-  test 0 -eq $? || _lt_function_replace_fail=:
-fi
-
-if test x"$_lt_function_replace_fail" = x":"; then
-  AC_MSG_WARN([Unable to substitute extended shell functions in $ofile])
-fi
-])
-
-# _LT_PATH_CONVERSION_FUNCTIONS
-# -----------------------------
-# Determine which file name conversion functions should be used by
-# func_to_host_file (and, implicitly, by func_to_host_path).  These are needed
-# for certain cross-compile configurations and native mingw.
-m4_defun([_LT_PATH_CONVERSION_FUNCTIONS],
-[AC_REQUIRE([AC_CANONICAL_HOST])dnl
-AC_REQUIRE([AC_CANONICAL_BUILD])dnl
-AC_MSG_CHECKING([how to convert $build file names to $host format])
-AC_CACHE_VAL(lt_cv_to_host_file_cmd,
-[case $host in
-  *-*-mingw* )
-    case $build in
-      *-*-mingw* ) # actually msys
-        lt_cv_to_host_file_cmd=func_convert_file_msys_to_w32
-        ;;
-      *-*-cygwin* )
-        lt_cv_to_host_file_cmd=func_convert_file_cygwin_to_w32
-        ;;
-      * ) # otherwise, assume *nix
-        lt_cv_to_host_file_cmd=func_convert_file_nix_to_w32
-        ;;
-    esac
-    ;;
-  *-*-cygwin* )
-    case $build in
-      *-*-mingw* ) # actually msys
-        lt_cv_to_host_file_cmd=func_convert_file_msys_to_cygwin
-        ;;
-      *-*-cygwin* )
-        lt_cv_to_host_file_cmd=func_convert_file_noop
-        ;;
-      * ) # otherwise, assume *nix
-        lt_cv_to_host_file_cmd=func_convert_file_nix_to_cygwin
-        ;;
-    esac
-    ;;
-  * ) # unhandled hosts (and "normal" native builds)
-    lt_cv_to_host_file_cmd=func_convert_file_noop
-    ;;
-esac
-])
-to_host_file_cmd=$lt_cv_to_host_file_cmd
-AC_MSG_RESULT([$lt_cv_to_host_file_cmd])
-_LT_DECL([to_host_file_cmd], [lt_cv_to_host_file_cmd],
-         [0], [convert $build file names to $host format])dnl
-
-AC_MSG_CHECKING([how to convert $build file names to toolchain format])
-AC_CACHE_VAL(lt_cv_to_tool_file_cmd,
-[#assume ordinary cross tools, or native build.
-lt_cv_to_tool_file_cmd=func_convert_file_noop
-case $host in
-  *-*-mingw* )
-    case $build in
-      *-*-mingw* ) # actually msys
-        lt_cv_to_tool_file_cmd=func_convert_file_msys_to_w32
-        ;;
-    esac
-    ;;
-esac
-])
-to_tool_file_cmd=$lt_cv_to_tool_file_cmd
-AC_MSG_RESULT([$lt_cv_to_tool_file_cmd])
-_LT_DECL([to_tool_file_cmd], [lt_cv_to_tool_file_cmd],
-         [0], [convert $build files to toolchain format])dnl
-])# _LT_PATH_CONVERSION_FUNCTIONS
diff --git a/m4/ltoptions.m4 b/m4/ltoptions.m4
deleted file mode 100644
index 5d9acd8..0000000
--- a/m4/ltoptions.m4
+++ /dev/null
@@ -1,384 +0,0 @@
-# Helper functions for option handling.                    -*- Autoconf -*-
-#
-#   Copyright (C) 2004, 2005, 2007, 2008, 2009 Free Software Foundation,
-#   Inc.
-#   Written by Gary V. Vaughan, 2004
-#
-# This file is free software; the Free Software Foundation gives
-# unlimited permission to copy and/or distribute it, with or without
-# modifications, as long as this notice is preserved.
-
-# serial 7 ltoptions.m4
-
-# This is to help aclocal find these macros, as it can't see m4_define.
-AC_DEFUN([LTOPTIONS_VERSION], [m4_if([1])])
-
-
-# _LT_MANGLE_OPTION(MACRO-NAME, OPTION-NAME)
-# ------------------------------------------
-m4_define([_LT_MANGLE_OPTION],
-[[_LT_OPTION_]m4_bpatsubst($1__$2, [[^a-zA-Z0-9_]], [_])])
-
-
-# _LT_SET_OPTION(MACRO-NAME, OPTION-NAME)
-# ---------------------------------------
-# Set option OPTION-NAME for macro MACRO-NAME, and if there is a
-# matching handler defined, dispatch to it.  Other OPTION-NAMEs are
-# saved as a flag.
-m4_define([_LT_SET_OPTION],
-[m4_define(_LT_MANGLE_OPTION([$1], [$2]))dnl
-m4_ifdef(_LT_MANGLE_DEFUN([$1], [$2]),
-        _LT_MANGLE_DEFUN([$1], [$2]),
-    [m4_warning([Unknown $1 option `$2'])])[]dnl
-])
-
-
-# _LT_IF_OPTION(MACRO-NAME, OPTION-NAME, IF-SET, [IF-NOT-SET])
-# ------------------------------------------------------------
-# Execute IF-SET if OPTION is set, IF-NOT-SET otherwise.
-m4_define([_LT_IF_OPTION],
-[m4_ifdef(_LT_MANGLE_OPTION([$1], [$2]), [$3], [$4])])
-
-
-# _LT_UNLESS_OPTIONS(MACRO-NAME, OPTION-LIST, IF-NOT-SET)
-# -------------------------------------------------------
-# Execute IF-NOT-SET unless all options in OPTION-LIST for MACRO-NAME
-# are set.
-m4_define([_LT_UNLESS_OPTIONS],
-[m4_foreach([_LT_Option], m4_split(m4_normalize([$2])),
-	    [m4_ifdef(_LT_MANGLE_OPTION([$1], _LT_Option),
-		      [m4_define([$0_found])])])[]dnl
-m4_ifdef([$0_found], [m4_undefine([$0_found])], [$3
-])[]dnl
-])
-
-
-# _LT_SET_OPTIONS(MACRO-NAME, OPTION-LIST)
-# ----------------------------------------
-# OPTION-LIST is a space-separated list of Libtool options associated
-# with MACRO-NAME.  If any OPTION has a matching handler declared with
-# LT_OPTION_DEFINE, dispatch to that macro; otherwise complain about
-# the unknown option and exit.
-m4_defun([_LT_SET_OPTIONS],
-[# Set options
-m4_foreach([_LT_Option], m4_split(m4_normalize([$2])),
-    [_LT_SET_OPTION([$1], _LT_Option)])
-
-m4_if([$1],[LT_INIT],[
-  dnl
-  dnl Simply set some default values (i.e off) if boolean options were not
-  dnl specified:
-  _LT_UNLESS_OPTIONS([LT_INIT], [dlopen], [enable_dlopen=no
-  ])
-  _LT_UNLESS_OPTIONS([LT_INIT], [win32-dll], [enable_win32_dll=no
-  ])
-  dnl
-  dnl If no reference was made to various pairs of opposing options, then
-  dnl we run the default mode handler for the pair.  For example, if neither
-  dnl `shared' nor `disable-shared' was passed, we enable building of shared
-  dnl archives by default:
-  _LT_UNLESS_OPTIONS([LT_INIT], [shared disable-shared], [_LT_ENABLE_SHARED])
-  _LT_UNLESS_OPTIONS([LT_INIT], [static disable-static], [_LT_ENABLE_STATIC])
-  _LT_UNLESS_OPTIONS([LT_INIT], [pic-only no-pic], [_LT_WITH_PIC])
-  _LT_UNLESS_OPTIONS([LT_INIT], [fast-install disable-fast-install],
-  		   [_LT_ENABLE_FAST_INSTALL])
-  ])
-])# _LT_SET_OPTIONS
-
-
-## --------------------------------- ##
-## Macros to handle LT_INIT options. ##
-## --------------------------------- ##
-
-# _LT_MANGLE_DEFUN(MACRO-NAME, OPTION-NAME)
-# -----------------------------------------
-m4_define([_LT_MANGLE_DEFUN],
-[[_LT_OPTION_DEFUN_]m4_bpatsubst(m4_toupper([$1__$2]), [[^A-Z0-9_]], [_])])
-
-
-# LT_OPTION_DEFINE(MACRO-NAME, OPTION-NAME, CODE)
-# -----------------------------------------------
-m4_define([LT_OPTION_DEFINE],
-[m4_define(_LT_MANGLE_DEFUN([$1], [$2]), [$3])[]dnl
-])# LT_OPTION_DEFINE
-
-
-# dlopen
-# ------
-LT_OPTION_DEFINE([LT_INIT], [dlopen], [enable_dlopen=yes
-])
-
-AU_DEFUN([AC_LIBTOOL_DLOPEN],
-[_LT_SET_OPTION([LT_INIT], [dlopen])
-AC_DIAGNOSE([obsolete],
-[$0: Remove this warning and the call to _LT_SET_OPTION when you
-put the `dlopen' option into LT_INIT's first parameter.])
-])
-
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_LIBTOOL_DLOPEN], [])
-
-
-# win32-dll
-# ---------
-# Declare package support for building win32 dll's.
-LT_OPTION_DEFINE([LT_INIT], [win32-dll],
-[enable_win32_dll=yes
-
-case $host in
-*-*-cygwin* | *-*-mingw* | *-*-pw32* | *-*-cegcc*)
-  AC_CHECK_TOOL(AS, as, false)
-  AC_CHECK_TOOL(DLLTOOL, dlltool, false)
-  AC_CHECK_TOOL(OBJDUMP, objdump, false)
-  ;;
-esac
-
-test -z "$AS" && AS=as
-_LT_DECL([], [AS],      [1], [Assembler program])dnl
-
-test -z "$DLLTOOL" && DLLTOOL=dlltool
-_LT_DECL([], [DLLTOOL], [1], [DLL creation program])dnl
-
-test -z "$OBJDUMP" && OBJDUMP=objdump
-_LT_DECL([], [OBJDUMP], [1], [Object dumper program])dnl
-])# win32-dll
-
-AU_DEFUN([AC_LIBTOOL_WIN32_DLL],
-[AC_REQUIRE([AC_CANONICAL_HOST])dnl
-_LT_SET_OPTION([LT_INIT], [win32-dll])
-AC_DIAGNOSE([obsolete],
-[$0: Remove this warning and the call to _LT_SET_OPTION when you
-put the `win32-dll' option into LT_INIT's first parameter.])
-])
-
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_LIBTOOL_WIN32_DLL], [])
-
-
-# _LT_ENABLE_SHARED([DEFAULT])
-# ----------------------------
-# implement the --enable-shared flag, and supports the `shared' and
-# `disable-shared' LT_INIT options.
-# DEFAULT is either `yes' or `no'.  If omitted, it defaults to `yes'.
-m4_define([_LT_ENABLE_SHARED],
-[m4_define([_LT_ENABLE_SHARED_DEFAULT], [m4_if($1, no, no, yes)])dnl
-AC_ARG_ENABLE([shared],
-    [AS_HELP_STRING([--enable-shared@<:@=PKGS@:>@],
-	[build shared libraries @<:@default=]_LT_ENABLE_SHARED_DEFAULT[@:>@])],
-    [p=${PACKAGE-default}
-    case $enableval in
-    yes) enable_shared=yes ;;
-    no) enable_shared=no ;;
-    *)
-      enable_shared=no
-      # Look at the argument we got.  We use all the common list separators.
-      lt_save_ifs="$IFS"; IFS="${IFS}$PATH_SEPARATOR,"
-      for pkg in $enableval; do
-	IFS="$lt_save_ifs"
-	if test "X$pkg" = "X$p"; then
-	  enable_shared=yes
-	fi
-      done
-      IFS="$lt_save_ifs"
-      ;;
-    esac],
-    [enable_shared=]_LT_ENABLE_SHARED_DEFAULT)
-
-    _LT_DECL([build_libtool_libs], [enable_shared], [0],
-	[Whether or not to build shared libraries])
-])# _LT_ENABLE_SHARED
-
-LT_OPTION_DEFINE([LT_INIT], [shared], [_LT_ENABLE_SHARED([yes])])
-LT_OPTION_DEFINE([LT_INIT], [disable-shared], [_LT_ENABLE_SHARED([no])])
-
-# Old names:
-AC_DEFUN([AC_ENABLE_SHARED],
-[_LT_SET_OPTION([LT_INIT], m4_if([$1], [no], [disable-])[shared])
-])
-
-AC_DEFUN([AC_DISABLE_SHARED],
-[_LT_SET_OPTION([LT_INIT], [disable-shared])
-])
-
-AU_DEFUN([AM_ENABLE_SHARED], [AC_ENABLE_SHARED($@)])
-AU_DEFUN([AM_DISABLE_SHARED], [AC_DISABLE_SHARED($@)])
-
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AM_ENABLE_SHARED], [])
-dnl AC_DEFUN([AM_DISABLE_SHARED], [])
-
-
-
-# _LT_ENABLE_STATIC([DEFAULT])
-# ----------------------------
-# implement the --enable-static flag, and support the `static' and
-# `disable-static' LT_INIT options.
-# DEFAULT is either `yes' or `no'.  If omitted, it defaults to `yes'.
-m4_define([_LT_ENABLE_STATIC],
-[m4_define([_LT_ENABLE_STATIC_DEFAULT], [m4_if($1, no, no, yes)])dnl
-AC_ARG_ENABLE([static],
-    [AS_HELP_STRING([--enable-static@<:@=PKGS@:>@],
-	[build static libraries @<:@default=]_LT_ENABLE_STATIC_DEFAULT[@:>@])],
-    [p=${PACKAGE-default}
-    case $enableval in
-    yes) enable_static=yes ;;
-    no) enable_static=no ;;
-    *)
-     enable_static=no
-      # Look at the argument we got.  We use all the common list separators.
-      lt_save_ifs="$IFS"; IFS="${IFS}$PATH_SEPARATOR,"
-      for pkg in $enableval; do
-	IFS="$lt_save_ifs"
-	if test "X$pkg" = "X$p"; then
-	  enable_static=yes
-	fi
-      done
-      IFS="$lt_save_ifs"
-      ;;
-    esac],
-    [enable_static=]_LT_ENABLE_STATIC_DEFAULT)
-
-    _LT_DECL([build_old_libs], [enable_static], [0],
-	[Whether or not to build static libraries])
-])# _LT_ENABLE_STATIC
-
-LT_OPTION_DEFINE([LT_INIT], [static], [_LT_ENABLE_STATIC([yes])])
-LT_OPTION_DEFINE([LT_INIT], [disable-static], [_LT_ENABLE_STATIC([no])])
-
-# Old names:
-AC_DEFUN([AC_ENABLE_STATIC],
-[_LT_SET_OPTION([LT_INIT], m4_if([$1], [no], [disable-])[static])
-])
-
-AC_DEFUN([AC_DISABLE_STATIC],
-[_LT_SET_OPTION([LT_INIT], [disable-static])
-])
-
-AU_DEFUN([AM_ENABLE_STATIC], [AC_ENABLE_STATIC($@)])
-AU_DEFUN([AM_DISABLE_STATIC], [AC_DISABLE_STATIC($@)])
-
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AM_ENABLE_STATIC], [])
-dnl AC_DEFUN([AM_DISABLE_STATIC], [])
-
-
-
-# _LT_ENABLE_FAST_INSTALL([DEFAULT])
-# ----------------------------------
-# implement the --enable-fast-install flag, and support the `fast-install'
-# and `disable-fast-install' LT_INIT options.
-# DEFAULT is either `yes' or `no'.  If omitted, it defaults to `yes'.
-m4_define([_LT_ENABLE_FAST_INSTALL],
-[m4_define([_LT_ENABLE_FAST_INSTALL_DEFAULT], [m4_if($1, no, no, yes)])dnl
-AC_ARG_ENABLE([fast-install],
-    [AS_HELP_STRING([--enable-fast-install@<:@=PKGS@:>@],
-    [optimize for fast installation @<:@default=]_LT_ENABLE_FAST_INSTALL_DEFAULT[@:>@])],
-    [p=${PACKAGE-default}
-    case $enableval in
-    yes) enable_fast_install=yes ;;
-    no) enable_fast_install=no ;;
-    *)
-      enable_fast_install=no
-      # Look at the argument we got.  We use all the common list separators.
-      lt_save_ifs="$IFS"; IFS="${IFS}$PATH_SEPARATOR,"
-      for pkg in $enableval; do
-	IFS="$lt_save_ifs"
-	if test "X$pkg" = "X$p"; then
-	  enable_fast_install=yes
-	fi
-      done
-      IFS="$lt_save_ifs"
-      ;;
-    esac],
-    [enable_fast_install=]_LT_ENABLE_FAST_INSTALL_DEFAULT)
-
-_LT_DECL([fast_install], [enable_fast_install], [0],
-	 [Whether or not to optimize for fast installation])dnl
-])# _LT_ENABLE_FAST_INSTALL
-
-LT_OPTION_DEFINE([LT_INIT], [fast-install], [_LT_ENABLE_FAST_INSTALL([yes])])
-LT_OPTION_DEFINE([LT_INIT], [disable-fast-install], [_LT_ENABLE_FAST_INSTALL([no])])
-
-# Old names:
-AU_DEFUN([AC_ENABLE_FAST_INSTALL],
-[_LT_SET_OPTION([LT_INIT], m4_if([$1], [no], [disable-])[fast-install])
-AC_DIAGNOSE([obsolete],
-[$0: Remove this warning and the call to _LT_SET_OPTION when you put
-the `fast-install' option into LT_INIT's first parameter.])
-])
-
-AU_DEFUN([AC_DISABLE_FAST_INSTALL],
-[_LT_SET_OPTION([LT_INIT], [disable-fast-install])
-AC_DIAGNOSE([obsolete],
-[$0: Remove this warning and the call to _LT_SET_OPTION when you put
-the `disable-fast-install' option into LT_INIT's first parameter.])
-])
-
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_ENABLE_FAST_INSTALL], [])
-dnl AC_DEFUN([AM_DISABLE_FAST_INSTALL], [])
-
-
-# _LT_WITH_PIC([MODE])
-# --------------------
-# implement the --with-pic flag, and support the `pic-only' and `no-pic'
-# LT_INIT options.
-# MODE is either `yes' or `no'.  If omitted, it defaults to `both'.
-m4_define([_LT_WITH_PIC],
-[AC_ARG_WITH([pic],
-    [AS_HELP_STRING([--with-pic@<:@=PKGS@:>@],
-	[try to use only PIC/non-PIC objects @<:@default=use both@:>@])],
-    [lt_p=${PACKAGE-default}
-    case $withval in
-    yes|no) pic_mode=$withval ;;
-    *)
-      pic_mode=default
-      # Look at the argument we got.  We use all the common list separators.
-      lt_save_ifs="$IFS"; IFS="${IFS}$PATH_SEPARATOR,"
-      for lt_pkg in $withval; do
-	IFS="$lt_save_ifs"
-	if test "X$lt_pkg" = "X$lt_p"; then
-	  pic_mode=yes
-	fi
-      done
-      IFS="$lt_save_ifs"
-      ;;
-    esac],
-    [pic_mode=default])
-
-test -z "$pic_mode" && pic_mode=m4_default([$1], [default])
-
-_LT_DECL([], [pic_mode], [0], [What type of objects to build])dnl
-])# _LT_WITH_PIC
-
-LT_OPTION_DEFINE([LT_INIT], [pic-only], [_LT_WITH_PIC([yes])])
-LT_OPTION_DEFINE([LT_INIT], [no-pic], [_LT_WITH_PIC([no])])
-
-# Old name:
-AU_DEFUN([AC_LIBTOOL_PICMODE],
-[_LT_SET_OPTION([LT_INIT], [pic-only])
-AC_DIAGNOSE([obsolete],
-[$0: Remove this warning and the call to _LT_SET_OPTION when you
-put the `pic-only' option into LT_INIT's first parameter.])
-])
-
-dnl aclocal-1.4 backwards compatibility:
-dnl AC_DEFUN([AC_LIBTOOL_PICMODE], [])
-
-## ----------------- ##
-## LTDL_INIT Options ##
-## ----------------- ##
-
-m4_define([_LTDL_MODE], [])
-LT_OPTION_DEFINE([LTDL_INIT], [nonrecursive],
-		 [m4_define([_LTDL_MODE], [nonrecursive])])
-LT_OPTION_DEFINE([LTDL_INIT], [recursive],
-		 [m4_define([_LTDL_MODE], [recursive])])
-LT_OPTION_DEFINE([LTDL_INIT], [subproject],
-		 [m4_define([_LTDL_MODE], [subproject])])
-
-m4_define([_LTDL_TYPE], [])
-LT_OPTION_DEFINE([LTDL_INIT], [installable],
-		 [m4_define([_LTDL_TYPE], [installable])])
-LT_OPTION_DEFINE([LTDL_INIT], [convenience],
-		 [m4_define([_LTDL_TYPE], [convenience])])
diff --git a/m4/ltversion.m4 b/m4/ltversion.m4
deleted file mode 100644
index 07a8602..0000000
--- a/m4/ltversion.m4
+++ /dev/null
@@ -1,23 +0,0 @@
-# ltversion.m4 -- version numbers			-*- Autoconf -*-
-#
-#   Copyright (C) 2004 Free Software Foundation, Inc.
-#   Written by Scott James Remnant, 2004
-#
-# This file is free software; the Free Software Foundation gives
-# unlimited permission to copy and/or distribute it, with or without
-# modifications, as long as this notice is preserved.
-
-# @configure_input@
-
-# serial 3337 ltversion.m4
-# This file is part of GNU Libtool
-
-m4_define([LT_PACKAGE_VERSION], [2.4.2])
-m4_define([LT_PACKAGE_REVISION], [1.3337])
-
-AC_DEFUN([LTVERSION_VERSION],
-[macro_version='2.4.2'
-macro_revision='1.3337'
-_LT_DECL(, macro_version, 0, [Which release of libtool.m4 was used?])
-_LT_DECL(, macro_revision, 0)
-])
diff --git a/m4/lt~obsolete.m4 b/m4/lt~obsolete.m4
deleted file mode 100644
index c573da9..0000000
--- a/m4/lt~obsolete.m4
+++ /dev/null
@@ -1,98 +0,0 @@
-# lt~obsolete.m4 -- aclocal satisfying obsolete definitions.    -*-Autoconf-*-
-#
-#   Copyright (C) 2004, 2005, 2007, 2009 Free Software Foundation, Inc.
-#   Written by Scott James Remnant, 2004.
-#
-# This file is free software; the Free Software Foundation gives
-# unlimited permission to copy and/or distribute it, with or without
-# modifications, as long as this notice is preserved.
-
-# serial 5 lt~obsolete.m4
-
-# These exist entirely to fool aclocal when bootstrapping libtool.
-#
-# In the past libtool.m4 has provided macros via AC_DEFUN (or AU_DEFUN)
-# which have later been changed to m4_define as they aren't part of the
-# exported API, or moved to Autoconf or Automake where they belong.
-#
-# The trouble is, aclocal is a bit thick.  It'll see the old AC_DEFUN
-# in /usr/share/aclocal/libtool.m4 and remember it, then when it sees us
-# using a macro with the same name in our local m4/libtool.m4 it'll
-# pull the old libtool.m4 in (it doesn't see our shiny new m4_define
-# and doesn't know about Autoconf macros at all.)
-#
-# So we provide this file, which has a silly filename so it's always
-# included after everything else.  This provides aclocal with the
-# AC_DEFUNs it wants, but when m4 processes it, it doesn't do anything
-# because those macros already exist, or will be overwritten later.
-# We use AC_DEFUN over AU_DEFUN for compatibility with aclocal-1.6. 
-#
-# Anytime we withdraw an AC_DEFUN or AU_DEFUN, remember to add it here.
-# Yes, that means every name once taken will need to remain here until
-# we give up compatibility with versions before 1.7, at which point
-# we need to keep only those names which we still refer to.
-
-# This is to help aclocal find these macros, as it can't see m4_define.
-AC_DEFUN([LTOBSOLETE_VERSION], [m4_if([1])])
-
-m4_ifndef([AC_LIBTOOL_LINKER_OPTION],	[AC_DEFUN([AC_LIBTOOL_LINKER_OPTION])])
-m4_ifndef([AC_PROG_EGREP],		[AC_DEFUN([AC_PROG_EGREP])])
-m4_ifndef([_LT_AC_PROG_ECHO_BACKSLASH],	[AC_DEFUN([_LT_AC_PROG_ECHO_BACKSLASH])])
-m4_ifndef([_LT_AC_SHELL_INIT],		[AC_DEFUN([_LT_AC_SHELL_INIT])])
-m4_ifndef([_LT_AC_SYS_LIBPATH_AIX],	[AC_DEFUN([_LT_AC_SYS_LIBPATH_AIX])])
-m4_ifndef([_LT_PROG_LTMAIN],		[AC_DEFUN([_LT_PROG_LTMAIN])])
-m4_ifndef([_LT_AC_TAGVAR],		[AC_DEFUN([_LT_AC_TAGVAR])])
-m4_ifndef([AC_LTDL_ENABLE_INSTALL],	[AC_DEFUN([AC_LTDL_ENABLE_INSTALL])])
-m4_ifndef([AC_LTDL_PREOPEN],		[AC_DEFUN([AC_LTDL_PREOPEN])])
-m4_ifndef([_LT_AC_SYS_COMPILER],	[AC_DEFUN([_LT_AC_SYS_COMPILER])])
-m4_ifndef([_LT_AC_LOCK],		[AC_DEFUN([_LT_AC_LOCK])])
-m4_ifndef([AC_LIBTOOL_SYS_OLD_ARCHIVE],	[AC_DEFUN([AC_LIBTOOL_SYS_OLD_ARCHIVE])])
-m4_ifndef([_LT_AC_TRY_DLOPEN_SELF],	[AC_DEFUN([_LT_AC_TRY_DLOPEN_SELF])])
-m4_ifndef([AC_LIBTOOL_PROG_CC_C_O],	[AC_DEFUN([AC_LIBTOOL_PROG_CC_C_O])])
-m4_ifndef([AC_LIBTOOL_SYS_HARD_LINK_LOCKS], [AC_DEFUN([AC_LIBTOOL_SYS_HARD_LINK_LOCKS])])
-m4_ifndef([AC_LIBTOOL_OBJDIR],		[AC_DEFUN([AC_LIBTOOL_OBJDIR])])
-m4_ifndef([AC_LTDL_OBJDIR],		[AC_DEFUN([AC_LTDL_OBJDIR])])
-m4_ifndef([AC_LIBTOOL_PROG_LD_HARDCODE_LIBPATH], [AC_DEFUN([AC_LIBTOOL_PROG_LD_HARDCODE_LIBPATH])])
-m4_ifndef([AC_LIBTOOL_SYS_LIB_STRIP],	[AC_DEFUN([AC_LIBTOOL_SYS_LIB_STRIP])])
-m4_ifndef([AC_PATH_MAGIC],		[AC_DEFUN([AC_PATH_MAGIC])])
-m4_ifndef([AC_PROG_LD_GNU],		[AC_DEFUN([AC_PROG_LD_GNU])])
-m4_ifndef([AC_PROG_LD_RELOAD_FLAG],	[AC_DEFUN([AC_PROG_LD_RELOAD_FLAG])])
-m4_ifndef([AC_DEPLIBS_CHECK_METHOD],	[AC_DEFUN([AC_DEPLIBS_CHECK_METHOD])])
-m4_ifndef([AC_LIBTOOL_PROG_COMPILER_NO_RTTI], [AC_DEFUN([AC_LIBTOOL_PROG_COMPILER_NO_RTTI])])
-m4_ifndef([AC_LIBTOOL_SYS_GLOBAL_SYMBOL_PIPE], [AC_DEFUN([AC_LIBTOOL_SYS_GLOBAL_SYMBOL_PIPE])])
-m4_ifndef([AC_LIBTOOL_PROG_COMPILER_PIC], [AC_DEFUN([AC_LIBTOOL_PROG_COMPILER_PIC])])
-m4_ifndef([AC_LIBTOOL_PROG_LD_SHLIBS],	[AC_DEFUN([AC_LIBTOOL_PROG_LD_SHLIBS])])
-m4_ifndef([AC_LIBTOOL_POSTDEP_PREDEP],	[AC_DEFUN([AC_LIBTOOL_POSTDEP_PREDEP])])
-m4_ifndef([LT_AC_PROG_EGREP],		[AC_DEFUN([LT_AC_PROG_EGREP])])
-m4_ifndef([LT_AC_PROG_SED],		[AC_DEFUN([LT_AC_PROG_SED])])
-m4_ifndef([_LT_CC_BASENAME],		[AC_DEFUN([_LT_CC_BASENAME])])
-m4_ifndef([_LT_COMPILER_BOILERPLATE],	[AC_DEFUN([_LT_COMPILER_BOILERPLATE])])
-m4_ifndef([_LT_LINKER_BOILERPLATE],	[AC_DEFUN([_LT_LINKER_BOILERPLATE])])
-m4_ifndef([_AC_PROG_LIBTOOL],		[AC_DEFUN([_AC_PROG_LIBTOOL])])
-m4_ifndef([AC_LIBTOOL_SETUP],		[AC_DEFUN([AC_LIBTOOL_SETUP])])
-m4_ifndef([_LT_AC_CHECK_DLFCN],		[AC_DEFUN([_LT_AC_CHECK_DLFCN])])
-m4_ifndef([AC_LIBTOOL_SYS_DYNAMIC_LINKER],	[AC_DEFUN([AC_LIBTOOL_SYS_DYNAMIC_LINKER])])
-m4_ifndef([_LT_AC_TAGCONFIG],		[AC_DEFUN([_LT_AC_TAGCONFIG])])
-m4_ifndef([AC_DISABLE_FAST_INSTALL],	[AC_DEFUN([AC_DISABLE_FAST_INSTALL])])
-m4_ifndef([_LT_AC_LANG_CXX],		[AC_DEFUN([_LT_AC_LANG_CXX])])
-m4_ifndef([_LT_AC_LANG_F77],		[AC_DEFUN([_LT_AC_LANG_F77])])
-m4_ifndef([_LT_AC_LANG_GCJ],		[AC_DEFUN([_LT_AC_LANG_GCJ])])
-m4_ifndef([AC_LIBTOOL_LANG_C_CONFIG],	[AC_DEFUN([AC_LIBTOOL_LANG_C_CONFIG])])
-m4_ifndef([_LT_AC_LANG_C_CONFIG],	[AC_DEFUN([_LT_AC_LANG_C_CONFIG])])
-m4_ifndef([AC_LIBTOOL_LANG_CXX_CONFIG],	[AC_DEFUN([AC_LIBTOOL_LANG_CXX_CONFIG])])
-m4_ifndef([_LT_AC_LANG_CXX_CONFIG],	[AC_DEFUN([_LT_AC_LANG_CXX_CONFIG])])
-m4_ifndef([AC_LIBTOOL_LANG_F77_CONFIG],	[AC_DEFUN([AC_LIBTOOL_LANG_F77_CONFIG])])
-m4_ifndef([_LT_AC_LANG_F77_CONFIG],	[AC_DEFUN([_LT_AC_LANG_F77_CONFIG])])
-m4_ifndef([AC_LIBTOOL_LANG_GCJ_CONFIG],	[AC_DEFUN([AC_LIBTOOL_LANG_GCJ_CONFIG])])
-m4_ifndef([_LT_AC_LANG_GCJ_CONFIG],	[AC_DEFUN([_LT_AC_LANG_GCJ_CONFIG])])
-m4_ifndef([AC_LIBTOOL_LANG_RC_CONFIG],	[AC_DEFUN([AC_LIBTOOL_LANG_RC_CONFIG])])
-m4_ifndef([_LT_AC_LANG_RC_CONFIG],	[AC_DEFUN([_LT_AC_LANG_RC_CONFIG])])
-m4_ifndef([AC_LIBTOOL_CONFIG],		[AC_DEFUN([AC_LIBTOOL_CONFIG])])
-m4_ifndef([_LT_AC_FILE_LTDLL_C],	[AC_DEFUN([_LT_AC_FILE_LTDLL_C])])
-m4_ifndef([_LT_REQUIRED_DARWIN_CHECKS],	[AC_DEFUN([_LT_REQUIRED_DARWIN_CHECKS])])
-m4_ifndef([_LT_AC_PROG_CXXCPP],		[AC_DEFUN([_LT_AC_PROG_CXXCPP])])
-m4_ifndef([_LT_PREPARE_SED_QUOTE_VARS],	[AC_DEFUN([_LT_PREPARE_SED_QUOTE_VARS])])
-m4_ifndef([_LT_PROG_ECHO_BACKSLASH],	[AC_DEFUN([_LT_PROG_ECHO_BACKSLASH])])
-m4_ifndef([_LT_PROG_F77],		[AC_DEFUN([_LT_PROG_F77])])
-m4_ifndef([_LT_PROG_FC],		[AC_DEFUN([_LT_PROG_FC])])
-m4_ifndef([_LT_PROG_CXX],		[AC_DEFUN([_LT_PROG_CXX])])
diff --git a/missing b/missing
deleted file mode 100755
index 86a8fc3..0000000
--- a/missing
+++ /dev/null
@@ -1,331 +0,0 @@
-#! /bin/sh
-# Common stub for a few missing GNU programs while installing.
-
-scriptversion=2012-01-06.13; # UTC
-
-# Copyright (C) 1996, 1997, 1999, 2000, 2002, 2003, 2004, 2005, 2006,
-# 2008, 2009, 2010, 2011, 2012 Free Software Foundation, Inc.
-# Originally by Fran,cois Pinard <pinard at iro.umontreal.ca>, 1996.
-
-# This program is free software; you can redistribute it and/or modify
-# it under the terms of the GNU General Public License as published by
-# the Free Software Foundation; either version 2, or (at your option)
-# any later version.
-
-# This program is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY; without even the implied warranty of
-# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
-# GNU General Public License for more details.
-
-# You should have received a copy of the GNU General Public License
-# along with this program.  If not, see <http://www.gnu.org/licenses/>.
-
-# As a special exception to the GNU General Public License, if you
-# distribute this file as part of a program that contains a
-# configuration script generated by Autoconf, you may include it under
-# the same distribution terms that you use for the rest of that program.
-
-if test $# -eq 0; then
-  echo 1>&2 "Try \`$0 --help' for more information"
-  exit 1
-fi
-
-run=:
-sed_output='s/.* --output[ =]\([^ ]*\).*/\1/p'
-sed_minuso='s/.* -o \([^ ]*\).*/\1/p'
-
-# In the cases where this matters, `missing' is being run in the
-# srcdir already.
-if test -f configure.ac; then
-  configure_ac=configure.ac
-else
-  configure_ac=configure.in
-fi
-
-msg="missing on your system"
-
-case $1 in
---run)
-  # Try to run requested program, and just exit if it succeeds.
-  run=
-  shift
-  "$@" && exit 0
-  # Exit code 63 means version mismatch.  This often happens
-  # when the user try to use an ancient version of a tool on
-  # a file that requires a minimum version.  In this case we
-  # we should proceed has if the program had been absent, or
-  # if --run hadn't been passed.
-  if test $? = 63; then
-    run=:
-    msg="probably too old"
-  fi
-  ;;
-
-  -h|--h|--he|--hel|--help)
-    echo "\
-$0 [OPTION]... PROGRAM [ARGUMENT]...
-
-Handle \`PROGRAM [ARGUMENT]...' for when PROGRAM is missing, or return an
-error status if there is no known handling for PROGRAM.
-
-Options:
-  -h, --help      display this help and exit
-  -v, --version   output version information and exit
-  --run           try to run the given command, and emulate it if it fails
-
-Supported PROGRAM values:
-  aclocal      touch file \`aclocal.m4'
-  autoconf     touch file \`configure'
-  autoheader   touch file \`config.h.in'
-  autom4te     touch the output file, or create a stub one
-  automake     touch all \`Makefile.in' files
-  bison        create \`y.tab.[ch]', if possible, from existing .[ch]
-  flex         create \`lex.yy.c', if possible, from existing .c
-  help2man     touch the output file
-  lex          create \`lex.yy.c', if possible, from existing .c
-  makeinfo     touch the output file
-  yacc         create \`y.tab.[ch]', if possible, from existing .[ch]
-
-Version suffixes to PROGRAM as well as the prefixes \`gnu-', \`gnu', and
-\`g' are ignored when checking the name.
-
-Send bug reports to <bug-automake at gnu.org>."
-    exit $?
-    ;;
-
-  -v|--v|--ve|--ver|--vers|--versi|--versio|--version)
-    echo "missing $scriptversion (GNU Automake)"
-    exit $?
-    ;;
-
-  -*)
-    echo 1>&2 "$0: Unknown \`$1' option"
-    echo 1>&2 "Try \`$0 --help' for more information"
-    exit 1
-    ;;
-
-esac
-
-# normalize program name to check for.
-program=`echo "$1" | sed '
-  s/^gnu-//; t
-  s/^gnu//; t
-  s/^g//; t'`
-
-# Now exit if we have it, but it failed.  Also exit now if we
-# don't have it and --version was passed (most likely to detect
-# the program).  This is about non-GNU programs, so use $1 not
-# $program.
-case $1 in
-  lex*|yacc*)
-    # Not GNU programs, they don't have --version.
-    ;;
-
-  *)
-    if test -z "$run" && ($1 --version) > /dev/null 2>&1; then
-       # We have it, but it failed.
-       exit 1
-    elif test "x$2" = "x--version" || test "x$2" = "x--help"; then
-       # Could not run --version or --help.  This is probably someone
-       # running `$TOOL --version' or `$TOOL --help' to check whether
-       # $TOOL exists and not knowing $TOOL uses missing.
-       exit 1
-    fi
-    ;;
-esac
-
-# If it does not exist, or fails to run (possibly an outdated version),
-# try to emulate it.
-case $program in
-  aclocal*)
-    echo 1>&2 "\
-WARNING: \`$1' is $msg.  You should only need it if
-         you modified \`acinclude.m4' or \`${configure_ac}'.  You might want
-         to install the \`Automake' and \`Perl' packages.  Grab them from
-         any GNU archive site."
-    touch aclocal.m4
-    ;;
-
-  autoconf*)
-    echo 1>&2 "\
-WARNING: \`$1' is $msg.  You should only need it if
-         you modified \`${configure_ac}'.  You might want to install the
-         \`Autoconf' and \`GNU m4' packages.  Grab them from any GNU
-         archive site."
-    touch configure
-    ;;
-
-  autoheader*)
-    echo 1>&2 "\
-WARNING: \`$1' is $msg.  You should only need it if
-         you modified \`acconfig.h' or \`${configure_ac}'.  You might want
-         to install the \`Autoconf' and \`GNU m4' packages.  Grab them
-         from any GNU archive site."
-    files=`sed -n 's/^[ ]*A[CM]_CONFIG_HEADER(\([^)]*\)).*/\1/p' ${configure_ac}`
-    test -z "$files" && files="config.h"
-    touch_files=
-    for f in $files; do
-      case $f in
-      *:*) touch_files="$touch_files "`echo "$f" |
-				       sed -e 's/^[^:]*://' -e 's/:.*//'`;;
-      *) touch_files="$touch_files $f.in";;
-      esac
-    done
-    touch $touch_files
-    ;;
-
-  automake*)
-    echo 1>&2 "\
-WARNING: \`$1' is $msg.  You should only need it if
-         you modified \`Makefile.am', \`acinclude.m4' or \`${configure_ac}'.
-         You might want to install the \`Automake' and \`Perl' packages.
-         Grab them from any GNU archive site."
-    find . -type f -name Makefile.am -print |
-	   sed 's/\.am$/.in/' |
-	   while read f; do touch "$f"; done
-    ;;
-
-  autom4te*)
-    echo 1>&2 "\
-WARNING: \`$1' is needed, but is $msg.
-         You might have modified some files without having the
-         proper tools for further handling them.
-         You can get \`$1' as part of \`Autoconf' from any GNU
-         archive site."
-
-    file=`echo "$*" | sed -n "$sed_output"`
-    test -z "$file" && file=`echo "$*" | sed -n "$sed_minuso"`
-    if test -f "$file"; then
-	touch $file
-    else
-	test -z "$file" || exec >$file
-	echo "#! /bin/sh"
-	echo "# Created by GNU Automake missing as a replacement of"
-	echo "#  $ $@"
-	echo "exit 0"
-	chmod +x $file
-	exit 1
-    fi
-    ;;
-
-  bison*|yacc*)
-    echo 1>&2 "\
-WARNING: \`$1' $msg.  You should only need it if
-         you modified a \`.y' file.  You may need the \`Bison' package
-         in order for those modifications to take effect.  You can get
-         \`Bison' from any GNU archive site."
-    rm -f y.tab.c y.tab.h
-    if test $# -ne 1; then
-        eval LASTARG=\${$#}
-	case $LASTARG in
-	*.y)
-	    SRCFILE=`echo "$LASTARG" | sed 's/y$/c/'`
-	    if test -f "$SRCFILE"; then
-	         cp "$SRCFILE" y.tab.c
-	    fi
-	    SRCFILE=`echo "$LASTARG" | sed 's/y$/h/'`
-	    if test -f "$SRCFILE"; then
-	         cp "$SRCFILE" y.tab.h
-	    fi
-	  ;;
-	esac
-    fi
-    if test ! -f y.tab.h; then
-	echo >y.tab.h
-    fi
-    if test ! -f y.tab.c; then
-	echo 'main() { return 0; }' >y.tab.c
-    fi
-    ;;
-
-  lex*|flex*)
-    echo 1>&2 "\
-WARNING: \`$1' is $msg.  You should only need it if
-         you modified a \`.l' file.  You may need the \`Flex' package
-         in order for those modifications to take effect.  You can get
-         \`Flex' from any GNU archive site."
-    rm -f lex.yy.c
-    if test $# -ne 1; then
-        eval LASTARG=\${$#}
-	case $LASTARG in
-	*.l)
-	    SRCFILE=`echo "$LASTARG" | sed 's/l$/c/'`
-	    if test -f "$SRCFILE"; then
-	         cp "$SRCFILE" lex.yy.c
-	    fi
-	  ;;
-	esac
-    fi
-    if test ! -f lex.yy.c; then
-	echo 'main() { return 0; }' >lex.yy.c
-    fi
-    ;;
-
-  help2man*)
-    echo 1>&2 "\
-WARNING: \`$1' is $msg.  You should only need it if
-	 you modified a dependency of a manual page.  You may need the
-	 \`Help2man' package in order for those modifications to take
-	 effect.  You can get \`Help2man' from any GNU archive site."
-
-    file=`echo "$*" | sed -n "$sed_output"`
-    test -z "$file" && file=`echo "$*" | sed -n "$sed_minuso"`
-    if test -f "$file"; then
-	touch $file
-    else
-	test -z "$file" || exec >$file
-	echo ".ab help2man is required to generate this page"
-	exit $?
-    fi
-    ;;
-
-  makeinfo*)
-    echo 1>&2 "\
-WARNING: \`$1' is $msg.  You should only need it if
-         you modified a \`.texi' or \`.texinfo' file, or any other file
-         indirectly affecting the aspect of the manual.  The spurious
-         call might also be the consequence of using a buggy \`make' (AIX,
-         DU, IRIX).  You might want to install the \`Texinfo' package or
-         the \`GNU make' package.  Grab either from any GNU archive site."
-    # The file to touch is that specified with -o ...
-    file=`echo "$*" | sed -n "$sed_output"`
-    test -z "$file" && file=`echo "$*" | sed -n "$sed_minuso"`
-    if test -z "$file"; then
-      # ... or it is the one specified with @setfilename ...
-      infile=`echo "$*" | sed 's/.* \([^ ]*\) *$/\1/'`
-      file=`sed -n '
-	/^@setfilename/{
-	  s/.* \([^ ]*\) *$/\1/
-	  p
-	  q
-	}' $infile`
-      # ... or it is derived from the source name (dir/f.texi becomes f.info)
-      test -z "$file" && file=`echo "$infile" | sed 's,.*/,,;s,.[^.]*$,,'`.info
-    fi
-    # If the file does not exist, the user really needs makeinfo;
-    # let's fail without touching anything.
-    test -f $file || exit 1
-    touch $file
-    ;;
-
-  *)
-    echo 1>&2 "\
-WARNING: \`$1' is needed, and is $msg.
-         You might have modified some files without having the
-         proper tools for further handling them.  Check the \`README' file,
-         it often tells you about the needed prerequisites for installing
-         this package.  You may also peek at any GNU archive site, in case
-         some other package would contain this missing \`$1' program."
-    exit 1
-    ;;
-esac
-
-exit 0
-
-# Local variables:
-# eval: (add-hook 'write-file-hooks 'time-stamp)
-# time-stamp-start: "scriptversion="
-# time-stamp-format: "%:y-%02m-%02d.%02H"
-# time-stamp-time-zone: "UTC"
-# time-stamp-end: "; # UTC"
-# End:
diff --git a/src/Makefile.in b/src/Makefile.in
deleted file mode 100644
index feb1e32..0000000
--- a/src/Makefile.in
+++ /dev/null
@@ -1,928 +0,0 @@
-# Makefile.in generated by automake 1.11.3 from Makefile.am.
-# @configure_input@
-
-# Copyright (C) 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001, 2002,
-# 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011 Free Software
-# Foundation, Inc.
-# This Makefile.in is free software; the Free Software Foundation
-# gives unlimited permission to copy and/or distribute it,
-# with or without modifications, as long as this notice is preserved.
-
-# This program is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY, to the extent permitted by law; without
-# even the implied warranty of MERCHANTABILITY or FITNESS FOR A
-# PARTICULAR PURPOSE.
-
- at SET_MAKE@
-
-
-VPATH = @srcdir@
-pkgdatadir = $(datadir)/@PACKAGE@
-pkgincludedir = $(includedir)/@PACKAGE@
-pkglibdir = $(libdir)/@PACKAGE@
-pkglibexecdir = $(libexecdir)/@PACKAGE@
-am__cd = CDPATH="$${ZSH_VERSION+.}$(PATH_SEPARATOR)" && cd
-install_sh_DATA = $(install_sh) -c -m 644
-install_sh_PROGRAM = $(install_sh) -c
-install_sh_SCRIPT = $(install_sh) -c
-INSTALL_HEADER = $(INSTALL_DATA)
-transform = $(program_transform_name)
-NORMAL_INSTALL = :
-PRE_INSTALL = :
-POST_INSTALL = :
-NORMAL_UNINSTALL = :
-PRE_UNINSTALL = :
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-maintainer-clean-am: distclean-am maintainer-clean-generic
-
-mostlyclean: mostlyclean-am
-
-mostlyclean-am: mostlyclean-compile mostlyclean-generic \
-	mostlyclean-libtool
-
-pdf: pdf-am
-
-pdf-am:
-
-ps: ps-am
-
-ps-am:
-
-uninstall-am: uninstall-libLTLIBRARIES uninstall-nobase_includeHEADERS
-
-.MAKE: install-am install-strip
-
-.PHONY: CTAGS GTAGS all all-am check check-am clean clean-generic \
-	clean-libLTLIBRARIES clean-libtool ctags distclean \
-	distclean-compile distclean-generic distclean-libtool \
-	distclean-tags distdir dvi dvi-am html html-am info info-am \
-	install install-am install-data install-data-am install-dvi \
-	install-dvi-am install-exec install-exec-am install-html \
-	install-html-am install-info install-info-am \
-	install-libLTLIBRARIES install-man \
-	install-nobase_includeHEADERS install-pdf install-pdf-am \
-	install-ps install-ps-am install-strip installcheck \
-	installcheck-am installdirs maintainer-clean \
-	maintainer-clean-generic mostlyclean mostlyclean-compile \
-	mostlyclean-generic mostlyclean-libtool pdf pdf-am ps ps-am \
-	tags uninstall uninstall-am uninstall-libLTLIBRARIES \
-	uninstall-nobase_includeHEADERS
-
-
-# Tell versions [3.59,3.63) of GNU make to not export all variables.
-# Otherwise a system limit (for SysV at least) may be exceeded.
-.NOEXPORT:
diff --git a/src/bgeot_ftool.cc b/src/bgeot_ftool.cc
index 5b0418a..df15961 100644
--- a/src/bgeot_ftool.cc
+++ b/src/bgeot_ftool.cc
@@ -24,11 +24,7 @@
 #include "getfem/bgeot_ftool.h"
 #include <ctype.h>
 #include <limits.h>
-<<<<<<< HEAD
-#ifndef WIN32
-=======
 #ifndef _WIN32
->>>>>>> upstream
 #  include <unistd.h>
 #endif
 #include <fstream>
diff --git a/src/bgeot_geometric_trans.cc b/src/bgeot_geometric_trans.cc
index 882dd6e..80d6fce 100644
--- a/src/bgeot_geometric_trans.cc
+++ b/src/bgeot_geometric_trans.cc
@@ -173,10 +173,6 @@ namespace bgeot {
    const base_matrix& G__) :
     xref_(xref__), G_(&G__), pgt_(pgt__), pgp_(0), pspt_(0),
     ii_(size_type(-1)), J_(-1) {}
-<<<<<<< HEAD
-
-=======
->>>>>>> upstream
 
 
   base_node geometric_trans::transform(const base_node &pt,
@@ -218,11 +214,7 @@ namespace bgeot {
     virtual void poly_vector_val(const base_node &pt, base_vector &val) const {
       val.resize(nb_points());
       for (size_type k = 0; k < nb_points(); ++k)
-<<<<<<< HEAD
-        val[k] = trans[k].eval(pt.begin());
-=======
         val[k] = to_scalar(trans[k].eval(pt.begin()));
->>>>>>> upstream
     }
 
     virtual void poly_vector_val(const base_node &pt, const convex_ind_ct &ind_ct,
@@ -230,11 +222,7 @@ namespace bgeot {
       size_type nb_funcs=ind_ct.size();
       val.resize(nb_funcs);
       for (size_type k = 0; k < nb_funcs; ++k)
-<<<<<<< HEAD
-        val[k] = trans[ind_ct[k]].eval(pt.begin());
-=======
         val[k] = to_scalar(trans[ind_ct[k]].eval(pt.begin()));
->>>>>>> upstream
     }
 
     virtual void poly_vector_grad(const base_node &pt, base_matrix &pc) const {
@@ -244,20 +232,12 @@ namespace bgeot {
         for (dim_type n = 0; n < dim(); ++n) {
           PP = trans[i];
           PP.derivative(n);
-<<<<<<< HEAD
-          pc(i, n) = PP.eval(pt.begin());
-        }
-    }
-
-    virtual void poly_vector_grad(const base_node &pt, const convex_ind_ct &ind_ct,
-=======
           pc(i, n) = to_scalar(PP.eval(pt.begin()));
         }
     }
 
     virtual void poly_vector_grad(const base_node &pt,
 				  const convex_ind_ct &ind_ct,
->>>>>>> upstream
                                   base_matrix &pc) const {
       FUNC PP;
       size_type nb_funcs=ind_ct.size();
@@ -266,11 +246,7 @@ namespace bgeot {
         for (dim_type n = 0; n < dim(); ++n) {
           PP = trans[ind_ct[i]];
           PP.derivative(n);
-<<<<<<< HEAD
-          pc(i, n) = PP.eval(pt.begin());
-=======
           pc(i, n) = to_scalar(PP.eval(pt.begin()));
->>>>>>> upstream
         }
     }
 
@@ -282,11 +258,7 @@ namespace bgeot {
           QP = trans[i]; QP.derivative(n);
           for (dim_type m = 0; m <= n; ++m) {
             PP = QP; PP.derivative(m);
-<<<<<<< HEAD
-            pc(i, n*dim()+m) = pc(i, m*dim()+n) = PP.eval(pt.begin());
-=======
             pc(i, n*dim()+m) = pc(i, m*dim()+n) = to_scalar(PP.eval(pt.begin()));
->>>>>>> upstream
           }
         }
     }
@@ -659,15 +631,12 @@ namespace bgeot {
     }
   };
 
-<<<<<<< HEAD
-=======
   void add_geometric_trans_name
     (std::string name, dal::naming_system<geometric_trans>::pfunction f) {
     dal::singleton<geometric_trans_naming_system>::instance().add_suffix(name,
 									 f);
   }
 
->>>>>>> upstream
   pgeometric_trans geometric_trans_descriptor(std::string name) {
     size_type i=0;
     return dal::singleton<geometric_trans_naming_system>::instance().method(name, i);
diff --git a/src/bgeot_poly.cc b/src/bgeot_poly.cc
index 3efe859..587eb0d 100644
--- a/src/bgeot_poly.cc
+++ b/src/bgeot_poly.cc
@@ -191,11 +191,7 @@ namespace bgeot {
         case 5  : 
 	  {
 	    if (p2.degree() > 0) parse_error(7);
-<<<<<<< HEAD
-	    int pow = int(p2[0]);
-=======
 	    int pow = int(to_scalar(p2[0]));
->>>>>>> upstream
 	    if (p2[0] !=  opt_long_scalar_type(pow) || pow < 0) parse_error(8);
 	    base_poly p = p1; p1.one();
 	    for (int i = 0; i < pow; ++i) p1 *= p;
diff --git a/src/dal_singleton.cc b/src/dal_singleton.cc
index d05cdc8..3401dcf 100644
--- a/src/dal_singleton.cc
+++ b/src/dal_singleton.cc
@@ -1,24 +1,4 @@
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2004-2012 Julien Pommier
- 
- This file is a part of GETFEM++
- 
- Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
- under  the  terms  of the  GNU  Lesser General Public License as published
- by  the  Free Software Foundation;  either version 3 of the License,  or
- (at your option) any later version along with the GCC Runtime Library
- Exception either version 3.1 or (at your option) any later version.
- This program  is  distributed  in  the  hope  that it will be useful,  but
- WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
- or  FITNESS  FOR  A PARTICULAR PURPOSE.  See the GNU Lesser General Public
- License and GCC Runtime Library Exception for more details.
- You  should  have received a copy of the GNU Lesser General Public License
- along  with  this program;  if not, write to the Free Software Foundation,
- Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
- 
-=======
 
 Copyright (C) 2004-2012 Julien Pommier
 
@@ -37,7 +17,6 @@ You  should  have received a copy of the GNU Lesser General Public License
 along  with  this program;  if not, write to the Free Software Foundation,
 Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
 
->>>>>>> upstream
 ===========================================================================*/
 
 #include "getfem/dal_singleton.h"
diff --git a/src/dal_static_stored_objects.cc b/src/dal_static_stored_objects.cc
index 544145e..47e4dce 100644
--- a/src/dal_static_stored_objects.cc
+++ b/src/dal_static_stored_objects.cc
@@ -1,24 +1,4 @@
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2002-2012 Yves Renard
- 
- This file is a part of GETFEM++
- 
- Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
- under  the  terms  of the  GNU  Lesser General Public License as published
- by  the  Free Software Foundation;  either version 3 of the License,  or
- (at your option) any later version along with the GCC Runtime Library
- Exception either version 3.1 or (at your option) any later version.
- This program  is  distributed  in  the  hope  that it will be useful,  but
- WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
- or  FITNESS  FOR  A PARTICULAR PURPOSE.  See the GNU Lesser General Public
- License and GCC Runtime Library Exception for more details.
- You  should  have received a copy of the GNU Lesser General Public License
- along  with  this program;  if not, write to the Free Software Foundation,
- Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
- 
-=======
 
 Copyright (C) 2002-2012 Yves Renard
 
@@ -37,7 +17,6 @@ You  should  have received a copy of the GNU Lesser General Public License
 along  with  this program;  if not, write to the Free Software Foundation,
 Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
 
->>>>>>> upstream
 ===========================================================================*/
 
 
diff --git a/src/getfem/bgeot_geometric_trans.h b/src/getfem/bgeot_geometric_trans.h
index 48ad689..1735eef 100644
--- a/src/getfem/bgeot_geometric_trans.h
+++ b/src/getfem/bgeot_geometric_trans.h
@@ -214,10 +214,7 @@ namespace bgeot {
                                     pgeometric_trans pg2);
   pgeometric_trans linear_product_geotrans(pgeometric_trans pg1,
                                            pgeometric_trans pg2);
-<<<<<<< HEAD
-=======
   pgeometric_trans Q2_incomplete_geotrans(dim_type nc);
->>>>>>> upstream
 
   /**
      Get the geometric transformation from its string name.
@@ -227,16 +224,6 @@ namespace bgeot {
   /**
      Get the string name of a geometric transformation.
 
-<<<<<<< HEAD
-  List of possible names:
-   * GT_PK(N,K)   : Transformation on simplexes, dim N, degree K
-   * GT_QK(N,K)   : Transformation on parallelepipeds, dim N, degree K
-   * GT_PRISM(N,K)          : Transformation on prisms, dim N, degree K
-   * GT_PRODUCT(a,b)        : tensorial product of two transformations
-   * GT_LINEAR_PRODUCT(a,b) : Linear tensorial product of two transformations
-   * GT_LINEAR_QK(N) : shortcut for GT_LINEAR_PRODUCT(GT_LINEAR_QK(N-1),
-   *                                                  GT_PK(1,1))
-=======
      List of possible names:
      GT_PK(N,K)   : Transformation on simplexes, dim N, degree K
      
@@ -247,7 +234,6 @@ namespace bgeot {
      GT_LINEAR_PRODUCT(a,b) : Linear tensorial product of two transformations
      GT_LINEAR_QK(N) : shortcut for GT_LINEAR_PRODUCT(GT_LINEAR_QK(N-1),
                                                       GT_PK(1,1))
->>>>>>> upstream
    */
 
   std::string name_of_geometric_trans(pgeometric_trans p);
@@ -351,11 +337,7 @@ namespace bgeot {
          itk != G.end(); ++itk, ++k)
       gmm::add(gmm::scaled(*itk, c[j][k]), pt);
     GMM_ASSERT1(k == pgt->nb_points(),
-<<<<<<< HEAD
-                "Wrong number of points in tranformation");
-=======
                 "Wrong number of points in transformation");
->>>>>>> upstream
   }
 
   template <typename CONT>
diff --git a/src/getfem/bgeot_tensor.h b/src/getfem/bgeot_tensor.h
index 4d2484e..c5f53c8 100644
--- a/src/getfem/bgeot_tensor.h
+++ b/src/getfem/bgeot_tensor.h
@@ -1,11 +1,7 @@
 /* -*- c++ -*- (enables emacs c++ mode) */
 /*===========================================================================
  
-<<<<<<< HEAD
- Copyright (C) 2000-2012 Yves Renard
-=======
  Copyright (C) 2000-2013 Yves Renard
->>>>>>> upstream
  
  This file is a part of GETFEM++
  
diff --git a/src/getfem/dal_naming_system.h b/src/getfem/dal_naming_system.h
index 5201b70..ab6db49 100644
--- a/src/getfem/dal_naming_system.h
+++ b/src/getfem/dal_naming_system.h
@@ -316,10 +316,6 @@ namespace dal {
   {
 
     pmethod pm = 0;
-<<<<<<< HEAD
-
-=======
->>>>>>> upstream
 	method_key nname(name);
 	pstatic_stored_object o = search_stored_object(nname);
 
@@ -331,4 +327,4 @@ namespace dal {
   }
 
 }
-#endif
+#endif
\ No newline at end of file
diff --git a/src/getfem/dal_singleton.h b/src/getfem/dal_singleton.h
index a40da52..b13a312 100644
--- a/src/getfem/dal_singleton.h
+++ b/src/getfem/dal_singleton.h
@@ -1,34 +1,5 @@
 /* -*- c++ -*- (enables emacs c++ mode) */
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2004-2012 Julien Pommier
- 
- This file is a part of GETFEM++
- 
- Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
- under  the  terms  of the  GNU  Lesser General Public License as published
- by  the  Free Software Foundation;  either version 3 of the License,  or
- (at your option) any later version along with the GCC Runtime Library
- Exception either version 3.1 or (at your option) any later version.
- This program  is  distributed  in  the  hope  that it will be useful,  but
- WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
- or  FITNESS  FOR  A PARTICULAR PURPOSE.  See the GNU Lesser General Public
- License and GCC Runtime Library Exception for more details.
- You  should  have received a copy of the GNU Lesser General Public License
- along  with  this program;  if not, write to the Free Software Foundation,
- Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
- 
- As a special exception, you  may use  this file  as it is a part of a free
- software  library  without  restriction.  Specifically,  if   other  files
- instantiate  templates  or  use macros or inline functions from this file,
- or  you compile this  file  and  link  it  with other files  to produce an
- executable, this file  does  not  by itself cause the resulting executable
- to be covered  by the GNU Lesser General Public License.  This   exception
- does not  however  invalidate  any  other  reasons why the executable file
- might be covered by the GNU Lesser General Public License.
- 
-=======
 
 Copyright (C) 2004-2012 Julien Pommier
 
@@ -56,7 +27,6 @@ to be covered  by the GNU Lesser General Public License.  This   exception
 does not  however  invalidate  any  other  reasons why the executable file
 might be covered by the GNU Lesser General Public License.
 
->>>>>>> upstream
 ===========================================================================*/
 
 /**@file dal_singleton.h
diff --git a/src/getfem/dal_static_stored_objects.h b/src/getfem/dal_static_stored_objects.h
index 8aeaca9..06e2d8c 100644
--- a/src/getfem/dal_static_stored_objects.h
+++ b/src/getfem/dal_static_stored_objects.h
@@ -1,34 +1,5 @@
 /* -*- c++ -*- (enables emacs c++ mode) */
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2002-2012 Yves Renard
- 
- This file is a part of GETFEM++
- 
- Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
- under  the  terms  of the  GNU  Lesser General Public License as published
- by  the  Free Software Foundation;  either version 3 of the License,  or
- (at your option) any later version along with the GCC Runtime Library
- Exception either version 3.1 or (at your option) any later version.
- This program  is  distributed  in  the  hope  that it will be useful,  but
- WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
- or  FITNESS  FOR  A PARTICULAR PURPOSE.  See the GNU Lesser General Public
- License and GCC Runtime Library Exception for more details.
- You  should  have received a copy of the GNU Lesser General Public License
- along  with  this program;  if not, write to the Free Software Foundation,
- Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
- 
- As a special exception, you  may use  this file  as it is a part of a free
- software  library  without  restriction.  Specifically,  if   other  files
- instantiate  templates  or  use macros or inline functions from this file,
- or  you compile this  file  and  link  it  with other files  to produce an
- executable, this file  does  not  by itself cause the resulting executable
- to be covered  by the GNU Lesser General Public License.  This   exception
- does not  however  invalidate  any  other  reasons why the executable file
- might be covered by the GNU Lesser General Public License.
- 
-=======
 
 Copyright (C) 2002-2012 Yves Renard
 
@@ -56,7 +27,6 @@ to be covered  by the GNU Lesser General Public License.  This   exception
 does not  however  invalidate  any  other  reasons why the executable file
 might be covered by the GNU Lesser General Public License.
 
->>>>>>> upstream
 ===========================================================================*/
 
 /** @file dal_static_stored_objects.h 
diff --git a/src/getfem/getfem_Coulomb_friction.h b/src/getfem/getfem_Coulomb_friction.h
index b15ecd2..6b9cb3c 100644
--- a/src/getfem/getfem_Coulomb_friction.h
+++ b/src/getfem/getfem_Coulomb_friction.h
@@ -44,10 +44,7 @@
 
 #include "getfem_contact_and_friction_nodal.h"
 #include "getfem_contact_and_friction_integral.h"
-<<<<<<< HEAD
-=======
 #include "getfem_contact_and_friction_large_sliding.h"
->>>>>>> upstream
 
 namespace getfem {
 
@@ -378,11 +375,7 @@ namespace getfem {
       gmm::copy(M, AUG_M);
     }
 
-<<<<<<< HEAD
-    void clear_character_matrix(void) { resize(CH_M, 0, 0); }
-=======
     void clear_character_matrix(void) { gmm::resize(CH_M, 0, 0); }
->>>>>>> upstream
     template<typename MAT> void set_character_matrix(const MAT &M) {
       gmm::resize(CH_M, gmm::mat_nrows(M), gmm::mat_ncols(M));
       gmm::copy(M, CH_M);
diff --git a/src/getfem/getfem_arch_config.h b/src/getfem/getfem_arch_config.h
deleted file mode 100644
index 466afbc..0000000
--- a/src/getfem/getfem_arch_config.h
+++ /dev/null
@@ -1,240 +0,0 @@
-#ifndef _SRC_GETFEM_GETFEM_ARCH_CONFIG_H
-#define _SRC_GETFEM_GETFEM_ARCH_CONFIG_H 1
- 
-/* src/getfem/getfem_arch_config.h. Generated automatically at end of configure. */
-/* config.h.  Generated from config.h.in by configure.  */
-/* config.h.in.  Generated from configure.in by autoheader.  */
-
-/* Define to dummy `main' function (if any) required to link to the Fortran
-   libraries. */
-/* #undef GETFEM_FC_DUMMY_MAIN */
-
-/* Define if F77 and FC dummy `main' functions are identical. */
-/* #undef GETFEM_FC_DUMMY_MAIN_EQ_F77 */
-
-/* glibc backtrace function */
-#ifndef GETFEM_HAVE_BACKTRACE 
-#define GETFEM_HAVE_BACKTRACE  1 
-#endif
-
-/* Tell getfem to use the real boost library */
-/* #undef GETFEM_HAVE_BOOST */
-
-/* Define to 1 if you have the <cmumps_c.h> header file. */
-#ifndef GETFEM_HAVE_CMUMPS_C_H 
-#define GETFEM_HAVE_CMUMPS_C_H  1 
-#endif
-
-/* Define to 1 if you have the <cxxabi.h> header file. */
-#ifndef GETFEM_HAVE_CXXABI_H 
-#define GETFEM_HAVE_CXXABI_H  1 
-#endif
-
-/* Define to 1 if you have the <dlfcn.h> header file. */
-#ifndef GETFEM_HAVE_DLFCN_H 
-#define GETFEM_HAVE_DLFCN_H  1 
-#endif
-
-/* Define to 1 if you have the <dmumps_c.h> header file. */
-#ifndef GETFEM_HAVE_DMUMPS_C_H 
-#define GETFEM_HAVE_DMUMPS_C_H  1 
-#endif
-
-/* glibc floating point exceptions control */
-#ifndef GETFEM_HAVE_FEENABLEEXCEPT 
-#define GETFEM_HAVE_FEENABLEEXCEPT  1 
-#endif
-
-/* Define to 1 if you have the <inttypes.h> header file. */
-#ifndef GETFEM_HAVE_INTTYPES_H 
-#define GETFEM_HAVE_INTTYPES_H  1 
-#endif
-
-/* Define to 1 if you have the `mpich' library (-lmpich). */
-/* #undef GETFEM_HAVE_LIBMPICH */
-
-/* Define to 1 if you have the `mpichcxx' library (-lmpichcxx). */
-/* #undef GETFEM_HAVE_LIBMPICHCXX */
-
-/* Define to 1 if you have the `muparser' library (-lmuparser). */
-#ifndef GETFEM_HAVE_LIBMUPARSER 
-#define GETFEM_HAVE_LIBMUPARSER  1 
-#endif
-
-/* Define to 1 if you have the `qhull' library (-lqhull). */
-#ifndef GETFEM_HAVE_LIBQHULL 
-#define GETFEM_HAVE_LIBQHULL  1 
-#endif
-
-/* Define to 1 if you have the `superlu' library (-lsuperlu). */
-/* #undef GETFEM_HAVE_LIBSUPERLU */
-
-/* Define to 1 if you have the <memory.h> header file. */
-#ifndef GETFEM_HAVE_MEMORY_H 
-#define GETFEM_HAVE_MEMORY_H  1 
-#endif
-
-/* defined if the Metis library was found and is working */
-#ifndef GETFEM_HAVE_METIS 
-#define GETFEM_HAVE_METIS  1 
-#endif
-
-/* Define to 1 if you have the <muParser.h> header file. */
-/* #undef GETFEM_HAVE_MUPARSER_H */
-
-/* Define to 1 if you have the <muParser/muParser.h> header file. */
-#ifndef GETFEM_HAVE_MUPARSER_MUPARSER_H 
-#define GETFEM_HAVE_MUPARSER_MUPARSER_H  1 
-#endif
-
-/* gcc style __PRETTY_FUNCTION__ macro */
-#ifndef GETFEM_HAVE_PRETTY_FUNCTION 
-#define GETFEM_HAVE_PRETTY_FUNCTION  1 
-#endif
-
-/* defined if the qd library was found and is working */
-/* #undef GETFEM_HAVE_QDLIB */
-
-/* Define to 1 if you have the <qhull/qhull.h> header file. */
-#ifndef GETFEM_HAVE_QHULL_QHULL_H 
-#define GETFEM_HAVE_QHULL_QHULL_H  1 
-#endif
-
-/* Defined to 1 if Scilab is present on the system */
-#ifndef GETFEM_HAVE_SCILAB 
-#define GETFEM_HAVE_SCILAB  1 
-#endif
-
-/* Define to 1 if you have the <smumps_c.h> header file. */
-#ifndef GETFEM_HAVE_SMUMPS_C_H 
-#define GETFEM_HAVE_SMUMPS_C_H  1 
-#endif
-
-/* Define to 1 if you have the <stdint.h> header file. */
-#ifndef GETFEM_HAVE_STDINT_H 
-#define GETFEM_HAVE_STDINT_H  1 
-#endif
-
-/* Define to 1 if you have the <stdlib.h> header file. */
-#ifndef GETFEM_HAVE_STDLIB_H 
-#define GETFEM_HAVE_STDLIB_H  1 
-#endif
-
-/* Define to 1 if you have the <strings.h> header file. */
-#ifndef GETFEM_HAVE_STRINGS_H 
-#define GETFEM_HAVE_STRINGS_H  1 
-#endif
-
-/* Define to 1 if you have the <string.h> header file. */
-#ifndef GETFEM_HAVE_STRING_H 
-#define GETFEM_HAVE_STRING_H  1 
-#endif
-
-/* Define to 1 if you have the <superlu/colamd.h> header file. */
-/* #undef GETFEM_HAVE_SUPERLU_COLAMD_H */
-
-/* Define to 1 if you have the <superlu/slu_cdefs.h> header file. */
-/* #undef GETFEM_HAVE_SUPERLU_SLU_CDEFS_H */
-
-/* Define to 1 if you have the <superlu/slu_Cnames.h> header file. */
-/* #undef GETFEM_HAVE_SUPERLU_SLU_CNAMES_H */
-
-/* Define to 1 if you have the <superlu/slu_dcomplex.h> header file. */
-/* #undef GETFEM_HAVE_SUPERLU_SLU_DCOMPLEX_H */
-
-/* Define to 1 if you have the <superlu/slu_ddefs.h> header file. */
-/* #undef GETFEM_HAVE_SUPERLU_SLU_DDEFS_H */
-
-/* Define to 1 if you have the <superlu/slu_scomplex.h> header file. */
-/* #undef GETFEM_HAVE_SUPERLU_SLU_SCOMPLEX_H */
-
-/* Define to 1 if you have the <superlu/slu_sdefs.h> header file. */
-/* #undef GETFEM_HAVE_SUPERLU_SLU_SDEFS_H */
-
-/* Define to 1 if you have the <superlu/slu_zdefs.h> header file. */
-/* #undef GETFEM_HAVE_SUPERLU_SLU_ZDEFS_H */
-
-/* Define to 1 if you have the <sys/stat.h> header file. */
-#ifndef GETFEM_HAVE_SYS_STAT_H 
-#define GETFEM_HAVE_SYS_STAT_H  1 
-#endif
-
-/* Define to 1 if you have the <sys/times.h> header file. */
-#ifndef GETFEM_HAVE_SYS_TIMES_H 
-#define GETFEM_HAVE_SYS_TIMES_H  1 
-#endif
-
-/* Define to 1 if you have the <sys/types.h> header file. */
-#ifndef GETFEM_HAVE_SYS_TYPES_H 
-#define GETFEM_HAVE_SYS_TYPES_H  1 
-#endif
-
-/* Define to 1 if you have the <unistd.h> header file. */
-#ifndef GETFEM_HAVE_UNISTD_H 
-#define GETFEM_HAVE_UNISTD_H  1 
-#endif
-
-/* Define to 1 if you have the <zmumps_c.h> header file. */
-#ifndef GETFEM_HAVE_ZMUMPS_C_H 
-#define GETFEM_HAVE_ZMUMPS_C_H  1 
-#endif
-
-/* Define to the sub-directory in which libtool stores uninstalled libraries.
-   */
-#ifndef GETFEM_LT_OBJDIR 
-#define GETFEM_LT_OBJDIR  ".libs/" 
-#endif
-
-/* Name of package */
-#ifndef GETFEM_PACKAGE 
-#define GETFEM_PACKAGE  "getfem" 
-#endif
-
-/* Define to the address where bug reports for this package should be sent. */
-#ifndef GETFEM_PACKAGE_BUGREPORT 
-#define GETFEM_PACKAGE_BUGREPORT  "" 
-#endif
-
-/* Define to the full name of this package. */
-#ifndef GETFEM_PACKAGE_NAME 
-#define GETFEM_PACKAGE_NAME  "getfem" 
-#endif
-
-/* Define to the full name and version of this package. */
-#ifndef GETFEM_PACKAGE_STRING 
-#define GETFEM_PACKAGE_STRING  "getfem 4.2" 
-#endif
-
-/* Define to the one symbol short name of this package. */
-#ifndef GETFEM_PACKAGE_TARNAME 
-#define GETFEM_PACKAGE_TARNAME  "getfem" 
-#endif
-
-/* Define to the home page for this package. */
-#ifndef GETFEM_PACKAGE_URL 
-#define GETFEM_PACKAGE_URL  "" 
-#endif
-
-/* Define to the version of this package. */
-#ifndef GETFEM_PACKAGE_VERSION 
-#define GETFEM_PACKAGE_VERSION  "4.2" 
-#endif
-
-/* defined if quad-doubles are to be used instead of double-double */
-/* #undef GETFEM_QDLIB_USE_QUAD */
-
-/* Define to 1 if you have the ANSI C header files. */
-#ifndef GETFEM_STDC_HEADERS 
-#define GETFEM_STDC_HEADERS  1 
-#endif
-
-/* Use rpc for getfem communication with matlab */
-/* #undef GETFEM_USE_RPC */
-
-/* Version number of package */
-#ifndef GETFEM_VERSION 
-#define GETFEM_VERSION  "4.2" 
-#endif
- 
-/* once: _SRC_GETFEM_GETFEM_ARCH_CONFIG_H */
-#endif
diff --git a/src/getfem/getfem_assembling.h b/src/getfem/getfem_assembling.h
index d78dcdd..e8602c9 100644
--- a/src/getfem/getfem_assembling.h
+++ b/src/getfem/getfem_assembling.h
@@ -42,12 +42,7 @@
 #define GETFEM_ASSEMBLING_H__
 
 #include "getfem_assembling_tensors.h"
-#include "getfem/getfem_mesh_im_level_set.h"
 
-<<<<<<< HEAD
-
-=======
->>>>>>> upstream
 namespace getfem {
   
   template <typename VEC>
diff --git a/src/getfem/getfem_assembling_tensors.h b/src/getfem/getfem_assembling_tensors.h
index 7deb132..aa1d7bf 100644
--- a/src/getfem/getfem_assembling_tensors.h
+++ b/src/getfem/getfem_assembling_tensors.h
@@ -1,11 +1,7 @@
 /* -*- c++ -*- (enables emacs c++ mode) */
 /*===========================================================================
  
-<<<<<<< HEAD
- Copyright (C) 2003-2012 Julien Pommier
-=======
  Copyright (C) 2003-2013 Julien Pommier
->>>>>>> upstream
  
  This file is a part of GETFEM++
  
diff --git a/src/getfem/getfem_contact_and_friction_common.h b/src/getfem/getfem_contact_and_friction_common.h
index bd8facd..726e7ac 100644
--- a/src/getfem/getfem_contact_and_friction_common.h
+++ b/src/getfem/getfem_contact_and_friction_common.h
@@ -1,18 +1,10 @@
 /* -*- c++ -*- (enables emacs c++ mode) */
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2011-2012 Yves Renard, Konstantinos Poulios.
- 
- This file is a part of GETFEM++
- 
-=======
 
  Copyright (C) 2011-2013 Yves Renard, Konstantinos Poulios.
 
  This file is a part of GETFEM++
 
->>>>>>> upstream
  Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
  under  the  terms  of the  GNU  Lesser General Public License as published
  by  the  Free Software Foundation;  either version 3 of the License,  or
@@ -25,11 +17,7 @@
  You  should  have received a copy of the GNU Lesser General Public License
  along  with  this program;  if not, write to the Free Software Foundation,
  Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
  As a special exception, you  may use  this file  as it is a part of a free
  software  library  without  restriction.  Specifically,  if   other  files
  instantiate  templates  or  use macros or inline functions from this file,
@@ -38,11 +26,7 @@
  to be covered  by the GNU Lesser General Public License.  This   exception
  does not  however  invalidate  any  other  reasons why the executable file
  might be covered by the GNU Lesser General Public License.
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
 ===========================================================================*/
 
 /** @file getfem_contact_and_friction_common.h
@@ -56,8 +40,6 @@
 
 #include "getfem_models.h"
 #include "getfem_assembling_tensors.h"
-<<<<<<< HEAD
-=======
 #include "getfem/bgeot_rtree.h"
 #include <getfem/getfem_mesher.h>
 
@@ -69,7 +51,6 @@
 #include <muParser.h>
 #endif
 
->>>>>>> upstream
 
 namespace getfem {
 
@@ -80,26 +61,6 @@ namespace getfem {
   //=========================================================================
 
   template<typename VEC> void ball_projection(const VEC &x,
-<<<<<<< HEAD
-					      scalar_type radius) {
-    scalar_type a = gmm::vect_norm2(x);
-    if (radius <= 0) gmm::clear(const_cast<VEC&>(x));
-    else if (a > radius) gmm::scale(const_cast<VEC&>(x), radius/a);
-  }
-  
-  template<typename VEC, typename VECR>
-  void ball_projection_grad_r(const VEC &x, scalar_type radius,
-                                     VECR &g) {
-    scalar_type a = gmm::vect_norm2(x);
-    if (radius > 0 && a >= radius) {
-      gmm::copy(x, g); gmm::scale(g, scalar_type(1)/a);
-    }
-    else gmm::clear(g);
-  }
-
-  template <typename VEC, typename MAT>
-  void ball_projection_grad(const VEC &x, double radius, MAT &g) {
-=======
                                               scalar_type radius) {
     if (radius <= scalar_type(0))
       gmm::clear(const_cast<VEC&>(x));
@@ -124,7 +85,6 @@ namespace getfem {
 
   template <typename VEC, typename MAT>
   void ball_projection_grad(const VEC &x, scalar_type radius, MAT &g) {
->>>>>>> upstream
     if (radius <= scalar_type(0)) { gmm::clear(g); return; }
     gmm::copy(gmm::identity_matrix(), g);
     scalar_type a = gmm::vect_norm2(x);
@@ -137,8 +97,6 @@ namespace getfem {
     }
   }
 
-<<<<<<< HEAD
-=======
   template <typename VEC, typename VECR>
   void coupled_projection(const VEC &x, const VEC &n,
                           scalar_type f, VECR &g) {
@@ -191,7 +149,6 @@ namespace getfem {
     if (xn < scalar_type(0)) gmm::rank_one_update(g, n, n);
   }
 
->>>>>>> upstream
   //=========================================================================
   //
   //  De Saxce projection and its gradients.
@@ -201,11 +158,7 @@ namespace getfem {
 
   template<typename VEC>
   void De_Saxce_projection(const VEC &x, const VEC &n_, scalar_type f) {
-<<<<<<< HEAD
-    static VEC n; // For more robustness, n_ is not supposed unitary
-=======
     static base_small_vector n; // For more robustness, n_ is not supposed unitary
->>>>>>> upstream
     size_type N = gmm::vect_size(x);
     gmm::resize(n, N);
     gmm::copy(gmm::scaled(n_, scalar_type(1)/gmm::vect_norm2(n_)), n);
@@ -223,13 +176,8 @@ namespace getfem {
 
   template<typename VEC, typename MAT>
   void De_Saxce_projection_grad(const VEC &x, const VEC &n_,
-<<<<<<< HEAD
-				scalar_type f, MAT &g) {
-    static VEC n;
-=======
                                 scalar_type f, MAT &g) {
     static base_small_vector n;
->>>>>>> upstream
     size_type N = gmm::vect_size(x);
     gmm::resize(n, N);
     gmm::copy(gmm::scaled(n_, scalar_type(1)/gmm::vect_norm2(n_)), n);
@@ -240,11 +188,7 @@ namespace getfem {
     if (xn > scalar_type(0) && f * nxt <= xn) {
       gmm::clear(g);
     } else if (xn > scalar_type(0) || nxt > -f*xn) {
-<<<<<<< HEAD
-      static VEC xt;
-=======
       static base_small_vector xt;
->>>>>>> upstream
       gmm::resize(xt, N);
       gmm::add(x, gmm::scaled(n, -xn), xt);
       gmm::scale(xt, scalar_type(1)/nxt);
@@ -269,13 +213,8 @@ namespace getfem {
 
   template<typename VEC, typename MAT>
   static void De_Saxce_projection_gradn(const VEC &x, const VEC &n_,
-<<<<<<< HEAD
-					scalar_type f, MAT &g) {
-    static VEC n;
-=======
                                         scalar_type f, MAT &g) {
     static base_small_vector n;
->>>>>>> upstream
     size_type N = gmm::vect_size(x);
     scalar_type nn = gmm::vect_norm2(n_);
     gmm::resize(n, N);
@@ -285,13 +224,8 @@ namespace getfem {
     gmm::clear(g);
 
     if (!(xn > scalar_type(0) && f * nxt <= xn)
-<<<<<<< HEAD
-	&& (xn > scalar_type(0) || nxt > -f*xn)) {
-      static VEC xt, aux;
-=======
         && (xn > scalar_type(0) || nxt > -f*xn)) {
       static base_small_vector xt, aux;
->>>>>>> upstream
       gmm::resize(xt, N); gmm::resize(aux, N);
       gmm::add(x, gmm::scaled(n, -xn), xt);
       gmm::scale(xt, scalar_type(1)/nxt);
@@ -305,17 +239,11 @@ namespace getfem {
 
       gmm::add(gmm::scaled(xt, -f), n, aux);
       gmm::rank_one_update(g, aux, gmm::scaled(xt, (nxt+f*xn)/nn));
-<<<<<<< HEAD
-     
-=======
 
->>>>>>> upstream
       gmm::scale(g, scalar_type(1) / (f*f+scalar_type(1)));
     }
   }
 
-<<<<<<< HEAD
-=======
   //=========================================================================
   //
   //  Some basic assembly functions.
@@ -818,7 +746,6 @@ namespace getfem {
 
 
 
->>>>>>> upstream
 
 }  /* end of namespace getfem.                                             */
 
diff --git a/src/getfem/getfem_contact_and_friction_integral.h b/src/getfem/getfem_contact_and_friction_integral.h
index d8e8b22..061e410 100644
--- a/src/getfem/getfem_contact_and_friction_integral.h
+++ b/src/getfem/getfem_contact_and_friction_integral.h
@@ -1,18 +1,10 @@
 /* -*- c++ -*- (enables emacs c++ mode) */
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2011-2012 Yves Renard, Konstantinos Poulios.
- 
- This file is a part of GETFEM++
- 
-=======
 
  Copyright (C) 2011-2013 Yves Renard, Konstantinos Poulios.
 
  This file is a part of GETFEM++
 
->>>>>>> upstream
  Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
  under  the  terms  of the  GNU  Lesser General Public License as published
  by  the  Free Software Foundation;  either version 3 of the License,  or
@@ -25,11 +17,7 @@
  You  should  have received a copy of the GNU Lesser General Public License
  along  with  this program;  if not, write to the Free Software Foundation,
  Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
  As a special exception, you  may use  this file  as it is a part of a free
  software  library  without  restriction.  Specifically,  if   other  files
  instantiate  templates  or  use macros or inline functions from this file,
@@ -38,11 +26,7 @@
  to be covered  by the GNU Lesser General Public License.  This   exception
  does not  however  invalidate  any  other  reasons why the executable file
  might be covered by the GNU Lesser General Public License.
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
 ===========================================================================*/
 
 /** @file getfem_contact_and_friction_integral.h
@@ -61,20 +45,11 @@ namespace getfem {
 
 
   /** Add a frictionless contact condition with a rigid obstacle
-<<<<<<< HEAD
-      to the model. This brick adds a contact which is defined
-      in an integral way. It is the direct approximation of an augmented
-      Lagrangian formulation (see Getfem user documentation) defined at the
-      continuous level. The advantage should be a better scalability:
-      the number of
-      Newton iterations should be more or less independent of the mesh size.
-=======
       to the model, which is defined in an integral way. It is the direct
       approximation of an augmented  Lagrangian formulation (see Getfem user
       documentation) defined at the continuous level. The advantage should be
       a better scalability: the number of Newton iterations should be more or
       less independent of the mesh size.
->>>>>>> upstream
       The condition is applied on the variable `varname_u`
       on the boundary corresponding to `region`. The rigid obstacle should
       be described with the data `dataname_obstacle` being a signed distance to
@@ -85,13 +60,8 @@ namespace getfem {
       range of acceptable values.
       Possible values for `option` is 1 for the non-symmetric Alart-Curnier
       augmented Lagrangian method, 2 for the symmetric one, 3 for the
-<<<<<<< HEAD
-      non-symmetric Alart-Curnier method with an additional augmentation
-      and 4 for a new unsymmetric method. The default value is 1.
-=======
       non-symmetric Alart-Curnier method with an additional augmentation.
       The default value is 1.
->>>>>>> upstream
   */
   size_type add_integral_contact_with_rigid_obstacle_brick
   (model &md, const mesh_im &mim, const std::string &varname_u,
@@ -99,20 +69,11 @@ namespace getfem {
    const std::string &dataname_r, size_type region, int option = 1);
 
   /** Add a contact with friction condition with a rigid obstacle
-<<<<<<< HEAD
-      to the model. This brick adds a contact which is defined
-      in an integral way. It is the direct approximation of an augmented
-      Lagrangian formulation (see Getfem user documentation) defined at the
-      continuous level. The advantage should be a better scalability:
-      the number of the
-      Newton iterations should be more or less independent of the mesh size.
-=======
       to the model, which is defined in an integral way. It is the direct
       approximation of an augmented  Lagrangian formulation (see Getfem user
       documentation) defined at the continuous level. The advantage should be
       a better scalability: the number of Newton iterations should be more or
       less independent of the mesh size.
->>>>>>> upstream
       The condition is applied on the variable `varname_u`
       on the boundary corresponding to `region`. The rigid obstacle should
       be described with the data `dataname_obstacle` being a signed distance
@@ -121,11 +82,6 @@ namespace getfem {
       friction stress.
       An inf-sup condition between `multname` and `varname_u` is required.
       The augmentation parameter `dataname_r` should be chosen in a
-<<<<<<< HEAD
-      range of acceptable values. `dataname_friction_coeff` is the friction
-      coefficient which could be constant or defined on a finite element
-      method.
-=======
       range of acceptable values.
       The parameter `dataname_friction_coeffs` contains the Coulomb friction
       coefficient and optionally an adhesional shear stress threshold and the
@@ -133,15 +89,11 @@ namespace getfem {
       1 to 3. For coefficients described on a finite element method, this
       vector contains a number of single values, value pairs or triplets
       equal to the number of the corresponding mesh_fem's basic dofs.
->>>>>>> upstream
       Possible values for `option` is 1 for the non-symmetric Alart-Curnier
       augmented Lagrangian method, 2 for the symmetric one, 3 for the
       non-symmetric Alart-Curnier method with an additional augmentation
       and 4 for a new unsymmetric method. The default value is 1.
-<<<<<<< HEAD
-=======
       (Option 4 ignores any adhesional stress and tresca limit coefficients.)
->>>>>>> upstream
       `dataname_alpha` and `dataname_wt` are optional parameters to solve
       evolutionary friction problems. `dataname_gamma` and `dataname_vt`
       represent optional data for adding a parameter-dependent sliding
@@ -150,11 +102,7 @@ namespace getfem {
   size_type add_integral_contact_with_rigid_obstacle_brick
   (model &md, const mesh_im &mim, const std::string &varname_u,
    const std::string &multname, const std::string &dataname_obs,
-<<<<<<< HEAD
-   const std::string &dataname_r, const std::string &dataname_friction_coeff,
-=======
    const std::string &dataname_r, const std::string &dataname_friction_coeffs,
->>>>>>> upstream
    size_type region, int option = 1, const std::string &dataname_alpha = "",
    const std::string &dataname_wt = "",
    const std::string &dataname_gamma = "",
@@ -178,11 +126,7 @@ namespace getfem {
   size_type add_penalized_contact_with_rigid_obstacle_brick
   (model &md, const mesh_im &mim, const std::string &varname_u,
    const std::string &dataname_obs, const std::string &dataname_r,
-<<<<<<< HEAD
-   size_type region, int option = 1, const std::string &dataname_n = "");
-=======
    size_type region, int option = 1, const std::string &dataname_lambda_n = "");
->>>>>>> upstream
 
   /** Add a penalized contact condition with Coulomb friction with a
       rigid obstacle to the model.
@@ -190,17 +134,12 @@ namespace getfem {
       on the boundary corresponding to `region`. The rigid obstacle should
       be described with the data `dataname_obstacle` being a signed distance to
       the obstacle (interpolated on a finite element method).
-<<<<<<< HEAD
-      `dataname_friction_coeff`` is the friction coefficient which could
-      be constant or defined on a finite element method.
-=======
       The parameter `dataname_friction_coeffs` contains the Coulomb friction
       coefficient and optionally an adhesional shear stress threshold and the
       tresca limit shear stress. For constant coefficients its size is from
       1 to 3. For coefficients described on a finite element method, this
       vector contains a number of single values, value pairs or triplets
       equal to the number of the corresponding mesh_fem's basic dofs.
->>>>>>> upstream
       The penalization parameter `dataname_r` should be chosen
       large enough to prescribe approximate non-penetration and friction
       conditions but not too large not to deteriorate too much the
@@ -215,11 +154,7 @@ namespace getfem {
   size_type add_penalized_contact_with_rigid_obstacle_brick
   (model &md, const mesh_im &mim, const std::string &varname_u,
    const std::string &dataname_obs, const std::string &dataname_r,
-<<<<<<< HEAD
-   const std::string &dataname_friction_coeff,
-=======
    const std::string &dataname_friction_coeffs,
->>>>>>> upstream
    size_type region, int option = 1, const std::string &dataname_lambda = "",
    const std::string &dataname_alpha = "",
    const std::string &dataname_wt = "");
@@ -241,13 +176,8 @@ namespace getfem {
       range of acceptable values.
       Possible values for `option` is 1 for the non-symmetric Alart-Curnier
       augmented Lagrangian method, 2 for the symmetric one, 3 for the
-<<<<<<< HEAD
-      non-symmetric Alart-Curnier method with an additional augmentation
-      and 4 for a new unsymmetric method. The default value is 1.
-=======
       non-symmetric Alart-Curnier method with an additional augmentation.
       The default value is 1.
->>>>>>> upstream
   */
   size_type add_integral_contact_between_nonmatching_meshes_brick
   (model &md, const mesh_im &mim, const std::string &varname_u1,
@@ -269,11 +199,6 @@ namespace getfem {
       An inf-sup condition between `multname` and `varname_u1` and
       `varname_u2` is required.
       The augmentation parameter `dataname_r` should be chosen in a
-<<<<<<< HEAD
-      range of acceptable values. `dataname_friction_coeff` is the friction
-      coefficient which could be constant or defined on a finite element
-      method on the same mesh as `varname_u1`.
-=======
       range of acceptable values.
       The parameter `dataname_friction_coeffs` contains the Coulomb friction
       coefficient and optionally an adhesional shear stress threshold and the
@@ -282,26 +207,18 @@ namespace getfem {
       same mesh as `varname_u1`, this vector contains a number of single
       values, value pairs or triplets equal to the number of the
       corresponding mesh_fem's basic dofs.
->>>>>>> upstream
       Possible values for `option` is 1 for the non-symmetric Alart-Curnier
       augmented Lagrangian method, 2 for the symmetric one, 3 for the
       non-symmetric Alart-Curnier method with an additional augmentation
       and 4 for a new unsymmetric method. The default value is 1.
-<<<<<<< HEAD
-=======
       (Option 4 ignores any adhesional stress and tresca limit coefficients.)
->>>>>>> upstream
       `dataname_alpha`, `dataname_wt1` and `dataname_wt2` are optional
       parameters to solve evolutionary friction problems.
   */
   size_type add_integral_contact_between_nonmatching_meshes_brick
   (model &md, const mesh_im &mim, const std::string &varname_u1,
    const std::string &varname_u2, const std::string &multname,
-<<<<<<< HEAD
-   const std::string &dataname_r, const std::string &dataname_friction_coeff,
-=======
    const std::string &dataname_r, const std::string &dataname_friction_coeffs,
->>>>>>> upstream
    size_type region1, size_type region2, int option = 1,
    const std::string &dataname_alpha = "",
    const std::string &dataname_wt1 = "",
@@ -324,11 +241,7 @@ namespace getfem {
   (model &md, const mesh_im &mim, const std::string &varname_u1,
    const std::string &varname_u2, const std::string &dataname_r,
    size_type region1, size_type region2,
-<<<<<<< HEAD
-   int option = 1, const std::string &dataname_n = "");
-=======
    int option = 1, const std::string &dataname_lambda_n = "");
->>>>>>> upstream
 
 
   /** Add a penalized contact condition with Coulomb friction between
@@ -339,10 +252,6 @@ namespace getfem {
       large enough to prescribe approximate non-penetration and friction
       conditions but not too large not to deteriorate too much the
       conditionning of the tangent system.
-<<<<<<< HEAD
-      `dataname_friction_coeff` is the friction coefficient which could be constant
-      or defined on a finite element method on the same mesh as `varname_u1`.
-=======
       The parameter `dataname_friction_coeffs` contains the Coulomb friction
       coefficient and optionally an adhesional shear stress threshold and the
       tresca limit shear stress. For constant coefficients its size is from
@@ -350,7 +259,6 @@ namespace getfem {
       same mesh as `varname_u1`, this vector contains a number of single
       values, value pairs or triplets equal to the number of the
       corresponding mesh_fem's basic dofs.
->>>>>>> upstream
       `dataname_lambda` is an optional parameter used if option
       is 2. In that case, the penalization term is shifted by lambda (this
       allows the use of an Uzawa algorithm on the corresponding augmented
@@ -361,11 +269,7 @@ namespace getfem {
   size_type add_penalized_contact_between_nonmatching_meshes_brick
   (model &md, const mesh_im &mim, const std::string &varname_u1,
    const std::string &varname_u2, const std::string &dataname_r,
-<<<<<<< HEAD
-   const std::string &dataname_friction_coeff,
-=======
    const std::string &dataname_friction_coeffs,
->>>>>>> upstream
    size_type region1, size_type region2, int option = 1,
    const std::string &dataname_lambda = "",
    const std::string &dataname_alpha = "",
@@ -379,10 +283,7 @@ namespace getfem {
                                          K_LL_V2,
                                          UZAWA_PROJ,
                                          CONTACT_FLAG,
-<<<<<<< HEAD
-=======
                                          CONTACT_PRESSURE,
->>>>>>> upstream
 
                                          RHS_U_V1,
                                          RHS_U_V2,
@@ -400,20 +301,12 @@ namespace getfem {
                                          K_UL_V1,
                                          K_UL_V2,
                                          K_UL_V3,
-<<<<<<< HEAD
-                                         K_UL_V4,
-=======
->>>>>>> upstream
                                          UZAWA_PROJ_FRICT,
                                          UZAWA_PROJ_FRICT_SAXCE,
 
                                          K_UU_V1,
                                          K_UU_V2,
-<<<<<<< HEAD
-                                         K_UL_FRICT_V1, // EYE
-=======
                                          K_UL_FRICT_V1, // negative EYE
->>>>>>> upstream
                                          K_UL_FRICT_V2,
                                          K_UL_FRICT_V3,
                                          K_UL_FRICT_V4,
@@ -444,14 +337,10 @@ namespace getfem {
                                // elastic body surface moves outwards)
     base_small_vector no;      // surface normal, pointing outwards with respect
                                // to the (first) elastic body
-<<<<<<< HEAD
-    scalar_type g, f_coeff;    // gap and coefficient of friction values
-=======
     scalar_type g;             // gap value
     scalar_type f_coeff;       // coefficient of friction value
     scalar_type tau_adh;       // adhesional shear resistance of the interface
     scalar_type tresca_lim;    // tresca shear limit for the interface
->>>>>>> upstream
 
     // these variables are used as temporary storage and they will usually contain
     // garbage from previous calculations
@@ -472,23 +361,16 @@ namespace getfem {
     contact_nonlinear_term(dim_type N_, size_type option_, scalar_type r_,
                            bool contact_only_ = true,
                            scalar_type alpha_ = scalar_type(1)) :
-<<<<<<< HEAD
-=======
       tau_adh(0), tresca_lim(gmm::default_max(scalar_type())),
->>>>>>> upstream
       N(N_), option(option_), r(r_), contact_only(contact_only_), alpha(alpha_) {
 
       adjust_tensor_size();
     }
 
-<<<<<<< HEAD
-    const bgeot::multi_index &sizes() const { return sizes_; }
-=======
     const bgeot::multi_index &sizes(size_type) const { return sizes_; }
 
     virtual void friction_law(scalar_type p, scalar_type &tau);
     virtual void friction_law(scalar_type p, scalar_type &tau, scalar_type &tau_grad);
->>>>>>> upstream
 
     virtual void compute(fem_interpolation_context&, bgeot::base_tensor &t);
     virtual void prepare(fem_interpolation_context& /*ctx*/, size_type /*nb*/)
@@ -511,11 +393,7 @@ namespace getfem {
     const mesh_fem &mf_obs;     // mandatory
     const mesh_fem *pmf_lambda; // optional for terms involving lagrange multipliers
     const mesh_fem *pmf_coeff;  // optional for terms involving fem described coefficient of friction
-<<<<<<< HEAD
-    base_vector U, obs, lambda, friction_coeff, WT, VT;
-=======
     base_vector U, obs, lambda, friction_coeff, tau_adhesion, tresca_limit, WT, VT;
->>>>>>> upstream
     scalar_type gamma;
 
     template <typename VECT1>
@@ -524,23 +402,11 @@ namespace getfem {
      const mesh_fem &mf_u_, const VECT1 &U_,
      const mesh_fem &mf_obs_, const VECT1 &obs_,
      const mesh_fem *pmf_lambda_ = 0, const VECT1 *lambda_ = 0,
-<<<<<<< HEAD
-     const mesh_fem *pmf_coeff_ = 0, const VECT1 *f_coeff_ = 0,
-=======
      const mesh_fem *pmf_coeff_ = 0, const VECT1 *f_coeffs_ = 0,
->>>>>>> upstream
      scalar_type alpha_ = scalar_type(1), const VECT1 *WT_ = 0,
      scalar_type gamma_ = scalar_type(1), const VECT1 *VT_ = 0
     )
       : contact_nonlinear_term(mf_u_.linked_mesh().dim(), option_, r_,
-<<<<<<< HEAD
-                               (f_coeff_ == 0), alpha_
-                              ),
-        mf_u(mf_u_), mf_obs(mf_obs_),
-        pmf_lambda(pmf_lambda_), pmf_coeff(pmf_coeff_), 
-        U(mf_u.nb_basic_dof()), obs(mf_obs.nb_basic_dof()),
-        lambda(0), friction_coeff(0), WT(0), VT(0), gamma(gamma_)
-=======
                                (f_coeffs_ == 0), alpha_
                               ),
         mf_u(mf_u_), mf_obs(mf_obs_),
@@ -548,29 +414,17 @@ namespace getfem {
         U(mf_u.nb_basic_dof()), obs(mf_obs.nb_basic_dof()),
         lambda(0), friction_coeff(0), tau_adhesion(0), tresca_limit(0),
         WT(0), VT(0), gamma(gamma_)
->>>>>>> upstream
     {
 
       mf_u.extend_vector(U_, U);
       mf_obs.extend_vector(obs_, obs);
 
       if (pmf_lambda) {
-<<<<<<< HEAD
-        lambda.resize(pmf_lambda->nb_basic_dof()); 
-=======
         lambda.resize(pmf_lambda->nb_basic_dof());
->>>>>>> upstream
         pmf_lambda->extend_vector(*lambda_, lambda);
       }
 
       if (!contact_only) {
-<<<<<<< HEAD
-        if (!pmf_coeff)
-          f_coeff = (*f_coeff_)[0];
-        else {
-          friction_coeff.resize(pmf_coeff->nb_basic_dof());
-          pmf_coeff->extend_vector(*f_coeff_, friction_coeff);
-=======
         if (!pmf_coeff) {
           f_coeff = (*f_coeffs_)[0];
           if (gmm::vect_size(*f_coeffs_) > 1) tau_adh = (*f_coeffs_)[1];
@@ -592,7 +446,6 @@ namespace getfem {
             pmf_coeff->extend_vector(gmm::sub_vector(*f_coeffs_, gmm::sub_slice(2,pmf_coeff->nb_dof(),ncoeffs)),
                                      tresca_limit);
           }
->>>>>>> upstream
         }
 
         if (WT_ && gmm::vect_size(*WT_)) {
@@ -630,11 +483,7 @@ namespace getfem {
     const mesh_fem &mf_u2;      // displacements of the mortar side projected on the non-mortar side
     const mesh_fem *pmf_lambda; // Lagrange multipliers defined on the non-mortar side
     const mesh_fem *pmf_coeff;  // coefficient of friction defined on the non-mortar side
-<<<<<<< HEAD
-    base_vector U1, U2, lambda, friction_coeff, WT1, WT2;
-=======
     base_vector U1, U2, lambda, friction_coeff, tau_adhesion, tresca_limit, WT1, WT2;
->>>>>>> upstream
 
     template <typename VECT1>
     contact_nonmatching_meshes_nonlinear_term
@@ -642,30 +491,18 @@ namespace getfem {
      const mesh_fem &mf_u1_, const VECT1 &U1_,
      const mesh_fem &mf_u2_, const VECT1 &U2_,
      const mesh_fem *pmf_lambda_ = 0, const VECT1 *lambda_ = 0,
-<<<<<<< HEAD
-     const mesh_fem *pmf_coeff_ = 0, const VECT1 *f_coeff_ = 0,
-=======
      const mesh_fem *pmf_coeff_ = 0, const VECT1 *f_coeffs_ = 0,
->>>>>>> upstream
      scalar_type alpha_ = scalar_type(1),
      const VECT1 *WT1_ = 0, const VECT1 *WT2_ = 0
     )
       : contact_nonlinear_term(mf_u1_.linked_mesh().dim(), option_, r_,
-<<<<<<< HEAD
-                               (f_coeff_ == 0), alpha_
-=======
                                (f_coeffs_ == 0), alpha_
->>>>>>> upstream
                               ),
         mf_u1(mf_u1_), mf_u2(mf_u2_),
         pmf_lambda(pmf_lambda_), pmf_coeff(pmf_coeff_),
         U1(mf_u1.nb_basic_dof()), U2(mf_u2.nb_basic_dof()),
-<<<<<<< HEAD
-        lambda(0), friction_coeff(0), WT1(0), WT2(0)
-=======
         lambda(0), friction_coeff(0), tau_adhesion(0), tresca_limit(0),
         WT1(0), WT2(0)
->>>>>>> upstream
     {
 
       GMM_ASSERT1(mf_u2.linked_mesh().dim() == N,
@@ -675,22 +512,11 @@ namespace getfem {
       mf_u2.extend_vector(U2_, U2);
 
       if (pmf_lambda) {
-<<<<<<< HEAD
-        lambda.resize(pmf_lambda->nb_basic_dof()); 
-=======
         lambda.resize(pmf_lambda->nb_basic_dof());
->>>>>>> upstream
         pmf_lambda->extend_vector(*lambda_, lambda);
       }
 
       if (!contact_only) {
-<<<<<<< HEAD
-        if (!pmf_coeff)
-          f_coeff = (*f_coeff_)[0];
-        else {
-          friction_coeff.resize(pmf_coeff->nb_basic_dof());
-          pmf_coeff->extend_vector(*f_coeff_, friction_coeff);
-=======
         if (!pmf_coeff) {
           f_coeff = (*f_coeffs_)[0];
           if (gmm::vect_size(*f_coeffs_) > 1) tau_adh = (*f_coeffs_)[1];
@@ -712,7 +538,6 @@ namespace getfem {
             pmf_coeff->extend_vector(gmm::sub_vector(*f_coeffs_, gmm::sub_slice(2,pmf_coeff->nb_dof(),ncoeffs)),
                                      tresca_limit);
           }
->>>>>>> upstream
         }
         if (WT1_ && WT2_ && gmm::vect_size(*WT1_) && gmm::vect_size(*WT2_)) {
           WT1.resize(mf_u1.nb_basic_dof());
@@ -800,22 +625,11 @@ namespace getfem {
   template<typename VEC>
   void asm_level_set_normal_source_term
   (VEC &R, const mesh_im &mim,
-<<<<<<< HEAD
-   const getfem::mesh_fem &mf_u, // const VEC &U,
-=======
    const getfem::mesh_fem &mf_u,
->>>>>>> upstream
    const getfem::mesh_fem &mf_obs, const VEC &obs,
    const getfem::mesh_fem &mf_lambda, const VEC &lambda,
    const mesh_region &rg) {
 
-<<<<<<< HEAD
-    VEC U;
-    gmm::resize(U, mf_u.nb_dof());
-    scalar_type r(0.);
-    contact_rigid_obstacle_nonlinear_term
-      nterm(RHS_U_V1, r, mf_u, U, mf_obs, obs, &mf_lambda, &lambda);
-=======
     bool contact_only = (mf_lambda.get_qdim() == 1);
 
     VEC U;
@@ -825,7 +639,6 @@ namespace getfem {
     contact_rigid_obstacle_nonlinear_term
       nterm(RHS_U_V1, dummy_r, mf_u, U, mf_obs, obs, &mf_lambda, &lambda,
             0, contact_only ? 0 : &dummy_f_coeff);
->>>>>>> upstream
 
     getfem::generic_assembly assem;
     assem.set("V(#1)+=comp(NonLin$1(#1,#1,#2,#3).vBase(#1))(i,:,i); ");
@@ -843,34 +656,6 @@ namespace getfem {
   (const mesh_im &mim,
    const getfem::mesh_fem &mf_u, const VEC &U,
    const getfem::mesh_fem &mf_obs, const VEC &obs,
-<<<<<<< HEAD
-   const mesh_region &rg, scalar_type threshold_factor=0.0) {
-
-    //FIXME: use an adapted integration method
-
-    // assemble an estimator of the mesh size
-    getfem::mesh_fem mf_mesh_size(mf_u.linked_mesh());
-    mf_mesh_size.set_qdim(1);
-    mf_mesh_size.set_classical_finite_element(1);
-    VEC vec_mesh_size(mf_mesh_size.nb_dof());
-
-    getfem::generic_assembly assem_mesh_size;
-    assem_mesh_size.set("V(#1)+=comp(Base(#1))");
-    assem_mesh_size.push_mi(mim);
-    assem_mesh_size.push_mf(mf_mesh_size);
-    assem_mesh_size.push_vec(vec_mesh_size);
-    assem_mesh_size.assembly(rg);
-    if (mf_u.get_qdim() == 3)
-      for (size_type i=0; i < gmm::vect_size(vec_mesh_size); i++)
-        vec_mesh_size[i] = sqrt(vec_mesh_size[i]);
-
-    // compute the total contact area
-    // remark: the CONTACT_FLAG option misuses r as threshold factor and mf_lambda
-    //         as mesh size estimation
-    scalar_type r(threshold_factor);
-    contact_rigid_obstacle_nonlinear_term
-      nterm(CONTACT_FLAG, r, mf_u, U, mf_obs, obs, &mf_mesh_size, &vec_mesh_size);
-=======
    const mesh_region &rg, scalar_type threshold_factor=0.0,
    const getfem::mesh_fem *mf_lambda=0, const VEC *lambda=0,
    scalar_type threshold_pressure_factor=0.0) {
@@ -943,18 +728,13 @@ namespace getfem {
     // remark: the CONTACT_FLAG option misuses lambda as a threshold field
     contact_rigid_obstacle_nonlinear_term
       nterm(CONTACT_FLAG, 0., mf_u, U, mf_obs, obs, &mf_ca, &threshold);
->>>>>>> upstream
 
     getfem::generic_assembly assem;
     assem.set("V()+=comp(NonLin(#1,#1,#2,#3))(i)");
     assem.push_mi(mim);
     assem.push_mf(mf_u);
     assem.push_mf(mf_obs);
-<<<<<<< HEAD
-    assem.push_mf(mf_mesh_size);
-=======
     assem.push_mf(mf_ca);
->>>>>>> upstream
     assem.push_nonlinear_term(&nterm);
     std::vector<scalar_type> v(1);
     assem.push_vec(v);
@@ -966,19 +746,6 @@ namespace getfem {
   template<typename VEC>
   void asm_nonmatching_meshes_normal_source_term
   (VEC &R, const mesh_im &mim,
-<<<<<<< HEAD
-   const getfem::mesh_fem &mf_u1, // const VEC &U1,
-   const getfem::mesh_fem &mf_u2_proj, // const VEC &U2_proj,
-   const getfem::mesh_fem &mf_lambda, const VEC &lambda,
-   const mesh_region &rg) {
-
-    VEC U1, U2_proj;
-    gmm::resize(U1, mf_u1.nb_dof());
-    gmm::resize(U2_proj, mf_u2_proj.nb_dof());
-    scalar_type r(0);
-    contact_nonmatching_meshes_nonlinear_term
-      nterm(RHS_U_V1, r, mf_u1, U1, mf_u2_proj, U2_proj, &mf_lambda, &lambda);
-=======
    const getfem::mesh_fem &mf_u1,
    const getfem::mesh_fem &mf_u2_proj,
    const getfem::mesh_fem &mf_lambda, const VEC &lambda,
@@ -994,7 +761,6 @@ namespace getfem {
     contact_nonmatching_meshes_nonlinear_term
       nterm(RHS_U_V1, dummy_r, mf_u1, U1, mf_u2_proj, U2_proj, &mf_lambda, &lambda,
             0, contact_only ? 0 : &dummy_f_coeff);
->>>>>>> upstream
 
     getfem::generic_assembly assem;
     assem.set("V(#1)+=comp(NonLin(#1,#1,#2,#3).vBase(#1))(i,:,i)");
@@ -1012,34 +778,6 @@ namespace getfem {
   (const mesh_im &mim,
    const getfem::mesh_fem &mf_u1, const VEC &U1,
    const getfem::mesh_fem &mf_u2_proj, const VEC &U2_proj,
-<<<<<<< HEAD
-   const mesh_region &rg, scalar_type threshold_factor=0.0) {
-
-    //FIXME: use an adapted integration method
-
-    // assemble an estimator of the mesh size
-    getfem::mesh_fem mf_mesh_size(mf_u1.linked_mesh());
-    mf_mesh_size.set_qdim(1);
-    mf_mesh_size.set_classical_finite_element(1);
-    VEC vec_mesh_size(mf_mesh_size.nb_dof());
-
-    getfem::generic_assembly assem_mesh_size;
-    assem_mesh_size.set("V(#1)+=comp(Base(#1))");
-    assem_mesh_size.push_mi(mim);
-    assem_mesh_size.push_mf(mf_mesh_size);
-    assem_mesh_size.push_vec(vec_mesh_size);
-    assem_mesh_size.assembly(rg);
-    if (mf_u1.get_qdim() == 3)
-      for (size_type i=0; i < gmm::vect_size(vec_mesh_size); i++)
-        vec_mesh_size[i] = sqrt(vec_mesh_size[i]);
-    
-    // compute the total contact area
-    // remark: the CONTACT_FLAG option misuses r as threshold factor and mf_lambda
-    //         as mesh size estimation
-    scalar_type r(threshold_factor);
-    contact_nonmatching_meshes_nonlinear_term
-      nterm(CONTACT_FLAG, r, mf_u1, U1, mf_u2_proj, U2_proj, &mf_mesh_size, &vec_mesh_size);
-=======
    const mesh_region &rg, scalar_type threshold_factor=0.0,
    const getfem::mesh_fem *mf_lambda=0, const VEC *lambda=0,
    scalar_type threshold_pressure_factor=0.0) {
@@ -1113,18 +851,13 @@ namespace getfem {
     // remark: the CONTACT_FLAG option misuses lambda as a threshold field
     contact_nonmatching_meshes_nonlinear_term
       nterm(CONTACT_FLAG, 0., mf_u1, U1, mf_u2_proj, U2_proj, &mf_ca, &threshold);
->>>>>>> upstream
 
     getfem::generic_assembly assem;
     assem.set("V()+=comp(NonLin(#1,#1,#2,#3))(i)");
     assem.push_mi(mim);
     assem.push_mf(mf_u1);
     assem.push_mf(mf_u2_proj);
-<<<<<<< HEAD
-    assem.push_mf(mf_mesh_size);
-=======
     assem.push_mf(mf_ca);
->>>>>>> upstream
     assem.push_nonlinear_term(&nterm);
     std::vector<scalar_type> v(1);
     assem.push_vec(v);
@@ -1139,62 +872,6 @@ namespace getfem {
 
 
 
-<<<<<<< HEAD
-
-  /** Add a large sliding contact with friction brick to the model.
-      This brick is able to deal with auto-contact, contact between
-      several deformable bodies and contact with rigid obstacles.
-      The condition is applied on the variable `varname_u` on the
-      boundary corresponding to `region`. `dataname_r` is the augmentation
-      parameter of the augmented Lagrangian. `dataname_friction_coeff`
-      is the friction coefficient. `mim` is an integration method on the
-      boundary. `varname_u` is the variable on which the contact condition 
-      will be prescribed (should be of displacement type). `multname` is 
-      a multiplier defined on the boundary which will represent the contact
-      force. If no additional boundary or rigid
-      obstacle is added, only auto-contact will be detected. Use
-      `add_boundary_to_large_sliding_contact_brick` and
-      `add_rigid_obstacle_to_large_sliding_contact_brick` to add contact
-      boundaries and rigid obstacles.
-  */
-  size_type add_integral_large_sliding_contact_brick
-  (model &md, const mesh_im &mim, const std::string &varname_u,
-   const std::string &multname, const std::string &dataname_r,
-   const std::string &dataname_friction_coeff, size_type region);
-
-
-  /** Add a contact boundary to an existing large sliding contact brick.
-      `indbrick` is the brick index.
-  */
-  void add_boundary_to_large_sliding_contact_brick
-  (model &md, size_type indbrick, const mesh_im &mim,
-   const std::string &varname_u, const std::string &multname,
-   size_type region);
-
-  /** Add a rigid obstacle to an existing large sliding contact brick.
-      `indbrick` is the brick index, `obs` is the expression of a
-      function which should be closed to a signed distance to the obstacle.
-  */
-  void add_rigid_obstacle_to_large_sliding_contact_brick
-  (model &md, size_type indbrick, const std::string &obs);
-
-
-
-
-
-
-
-#ifdef EXPERIMENTAL_PURPOSE_ONLY
-  // Experimental implementation of contact condition with Nitsche method.
-  // To be deleted when a more general implementation will be designed.
-  size_type add_Nitsche_contact_with_rigid_obstacle_brick
-  (model &md, const mesh_im &mim, const std::string &varname_u,
-   const std::string &dataname_obs, const std::string &dataname_r,
-   const std::string &dataname_friction_coeff,
-   const std::string &dataname_lambda, const std::string &dataname_mu,
-   size_type region);
-#endif
-=======
   /** Adds a contact condition with or without Coulomb friction on the variable
       `varname_u` and the mesh boundary `region`. The contact condition
       is prescribed with Nitsche's method. The rigid obstacle should
@@ -1291,7 +968,6 @@ CAUTION: This brick has to be added in the model
    const std::string &dataname_alpha,
    const std::string &dataname_wt1, const std::string &dataname_wt2);
 
->>>>>>> upstream
 
 }  /* end of namespace getfem.                                             */
 
diff --git a/src/getfem/getfem_contact_and_friction_nodal.h b/src/getfem/getfem_contact_and_friction_nodal.h
index 78484e5..f27c754 100644
--- a/src/getfem/getfem_contact_and_friction_nodal.h
+++ b/src/getfem/getfem_contact_and_friction_nodal.h
@@ -40,11 +40,6 @@
 
 #include "getfem_models.h"
 
-<<<<<<< HEAD
-using std::endl; using std::cout; using std::cerr;
-using std::ends; using std::cin;
-=======
->>>>>>> upstream
 namespace getfem {
 
  typedef gmm::row_matrix<gmm::rsvector<scalar_type> > CONTACT_B_MATRIX;
@@ -103,12 +98,8 @@ namespace getfem {
    CONTACT_B_MATRIX &BN, CONTACT_B_MATRIX &BT,
    std::string dataname_friction_coeff,
    std::string dataname_gap="", std::string dataname_alpha="",
-<<<<<<< HEAD
-   int aug_version=1, bool Tresca_version=false, std::string dataname_threshold = "", bool Hughes_stabilized=false);
-=======
    int aug_version=1, bool Tresca_version=false, const std::string dataname_threshold="",
    std::string dataname_gamma="", std::string dataname_wt="", bool Hughes_stabilized=false);
->>>>>>> upstream
 
   /** Can be used to change the matrix BN of a basic contact/friction brick
    */
@@ -188,20 +179,12 @@ namespace getfem {
    CONTACT_B_MATRIX &BN, CONTACT_B_MATRIX &BT, CONTACT_B_MATRIX &DN,CONTACT_B_MATRIX &DT,
    std::string dataname_friction_coeff,
    std::string dataname_gap="", std::string dataname_alpha="",
-<<<<<<< HEAD
-   int aug_version=1, bool Tresca_version=false, std::string dataname_threshold="") {
-=======
    int aug_version=1, bool Tresca_version=false, const std::string dataname_threshold="") {
->>>>>>> upstream
 
     size_type indbrick = add_basic_contact_brick
       (md, varname_u, multname_n, multname_t, dataname_r, BN, BT,
        dataname_friction_coeff, dataname_gap, dataname_alpha,
-<<<<<<< HEAD
-       aug_version, Tresca_version, dataname_threshold, true);
-=======
        aug_version, Tresca_version, dataname_threshold, "", "", true);
->>>>>>> upstream
     gmm::resize(contact_brick_set_DN(md, indbrick),
                 gmm::mat_nrows(DN), gmm::mat_ncols(DN));
     gmm::copy(DN, contact_brick_set_DN(md, indbrick));
@@ -437,17 +420,6 @@ namespace getfem {
   // DEPRECATED FUNCTION NAMES
 
   IS_DEPRECATED inline size_type add_basic_contact_with_friction_brick
-<<<<<<< HEAD
- (model &md, const std::string &varname_u, const std::string &multname_n,
-   const std::string &multname_t, const std::string &dataname_r,
-   CONTACT_B_MATRIX &BN, CONTACT_B_MATRIX &BT,
-   std::string dataname_friction_coeff,
-   std::string dataname_gap="", std::string dataname_alpha="",
-   int aug_version=1, bool Tresca_version=false, std::string dataname_threshold = "", bool Hughes_stabilized=false)
-  { return add_basic_contact_brick
-      (md, varname_u, multname_n, multname_t, dataname_r, BN, BT, dataname_friction_coeff,
-       dataname_gap, dataname_alpha, aug_version, Tresca_version, dataname_threshold, Hughes_stabilized); }
-=======
     (model &md, const std::string &varname_u, const std::string &multname_n,
      const std::string &multname_t, const std::string &dataname_r,
      CONTACT_B_MATRIX &BN, CONTACT_B_MATRIX &BT,
@@ -457,24 +429,16 @@ namespace getfem {
   { return add_basic_contact_brick
       (md, varname_u, multname_n, multname_t, dataname_r, BN, BT, dataname_friction_coeff,
        dataname_gap, dataname_alpha, aug_version, Tresca_version, "", "", "", Hughes_stabilized); }
->>>>>>> upstream
 
   IS_DEPRECATED inline size_type add_Hughes_stab_with_friction_contact_brick
     (model &md, const std::string &varname_u, const std::string &multname_n,
      const std::string &multname_t, const std::string &dataname_r,
      CONTACT_B_MATRIX &BN, CONTACT_B_MATRIX &BT, CONTACT_B_MATRIX &DN,CONTACT_B_MATRIX &DT,
      std::string dataname_friction_coeff, std::string dataname_gap="",
-<<<<<<< HEAD
-     std::string dataname_alpha="", int aug_version=1, bool Tresca_version=false, std::string dataname_threshold="")
-  { return add_Hughes_stab_basic_contact_brick
-      (md, varname_u, multname_n, multname_t, dataname_r, BN, BT, DN, DT,
-       dataname_friction_coeff, dataname_gap, dataname_alpha, aug_version, Tresca_version, dataname_threshold); }
-=======
      std::string dataname_alpha="", int aug_version=1, bool Tresca_version=false)
   { return add_Hughes_stab_basic_contact_brick
       (md, varname_u, multname_n, multname_t, dataname_r, BN, BT, DN, DT,
        dataname_friction_coeff, dataname_gap, dataname_alpha, aug_version, Tresca_version, ""); }
->>>>>>> upstream
 
   // rigid obstacle
   IS_DEPRECATED inline size_type add_contact_with_rigid_obstacle_brick
diff --git a/src/getfem/getfem_continuation.h b/src/getfem/getfem_continuation.h
index 1e97c7e..069e4ad 100644
--- a/src/getfem/getfem_continuation.h
+++ b/src/getfem/getfem_continuation.h
@@ -33,18 +33,7 @@
     @author Tomas Ligursky <tomas.ligursky at gmail.com>
     @author Yves Renard <Yves.Renard at insa-lyon.fr>
     @date October 17, 2011.
-<<<<<<< HEAD
-    @brief (approximate) Moore-Penrose (also called Gauss-Newton) continuation method.
-<<<<<<< HEAD
-
-    NOTE: The bordered systems involved are solved by a block eliminiation
-    although the bordered matrix may be ill-conditioned in some cases!
-    Nevertheless, the algorithm seems to work well.
-=======
->>>>>>> upstream
-=======
     @brief inexact Moore-Penrose continuation method.
->>>>>>> upstream/4.2.1_beta1_svn4453_dfsg
 */
 #ifndef GETFEM_CONTINUATION_H__
 #define GETFEM_CONTINUATION_H__
@@ -58,57 +47,6 @@ namespace getfem {
   // Abstract Moore-Penrose continuation method
   //=========================================================================
 
-<<<<<<< HEAD
-
-  const double tau_init = 1.e4;
-  enum build_data { BUILD_F = 1, BUILD_F_x = 2, BUILD_ALL = 3 };
-
-  template <typename CONT_S, typename VECT> 
-  double norm_(CONT_S &S, const VECT &x)
-  { return sqrt(S.sp(x, x)); }
-  
-  template <typename CONT_S, typename VECT> 
-  double w_sp_(CONT_S &S, const VECT &x1, const VECT &x2)
-  { return S.scfac() * S.sp(x1, x2); }
-
-  template <typename CONT_S, typename VECT> 
-  double sp_(CONT_S &S, const VECT &x1, const VECT &x2,
-	     double gamma1, double gamma2)
-  { return w_sp_(S, x1, x2) + gamma1 * gamma2; }
-
-  template <typename CONT_S, typename VECT> 
-  double norm_(CONT_S &S, const VECT &x, double gamma)
-  { return sqrt(sp_(S, x, x, gamma, gamma)); }
-
-
-  template <typename CONT_S, typename VECT>
-  void compute_tangent(CONT_S &S, const VECT &x, double gamma,
-		       VECT &t_x, double &t_gamma) {
-    VECT g(x), y(x);
-    S.F_gamma(x, gamma, g);
-    S.solve_grad(x, gamma, y, g);
-    t_gamma = 1. / (t_gamma - w_sp_(S, t_x, y));
-    S.scale(y, -t_gamma); S.copy(y, t_x);
-    
-    double no = norm_(S, t_x, t_gamma);
-    S.scale(t_x, 1./no); t_gamma /= no;
-
-//     if (S.noisy() > 1) {
-//       S.mult_grad(x, gamma, t_x, y); S.scaled_add(y, g, t_gamma, y);
-//       cout << "new tangent computed with the residual " 
-// 	   << norm_(S, y) << endl;
-//     }
-  }
-
-
-  template <typename CONT_S, typename MAT, typename VECT>
-  double test_function(CONT_S &S, const MAT &A, const VECT &g,
-		       const VECT &t_x, double t_gamma) {
-    double q, r, v_gamma, tau;
-    VECT v_x(g), y(g), z(g);
-
-    if (S.noisy() > 1) cout << "starting computing test function" << endl;
-=======
   const double tau_init = 1.e6;
   enum build_data { BUILD_F = 1, BUILD_F_x = 2, BUILD_ALL = 3 };
 
@@ -225,7 +163,6 @@ namespace getfem {
     double q, r, tau;
     VECT y(g), z(g);
 
->>>>>>> upstream
     S.solve(A, y, z, g, S.b_x());
     v_gamma = (S.b_gamma() - S.sp(t_x, z)) / (t_gamma - S.sp(t_x, y));
     S.scaled_add(z, y, -v_gamma, v_x);
@@ -239,35 +176,12 @@ namespace getfem {
     q = S.sp(t_x, v_x) + t_gamma * v_gamma + S.b_gamma() * tau; r += q * q;
     q = S.sp(S.c_x(), v_x) + S.c_gamma() * v_gamma + S.d() * tau - 1.;
     r += q * q; r = sqrt(r);
-<<<<<<< HEAD
-    if (r > 1e-10)
-=======
     if (r > 1.e-10)
->>>>>>> upstream
       GMM_WARNING1("Test function evaluated with the residual " << r);
 
     return tau;
   }
 
-<<<<<<< HEAD
-  template <typename CONT_S, typename VECT>
-  double test_function(CONT_S &S, const VECT &x, double gamma,
-		       const VECT &t_x, double t_gamma) {
-    VECT g(x); S.F_gamma(x, gamma, g);
-    typename CONT_S::MAT A; S.F_x(x, gamma, A);
-    return test_function(S, A, g, t_x, t_gamma);
-  }
-
-  template <typename CONT_S, typename VECT>
-  bool test_smooth_bifurcation(CONT_S &S, const VECT &x, double gamma,
-			       const VECT &t_x, double t_gamma) {
-    double tau0 = S.tau1(), tau1 = S.tau2(),
-      tau2 = test_function(S, x, gamma, t_x, t_gamma);
-    S.set_tau1(tau1); S.set_tau2(tau2);
-    return (tau2 * tau1 < 0) & (S.abs(tau1) < S.abs(tau0));
-  }
-
-=======
   template <typename CONT_S, typename MAT, typename VECT>
   double test_function(CONT_S &S, const MAT &A, const VECT &g,
 		       const VECT &t_x, double t_gamma) {
@@ -304,26 +218,12 @@ namespace getfem {
   }
 
   /* Test for non-smooth bifurcation points. */
->>>>>>> upstream
   template <typename CONT_S, typename VECT>
   bool test_nonsmooth_bifurcation (CONT_S &S, const VECT &x1, double gamma1,
 				   const VECT &t_x1, double t_gamma1,
 				   const VECT &x2, double gamma2,
 				   const VECT &t_x2, double t_gamma2) {
     unsigned long nb_changes = 0;
-<<<<<<< HEAD
-    double alpha = 0, delta = 1. / S.nb_test(), t_gamma,
-      tau0, tau1 = tau_init, tau2 = S.tau2();
-    VECT g1(x1), g2(x1), g(x1), t_x(x1);
-    typename CONT_S::MAT A1, A2, A;
-    S.F_gamma(x2, gamma2, g2);
-    S.F_x(x1, gamma1, A1); S.F_gamma(x1, gamma1, g1);
-    S.F_x(x2, gamma2, A2); S.F_x(x2, gamma2, A);
-    S.init_tau_hist();
-
-    for(size_type i = 1; i < S.nb_test() + 1; ++i) {
-      alpha += delta;
-=======
     double alpha = 0., delta = S.delta_min(),
       tau0 = tau_init, tau1= S.get_tau2(),tau2, tau_var_ref, t_gamma;
     VECT g1(x1), g2(x1), g(x1), t_x(x1);
@@ -340,18 +240,11 @@ namespace getfem {
     // monitor sign changes of the test function on the convex combination
     do {
       alpha = std::min(alpha + delta, 1.);
->>>>>>> upstream
       S.scaled_add(A1, 1. - alpha, A2, alpha, A);
       S.scaled_add(g1, 1. - alpha, g2, alpha, g);
       S.scaled_add(t_x1, 1. - alpha, t_x2, alpha, t_x);
       t_gamma = (1. - alpha) * t_gamma1 + alpha * t_gamma2;
       
-<<<<<<< HEAD
-      tau0 = tau1; tau1 = tau2; tau2 = test_function(S, A, g, t_x, t_gamma);
-      if ((tau2 * tau1 < 0) & (S.abs(tau1) < S.abs(tau0))) ++nb_changes;
-      S.set_tau_hist(i, tau2);
-    }
-=======
       tau2 = test_function(S, A, g, t_x, t_gamma);
       if ((tau2 * tau1 < 0) && (S.abs(tau1) < S.abs(tau0))) ++nb_changes;
       S.insert_tau_graph(alpha, tau2);
@@ -362,47 +255,11 @@ namespace getfem {
 	delta = std::max(0.1 * delta, S.delta_min());
       tau0 = tau1; tau1 = tau2; 
     } while (alpha < 1.);
->>>>>>> upstream
     
     S.set_tau1(tau_init); S.set_tau2(tau2);
     return nb_changes % 2;
   }
   
-<<<<<<< HEAD
-
-  template <typename CONT_S, typename VECT>
-  int test_direction(CONT_S &S, const VECT &x, double gamma,
-		     const VECT &t_x, double t_gamma,
-		     VECT &T_x, double &T_gamma, double h) {
-    int res = 1;
-    double Gamma, T_Gamma = T_gamma, ang;
-    VECT X(x), T_X(T_x);
-    
-    S.scaled_add(x, T_x, h, X); Gamma = gamma + h * T_gamma;
-    S.set_build(BUILD_ALL);
-    compute_tangent(S, X, Gamma, T_X, T_Gamma);
-    
-    ang = sp_(S, T_x, T_X, T_gamma, T_Gamma);
-    if (S.noisy() > 1)
-      cout << "the angle with the tested tangent " << ang << endl;
-    if (ang >=  0.996) res = (h > 0) ? 3 : 4;
-    else {
-      ang = sp_(S, t_x, T_X, t_gamma, T_Gamma);
-      if (S.noisy() > 1)
-	cout << "the angle with the starting tangent " << ang << endl;
-      if (ang < 0.86 && ang > -0.86) {
-	res = 2;
-	S.copy(T_X, T_x); T_gamma = T_Gamma; // try the new tangent next(?)
-      }
-    }
-    return res;
-  }
-
-  template <typename CONT_S, typename VECT>
-  void init_test_function(CONT_S &S, const VECT &x, double gamma,
-			  const VECT &t_x, double t_gamma) {
-    S.init_border(x);
-=======
   /* Newton-type corrections for the couple ((X, Gamma), (T_x, T_gamma)).
      The current direction of (T_x, T_gamma) is informatively compared with
      (t_x, t_gamma). */
@@ -669,7 +526,6 @@ namespace getfem {
     if (S.noisy() > 0) cout << "starting computing an initial value of a "
 			    << "test function for bifurcations" << endl;
     S.set_build(BUILD_ALL);
->>>>>>> upstream
     double tau = test_function(S, x, gamma, t_x, t_gamma); S.set_tau2(tau);
   }
 
@@ -679,34 +535,6 @@ namespace getfem {
 				       double &t_gamma, double &h) {
     S.set_build(BUILD_ALL);
     S.clear(t_x); t_gamma = (t_gamma >= 0) ? 1. : -1.;
-<<<<<<< HEAD
-    if (S.noisy() > 0) cout << "computing initial tangent" << endl;
-    compute_tangent(S, x, gamma, t_x, t_gamma);
-    h = S.h_init();
-    init_test_function(S, x, gamma, t_x, t_gamma);
-  }
-
-  
-  /* Perform one step of the Moore-Penrose continuation. If a new point 
-     (x, gamma) is found, it has to be saved in the model in the end! */
-  template <typename CONT_S, typename VECT>
-    void Moore_Penrose_continuation(CONT_S &S, VECT &x, double &gamma,
-				    VECT &t_x, double &t_gamma, double &h) {
-    bool bifurcation_detected = false, converged, finished = false;
-    int tangent_status = 0;
-      /* 0: no manipulation with tangent direction (so far);
-	 1: current direction neither admitted nor rejected;
-	 2: direction rejected;
-	 3: direction admitted with plus sign;
-	 4: direction admitted with minus sign; */
-    unsigned long it, step_dec = 0;
-    double t_gamma0 = t_gamma,
-      Delta_Gamma, Gamma, T_gamma, r, no, res, diff, ang;
-    VECT t_x0(t_x), F(x), g(x), Delta_X(x), X(x), T_x(x), y(x);
-
-    do { // step control
-
-=======
     if (S.noisy() > 0)
       cout << "starting computing an initial tangent" << endl;
     compute_tangent(S, x, gamma, t_x, t_gamma);
@@ -728,7 +556,6 @@ namespace getfem {
     S.clear_tau_currentstep(); S.clear_sing_data();
 
     do {
->>>>>>> upstream
       // prediction
       if (S.noisy() > 0) cout << "prediction with h = " << h << endl;
       S.scaled_add(x, t_x, h, X); Gamma = gamma + h * t_gamma;
@@ -736,118 +563,6 @@ namespace getfem {
       S.copy(t_x, T_x); T_gamma = t_gamma;
       
       // correction
-<<<<<<< HEAD
-      if (S.noisy() > 0) cout << "starting correction " << endl;
-      it = 0;
-      S.F(X, Gamma, F);
-      
-      do { // Newton iterations
-	S.F_gamma(X, Gamma, g);
-	S.solve_grad(X, Gamma, Delta_X, y, F, g);
-	r = w_sp_(S, T_x, y);
-
-	Delta_Gamma = w_sp_(S, T_x, Delta_X) / (r - T_gamma);
-	S.scaled_add(Delta_X, y, -Delta_Gamma, Delta_X);
-	S.scaled_add(X, Delta_X, -1., X); Gamma -= Delta_Gamma;
-	S.set_build(BUILD_ALL);
-	
-	T_gamma = 1. / (T_gamma - r);
-	S.scale(y, -T_gamma); S.copy(y, T_x);
-	no = norm_(S, T_x, T_gamma);
-	S.scale(T_x, 1./no); T_gamma /= no;
-
-	S.F(X, Gamma, F); res = norm_(S, F); 
-	diff = norm_(S, Delta_X, Delta_Gamma);
-	converged = (res <= S.maxres() && diff <= S.maxdiff());
-	it++;
-
-	if (S.noisy() > 1)
-	  cout << "iter " << it << " residual " << res
-	       << " difference " << diff
-	       << " cos " << sp_(S, t_x, T_x, t_gamma, T_gamma) << endl;
-
-      } while (!converged && it < S.maxit() && res < 1.e8);
-
-      if (converged) {
-	ang = sp_(S, t_x, T_x, t_gamma, T_gamma);
-	if (S.noisy() > 0) cout << "cos " << ang << endl;
-// 	if (S.noisy() > 1) {
-// 	  S.F_gamma(X, Gamma, g);
-// 	  S.update_matrix(X, Gamma); S.mult_grad(X, Gamma, T_x, y);
-// 	  S.scaled_add(y, g, T_gamma, y);
-// 	  cout << "final tangent computed with the residual "
-// 	       << norm_(S, y) << endl;
-// 	}
-	if (ang >= S.minang()) { // accept the new couple
-	  S.clear_tau_hist();
-	  if (tangent_status == 0)
-	    bifurcation_detected =
-	      test_smooth_bifurcation(S, X, Gamma, T_x, T_gamma);
-	  else {
-	    bifurcation_detected = test_nonsmooth_bifurcation
-	      (S, x, gamma, t_x0, t_gamma0, X, Gamma, T_x, T_gamma);
-	  }
-	  if (bifurcation_detected) cout << "Bifurcation detected!" << endl;
-	  if (step_dec == 0 && it < S.thrit()) // elongate the step size
-	    h = (S.h_inc() * h < S.h_max()) ? S.h_inc() * h : S.h_max();
-	  finished = true;
-	}
-      }
-      
-      if (!finished) {
-	if (h > S.h_min()) { // diminish the step size
-	  h = (S.h_dec() * h > S.h_min()) ? S.h_dec() * h : S.h_min();
-	  step_dec++;
-	}
-	else if (tangent_status == 0) {
-	  if (S.noisy() > 1)
-	    cout << "Seeking a new tangent direction" << endl;
-	  unsigned long tan = 0;
-	  S.copy(t_x, T_x); T_gamma = t_gamma;
-	  S.scaled_add(x, T_x, h, X); Gamma = gamma + h * T_gamma;
-	  S.set_build(BUILD_ALL);
-	  compute_tangent(S, X, Gamma, T_x, T_gamma);
-
-	  do { // seek a new tangent
-	    if (S.noisy() > 1)
-	      cout << "Trying direction " << tan + 1 << endl;
-	    h = S.h_min();
-
-	    do { // test (T_x, T_gamma)
-	      tangent_status =
-		test_direction(S, x, gamma, t_x, t_gamma, T_x, T_gamma, h);
-	      if (tangent_status == 1) {
-		h *= -1.;
-		tangent_status =
-		  test_direction(S, x, gamma, t_x, t_gamma, T_x, T_gamma, h);
-	        h *= -2.;
-	      }
-	    } while (tangent_status == 1 && h <= 1e5);
-
-	    tan++;
-	  } while (tangent_status <= 2 && tan < 1); // tan >= 1?
-	  
-	  if (tangent_status >= 3) {
-	    if (S.noisy() > 1)
-	      cout << "Direction " << tan << " accepted" << endl;
-	    S.copy(T_x, t_x); t_gamma = T_gamma;
-	    if (tangent_status == 4) { 
-	      S.scale(t_x, -1.); t_gamma *= -1.; h /= 2.;
-	    }
-	    h = (h < S.h_init()) ? S.h_init() : h; step_dec = 0;
-	  } else break;
-	} else break;
-      }
-    } while (!finished);
-
-    if (finished) {
-      S.copy(X, x); gamma = Gamma;
-      S.copy(T_x, t_x); t_gamma = T_gamma;
-    } else h = 0;
-  }
-
-
-=======
       converged = newton_corr(S, X, Gamma, T_x, T_gamma, t_x, t_gamma, it);
 
       if (converged
@@ -935,7 +650,6 @@ namespace getfem {
     }
   }
   
->>>>>>> upstream
 
   //=========================================================================
   // Moore-Penrose continuation method for Getfem models
@@ -950,57 +664,6 @@ namespace getfem {
     typedef model_real_sparse_matrix MAT;
     
   private:
-<<<<<<< HEAD
-    model *md;  // for real models only
-    std::string parameter_name_;
-    rmodel_plsolver_type lsolver;
-    double scfac_;
-    unsigned long maxit_, thrit_;
-    double maxres_, maxdiff_, minang_, h_init_, h_max_, h_min_, h_inc_,
-      h_dec_, epsilon_, maxres_solve_;
-    int noisy_;
-    unsigned long nb_test_;
-    bool with_parametrized_data;
-    std::string initdata_name_, finaldata_name_, currentdata_name_;
-    build_data build;
-    double tau1_, tau2_;
-    VECT tau_hist;
-    VECT b_x_, c_x_;
-    double b_gamma_, c_gamma_, d_;
-
-  public:
-    cont_struct_getfem_model
-    (model &m, const std::string &pn, rmodel_plsolver_type ls, double sfac,
-     unsigned long mit = 10, unsigned long tit = 8, double mres = 1.e-6,
-     double mdiff = 1.e-9, double mang = 0.9, double hin = 1.e-2,
-     double hmax = 1.e-1, double hmin = 1.e-5, double hinc = 1.3,
-     double hdec = 0.5, double eps = 1.e-8, double mress = 1.e-7,
-     int noi = 0, unsigned long ntest = 50)
-      : md(&m), parameter_name_(pn), lsolver(ls), scfac_(sfac), maxit_(mit),
-	thrit_(tit), maxres_(mres), maxdiff_(mdiff), minang_(mang),
-	h_init_(hin), h_max_(hmax), h_min_(hmin), h_inc_(hinc), h_dec_(hdec),
-	epsilon_(eps), maxres_solve_(mress), noisy_(noi), nb_test_(ntest),
-	with_parametrized_data(false), build(BUILD_ALL), tau1_(tau_init),
-	tau2_(tau_init), tau_hist(0)
-    {}
-    
-    cont_struct_getfem_model
-    (model &m, const std::string &pn, const std::string &in,
-     const std::string &fn, const std::string &cn, rmodel_plsolver_type ls,
-     double sfac, unsigned long mit = 10, unsigned long tit = 8,
-     double mres = 1.e-6, double mdiff = 1.e-9, double mang = 0.9,
-     double hin = 1.e-2, double hmax = 1.e-1, double hmin = 1.e-5,
-     double hinc = 1.3, double hdec = 0.5, double eps = 1.e-8,
-     double mress = 1.e-7, int noi = 0, unsigned long ntest = 50)
-      : md(&m), parameter_name_(pn), lsolver(ls), scfac_(sfac), maxit_(mit),
-	thrit_(tit), maxres_(mres), maxdiff_(mdiff), minang_(mang),
-	h_init_(hin), h_max_(hmax), h_min_(hmin), h_inc_(hinc), h_dec_(hdec),
-	epsilon_(eps), maxres_solve_(mress), noisy_(noi), nb_test_(ntest),
-	with_parametrized_data(true), initdata_name_(in),
-	finaldata_name_(fn), currentdata_name_(cn), build(BUILD_ALL),
-	tau1_(tau_init), tau2_(tau_init), tau_hist(0)
-    {}
-=======
     model *md;
     bool bifurcations_, nonsmooth;
     std::string parameter_name_;
@@ -1079,27 +742,15 @@ namespace getfem {
     { GMM_ASSERT1(!md->is_complex(),
 		  "Continuation has only a real version, sorry.");
       if (bifurcations_) init_border(); }
->>>>>>> upstream
 
     cont_struct_getfem_model(void) {}
     
 
     // Linear algebra functions
-<<<<<<< HEAD
-    double abs(double a)
-    { return gmm::abs(a); }
-    void clear(VECT &v)
-    { gmm::clear(v); }
-    void copy(const VECT &v1, VECT &v)
-    { gmm::copy(v1, v); }
-    void scale(VECT &v, double a)
-    { gmm::scale(v, a); }
-=======
     double abs(double a) { return gmm::abs(a); }
     void clear(VECT &v) { gmm::clear(v); }
     void copy(const VECT &v1, VECT &v) { gmm::copy(v1, v); }
     void scale(VECT &v, double a) { gmm::scale(v, a); }
->>>>>>> upstream
     void scaled_add(const VECT &v1, const VECT &v2, double a, VECT &v)
     { gmm::add(v1, gmm::scaled(v2, a), v); }
     void scaled_add(const VECT &v1, double a1,
@@ -1107,28 +758,6 @@ namespace getfem {
     { gmm::add(gmm::scaled(v1, a1), gmm::scaled(v2, a2), v); }
     void scaled_add(const MAT &M1, double a1,
 		    const MAT &M2, double a2, MAT &M)
-<<<<<<< HEAD
-    { gmm::add(gmm::scaled(M1, a1), gmm::scaled(M2, a2), M); }
-    double sp(const VECT &v1, const VECT &v2)
-    { return gmm::vect_sp(v1, v2); }
-    void mult(const MAT &A, const VECT &v1, VECT &v)
-    { gmm::mult(A, v1, v); }
-
-    void solve(const MAT &A, VECT &g, const VECT &L) { // A * g = L
-      if (noisy_ > 1) cout << "starting linear solver" << endl;
-      gmm::iteration iter(maxres_solve_, noisy_, 40000);
-      (*lsolver)(A, g, L, iter);
-      if (noisy_ > 1) cout << "linear solver done" << endl;
-    }
-
-    void solve(const MAT &A, VECT &g1, VECT &g2,
-	       const VECT &L1, const VECT &L2) { // A * (g1|g2) = (L1|L2)
-      if (noisy_ > 1) cout << "starting linear solver" << endl;
-      gmm::iteration iter(maxres_solve_, noisy_, 40000);
-      (*lsolver)(A, g1, L1, iter);
-      iter.init(); (*lsolver)(A, g2, L2, iter); // (can be optimised)
-      if (noisy_ > 1) cout << "linear solver done" << endl;
-=======
     { gmm::add(gmm::scaled(M1, a1), gmm::scaled(M2, a2), M); }    
     void mult(const MAT &A, const VECT &v1, VECT &v)
     { gmm::mult(A, v1, v); }
@@ -1167,18 +796,13 @@ namespace getfem {
       (*lsolver)(A, g1, L1, iter);
       iter.init(); (*lsolver)(A, g2, L2, iter); // (can be optimised)
       if (noisy_ > 2) cout << "linear solver done" << endl;
->>>>>>> upstream
     }
 
 
     // Evaluation of  ...
     void set_variables(const VECT &x, double gamma) {
       md->set_real_variable(parameter_name_)[0] = gamma;
-<<<<<<< HEAD
-      if (with_parametrized_data) {
-=======
       if (with_parametrised_data) {
->>>>>>> upstream
 	gmm::add(gmm::scaled(md->real_variable(initdata_name_), 1. - gamma),
 		 gmm::scaled(md->real_variable(finaldata_name_), gamma),
 		 md->set_real_variable(currentdata_name_));
@@ -1196,15 +820,6 @@ namespace getfem {
       gmm::copy(gmm::scaled(md->real_rhs(), -1.), f);
     }
     
-<<<<<<< HEAD
-    // (F(x, gamma + epsilon_) - F(x, gamma)) / epsilon_ --> g
-    void F_gamma(const VECT &x, double gamma, VECT &g) {
-      VECT F0(x), F1(x);
-      F(x, gamma, F0);
-      build = BUILD_ALL; F(x, gamma + epsilon_, F1); build = BUILD_ALL;
-      gmm::add(F1, gmm::scaled(F0, -1.), g);
-      gmm::scale(g, 1./epsilon_);
-=======
     // (F(x, gamma + eps) - F(x, gamma)) / eps --> g
     void F_gamma(const VECT &x, double gamma, VECT &g) {
       const double eps = 1.e-8;
@@ -1213,17 +828,12 @@ namespace getfem {
       build = BUILD_ALL; F(x, gamma + eps, F1); build = BUILD_ALL;
       gmm::add(F1, gmm::scaled(F0, -1.), g);
       gmm::scale(g, 1./eps);
->>>>>>> upstream
     }
 
     void update_matrix(const VECT &x, double gamma) {
       if (build == BUILD_ALL) set_variables(x, gamma);
       if (build & BUILD_F_x) {
-<<<<<<< HEAD
-	if (noisy_ > 1) cout << "starting computing tangent matrix" << endl;
-=======
 	if (noisy_ > 2) cout << "starting computing tangent matrix" << endl;
->>>>>>> upstream
 	md->assembly(model::BUILD_MATRIX);
 	build = build_data(build ^ BUILD_F_x);
       }
@@ -1258,47 +868,17 @@ namespace getfem {
     }
 
     
-<<<<<<< HEAD
-    // Misc.
-    model &linked_model(void) { return *md; }
-    std::string parameter_name(void) { return parameter_name_; }
-    double scfac(void) { return scfac_; }
-    unsigned long thrit(void) { return thrit_; }
-    unsigned long maxit(void) { return maxit_; }
-    double epsilon(void) { return epsilon_; }
-    double minang(void) { return minang_; }
-    double maxres(void) { return maxres_; }
-    double maxdiff(void) { return maxdiff_; }
-=======
     // Misc. for accessing private data
     model &linked_model(void) { return *md; }
     bool bifurcations(void) { return bifurcations_; }
     bool non_smooth(void) { return nonsmooth; }
     std::string parameter_name(void) { return parameter_name_; }
     double scfac(void) { return scfac_; }
->>>>>>> upstream
     double h_init(void) { return h_init_; }
     double h_min(void) { return h_min_; }
     double h_max(void) { return h_max_; }
     double h_dec(void) { return h_dec_; }
     double h_inc(void) { return h_inc_; }
-<<<<<<< HEAD
-    int noisy(void) { return noisy_; }
-    unsigned long nb_test(void) { return nb_test_; }
-    void set_build(build_data build_) { build = build_; }
-    void set_tau1(double tau) { tau1_ = tau; }
-    double tau1(void) { return tau1_; }
-    void set_tau2(double tau) { tau2_ = tau; }
-    double tau2(void) { return tau2_; }
-
-    void init_border(const VECT &v) {
-      srand(unsigned(time(NULL)));
-      gmm::resize(b_x_, gmm::vect_size(v)); gmm::fill_random(b_x_);
-      gmm::resize(c_x_, gmm::vect_size(v)); gmm::fill_random(c_x_);
-      b_gamma_ = gmm::random(1.); c_gamma_ = gmm::random(1.);
-      d_ = gmm::random(1.);
-    }
-=======
     unsigned long maxit(void) { return maxit_; }
     unsigned long thrit(void) { return thrit_; }
     double maxres(void) { return maxres_; }
@@ -1310,25 +890,12 @@ namespace getfem {
     unsigned long nbdir(void) { return nbdir_; }
     unsigned long nbcomb(void) { return nbcomb_; }
     int noisy(void) { return noisy_; }
->>>>>>> upstream
     VECT &b_x(void) { return b_x_; }
     VECT &c_x(void) { return c_x_; }
     double b_gamma(void) { return b_gamma_; }
     double c_gamma(void) { return c_gamma_; }
     double d(void) { return d_; }
 
-<<<<<<< HEAD
-    void clear_tau_hist(void) { gmm::resize(tau_hist, 0); }
-    void init_tau_hist(void) {
-      gmm::resize(tau_hist, nb_test_ + 1);
-      tau_hist[0] = tau2_;
-    }
-    void set_tau_hist(unsigned long i, double a) {
-      GMM_ASSERT2(i < nb_test_ + 1, "out of range");
-      tau_hist[i] = a;
-    }
-    VECT &get_tau_hist(void) { return tau_hist; }
-=======
     void set_tau1(double tau) { tau1 = tau; }
     double get_tau1(void) { return tau1; }
     void set_tau2(double tau) { tau2 = tau; }
@@ -1421,7 +988,6 @@ namespace getfem {
     }
 
     void set_build(build_data build_) { build = build_; }
->>>>>>> upstream
   };
 
 #endif
diff --git a/src/getfem/getfem_fem.h b/src/getfem/getfem_fem.h
index 682e379..89355ad 100644
--- a/src/getfem/getfem_fem.h
+++ b/src/getfem/getfem_fem.h
@@ -495,11 +495,7 @@ namespace getfem {
       size_type R = nb_base_components(0);
       base_tensor::iterator it = t.begin();
       for (size_type  i = 0; i < R; ++i, ++it)
-<<<<<<< HEAD
-        *it = base_[i].eval(x.begin());
-=======
         *it = bgeot::to_scalar(base_[i].eval(x.begin()));
->>>>>>> upstream
     }
     void grad_base_value(const base_node &x, base_tensor &t) const {
       bgeot::multi_index mi(3);
@@ -510,11 +506,7 @@ namespace getfem {
       base_tensor::iterator it = t.begin();
       for (dim_type j = 0; j < n; ++j)
         for (size_type i = 0; i < R; ++i, ++it)
-<<<<<<< HEAD
-          { FUNC f = base_[i]; f.derivative(j); *it = f.eval(x.begin()); }
-=======
           { FUNC f = base_[i]; f.derivative(j); *it = bgeot::to_scalar(f.eval(x.begin())); }
->>>>>>> upstream
     }
     void hess_base_value(const base_node &x, base_tensor &t) const {
       bgeot::multi_index mi(4);
@@ -529,11 +521,7 @@ namespace getfem {
           for (size_type i = 0; i < R; ++i, ++it) {
             FUNC f = base_[i];
             f.derivative(j); f.derivative(k);
-<<<<<<< HEAD
-            *it = f.eval(x.begin());
-=======
             *it = bgeot::to_scalar(f.eval(x.begin()));
->>>>>>> upstream
           }
     }
 
@@ -679,11 +667,7 @@ namespace getfem {
     mutable base_matrix M_; // optional transformation matrix (for non tau-equivalent fems)
     pfem pf_;               // current fem
     pfem_precomp pfp_;      // optional fem_precomp_ (speed up the computations)
-<<<<<<< HEAD
-    size_type convex_num_;  // the convex number (info needed by some specific FEMs)
-=======
     size_type convex_num_;  // The element (convex) number
->>>>>>> upstream
     size_type face_num_;    // Face number for boundary integration
   public:
     /// true if a fem_precomp_ has been supplied.
@@ -778,11 +762,7 @@ namespace getfem {
   void virtual_fem::interpolation_grad(const fem_interpolation_context& c,
                                        const CVEC& coeff, VMAT &val,
                                        dim_type Qdim) const {
-<<<<<<< HEAD
-    typedef typename gmm::linalg_traits<CVEC>::value_type T;
-=======
     // typedef typename gmm::linalg_traits<CVEC>::value_type T;
->>>>>>> upstream
     size_type Qmult = size_type(Qdim) / target_dim();
     dim_type N = dim_type(c.N());
     GMM_ASSERT1(gmm::mat_ncols(val) == N && gmm::mat_nrows(val) == Qdim,
@@ -807,11 +787,7 @@ namespace getfem {
   void virtual_fem::interpolation_hess(const fem_interpolation_context& c,
                                        const CVEC& coeff, VMAT &val,
                                        dim_type Qdim) const {
-<<<<<<< HEAD
-    typedef typename gmm::linalg_traits<CVEC>::value_type T;
-=======
     //    typedef typename gmm::linalg_traits<CVEC>::value_type T;
->>>>>>> upstream
     size_type Qmult = size_type(Qdim) / target_dim();
     dim_type N = dim_type(c.N());
     GMM_ASSERT1(gmm::mat_ncols(val) == gmm::size_type(N*N)
diff --git a/src/getfem/getfem_interpolation.h b/src/getfem/getfem_interpolation.h
index 2a3f681..05f4dcb 100644
--- a/src/getfem/getfem_interpolation.h
+++ b/src/getfem/getfem_interpolation.h
@@ -125,11 +125,7 @@ namespace getfem {
   inline void interpolation_function__(const mesh_fem &mf, VECT &V,
                                        F &f, const dal::bit_vector &dofs,
                                        const M &mm, gmm::abstract_matrix) {
-<<<<<<< HEAD
-    typedef typename gmm::linalg_traits<VECT>::value_type T;
-=======
     // typedef typename gmm::linalg_traits<VECT>::value_type T;
->>>>>>> upstream
     size_type Nr = gmm::mat_nrows(mm), Nc = gmm::mat_ncols(mm), N = Nr*Nc;
     size_type Q = mf.get_qdim();
     base_matrix m(Nr, Nc);
@@ -237,13 +233,9 @@ namespace getfem {
   template<typename VECTU, typename VECTV>
   void interpolation(const mesh_fem &mf_source, const mesh_fem &mf_target,
                      const VECTU &U, VECTV &V, int extrapolation = 0,
-<<<<<<< HEAD
-                     double EPS = 1E-10);
-=======
                      double EPS = 1E-10,
                      mesh_region rg_source=mesh_region::all_convexes(),
                      mesh_region rg_target=mesh_region::all_convexes());
->>>>>>> upstream
 
   /**
      @brief Build the interpolation matrix of mf_source on mf_target.
@@ -259,13 +251,9 @@ namespace getfem {
    */
   template<typename MAT>
   void interpolation(const mesh_fem &mf_source, const mesh_fem &mf_target,
-<<<<<<< HEAD
-                     MAT &M, int extrapolation = 0, double EPS = 1E-10);
-=======
                      MAT &M, int extrapolation = 0, double EPS = 1E-10,
                      mesh_region rg_source=mesh_region::all_convexes(),
                      mesh_region rg_target=mesh_region::all_convexes());
->>>>>>> upstream
 
 
   /* --------------------------- Implementation ---------------------------*/
@@ -353,23 +341,14 @@ namespace getfem {
       }
       for (size_type i = 0; i < nbd_t; ++i, itdof+=mf_target.get_qdim()) {
         size_type dof_t = *itdof*qmult;
-<<<<<<< HEAD
-        if (dof_t_done.is_in(*itdof)) continue;
-        dof_t_done.add(*itdof);
-=======
         if (!discontinuous_source && dof_t_passes[*itdof] > 0) continue;
         dof_t_passes[*itdof] += 1;
->>>>>>> upstream
         ctx.set_ii(i);
         if (version == 0) {
           for (size_type qq=0; qq < qqdim; ++qq) {
             pf_s->interpolation(ctx, coeff[qq], val, qdim);
             for (size_type k=0; k < qdim; ++k)
-<<<<<<< HEAD
-              V[(dof_t + k)*qqdim+qq] = val[k];
-=======
               V[(dof_t + k)*qqdim+qq] += val[k];
->>>>>>> upstream
           }
         }
         else {
@@ -429,12 +408,8 @@ namespace getfem {
                      mesh_trans_inv &mti,
                      const VECTU &UU, VECTV &V, MAT &MM,
                      int version, int extrapolation = 0,
-<<<<<<< HEAD
-                     dal::bit_vector *dof_untouched = 0) {
-=======
                      dal::bit_vector *dof_untouched = 0,
                      mesh_region rg_source=mesh_region::all_convexes()) {
->>>>>>> upstream
 
     typedef typename gmm::linalg_traits<VECTU>::value_type T;
     const mesh &msh(mf_source.linked_mesh());
@@ -484,18 +459,11 @@ namespace getfem {
         dof_source.assign(idct.begin(), idct.end());
       }
       for (size_type i = 0; i < itab.size(); ++i) {
-<<<<<<< HEAD
-        size_type dof_t = itab[i];
-        if (dof_done.is_in(dof_t)) {
-          dof_done.sup(dof_t);
-          ctx.set_xref(mti.reference_coords()[dof_t]);
-=======
         size_type ipt = itab[i];
         if (points_to_do.is_in(ipt)) {
           points_to_do.sup(ipt);
           ctx.set_xref(mti.reference_coords()[ipt]);
           size_type dof_t = mti.id_of_point(ipt);
->>>>>>> upstream
           size_type pos = dof_t * qdim_s;
           if (version == 0) {
             for (size_type qq=0; qq < qqdim; ++qq) {           
@@ -527,15 +495,6 @@ namespace getfem {
         }
       }
     }
-<<<<<<< HEAD
-    if (dof_done.card() != 0) {
-      if (dof_untouched)
-        *dof_untouched = dof_done;
-      else
-        GMM_WARNING2("in interpolation (different meshes),"
-                     << dof_done.card() << " dof of target mesh_fem have "
-                     << " been missed\nmissing dofs : " << dof_done);
-=======
     if (points_to_do.card() != 0) {
       if (dof_untouched) {
         dof_untouched->clear();
@@ -550,7 +509,6 @@ namespace getfem {
                      << dofs_to_do.card() << " dof of target mesh_fem have "
                      << " been missed\nmissing dofs : " << dofs_to_do);
       }
->>>>>>> upstream
     }
 
     if (version != 0) {
@@ -565,20 +523,12 @@ namespace getfem {
   template<typename VECTU, typename VECTV>
   void interpolation(const mesh_fem &mf_source, mesh_trans_inv &mti,
                      const VECTU &U, VECTV &V, int extrapolation = 0,
-<<<<<<< HEAD
-                     dal::bit_vector *dof_untouched = 0) {
-    base_matrix M;
-    GMM_ASSERT1((gmm::vect_size(U) % mf_source.nb_dof()) == 0 &&
-                gmm::vect_size(V)!=0, "Dimension of vector mismatch");
-    interpolation(mf_source, mti, U, V, M, 0, extrapolation, dof_untouched);
-=======
                      dal::bit_vector *dof_untouched = 0,
                      mesh_region rg_source=mesh_region::all_convexes()) {
     base_matrix M;
     GMM_ASSERT1((gmm::vect_size(U) % mf_source.nb_dof()) == 0 &&
                 gmm::vect_size(V)!=0, "Dimension of vector mismatch");
     interpolation(mf_source, mti, U, V, M, 0, extrapolation, dof_untouched, rg_source);
->>>>>>> upstream
   }
 
 
@@ -589,19 +539,12 @@ namespace getfem {
      - the solution should be continuous..
    */
   template<typename VECTU, typename VECTV, typename MAT>
-<<<<<<< HEAD
-    void interpolation(const mesh_fem &mf_source, const mesh_fem &mf_target,
-                       const VECTU &U, VECTV &VV, MAT &MM,
-                       int version, int extrapolation,
-                       double EPS) {
-=======
   void interpolation(const mesh_fem &mf_source, const mesh_fem &mf_target,
                      const VECTU &U, VECTV &VV, MAT &MM,
                      int version, int extrapolation,
                      double EPS,
                      mesh_region rg_source=mesh_region::all_convexes(),
                      mesh_region rg_target=mesh_region::all_convexes()) {
->>>>>>> upstream
 
     typedef typename gmm::linalg_traits<VECTU>::value_type T;
     dim_type qqdim = dim_type(gmm::vect_size(U)/mf_source.nb_dof());
@@ -652,23 +595,15 @@ namespace getfem {
   template<typename VECTU, typename VECTV>
   void interpolation(const mesh_fem &mf_source, const mesh_fem &mf_target,
                      const VECTU &U, VECTV &V, int extrapolation,
-<<<<<<< HEAD
-                     double EPS) {
-=======
                      double EPS,
                      mesh_region rg_source, mesh_region rg_target) {
->>>>>>> upstream
     base_matrix M;
     GMM_ASSERT1((gmm::vect_size(U) % mf_source.nb_dof()) == 0
                 && (gmm::vect_size(V) % mf_target.nb_dof()) == 0
                 && gmm::vect_size(V) != 0, "Dimensions mismatch");
-<<<<<<< HEAD
-    if (&mf_source.linked_mesh() == &mf_target.linked_mesh()) {
-=======
     if (&mf_source.linked_mesh() == &mf_target.linked_mesh() &&
         rg_source.id() == mesh_region::all_convexes().id() &&
         rg_target.id() == mesh_region::all_convexes().id())
->>>>>>> upstream
       interpolation_same_mesh(mf_source, mf_target, U, V, M, 0);
     else 
       interpolation(mf_source, mf_target, U, V, M, 0, extrapolation, EPS,
@@ -677,12 +612,8 @@ namespace getfem {
 
   template<typename MAT>
   void interpolation(const mesh_fem &mf_source, const mesh_fem &mf_target,
-<<<<<<< HEAD
-                     MAT &M, int extrapolation, double EPS) {
-=======
                      MAT &M, int extrapolation, double EPS,
                      mesh_region rg_source, mesh_region rg_target) {
->>>>>>> upstream
     GMM_ASSERT1(mf_source.nb_dof() == gmm::mat_ncols(M)
                 && (gmm::mat_nrows(M) % mf_target.nb_dof()) == 0
                 && gmm::mat_nrows(M) != 0, "Dimensions mismatch");
diff --git a/src/getfem/getfem_nonlinear_elasticity.h b/src/getfem/getfem_nonlinear_elasticity.h
index c4cdd45..d0835c2 100644
--- a/src/getfem/getfem_nonlinear_elasticity.h
+++ b/src/getfem/getfem_nonlinear_elasticity.h
@@ -156,12 +156,8 @@ namespace getfem {
 		       const base_vector &params, scalar_type det_trans) const;
     virtual void grad_sigma(const base_matrix &E, base_tensor &result,
 			    const base_vector &params, scalar_type det_trans) const;
-<<<<<<< HEAD
-    Mooney_Rivlin_hyperelastic_law(void);
-=======
     Mooney_Rivlin_hyperelastic_law(bool compressible_=false,
                                    bool neohookean_=false);
->>>>>>> upstream
   };
 
   /** Neo-Hookean hyperelastic law variants
@@ -181,24 +177,6 @@ namespace getfem {
   };
 
   /** Blatz_Ko hyperelastic law 
-<<<<<<< HEAD
-      
-      To be used for compressible problems.
-  */
-  struct generalized_Blatz_Ko_hyperelastic_law : public abstract_hyperelastic_law {
-    virtual scalar_type strain_energy(const base_matrix &E,
-				      const base_vector &params, scalar_type det_trans) const;
-    virtual void sigma(const base_matrix &E, base_matrix &result,
-		       const base_vector &params, scalar_type det_trans) const;
-    virtual void grad_sigma(const base_matrix &E, base_tensor &result,
-			    const base_vector &params, scalar_type det_trans) const;
-    generalized_Blatz_Ko_hyperelastic_law(void);
-  };
-
-
-  /** Ciarlet-Geymonat hyperelastic law ( @f$ W=~_1i_1(L) + \frac{~}{2}i_2(L) + 8ci_3(L) - \frac{~_1}{2} \textrm{log}~\textrm{det}~C @f$ )
-=======
->>>>>>> upstream
       
       To be used for compressible problems.
   */
@@ -216,13 +194,8 @@ namespace getfem {
   /** Ciarlet-Geymonat hyperelastic law
    */
   struct Ciarlet_Geymonat_hyperelastic_law : public abstract_hyperelastic_law {
-<<<<<<< HEAD
-    // parameters are lambda=params[0], mu=params[1], gamma'(1)=params[2]
-    // The parameter gamma'(1) has to verify gamma'(1) in ]max{-lambda/2-mu, -2mu}, -mu[
-=======
     // parameters are lambda=params[0], mu=params[1], a=params[2]
     // The parameter a has to verify a in ]0, mu/2[
->>>>>>> upstream
     virtual scalar_type strain_energy(const base_matrix &E,
 				      const base_vector &params, scalar_type det_trans) const;
     virtual void sigma(const base_matrix &E, base_matrix &result,
diff --git a/src/getfem/getfem_plasticity.h b/src/getfem/getfem_plasticity.h
index a68aea0..96c6905 100644
--- a/src/getfem/getfem_plasticity.h
+++ b/src/getfem/getfem_plasticity.h
@@ -1,18 +1,10 @@
 /* -*- c++ -*- (enables emacs c++ mode) */
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2002-2012 Amandine Cottaz, Yves Renard
- 
- This file is a part of GETFEM++
- 
-=======
 
  Copyright (C) 2002-2012 Amandine Cottaz, Yves Renard
 
  This file is a part of GETFEM++
 
->>>>>>> upstream
  Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
  under  the  terms  of the  GNU  Lesser General Public License as published
  by  the  Free Software Foundation;  either version 3 of the License,  or
@@ -25,11 +17,7 @@
  You  should  have received a copy of the GNU Lesser General Public License
  along  with  this program;  if not, write to the Free Software Foundation,
  Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
  As a special exception, you  may use  this file  as it is a part of a free
  software  library  without  restriction.  Specifically,  if   other  files
  instantiate  templates  or  use macros or inline functions from this file,
@@ -38,11 +26,7 @@
  to be covered  by the GNU Lesser General Public License.  This   exception
  does not  however  invalidate  any  other  reasons why the executable file
  might be covered by the GNU Lesser General Public License.
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
 ===========================================================================*/
 
 /**@file getfem_plasticity.h
diff --git a/src/getfem/getfem_projected_fem.h b/src/getfem/getfem_projected_fem.h
index 9f12379..4e131b2 100644
--- a/src/getfem/getfem_projected_fem.h
+++ b/src/getfem/getfem_projected_fem.h
@@ -134,11 +134,8 @@ namespace getfem {
 
     void projection_data(const fem_interpolation_context& c,
                          base_node &normal, scalar_type &gap) const;
-<<<<<<< HEAD
-=======
     void projection_data(const base_node &pt,
                          base_node &normal, scalar_type &gap) const;
->>>>>>> upstream
 
     /** return the list of convexes of the projected mesh_fem which
      *  contain at least one gauss point (should be all convexes)! */
@@ -154,11 +151,7 @@ namespace getfem {
     projected_fem(const mesh_fem &mf_source_, const mesh_im &mim_target_,
                   size_type rg_source_, size_type rg_target_,
                   dal::bit_vector blocked_dofs_,
-<<<<<<< HEAD
-                  bool store_val = true);
-=======
                   bool store_val);
->>>>>>> upstream
 
     friend pfem new_projected_fem(const mesh_fem &mf_source_,
                                   const mesh_im &mim_target_,
diff --git a/src/getfem_contact_and_friction_integral.cc b/src/getfem_contact_and_friction_integral.cc
index 5336080..05ea7f6 100644
--- a/src/getfem_contact_and_friction_integral.cc
+++ b/src/getfem_contact_and_friction_integral.cc
@@ -1,11 +1,3 @@
-<<<<<<< HEAD
-/*===========================================================================
- 
- Copyright (C) 2011-2012 Yves Renard, Konstantinos Poulios.
- 
- This file is a part of GETFEM++
- 
-=======
 /* -*- c++ -*- (enables emacs c++ mode) */
 /*===========================================================================
 
@@ -13,7 +5,6 @@
 
  This file is a part of GETFEM++
 
->>>>>>> upstream
  Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
  under  the  terms  of the  GNU  Lesser General Public License as published
  by  the  Free Software Foundation;  either version 3 of the License,  or
@@ -26,21 +17,14 @@
  You  should  have received a copy of the GNU Lesser General Public License
  along  with  this program;  if not, write to the Free Software Foundation,
  Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
 ===========================================================================*/
 
 #include "getfem/bgeot_rtree.h"
 #include "getfem/getfem_contact_and_friction_integral.h"
 #include "getfem/getfem_contact_and_friction_common.h"
 #include "getfem/getfem_projected_fem.h"
-<<<<<<< HEAD
-=======
 #include "gmm/gmm_condition_number.h"
->>>>>>> upstream
 
 #include <getfem/getfem_arch_config.h>
 #if GETFEM_HAVE_MUPARSER_MUPARSER_H
@@ -72,11 +56,7 @@ namespace getfem {
     case RHS_U_FRICT_V8: case RHS_U_FRICT_V1:
     case RHS_U_FRICT_V4: case RHS_U_FRICT_V5:
     case RHS_L_FRICT_V1: case RHS_L_FRICT_V2: case RHS_L_FRICT_V4:
-<<<<<<< HEAD
-    case K_UL_V1:        case K_UL_V2:        case K_UL_V3:  case K_UL_V4:
-=======
     case K_UL_V1:        case K_UL_V2:        case K_UL_V3:
->>>>>>> upstream
     case UZAWA_PROJ_FRICT: case UZAWA_PROJ_FRICT_SAXCE:
       sizes_[0] = N; break;
       // two-dimensional tensors [N x N]
@@ -96,8 +76,6 @@ namespace getfem {
     gmm::resize(GP, N, N);
   }
 
-<<<<<<< HEAD
-=======
   void contact_nonlinear_term::friction_law
   (scalar_type p, scalar_type &tau) {
     tau = (p > scalar_type(0)) ? tau_adh + f_coeff * p : scalar_type(0);
@@ -121,19 +99,13 @@ namespace getfem {
     }
   }
 
->>>>>>> upstream
   void contact_nonlinear_term::compute
   (fem_interpolation_context &/* ctx */, bgeot::base_tensor &t) {
 
     t.adjust_sizes(sizes_);
-<<<<<<< HEAD
-    scalar_type e, f, augm_ln;
-    dim_type i, j;
-=======
     scalar_type e, augm_ln, rho, rho_grad;
     dim_type i, j;
     bool coulomb;
->>>>>>> upstream
 
     switch (option) {
 
@@ -153,18 +125,11 @@ namespace getfem {
       t[0] = -gmm::neg(ln - r*(un - g)); break;
 
     case CONTACT_FLAG:
-<<<<<<< HEAD
-      // here ln is expected to be an estimation of the mesh size
-      // and r should be a threshold coefficient expressing a penetration
-      // or separation distance as percentage of the mesh size 
-      t[0] = Heav(un-g - r*ln);  break;
-=======
       // here ln is expected to be a threshold value expressing a penetration
       // (positive value) or separation (negative value) distance
       t[0] = Heav(un-g - ln);  break;
     case CONTACT_PRESSURE:
       t[0] = -ln;  break;
->>>>>>> upstream
 
     // one-dimensional tensors [N]
 
@@ -184,17 +149,6 @@ namespace getfem {
       break;
     case RHS_U_FRICT_V6:
       e = gmm::neg(ln-r*(un - g));
-<<<<<<< HEAD
-      auxN = lt - zt;  ball_projection(auxN, f_coeff*e );
-      for (i=0; i<N; ++i) t[i] = (auxN[i] - e*no[i]);
-      break;
-    case RHS_U_FRICT_V7:
-      e = - gmm::neg(-r*(un - g));
-      auxN = - zt;  ball_projection(auxN, -f_coeff *e );
-      for (i=0; i<N; ++i) t[i] = (e*no[i] + auxN[i]);
-      break;
-    case RHS_U_FRICT_V8:
-=======
       friction_law(e, rho);
       auxN = lt - zt;  ball_projection(auxN, rho);
       for (i=0; i<N; ++i) t[i] = auxN[i] - e*no[i];
@@ -206,7 +160,6 @@ namespace getfem {
       for (i=0; i<N; ++i) t[i] = auxN[i] - e*no[i];
       break;
     case RHS_U_FRICT_V8: // ignores friction_law, assumes pure Coulomb friction
->>>>>>> upstream
       auxN = lnt - (r*(un-g) - f_coeff * gmm::vect_norm2(zt)) * no - zt;
       De_Saxce_projection(auxN, no, f_coeff);
       for (i=0; i<N; ++i) t[i] = auxN[i];
@@ -214,17 +167,6 @@ namespace getfem {
     case RHS_U_FRICT_V1:
       for (i=0; i<N; ++i) t[i] = lnt[i]; break;
     case RHS_U_FRICT_V4:
-<<<<<<< HEAD
-      e = -gmm::neg(ln);
-      // if (e < 0. && ctx.xreal()[1] > 1.)
-      //        cout << "x = " << ctx.xreal() << " e = " << e << endl;
-      auxN = lt;  ball_projection(auxN, f_coeff * gmm::neg(ln));
-      // if (gmm::vect_norm2(auxN) > 0. && ctx.xreal()[1] > 1.)
-      //        cout << "x = " << ctx.xreal() << " auxN = " << auxN << endl;
-      for (i=0; i<N; ++i) t[i] = no[i]*e + auxN[i];
-      break;
-    case RHS_U_FRICT_V5:
-=======
       e = gmm::neg(ln);
       // if (e > 0. && ctx.xreal()[1] > 1.)
       //        cout << "x = " << ctx.xreal() << " e = " << e << endl;
@@ -235,34 +177,22 @@ namespace getfem {
       for (i=0; i<N; ++i) t[i] = auxN[i] - e*no[i];
       break;
     case RHS_U_FRICT_V5: // ignores friction_law, assumes pure Coulomb friction
->>>>>>> upstream
       auxN = lnt; De_Saxce_projection(auxN, no, f_coeff);
       for (i=0; i<N; ++i) t[i] = auxN[i];
       break;
     case RHS_L_FRICT_V1:
       e = gmm::neg(ln-r*(un-g));
-<<<<<<< HEAD
-      auxN = zt - lt;  ball_projection(auxN, f_coeff * e); auxN += lt;
-=======
       friction_law(e, rho);
       auxN = zt - lt;  ball_projection(auxN, rho); auxN += lt;
->>>>>>> upstream
       for (i=0; i<N; ++i) t[i] = ((e+ln)*no[i] + auxN[i])/ r;
       break;
     case RHS_L_FRICT_V2:
       e = r*(un-g) + gmm::pos(ln);
-<<<<<<< HEAD
-      auxN = lt;  ball_projection(auxN, f_coeff * gmm::neg(ln));
-      for (i=0; i<N; ++i) t[i] = (no[i]*e + zt[i] + lt[i] - auxN[i])/r;
-      break;
-    case RHS_L_FRICT_V4:
-=======
       friction_law(gmm::neg(ln), rho);
       auxN = lt;  ball_projection(auxN, rho);
       for (i=0; i<N; ++i) t[i] = (no[i]*e + zt[i] + lt[i] - auxN[i])/r;
       break;
     case RHS_L_FRICT_V4: // ignores friction_law, assumes pure Coulomb friction
->>>>>>> upstream
       auxN = lnt;
       De_Saxce_projection(auxN, no, f_coeff);
       auxN -= lnt + (r*(un-g) - f_coeff * gmm::vect_norm2(zt)) * no + zt;
@@ -279,17 +209,6 @@ namespace getfem {
       e = -Heav(r*(un-g)-ln);
       for (i=0; i<N; ++i) t[i] = e*no[i];
       break;
-<<<<<<< HEAD
-    case K_UL_V4:
-      for (i=0; i<N; ++i) t[i] = -no[i];
-      break;
-    case UZAWA_PROJ_FRICT:
-      e = -gmm::neg(ln - r*(un - g));
-      auxN = lt - zt;  ball_projection(auxN, -f_coeff * e);
-      for (i=0; i<N; ++i) t[i] = e*no[i] + auxN[i];
-      break;
-    case UZAWA_PROJ_FRICT_SAXCE:
-=======
     case UZAWA_PROJ_FRICT:
       e = gmm::neg(ln - r*(un - g));
       friction_law(e, rho);
@@ -297,7 +216,6 @@ namespace getfem {
       for (i=0; i<N; ++i) t[i] = auxN[i] - e*no[i];
       break;
     case UZAWA_PROJ_FRICT_SAXCE: // ignores friction_law, assumes pure Coulomb friction
->>>>>>> upstream
       auxN = lnt - (r*(un-g) - f_coeff * gmm::vect_norm2(zt)) * no - zt;
       De_Saxce_projection(auxN, no, f_coeff);
       for (i=0; i<N; ++i) t[i] = auxN[i];
@@ -306,19 +224,11 @@ namespace getfem {
     // two-dimensional tensors [N x N]
 
     case K_UU_V1:
-<<<<<<< HEAD
-      e = Heav(un - g) * r;
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j) t[i*N+j] = e * no[i] * no[j];
-      break;
-    case K_UU_V2:
-      e = r*Heav(r*(un - g)-ln);
-=======
       e = r * Heav(un - g);
       for (i=0; i<N; ++i) for (j=0; j<N; ++j) t[i*N+j] = e * no[i] * no[j];
       break;
     case K_UU_V2:
       e = r * Heav(r*(un - g)-ln);
->>>>>>> upstream
       for (i=0; i<N; ++i) for (j=0; j<N; ++j) t[i*N+j] = e * no[i] * no[j];
       break;
 
@@ -327,43 +237,6 @@ namespace getfem {
         t[i*N+j] = ((i == j) ? -scalar_type(1) : scalar_type(0));
       break;
     case K_UL_FRICT_V2:
-<<<<<<< HEAD
-      e = -Heav(-ln); //Heav(ln)-scalar_type(1);
-      ball_projection_grad(lt, f_coeff * gmm::neg(ln), GP);
-       e += gmm::vect_sp(GP, no, no);
-      ball_projection_grad_r(lt, f_coeff * gmm::neg(ln), V);
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j)
-        t[i*N+j] = no[i]*no[j]*e - GP(i,j) + f_coeff*Heav(-ln)*no[i]*V[j];
-      break;
-    case K_UL_FRICT_V3:
-      f = Heav(r*(un-g)-ln);
-      augm_ln = gmm::neg(ln - r*(un-g));
-      auxN = lt - zt; ball_projection_grad(auxN, f_coeff * augm_ln, GP);
-      e = gmm::vect_sp(GP, no, no) - f;
-      ball_projection_grad_r(auxN, f_coeff * augm_ln, V);
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j)
-        t[i*N+j] = no[i]*no[j]*e - GP(i,j) + f_coeff*f*V[j]*no[i];
-      break;
-    case K_UL_FRICT_V4:
-      f = Heav(r*(un-g)-ln);
-      augm_ln = gmm::neg(ln - r*(un-g));
-      auxN = lt - zt; ball_projection_grad(auxN, f_coeff * augm_ln, GP);
-      e = alpha * gmm::vect_sp(GP, no, no) - f;
-      ball_projection_grad_r(auxN, f_coeff * augm_ln, V);
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j)
-        t[i*N+j] = no[i]*no[j]*e - alpha*GP(i,j) + f_coeff * f * V[i] * no[j];
-      break;
-    case K_UL_FRICT_V5:
-      e = (alpha-scalar_type(1));
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j)
-        t[i*N+j] = no[i]*no[j]*e - ((i == j) ? alpha : scalar_type(0));
-      break;
-    case K_UL_FRICT_V7:
-      De_Saxce_projection_grad(lnt, no, f_coeff, GP);
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j) t[i*N+j] = -GP(j,i);
-      break;
-    case K_UL_FRICT_V8:
-=======
       friction_law(gmm::neg(ln), rho, rho_grad);
       ball_projection_grad(lt, rho, GP);
       e = gmm::vect_sp(GP, no, no) - Heav(-ln);
@@ -407,7 +280,6 @@ namespace getfem {
       for (i=0; i<N; ++i) for (j=0; j<N; ++j) t[i*N+j] = -GP(j,i);
       break;
     case K_UL_FRICT_V8: // ignores friction_law, assumes pure Coulomb friction
->>>>>>> upstream
       {
         scalar_type nzt = gmm::vect_norm2(zt);
         gmm::copy(gmm::identity_matrix(), GP); gmm::scale(GP, alpha);
@@ -418,27 +290,6 @@ namespace getfem {
       }
       break;
     case K_LL_FRICT_V1:
-<<<<<<< HEAD
-      f = Heav(r*(un-g)-ln);
-      augm_ln = gmm::neg(ln - r*(un-g));
-      auxN = lt - zt; ball_projection_grad(auxN, f_coeff * augm_ln, GP);
-      e = f/r - gmm::vect_sp(GP, no, no) / r;
-      ball_projection_grad_r(auxN, f_coeff * augm_ln, V);
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j)
-        t[i*N+j] = no[i]*no[j]*e
-          - (((i == j) ? scalar_type(1) : scalar_type(0)) - GP(i,j))/r
-          - f_coeff * f * V[j] * no[i] / r;
-      break;
-    case K_LL_FRICT_V2:
-      e = -Heav(ln) + scalar_type(1);
-      ball_projection_grad(lt, f_coeff * gmm::neg(ln), GP);
-      e -= gmm::vect_sp(GP, no, no);
-      ball_projection_grad_r(lt, f_coeff * gmm::neg(ln), V);
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j)
-        t[i*N+j] = (no[i]*no[j]*e - ((i == j) ? scalar_type(1) : scalar_type(0)) + GP(i,j) - f_coeff*Heav(-ln)*no[i]*V[j])/r;
-      break;
-    case K_LL_FRICT_V4:
-=======
       augm_ln = ln - r*(un-g);
       friction_law(gmm::neg(augm_ln), rho, rho_grad);
       auxN = lt - zt;
@@ -463,44 +314,11 @@ namespace getfem {
                     - (coulomb ? rho_grad*no[i]*V[j] : scalar_type(0))) / r;
       break;
     case K_LL_FRICT_V4: // ignores friction_law, assumes pure Coulomb friction
->>>>>>> upstream
       De_Saxce_projection_grad(lnt, no, f_coeff, GP);
       for (i=0; i<N; ++i) for (j=0; j<N; ++j)
         t[i*N+j] = (GP(i,j) - ((i == j) ? scalar_type(1) : scalar_type(0)))/r;
       break;
     case K_UU_FRICT_V1:
-<<<<<<< HEAD
-      e = r*Heav(r*(un-g)-ln);
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j) t[i*N+j] = no[i]*no[j]*e;
-      break;
-    case K_UU_FRICT_V2:
-      e = Heav(r*(un-g)-ln);
-      auxN = lt - zt; ball_projection_grad(auxN, -f_coeff * ln, GP);
-      e -= alpha*gmm::vect_sp(GP, no, no);
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j)
-        t[i*N+j] = r*(no[i]*no[j]*e + alpha*GP(i,j));
-      break;
-    case K_UU_FRICT_V3:
-      f = Heav(r*(un-g)-ln);
-      augm_ln = gmm::neg(ln - r*(un-g));
-      auxN = lt - zt; ball_projection_grad(auxN, f_coeff * augm_ln, GP);
-      e = f - alpha*gmm::vect_sp(GP, no, no);
-      ball_projection_grad_r(auxN, f_coeff * augm_ln, V);
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j)
-        t[i*N+j] = r*(no[i]*no[j]*e + alpha*GP(i,j) - f_coeff*f*no[i]*V[j]);
-      break;
-    case K_UU_FRICT_V4:
-      e = Heav(r*(un-g));
-      augm_ln = gmm::neg(- r*(un-g));
-      auxN = - zt; ball_projection_grad(auxN, f_coeff * augm_ln, GP);
-      e -= alpha*gmm::vect_sp(GP, no, no);
-      ball_projection_grad_r(auxN, f_coeff * augm_ln, V);
-      for (i=0; i<N; ++i) for (j=0; j<N; ++j)
-        t[i*N+j] = r*(no[i]*no[j]*e + alpha*GP(i,j)
-                      - f_coeff*Heav(r*(un-g))*no[i]*V[j]);
-      break;
-    case K_UU_FRICT_V5:
-=======
       e = r * Heav(r*(un-g)-ln);
       for (i=0; i<N; ++i) for (j=0; j<N; ++j) t[i*N+j] = no[i]*no[j]*e;
       break;
@@ -526,7 +344,6 @@ namespace getfem {
                       - (coulomb ? rho_grad*no[i]*V[j] : scalar_type(0)));
       break;
     case K_UU_FRICT_V5: // ignores friction_law, assumes pure Coulomb friction
->>>>>>> upstream
       {
         scalar_type nzt = gmm::vect_norm2(zt);
         auxN = lnt - (r*(un-g) - f_coeff * nzt) * no - zt;
@@ -557,35 +374,16 @@ namespace getfem {
 
     switch (nb) { // last is computed first
     case 1 : // calculate [un] and [zt] interpolating [U],[WT],[VT] on [mf_u]
-<<<<<<< HEAD
-      coeff.resize(mf_u.nb_basic_dof_of_element(cv));
-      gmm::copy(gmm::sub_vector
-                (U, gmm::sub_index
-                 (mf_u.ind_basic_dof_of_element(cv))), coeff);
-=======
       slice_vector_on_basic_dof_of_element(mf_u, U, cv, coeff);
->>>>>>> upstream
       ctx.pf()->interpolation(ctx, coeff, V, N);
       un = gmm::vect_sp(V, no);
       if (!contact_only) {
         if (gmm::vect_size(WT) == gmm::vect_size(U)) {
-<<<<<<< HEAD
-          gmm::copy(gmm::sub_vector
-                    (WT, gmm::sub_index
-                     (mf_u.ind_basic_dof_of_element(cv))), coeff);
-          ctx.pf()->interpolation(ctx, coeff, auxN, N);
-          auxN -= gmm::vect_sp(auxN, no) * no;
-          if (gmm::vect_size(VT) == gmm::vect_size(U)) {
-            gmm::copy(gmm::sub_vector
-                      (VT, gmm::sub_index
-                       (mf_u.ind_basic_dof_of_element(cv))), coeff);
-=======
           slice_vector_on_basic_dof_of_element(mf_u, WT, cv, coeff);
           ctx.pf()->interpolation(ctx, coeff, auxN, N);
           auxN -= gmm::vect_sp(auxN, no) * no;
           if (gmm::vect_size(VT) == gmm::vect_size(U)) {
             slice_vector_on_basic_dof_of_element(mf_u, VT, cv, coeff);
->>>>>>> upstream
             ctx.pf()->interpolation(ctx, coeff, vt, N);
             vt -= gmm::vect_sp(vt, no) * no;
             // zt = r*(alpha*(u_T-w_T) + (1-gamma)*v_T)
@@ -603,14 +401,7 @@ namespace getfem {
 
     case 2 : // calculate [g] and [no] interpolating [obs] on [mf_obs]
              // calculate [ln] and [lt] from [lnt] and [no]
-<<<<<<< HEAD
-      coeff.resize(mf_obs.nb_basic_dof_of_element(cv));
-      gmm::copy(gmm::sub_vector
-                (obs, gmm::sub_index
-                 (mf_obs.ind_basic_dof_of_element(cv))), coeff);
-=======
       slice_vector_on_basic_dof_of_element(mf_obs, obs, cv, coeff);
->>>>>>> upstream
       ctx.pf()->interpolation_grad(ctx, coeff, grad, 1);
       gmm::copy(gmm::mat_row(grad, 0), no);
       no /= -gmm::vect_norm2(no);
@@ -626,14 +417,7 @@ namespace getfem {
 
     case 3 : // calculate [ln] or [lnt] interpolating [lambda] on [mf_lambda]
       if (pmf_lambda) {
-<<<<<<< HEAD
-        coeff.resize(pmf_lambda->nb_basic_dof_of_element(cv));
-        gmm::copy(gmm::sub_vector
-                  (lambda, gmm::sub_index
-                   (pmf_lambda->ind_basic_dof_of_element(cv))), coeff);
-=======
         slice_vector_on_basic_dof_of_element(*pmf_lambda, lambda, cv, coeff);
->>>>>>> upstream
         if (contact_only) {
           ctx.pf()->interpolation(ctx, coeff, aux1, 1);
           ln = aux1[0];
@@ -643,17 +427,6 @@ namespace getfem {
       }
       break;
 
-<<<<<<< HEAD
-    case 4 :// calculate [f_coeff] interpolating [friction_coeff] on [mf_coeff]
-      GMM_ASSERT1(!contact_only, "Invalid friction option");
-      if (pmf_coeff) {
-        coeff.resize(pmf_coeff->nb_basic_dof_of_element(cv));
-        gmm::copy(gmm::sub_vector
-                  (friction_coeff, gmm::sub_index
-                   (pmf_coeff->ind_basic_dof_of_element(cv))), coeff);
-        ctx.pf()->interpolation(ctx, coeff, aux1, 1);
-        f_coeff = aux1[0];
-=======
     case 4 : // calculate [f_coeff] interpolating [friction_coeff] on [mf_coeff]
              // calculate [tau_adh] interpolating [tau_adhesion] on [mf_coeff]
              // calculate [tresca_lim] interpolating [tresca_limit] on [mf_coeff]
@@ -672,7 +445,6 @@ namespace getfem {
             tresca_lim = aux1[0];
           }
         }
->>>>>>> upstream
       }
       break;
 
@@ -704,25 +476,6 @@ namespace getfem {
     switch (nb) { // last is computed first
     case 1 : // calculate [un] and [zt] interpolating [U1],[WT1] on [mf_u1]
              // and subtracting [un] and [zt] calculated on [mf_u2]
-<<<<<<< HEAD
-      coeff.resize(mf_u1.nb_basic_dof_of_element(cv));
-      gmm::copy(gmm::sub_vector
-                (U1, gmm::sub_index
-                 (mf_u1.ind_basic_dof_of_element(cv))), coeff);
-      ctx.pf()->interpolation(ctx, coeff, V, N);
-      un = gmm::vect_sp(V, no) - un;
-      if (!contact_only) {
-        if (gmm::vect_size(WT1) == gmm::vect_size(U1)) {
-          gmm::copy(gmm::sub_vector
-                    (WT1, gmm::sub_index
-                     (mf_u1.ind_basic_dof_of_element(cv))), coeff);
-          ctx.pf()->interpolation(ctx, coeff, auxN, N);
-          auxN -= gmm::vect_sp(auxN, no) * no;
-          zt = ((V - un * no) - auxN) * (r * alpha) - zt; // zt = r*alpha*(u_T-w_T)
-        } else {
-          zt = (V - un * no) * (r * alpha) - zt;          // zt = r*alpha*u_T
-        }
-=======
       slice_vector_on_basic_dof_of_element(mf_u1, U1, cv, coeff);
       ctx.pf()->interpolation(ctx, coeff, V, N);
       {
@@ -738,7 +491,6 @@ namespace getfem {
           }
         }
         un = un1 - un; // = un1 - un2
->>>>>>> upstream
       }
       break;
 
@@ -756,25 +508,12 @@ namespace getfem {
         lt = lnt - ln * no;
       }
 
-<<<<<<< HEAD
-      coeff.resize(mf_u2.nb_basic_dof_of_element(cv));
-      gmm::copy(gmm::sub_vector
-                (U2, gmm::sub_index
-                 (mf_u2.ind_basic_dof_of_element(cv))), coeff);
-=======
       slice_vector_on_basic_dof_of_element(mf_u2, U2, cv, coeff);
->>>>>>> upstream
       ctx.pf()->interpolation(ctx, coeff, V, N);
       un = gmm::vect_sp(V, no);
       if (!contact_only) {
         if (gmm::vect_size(WT2) == gmm::vect_size(U2)) {
-<<<<<<< HEAD
-          gmm::copy(gmm::sub_vector
-                    (WT2, gmm::sub_index
-                     (mf_u2.ind_basic_dof_of_element(cv))), coeff);
-=======
           slice_vector_on_basic_dof_of_element(mf_u2, WT2, cv, coeff);
->>>>>>> upstream
           ctx.pf()->interpolation(ctx, coeff, auxN, N);
           auxN -= gmm::vect_sp(auxN, no) * no;
           zt = ((V - un * no) - auxN) * (r * alpha); // zt = r*alpha*(u_T-w_T)
@@ -786,14 +525,7 @@ namespace getfem {
 
     case 3 : // calculate [ln] or [lnt] interpolating [lambda] on [mf_lambda]
       if (pmf_lambda) {
-<<<<<<< HEAD
-        coeff.resize(pmf_lambda->nb_basic_dof_of_element(cv));
-        gmm::copy(gmm::sub_vector
-                  (lambda, gmm::sub_index
-                   (pmf_lambda->ind_basic_dof_of_element(cv))), coeff);
-=======
         slice_vector_on_basic_dof_of_element(*pmf_lambda, lambda, cv, coeff);
->>>>>>> upstream
         if (contact_only) {
           ctx.pf()->interpolation(ctx, coeff, aux1, 1);
           ln = aux1[0];
@@ -803,17 +535,6 @@ namespace getfem {
       }
       break;
 
-<<<<<<< HEAD
-    case 4 :// calculate [f_coeff] interpolating [friction_coeff] on [mf_coeff]
-      GMM_ASSERT1(!contact_only, "Invalid friction option");
-      if (pmf_coeff) {
-        coeff.resize(pmf_coeff->nb_basic_dof_of_element(cv));
-        gmm::copy(gmm::sub_vector
-                  (friction_coeff, gmm::sub_index
-                   (pmf_coeff->ind_basic_dof_of_element(cv))), coeff);
-        ctx.pf()->interpolation(ctx, coeff, aux1, 1);
-        f_coeff = aux1[0];
-=======
     case 4 : // calculate [f_coeff] interpolating [friction_coeff] on [mf_coeff]
              // calculate [tau_adh] interpolating [tau_adhesion] on [mf_coeff]
              // calculate [tresca_lim] interpolating [tresca_limit] on [mf_coeff]
@@ -832,7 +553,6 @@ namespace getfem {
             tresca_lim = aux1[0];
           }
         }
->>>>>>> upstream
       }
       break;
 
@@ -858,11 +578,7 @@ namespace getfem {
    scalar_type r, const mesh_region &rg, int option = 1) {
 
     size_type subterm1 = (option == 3) ? K_UL_V2 : K_UL_V1;
-<<<<<<< HEAD
-    size_type subterm2 = (option == 3) ? K_UL_V4 : K_UL_V3;
-=======
     size_type subterm2 = (option == 3) ? K_UL_V1 : K_UL_V3;
->>>>>>> upstream
     size_type subterm3 = (option == 3) ? K_LL_V2 : K_LL_V1;
     size_type subterm4 = (option == 2) ? K_UU_V2 : K_UU_V1;
 
@@ -909,11 +625,7 @@ namespace getfem {
    const getfem::mesh_fem &mf_u, const VECT1 &U,
    const getfem::mesh_fem &mf_obs, const VECT1 &obs,
    const getfem::mesh_fem &mf_lambda, const VECT1 &lambda,
-<<<<<<< HEAD
-   const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeff, scalar_type r,
-=======
    const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeffs, scalar_type r,
->>>>>>> upstream
    scalar_type alpha, const VECT1 *WT,
    scalar_type gamma, const VECT1 *VT,
    const mesh_region &rg, int option = 1) {
@@ -935,15 +647,6 @@ namespace getfem {
 
     contact_rigid_obstacle_nonlinear_term
       nterm1(subterm1, r, mf_u, U, mf_obs, obs, &mf_lambda, &lambda,
-<<<<<<< HEAD
-             pmf_coeff, f_coeff, alpha, WT, gamma, VT),
-      nterm2(subterm2, r, mf_u, U, mf_obs, obs, &mf_lambda, &lambda,
-             pmf_coeff, f_coeff, alpha, WT, gamma, VT),
-      nterm3(subterm3, r, mf_u, U, mf_obs, obs, &mf_lambda, &lambda,
-             pmf_coeff, f_coeff, alpha, WT, gamma, VT),
-      nterm4(subterm4, r, mf_u, U, mf_obs, obs, &mf_lambda, &lambda,
-             pmf_coeff, f_coeff, alpha, WT, gamma, VT);
-=======
              pmf_coeff, f_coeffs, alpha, WT, gamma, VT),
       nterm2(subterm2, r, mf_u, U, mf_obs, obs, &mf_lambda, &lambda,
              pmf_coeff, f_coeffs, alpha, WT, gamma, VT),
@@ -951,7 +654,6 @@ namespace getfem {
              pmf_coeff, f_coeffs, alpha, WT, gamma, VT),
       nterm4(subterm4, r, mf_u, U, mf_obs, obs, &mf_lambda, &lambda,
              pmf_coeff, f_coeffs, alpha, WT, gamma, VT);
->>>>>>> upstream
 
     const std::string aux_fems = pmf_coeff ? "#1,#2,#3,#4" : "#1,#2,#3";
 
@@ -1032,11 +734,7 @@ namespace getfem {
    const getfem::mesh_fem &mf_u, const VECT1 &U,
    const getfem::mesh_fem &mf_obs, const VECT1 &obs,
    const getfem::mesh_fem &mf_lambda, const VECT1 &lambda,
-<<<<<<< HEAD
-   const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeff, scalar_type r,
-=======
    const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeffs, scalar_type r,
->>>>>>> upstream
    scalar_type alpha, const VECT1 *WT,
    scalar_type gamma, const VECT1 *VT,
    const mesh_region &rg, int option = 1) {
@@ -1052,15 +750,9 @@ namespace getfem {
 
     contact_rigid_obstacle_nonlinear_term
       nterm1(subterm1, r, mf_u, U, mf_obs, obs, &mf_lambda, &lambda,
-<<<<<<< HEAD
-             pmf_coeff, f_coeff, alpha, WT, gamma, VT),
-      nterm2(subterm2, r, mf_u, U, mf_obs, obs, &mf_lambda, &lambda,
-             pmf_coeff, f_coeff, alpha, WT, gamma, VT);
-=======
              pmf_coeff, f_coeffs, alpha, WT, gamma, VT),
       nterm2(subterm2, r, mf_u, U, mf_obs, obs, &mf_lambda, &lambda,
              pmf_coeff, f_coeffs, alpha, WT, gamma, VT);
->>>>>>> upstream
 
     const std::string aux_fems = pmf_coeff ? "#1,#2,#3,#4" : "#1,#2,#3";
 
@@ -1082,21 +774,13 @@ namespace getfem {
 
   struct integral_contact_rigid_obstacle_brick : public virtual_brick {
 
-<<<<<<< HEAD
-    bool Tresca_version, contact_only;
-=======
     bool contact_only;
->>>>>>> upstream
     int option;
 
     // option = 1 : Alart-Curnier
     // option = 2 : symmetric Alart-Curnier (with friction, almost symmetric),
     // option = 3 : Unsymmetric method based on augmented multipliers
-<<<<<<< HEAD
-    // option = 4 : Unsymmetric method based on augmented multipliers 
-=======
     // option = 4 : Unsymmetric method based on augmented multipliers
->>>>>>> upstream
     //              with De-Saxce projection.
 
     virtual void asm_real_tangent_terms(const model &md, size_type /* ib */,
@@ -1123,11 +807,7 @@ namespace getfem {
       //             frictionless case and vector valued in the case with
       //             friction.
       // data      : obstacle, r for the version without friction
-<<<<<<< HEAD
-      //           : obstacle, r, friction_coeff, alpha, w_t, gamma, v_t for
-=======
       //           : obstacle, r, friction_coeffs, alpha, w_t, gamma, v_t for
->>>>>>> upstream
       //             the version with friction. alpha, w_t , gamma and v_t
       //             are optional and equal to 1, 0, 1 and 0 by default,
       //             respectively.
@@ -1149,14 +829,6 @@ namespace getfem {
       GMM_ASSERT1(gmm::vect_size(vr) == 1, "Parameter r should be a scalar");
       const mesh_im &mim = *mims[0];
 
-<<<<<<< HEAD
-      const model_real_plain_vector &friction_coeff
-        = contact_only ? u : md.real_variable(dl[2]);
-      const mesh_fem *pmf_coeff = contact_only ? 0 : md.pmesh_fem_of_variable(dl[2]);
-      sl = gmm::vect_size(friction_coeff);
-      if (pmf_coeff) { sl *= pmf_coeff->get_qdim(); sl /= pmf_coeff->nb_dof(); }
-      GMM_ASSERT1(sl == 1 || contact_only,
-=======
       const model_real_plain_vector dummy_vec(0);
       const model_real_plain_vector &friction_coeffs = contact_only
                                                      ? dummy_vec : md.real_variable(dl[2]);
@@ -1164,7 +836,6 @@ namespace getfem {
       sl = gmm::vect_size(friction_coeffs);
       if (pmf_coeff) { sl *= pmf_coeff->get_qdim(); sl /= pmf_coeff->nb_dof(); }
       GMM_ASSERT1(sl == 1 || sl == 2 || sl == 3 || contact_only,
->>>>>>> upstream
                   "the data corresponding to the friction coefficient "
                   "has not the right format");
 
@@ -1175,16 +846,6 @@ namespace getfem {
                     "Parameter alpha should be a scalar");
       }
 
-<<<<<<< HEAD
-      const model_real_plain_vector *WT
-        = (!contact_only && dl.size()>=5) ? &(md.real_variable(dl[4])) : 0;
-
-      scalar_type gamma = 1;
-      if (!contact_only && dl.size() >= 6) {
-        gamma = md.real_variable(dl[5])[0];
-        GMM_ASSERT1(gmm::vect_size(md.real_variable(dl[5])) == 1,
-                    "Parameter gamma should be a scalar");
-=======
       const model_real_plain_vector *WT = 0;
       if (!contact_only && dl.size() >= 5) {
         if (dl[4].compare(vl[0]) != 0)
@@ -1198,7 +859,6 @@ namespace getfem {
         GMM_ASSERT1(gmm::vect_size(md.real_variable(dl[5])) == 1,
                     "Parameter gamma should be a scalar");
         gamma = md.real_variable(dl[5])[0];
->>>>>>> upstream
       }
 
       const model_real_plain_vector *VT
@@ -1221,11 +881,7 @@ namespace getfem {
           asm_Alart_Curnier_contact_rigid_obstacle_tangent_matrix
             (matl[0], matl[1], matl[2], matl[fourthmat], mim,
              mf_u, u, mf_obstacle, obstacle, mf_lambda, lambda,
-<<<<<<< HEAD
-             pmf_coeff, &friction_coeff, vr[0], alpha, WT, gamma, VT,
-=======
              pmf_coeff, &friction_coeffs, vr[0], alpha, WT, gamma, VT,
->>>>>>> upstream
              rg, option);
       }
 
@@ -1242,21 +898,13 @@ namespace getfem {
           asm_Alart_Curnier_contact_rigid_obstacle_rhs
             (vecl[0], vecl[2], mim,
              mf_u, u, mf_obstacle, obstacle, mf_lambda, lambda,
-<<<<<<< HEAD
-             pmf_coeff, &friction_coeff, vr[0], alpha, WT, gamma, VT,
-=======
              pmf_coeff, &friction_coeffs, vr[0], alpha, WT, gamma, VT,
->>>>>>> upstream
              rg, option);
       }
 
     }
 
     integral_contact_rigid_obstacle_brick(bool contact_only_, int option_) {
-<<<<<<< HEAD
-      Tresca_version = false;   // for future version ...
-=======
->>>>>>> upstream
       option = option_;
       contact_only = contact_only_;
       set_flags(contact_only
@@ -1318,11 +966,7 @@ namespace getfem {
   size_type add_integral_contact_with_rigid_obstacle_brick
   (model &md, const mesh_im &mim, const std::string &varname_u,
    const std::string &multname, const std::string &dataname_obs,
-<<<<<<< HEAD
-   const std::string &dataname_r, const std::string &dataname_friction_coeff,
-=======
    const std::string &dataname_r, const std::string &dataname_friction_coeffs,
->>>>>>> upstream
    size_type region, int option,
    const std::string &dataname_alpha, const std::string &dataname_wt,
    const std::string &dataname_gamma, const std::string &dataname_vt) {
@@ -1349,11 +993,7 @@ namespace getfem {
     }
     model::varnamelist dl(1, dataname_obs);
     dl.push_back(dataname_r);
-<<<<<<< HEAD
-    dl.push_back(dataname_friction_coeff);
-=======
     dl.push_back(dataname_friction_coeffs);
->>>>>>> upstream
     if (dataname_alpha.size()) {
       dl.push_back(dataname_alpha);
       if (dataname_wt.size()) {
@@ -1438,11 +1078,7 @@ namespace getfem {
    const getfem::mesh_fem &mf_u, const VECT1 &U,
    const getfem::mesh_fem &mf_obs, const VECT1 &obs,
    const getfem::mesh_fem *pmf_lambda, const VECT1 *lambda,
-<<<<<<< HEAD
-   const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeff, scalar_type r,
-=======
    const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeffs, scalar_type r,
->>>>>>> upstream
    scalar_type alpha, const VECT1 *WT,
    const mesh_region &rg, int option = 1) {
 
@@ -1455,11 +1091,7 @@ namespace getfem {
 
     contact_rigid_obstacle_nonlinear_term
       nterm(subterm, r, mf_u, U, mf_obs, obs, pmf_lambda, lambda,
-<<<<<<< HEAD
-            pmf_coeff, f_coeff, alpha, WT);
-=======
             pmf_coeff, f_coeffs, alpha, WT);
->>>>>>> upstream
 
     const std::string aux_fems = pmf_coeff ? "#1,#2,#3,#4"
                                            : (pmf_lambda ? "#1,#2,#3": "#1,#2");
@@ -1490,11 +1122,7 @@ namespace getfem {
    const getfem::mesh_fem &mf_u, const VECT1 &U,
    const getfem::mesh_fem &mf_obs, const VECT1 &obs,
    const getfem::mesh_fem *pmf_lambda, const VECT1 *lambda,
-<<<<<<< HEAD
-   const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeff, scalar_type r,
-=======
    const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeffs, scalar_type r,
->>>>>>> upstream
    scalar_type alpha, const VECT1 *WT,
    const mesh_region &rg, int option = 1) {
 
@@ -1507,11 +1135,7 @@ namespace getfem {
 
     contact_rigid_obstacle_nonlinear_term
       nterm(subterm, r, mf_u, U, mf_obs, obs, pmf_lambda, lambda,
-<<<<<<< HEAD
-            pmf_coeff, f_coeff, alpha, WT);
-=======
             pmf_coeff, f_coeffs, alpha, WT);
->>>>>>> upstream
 
     const std::string aux_fems = pmf_coeff ? "#1,#2,#3,#4"
                                            : (pmf_lambda ? "#1,#2,#3": "#1,#2");
@@ -1537,11 +1161,7 @@ namespace getfem {
 
   struct penalized_contact_rigid_obstacle_brick : public virtual_brick {
 
-<<<<<<< HEAD
-    bool Tresca_version, contact_only;
-=======
     bool contact_only;
->>>>>>> upstream
     int option;
 
     virtual void asm_real_tangent_terms(const model &md, size_type /* ib */,
@@ -1566,11 +1186,7 @@ namespace getfem {
 
       size_type N = mf_u.linked_mesh().dim();
 
-<<<<<<< HEAD
-      // Data : obs, r, [lambda,] [friction_coeff,] [alpha,] [WT]
-=======
       // Data : obs, r, [lambda,] [friction_coeffs,] [alpha,] [WT]
->>>>>>> upstream
       size_type nb_data_1 = ((option == 1) ? 2 : 3) + (contact_only ? 0 : 1);
       size_type nb_data_2 = nb_data_1 + (contact_only ? 0 : 2);
       GMM_ASSERT1(dl.size() >= nb_data_1 && dl.size() <= nb_data_2,
@@ -1601,29 +1217,17 @@ namespace getfem {
                     "has not the right format");
       }
 
-<<<<<<< HEAD
-      const model_real_plain_vector *f_coeff = 0;
-=======
       const model_real_plain_vector *f_coeffs = 0;
->>>>>>> upstream
       const mesh_fem *pmf_coeff = 0;
       scalar_type alpha = 1;
       const model_real_plain_vector *WT = 0;
       if (!contact_only) {
         nd++;
-<<<<<<< HEAD
-        f_coeff = &(md.real_variable(dl[nd]));
-        pmf_coeff = md.pmesh_fem_of_variable(dl[nd]);
-        sl = gmm::vect_size(*f_coeff);
-        if (pmf_coeff) { sl *= pmf_coeff->get_qdim(); sl /= pmf_coeff->nb_dof(); }
-        GMM_ASSERT1(sl == 1,
-=======
         f_coeffs = &(md.real_variable(dl[nd]));
         pmf_coeff = md.pmesh_fem_of_variable(dl[nd]);
         sl = gmm::vect_size(*f_coeffs);
         if (pmf_coeff) { sl *= pmf_coeff->get_qdim(); sl /= pmf_coeff->nb_dof(); }
         GMM_ASSERT1(sl == 1 || sl == 2 || sl == 3,
->>>>>>> upstream
                     "the data corresponding to the friction coefficient "
                     "has not the right format");
         if (dl.size() > nd+1) {
@@ -1635,14 +1239,10 @@ namespace getfem {
 
         if (dl.size() > nd+1) {
           nd++;
-<<<<<<< HEAD
-          WT = &(md.real_variable(dl[nd]));
-=======
           if (dl[nd].compare(vl[0]) != 0)
             WT = &(md.real_variable(dl[nd]));
           else if (md.n_iter_of_variable(vl[0]) > 1)
             WT = &(md.real_variable(vl[0],1));
->>>>>>> upstream
         }
       }
 
@@ -1662,11 +1262,7 @@ namespace getfem {
         else
           asm_penalized_contact_rigid_obstacle_tangent_matrix
             (matl[0], mim, mf_u, u, mf_obs, obs, pmf_lambda, lambda,
-<<<<<<< HEAD
-             pmf_coeff, f_coeff, vr[0], alpha, WT, rg, option);
-=======
              pmf_coeff, f_coeffs, vr[0], alpha, WT, rg, option);
->>>>>>> upstream
       }
 
       if (version & model::BUILD_RHS) {
@@ -1678,20 +1274,12 @@ namespace getfem {
         else
           asm_penalized_contact_rigid_obstacle_rhs
             (vecl[0], mim, mf_u, u, mf_obs, obs, pmf_lambda, lambda,
-<<<<<<< HEAD
-             pmf_coeff, f_coeff, vr[0], alpha, WT, rg, option);
-=======
              pmf_coeff, f_coeffs, vr[0], alpha, WT, rg, option);
->>>>>>> upstream
       }
 
     }
 
     penalized_contact_rigid_obstacle_brick(bool contact_only_, int option_) {
-<<<<<<< HEAD
-      Tresca_version = false;   // for future version ...
-=======
->>>>>>> upstream
       contact_only = contact_only_;
       option = option_;
       set_flags(contact_only
@@ -1741,11 +1329,7 @@ namespace getfem {
   size_type add_penalized_contact_with_rigid_obstacle_brick
   (model &md, const mesh_im &mim, const std::string &varname_u,
    const std::string &dataname_obs, const std::string &dataname_r,
-<<<<<<< HEAD
-   const std::string &dataname_friction_coeff,
-=======
    const std::string &dataname_friction_coeffs,
->>>>>>> upstream
    size_type region, int option, const std::string &dataname_lambda,
    const std::string &dataname_alpha, const std::string &dataname_wt) {
 
@@ -1761,11 +1345,7 @@ namespace getfem {
     case 2: case 3: dl.push_back(dataname_lambda); break;
     default: GMM_ASSERT1(false, "Penalized contact brick : invalid option");
     }
-<<<<<<< HEAD
-    dl.push_back(dataname_friction_coeff);
-=======
     dl.push_back(dataname_friction_coeffs);
->>>>>>> upstream
     if (dataname_alpha.size() > 0) {
       dl.push_back(dataname_alpha);
       if (dataname_wt.size() > 0) dl.push_back(dataname_wt);
@@ -1794,11 +1374,7 @@ namespace getfem {
    scalar_type r, const mesh_region &rg, int option = 1) {
 
     size_type subterm1 = (option == 3) ? K_UL_V2 : K_UL_V1;
-<<<<<<< HEAD
-    size_type subterm2 = (option == 3) ? K_UL_V4 : K_UL_V3;
-=======
     size_type subterm2 = (option == 3) ? K_UL_V1 : K_UL_V3;
->>>>>>> upstream
     size_type subterm3 = (option == 3) ? K_LL_V2 : K_LL_V1;
     size_type subterm4 = (option == 2) ? K_UU_V2 : K_UU_V1;
 
@@ -1855,20 +1431,12 @@ namespace getfem {
   template<typename MAT, typename VEC>
   void asm_Alart_Curnier_contact_nonmatching_meshes_tangent_matrix // with friction
   (MAT &Ku1l, MAT &Klu1, MAT &Ku2l, MAT &Klu2, MAT &Kll,
-<<<<<<< HEAD
-   MAT &Ku1u1, MAT &Ku2u2, MAT &Ku1u2,
-=======
    MAT &Ku1u1, MAT &Ku2u2, MAT &Ku1u2, MAT &Ku2u1,
->>>>>>> upstream
    const mesh_im &mim,
    const getfem::mesh_fem &mf_u1, const VEC &U1,
    const getfem::mesh_fem &mf_u2, const VEC &U2,
    const getfem::mesh_fem &mf_lambda, const VEC &lambda,
-<<<<<<< HEAD
-   const getfem::mesh_fem *pmf_coeff, const VEC *f_coeff,
-=======
    const getfem::mesh_fem *pmf_coeff, const VEC *f_coeffs,
->>>>>>> upstream
    scalar_type r, scalar_type alpha,
    const VEC *WT1, const VEC *WT2,
    const mesh_region &rg, int option = 1) {
@@ -1894,15 +1462,6 @@ namespace getfem {
 
     contact_nonmatching_meshes_nonlinear_term
       nterm1(subterm1, r, mf_u1, U1, mf_u2, U2, &mf_lambda, &lambda,
-<<<<<<< HEAD
-             pmf_coeff, f_coeff, alpha, WT1, WT2),
-      nterm2(subterm2, r, mf_u1, U1, mf_u2, U2, &mf_lambda, &lambda,
-             pmf_coeff, f_coeff, alpha, WT1, WT2),
-      nterm3(subterm3, r, mf_u1, U1, mf_u2, U2, &mf_lambda, &lambda,
-             pmf_coeff, f_coeff, alpha, WT1, WT2),
-      nterm4(subterm4, r, mf_u1, U1, mf_u2, U2, &mf_lambda, &lambda,
-             pmf_coeff, f_coeff, alpha, WT1, WT2);
-=======
              pmf_coeff, f_coeffs, alpha, WT1, WT2),
       nterm2(subterm2, r, mf_u1, U1, mf_u2, U2, &mf_lambda, &lambda,
              pmf_coeff, f_coeffs, alpha, WT1, WT2),
@@ -1910,7 +1469,6 @@ namespace getfem {
              pmf_coeff, f_coeffs, alpha, WT1, WT2),
       nterm4(subterm4, r, mf_u1, U1, mf_u2, U2, &mf_lambda, &lambda,
              pmf_coeff, f_coeffs, alpha, WT1, WT2);
->>>>>>> upstream
 
     const std::string aux_fems = pmf_coeff ? "#1,#2,#3,#4" : "#1,#2,#3";
 
@@ -1933,12 +1491,8 @@ namespace getfem {
         "M$5(#3,#3)+=comp(NonLin$3(#1," + aux_fems + ").vBase(#3).vBase(#3))(i,j,:,i,:,j); " // LL
         "M$6(#1,#1)+=comp(NonLin$4(#1," + aux_fems + ").vBase(#1).vBase(#1))(i,j,:,i,:,j); " // U1U1
         "M$7(#2,#2)+=comp(NonLin$4(#1," + aux_fems + ").vBase(#2).vBase(#2))(i,j,:,i,:,j); " // U2U2
-<<<<<<< HEAD
-        "M$8(#1,#2)+=comp(NonLin$4(#1," + aux_fems + ").vBase(#1).vBase(#2))(i,j,:,i,:,j)"); // U1U2
-=======
         "M$8(#1,#2)+=comp(NonLin$4(#1," + aux_fems + ").vBase(#1).vBase(#2))(i,j,:,i,:,j); " // U1U2
         "M$9(#2,#1)+=comp(NonLin$4(#1," + aux_fems + ").vBase(#2).vBase(#1))(i,j,:,i,:,j)"); // U2U1
->>>>>>> upstream
       break;
     }
     assem.push_mi(mim);
@@ -1959,10 +1513,7 @@ namespace getfem {
     assem.push_mat(Ku1u1);
     assem.push_mat(Ku2u2);
     assem.push_mat(Ku1u2);
-<<<<<<< HEAD
-=======
     assem.push_mat(Ku2u1);
->>>>>>> upstream
     assem.assembly(rg);
 
     gmm::scale(Ku2l, scalar_type(-1));
@@ -2017,11 +1568,7 @@ namespace getfem {
    const getfem::mesh_fem &mf_u1, const VECT1 &U1,
    const getfem::mesh_fem &mf_u2, const VECT1 &U2,
    const getfem::mesh_fem &mf_lambda, const VECT1 &lambda,
-<<<<<<< HEAD
-   const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeff,
-=======
    const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeffs,
->>>>>>> upstream
    scalar_type r, scalar_type alpha,
    const VECT1 *WT1, const VECT1 *WT2,
    const mesh_region &rg, int option = 1) {
@@ -2037,15 +1584,9 @@ namespace getfem {
 
     contact_nonmatching_meshes_nonlinear_term
       nterm1(subterm1, r, mf_u1, U1, mf_u2, U2, &mf_lambda, &lambda,
-<<<<<<< HEAD
-             pmf_coeff, f_coeff, alpha, WT1, WT2),
-      nterm2(subterm2, r, mf_u1, U1, mf_u2, U2, &mf_lambda, &lambda,
-             pmf_coeff, f_coeff, alpha, WT1, WT2);
-=======
              pmf_coeff, f_coeffs, alpha, WT1, WT2),
       nterm2(subterm2, r, mf_u1, U1, mf_u2, U2, &mf_lambda, &lambda,
              pmf_coeff, f_coeffs, alpha, WT1, WT2);
->>>>>>> upstream
 
     const std::string aux_fems = pmf_coeff ? "#1,#2,#3,#4" : "#1,#2,#3";
 
@@ -2073,14 +1614,8 @@ namespace getfem {
 
     size_type rg1, rg2; // ids of mesh regions on mf_u1 and mf_u2 that are
                         // expected to come in contact.
-<<<<<<< HEAD
-    mutable getfem::pfem pfem_proj;        // cached fem and mesh_fem for the
-    mutable getfem::mesh_fem *pmf_u2_proj; // projection between nonmatching meshes
-    bool Tresca_version, contact_only;
-=======
     mutable getfem::pfem pfem_proj; // cached fem for the projection between nonmatching meshes
     bool contact_only;
->>>>>>> upstream
     int option;
 
     // option = 1 : Alart-Curnier
@@ -2116,11 +1651,7 @@ namespace getfem {
       GMM_ASSERT1(mf_lambda.get_qdim() == (contact_only ? 1 : mf_u1.get_qdim()),
                   "The contact stress variable has not the right dimension");
 
-<<<<<<< HEAD
-      // Data : r, [friction_coeff,] [alpha,] [WT1, WT2]
-=======
       // Data : r, [friction_coeffs,] [alpha,] [WT1, WT2]
->>>>>>> upstream
       //     alpha, WT1, WT2 are optional and equal to 1, 0 and 0 by default respectively.
       if (contact_only) {
         GMM_ASSERT1(dl.size() == 1,
@@ -2135,18 +1666,6 @@ namespace getfem {
       const model_real_plain_vector &vr = md.real_variable(dl[0]);
       GMM_ASSERT1(gmm::vect_size(vr) == 1, "Parameter r should be a scalar");
 
-<<<<<<< HEAD
-      const model_real_plain_vector *f_coeff = 0, *WT1 = 0, *WT2 = 0;
-      const mesh_fem *pmf_coeff = 0;
-      scalar_type alpha = 1;
-      if (!contact_only) {
-        f_coeff = &(md.real_variable(dl[1]));
-        pmf_coeff = md.pmesh_fem_of_variable(dl[1]);
-
-        size_type sl = gmm::vect_size(*f_coeff);
-        if (pmf_coeff) { sl *= pmf_coeff->get_qdim(); sl /= pmf_coeff->nb_dof(); }
-        GMM_ASSERT1(sl == 1,
-=======
       const model_real_plain_vector *f_coeffs = 0, *WT1 = 0, *WT2 = 0;
       const mesh_fem *pmf_coeff = 0;
       scalar_type alpha = 1;
@@ -2157,7 +1676,6 @@ namespace getfem {
         size_type sl = gmm::vect_size(*f_coeffs);
         if (pmf_coeff) { sl *= pmf_coeff->get_qdim(); sl /= pmf_coeff->nb_dof(); }
         GMM_ASSERT1(sl == 1 || sl == 2 || sl ==3,
->>>>>>> upstream
                     "the data corresponding to the friction coefficient "
                     "has not the right format");
 
@@ -2167,13 +1685,6 @@ namespace getfem {
                       "Parameter alpha should be a scalar");
         }
 
-<<<<<<< HEAD
-        if (dl.size() >= 4)
-          WT1 = &(md.real_variable(dl[3]));
-
-        if (dl.size() >= 5)
-          WT2 = &(md.real_variable(dl[4]));
-=======
         if (dl.size() >= 4) {
           if (dl[3].compare(vl[0]) != 0)
             WT1 = &(md.real_variable(dl[3]));
@@ -2187,18 +1698,13 @@ namespace getfem {
           else if (md.n_iter_of_variable(vl[1]) > 1)
             WT2 = &(md.real_variable(vl[1],1));
         }
->>>>>>> upstream
       }
 
       // Matrix terms (T_u1l, T_lu1, T_u2l, T_lu2, T_ll, T_u1u1, T_u2u2, T_u1u2)
       GMM_ASSERT1(matl.size() == size_type(3 +                                // U1L, U2L, LL
                                            2 * !is_symmetric() +              // LU1, LU2
-<<<<<<< HEAD
-                                           3 * (option == 2)), // U1U1, U2U2, U1U2
-=======
                                            3 * (option == 2) + // U1U1, U2U2, U1U2
                                            1 * (option == 2 && !is_symmetric())), // U2U1
->>>>>>> upstream
                   "Wrong number of terms for "
                   "integral contact between nonmatching meshes brick");
 
@@ -2208,40 +1714,15 @@ namespace getfem {
       size_type N = mf_u1.linked_mesh().dim();
 
       // projection of the second mesh_fem onto the mesh of the first mesh_fem
-<<<<<<< HEAD
-      if (!pmf_u2_proj) {
-        pmf_u2_proj = new getfem::mesh_fem(mim.linked_mesh(), dim_type(N));
-        pfem_proj = new_projected_fem(mf_u2, mim, rg2, rg1);
-        pmf_u2_proj->set_finite_element(mim.linked_mesh().convex_index(), pfem_proj);
-      }
-=======
       if (!pfem_proj)
         pfem_proj = new_projected_fem(mf_u2, mim, rg2, rg1);
 
       getfem::mesh_fem mf_u2_proj(mim.linked_mesh(), dim_type(N));
       mf_u2_proj.set_finite_element(mim.linked_mesh().convex_index(), pfem_proj);
->>>>>>> upstream
 
       size_type nbdof1 = mf_u1.nb_dof();
       size_type nbdof_lambda = mf_lambda.nb_dof();
       size_type nbdof2 = mf_u2.nb_dof();
-<<<<<<< HEAD
-      size_type nbsub = pmf_u2_proj->nb_basic_dof();
-
-      std::vector<size_type> ind;
-      pmf_u2_proj->get_global_dof_index(ind);
-      gmm::unsorted_sub_index SUBI(ind);
-
-      gmm::csc_matrix<scalar_type> Rsub(nbdof2, nbsub), Esub(nbsub, nbdof2);
-      if (mf_u2.is_reduced()) {
-          gmm::copy(gmm::sub_matrix(mf_u2.reduction_matrix(),
-                                    gmm::sub_interval(0, nbdof2), SUBI),
-                    Rsub);
-          gmm::copy(gmm::sub_matrix(mf_u2.extension_matrix(),
-                                    SUBI, gmm::sub_interval(0, nbdof2)),
-                    Esub);
-      }
-=======
       size_type nbsub = mf_u2_proj.nb_basic_dof();
 
       std::vector<size_type> ind;
@@ -2253,7 +1734,6 @@ namespace getfem {
           gmm::copy(gmm::sub_matrix(mf_u2.extension_matrix(),
                                     SUBI, gmm::sub_interval(0, nbdof2)),
                     Esub);
->>>>>>> upstream
 
       model_real_plain_vector u2_proj(nbsub);
       if (mf_u2.is_reduced())
@@ -2261,16 +1741,6 @@ namespace getfem {
       else
         gmm::copy(gmm::sub_vector(u2, SUBI), u2_proj);
 
-<<<<<<< HEAD
-      size_type U1L = 0;
-      size_type LU1 = U1L + (is_symmetric() ? 0 : 1);
-      size_type U2L = LU1 + 1;
-      size_type LU2 = U2L + (is_symmetric() ? 0 : 1);
-      size_type LL  = LU2 + 1;
-      size_type U1U1 = (option == 1 || option == 3) ? U1L : LL + 1;
-      size_type U2U2 = (option == 1 || option == 3) ? U2L : LL + 2;
-      size_type U1U2 = (option == 1 || option == 3) ? U1L : LL + 3;
-=======
       model_real_plain_vector WT2_proj(0);
       if (WT2) {
         gmm::resize(WT2_proj, nbsub);
@@ -2289,56 +1759,20 @@ namespace getfem {
       size_type U2U2 = (option != 2) ? size_type(-1) : (is_symmetric() ? 4 : 6);
       size_type U1U2 = (option != 2) ? size_type(-1) : (is_symmetric() ? 5 : 7);
       size_type U2U1 = (option != 2 || is_symmetric()) ? size_type(-1) : 8;
->>>>>>> upstream
 
       if (version & model::BUILD_MATRIX) {
         GMM_TRACE2("Integral contact between nonmatching meshes "
                    "tangent term");
         for (size_type i = 0; i < matl.size(); i++) gmm::clear(matl[i]);
 
-<<<<<<< HEAD
-=======
         model_real_sparse_matrix dummy_mat(0, 0);
         model_real_sparse_matrix &Klu1 = (LU1 == size_type(-1)) ? dummy_mat : matl[LU1];
         model_real_sparse_matrix &Ku1u1 = (U1U1 == size_type(-1)) ? dummy_mat : matl[U1U1];
 
->>>>>>> upstream
         model_real_sparse_matrix Ku2l(nbsub, nbdof_lambda);
         model_real_sparse_matrix Klu2(nbdof_lambda, nbsub);
         model_real_sparse_matrix Ku2u2(nbsub, nbsub);
         model_real_sparse_matrix Ku1u2(nbdof1, nbsub);
-<<<<<<< HEAD
-
-        if (contact_only)
-          asm_Alart_Curnier_contact_nonmatching_meshes_tangent_matrix
-            (matl[U1L], matl[LU1], Ku2l, Klu2, matl[LL], matl[U1U1], Ku2u2, Ku1u2,
-             mim, mf_u1, u1, *pmf_u2_proj, u2_proj, mf_lambda, lambda,
-             vr[0], rg, option);
-        else
-          asm_Alart_Curnier_contact_nonmatching_meshes_tangent_matrix
-            (matl[U1L], matl[LU1], Ku2l, Klu2, matl[LL], matl[U1U1], Ku2u2, Ku1u2,
-             mim, mf_u1, u1, *pmf_u2_proj, u2_proj, mf_lambda, lambda,
-             pmf_coeff, f_coeff, vr[0], alpha, WT1, WT2, rg, option);
-
-        if (mf_u2.is_reduced()) {
-          gmm::mult(Rsub, Ku2l, matl[U2L]);
-          if (LU2 != U2L) gmm::mult(Klu2, Esub, matl[LU2]);
-          if (U2U2 != U2L) {
-            model_real_sparse_matrix tmp(nbsub, nbdof2);
-            gmm::mult(Ku2u2, Esub, tmp);
-            gmm::mult(Rsub, tmp, matl[U2U2]);
-            gmm::mult(Ku1u2, Esub, matl[U1U2]);
-          }
-        }
-        else {
-          gmm::copy(Ku2l, gmm::sub_matrix(matl[U2L], SUBI, gmm::sub_interval(0, nbdof_lambda)));
-          if (LU2 != U2L)
-            gmm::copy(Klu2, gmm::sub_matrix(matl[LU2], gmm::sub_interval(0, nbdof_lambda), SUBI));
-          if (U2U2 != U2L) {
-            gmm::copy(Ku2u2, gmm::sub_matrix(matl[U2U2], SUBI));
-            gmm::copy(Ku1u2, gmm::sub_matrix(matl[U1U2], gmm::sub_interval(0, nbdof1), SUBI));
-          }
-=======
         model_real_sparse_matrix Ku2u1(nbsub, nbdof1);
 
         if (contact_only)
@@ -2373,7 +1807,6 @@ namespace getfem {
             gmm::copy(Ku1u2, gmm::sub_matrix(matl[U1U2], gmm::sub_interval(0, nbdof1), SUBI));
           if (U2U1 != size_type(-1))
             gmm::copy(Ku2u1, gmm::sub_matrix(matl[U2U1], SUBI, gmm::sub_interval(0, nbdof1)));
->>>>>>> upstream
         }
       }
 
@@ -2385,26 +1818,11 @@ namespace getfem {
         if (contact_only)
           asm_Alart_Curnier_contact_nonmatching_meshes_rhs
             (vecl[U1L], Ru2, vecl[LL], // u1, u2, lambda
-<<<<<<< HEAD
-             mim, mf_u1, u1, *pmf_u2_proj, u2_proj, mf_lambda, lambda,
-=======
              mim, mf_u1, u1, mf_u2_proj, u2_proj, mf_lambda, lambda,
->>>>>>> upstream
              vr[0], rg, option);
         else
           asm_Alart_Curnier_contact_nonmatching_meshes_rhs
             (vecl[U1L], Ru2, vecl[LL], // u1, u2, lambda
-<<<<<<< HEAD
-             mim, mf_u1, u1, *pmf_u2_proj, u2_proj, mf_lambda, lambda,
-             pmf_coeff, f_coeff, vr[0], alpha, WT1, WT2, rg, option);
-
-        if (mf_u2.is_reduced())
-          gmm::mult(Rsub, Ru2, vecl[U2L]);
-        else
-          gmm::copy(Ru2, gmm::sub_vector(vecl[U2L], SUBI));
-      }
-
-=======
              mim, mf_u1, u1, mf_u2_proj, u2_proj, mf_lambda, lambda,
              pmf_coeff, f_coeffs, vr[0], alpha, WT1, &WT2_proj, rg, option);
 
@@ -2413,21 +1831,13 @@ namespace getfem {
         else
           gmm::copy(Ru2, gmm::sub_vector(vecl[U2L], SUBI));
       }
->>>>>>> upstream
     }
 
     integral_contact_nonmatching_meshes_brick(size_type rg1_, size_type rg2_,
                                                 bool contact_only_, int option_)
-<<<<<<< HEAD
-    : rg1(rg1_), rg2(rg2_), pfem_proj(0), pmf_u2_proj(0),
-      contact_only(contact_only_), option(option_)
-    {
-      Tresca_version = false;   // for future version ...
-=======
     : rg1(rg1_), rg2(rg2_), pfem_proj(0),
       contact_only(contact_only_), option(option_)
     {
->>>>>>> upstream
       set_flags(contact_only
                 ? "Integral contact between nonmatching meshes brick"
                 : "Integral contact and friction between nonmatching "
@@ -2439,11 +1849,7 @@ namespace getfem {
     }
 
     ~integral_contact_nonmatching_meshes_brick()
-<<<<<<< HEAD
-    { if (pmf_u2_proj) delete pmf_u2_proj; }
-=======
     { if (pfem_proj) del_projected_fem(pfem_proj); }
->>>>>>> upstream
 
   };
 
@@ -2502,11 +1908,7 @@ namespace getfem {
   size_type add_integral_contact_between_nonmatching_meshes_brick
   (model &md, const mesh_im &mim, const std::string &varname_u1,
    const std::string &varname_u2, const std::string &multname,
-<<<<<<< HEAD
-   const std::string &dataname_r, const std::string &dataname_friction_coeff,
-=======
    const std::string &dataname_r, const std::string &dataname_friction_coeffs,
->>>>>>> upstream
    size_type region1, size_type region2, int option,
    const std::string &dataname_alpha,
    const std::string &dataname_wt1, const std::string &dataname_wt2) {
@@ -2539,16 +1941,6 @@ namespace getfem {
                           "Incorrect option for integral contact brick");
     }
 
-<<<<<<< HEAD
-    model::varnamelist dl(1, dataname_r);  // 0 -> r
-    dl.push_back(dataname_friction_coeff); // 1 -> f_coeff
-    if (dataname_alpha.size()) {
-      dl.push_back(dataname_alpha);        // 2 -> alpha
-      if (dataname_wt1.size()) {
-        dl.push_back(dataname_wt1);        // 3 -> WT1
-        if (dataname_wt2.size()) {
-          dl.push_back(dataname_wt2);      // 4 -> WT2
-=======
     model::varnamelist dl(1, dataname_r);   // 0 -> r
     dl.push_back(dataname_friction_coeffs); // 1 -> f_coeff,[tau_adh,tresca_lim]
     if (dataname_alpha.size()) {
@@ -2557,7 +1949,6 @@ namespace getfem {
         dl.push_back(dataname_wt1);         // 3 -> WT1
         if (dataname_wt2.size()) {
           dl.push_back(dataname_wt2);       // 4 -> WT2
->>>>>>> upstream
           // TODO: VT1, VT2, gamma
         }
       }
@@ -2648,11 +2039,7 @@ namespace getfem {
    const getfem::mesh_fem &mf_u1, const VECT1 &U1,
    const getfem::mesh_fem &mf_u2, const VECT1 &U2,
    const getfem::mesh_fem *pmf_lambda, const VECT1 *lambda,
-<<<<<<< HEAD
-   const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeff, scalar_type r,
-=======
    const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeffs, scalar_type r,
->>>>>>> upstream
    scalar_type alpha, const VECT1 *WT1, const VECT1 *WT2,
    const mesh_region &rg, int option = 1) {
 
@@ -2665,11 +2052,7 @@ namespace getfem {
 
     contact_nonmatching_meshes_nonlinear_term
       nterm(subterm, r, mf_u1, U1, mf_u2, U2, pmf_lambda, lambda,
-<<<<<<< HEAD
-            pmf_coeff, f_coeff, alpha, WT1, WT2);
-=======
             pmf_coeff, f_coeffs, alpha, WT1, WT2);
->>>>>>> upstream
 
     const std::string aux_fems = pmf_coeff ? "#1,#2,#3,#4"
                                            : (pmf_lambda ? "#1,#2,#3": "#1,#2");
@@ -2710,11 +2093,7 @@ namespace getfem {
    const getfem::mesh_fem &mf_u1, const VECT1 &U1,
    const getfem::mesh_fem &mf_u2, const VECT1 &U2,
    const getfem::mesh_fem *pmf_lambda, const VECT1 *lambda,
-<<<<<<< HEAD
-   const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeff, scalar_type r,
-=======
    const getfem::mesh_fem *pmf_coeff, const VECT1 *f_coeffs, scalar_type r,
->>>>>>> upstream
    scalar_type alpha, const VECT1 *WT1, const VECT1 *WT2,
    const mesh_region &rg, int option = 1) {
 
@@ -2727,11 +2106,7 @@ namespace getfem {
 
     contact_nonmatching_meshes_nonlinear_term
       nterm(subterm, r, mf_u1, U1, mf_u2, U2, pmf_lambda, lambda,
-<<<<<<< HEAD
-            pmf_coeff, f_coeff, alpha, WT1, WT2);
-=======
             pmf_coeff, f_coeffs, alpha, WT1, WT2);
->>>>>>> upstream
 
     const std::string aux_fems = pmf_coeff ? "#1,#2,#3,#4"
                                            : (pmf_lambda ? "#1,#2,#3": "#1,#2");
@@ -2764,14 +2139,8 @@ namespace getfem {
 
     size_type rg1, rg2; // ids of mesh regions on mf_u1 and mf_u2 that are
                         // expected to come in contact.
-<<<<<<< HEAD
-    mutable getfem::pfem pfem_proj;        // cached fem and mesh_fem for the
-    mutable getfem::mesh_fem *pmf_u2_proj; // projection between nonmatching meshes
-    bool Tresca_version, contact_only;
-=======
     mutable getfem::pfem pfem_proj; // cached fem for the projection between nonmatching meshes
     bool contact_only;
->>>>>>> upstream
     int option;
 
     virtual void asm_real_tangent_terms(const model &md, size_type /* ib */,
@@ -2798,11 +2167,7 @@ namespace getfem {
 
       size_type N = mf_u1.linked_mesh().dim();
 
-<<<<<<< HEAD
-      // Data : r, [lambda,] [friction_coeff,] [alpha,] [WT1, WT2]
-=======
       // Data : r, [lambda,] [friction_coeffs,] [alpha,] [WT1, WT2]
->>>>>>> upstream
       size_type nb_data_1 = ((option == 1) ? 1 : 2) + (contact_only ? 0 : 1);
       size_type nb_data_2 = nb_data_1 + (contact_only ? 0 : 3);
       GMM_ASSERT1(dl.size() >= nb_data_1 && dl.size() <= nb_data_2,
@@ -2827,28 +2192,13 @@ namespace getfem {
                     "has not the right format");
       }
 
-<<<<<<< HEAD
-      const model_real_plain_vector *f_coeff = 0;
-=======
       const model_real_plain_vector *f_coeffs = 0;
->>>>>>> upstream
       const mesh_fem *pmf_coeff = 0;
       scalar_type alpha = 1;
       const model_real_plain_vector *WT1 = 0;
       const model_real_plain_vector *WT2 = 0;
       if (!contact_only) {
         nd++;
-<<<<<<< HEAD
-        f_coeff = &(md.real_variable(dl[nd]));
-        pmf_coeff = md.pmesh_fem_of_variable(dl[nd]);
-        sl = gmm::vect_size(*f_coeff);
-        if (pmf_coeff) { sl *= pmf_coeff->get_qdim(); sl /= pmf_coeff->nb_dof(); }
-        GMM_ASSERT1(sl == 1,
-                  "the data corresponding to the friction coefficient "
-                  "has not the right format");
-
-        if (dl.size() > nd) {
-=======
         f_coeffs = &(md.real_variable(dl[nd]));
         pmf_coeff = md.pmesh_fem_of_variable(dl[nd]);
         sl = gmm::vect_size(*f_coeffs);
@@ -2858,23 +2208,12 @@ namespace getfem {
                   "has not the right format");
 
         if (dl.size() > nd+1) {
->>>>>>> upstream
           nd++;
           alpha = md.real_variable(dl[nd])[0];
           GMM_ASSERT1(gmm::vect_size(md.real_variable(dl[nd])) == 1,
                       "Parameter alpha should be a scalar");
         }
 
-<<<<<<< HEAD
-        if (dl.size() > nd) {
-          nd++;
-          WT1 = &(md.real_variable(dl[nd]));
-        }
-
-        if (dl.size() > nd) {
-          nd++;
-          WT2 = &(md.real_variable(dl[nd]));
-=======
         if (dl.size() > nd+1) {
           nd++;
           if (dl[nd].compare(vl[0]) != 0)
@@ -2889,7 +2228,6 @@ namespace getfem {
             WT2 = &(md.real_variable(dl[nd]));
           else if (md.n_iter_of_variable(vl[1]) > 1)
             WT2 = &(md.real_variable(vl[1],1));
->>>>>>> upstream
         }
       }
 
@@ -2901,31 +2239,6 @@ namespace getfem {
       mf_u1.linked_mesh().intersect_with_mpi_region(rg); // FIXME: mfu_2?
 
       // projection of the second mesh_fem onto the mesh of the first mesh_fem
-<<<<<<< HEAD
-      if (!pmf_u2_proj) {
-        pmf_u2_proj = new getfem::mesh_fem(mim.linked_mesh(), dim_type(N));
-        pfem_proj = new_projected_fem(mf_u2, mim, rg2, rg1);
-        pmf_u2_proj->set_finite_element(mim.linked_mesh().convex_index(), pfem_proj);
-      }
-
-      size_type nbdof1 = mf_u1.nb_dof();
-      size_type nbdof2 = mf_u2.nb_dof();
-      size_type nbsub = pmf_u2_proj->nb_dof();
-
-      std::vector<size_type> ind;
-      pmf_u2_proj->get_global_dof_index(ind);
-      gmm::unsorted_sub_index SUBI(ind);
-
-      gmm::csc_matrix<scalar_type> Rsub(nbdof2, nbsub), Esub(nbsub, nbdof2);
-      if (mf_u2.is_reduced()) {
-          gmm::copy(gmm::sub_matrix(mf_u2.reduction_matrix(),
-                                    gmm::sub_interval(0, nbdof2), SUBI),
-                    Rsub);
-          gmm::copy(gmm::sub_matrix(mf_u2.extension_matrix(),
-                                    SUBI, gmm::sub_interval(0, nbdof2)),
-                    Esub);
-      }
-=======
       if (!pfem_proj)
         pfem_proj = new_projected_fem(mf_u2, mim, rg2, rg1);
 
@@ -2945,7 +2258,6 @@ namespace getfem {
           gmm::copy(gmm::sub_matrix(mf_u2.extension_matrix(),
                                     SUBI, gmm::sub_interval(0, nbdof2)),
                     Esub);
->>>>>>> upstream
 
       model_real_plain_vector u2_proj(nbsub);
       if (mf_u2.is_reduced())
@@ -2953,8 +2265,6 @@ namespace getfem {
       else
         gmm::copy(gmm::sub_vector(u2, SUBI), u2_proj);
 
-<<<<<<< HEAD
-=======
       model_real_plain_vector WT2_proj(0);
       if (WT2) {
         gmm::resize(WT2_proj, nbsub);
@@ -2964,7 +2274,6 @@ namespace getfem {
           gmm::copy(gmm::sub_vector(*WT2, SUBI), WT2_proj);
       }
 
->>>>>>> upstream
       if (version & model::BUILD_MATRIX) {
         GMM_TRACE2("Penalized contact between nonmatching meshes tangent term");
         gmm::clear(matl[0]);
@@ -2976,39 +2285,25 @@ namespace getfem {
 
         if (contact_only) {
           asm_penalized_contact_nonmatching_meshes_tangent_matrix
-<<<<<<< HEAD
-            (matl[0], Ku2u2, Ku1u2, mim, mf_u1, u1, *pmf_u2_proj, u2_proj,
-=======
             (matl[0], Ku2u2, Ku1u2, mim, mf_u1, u1, mf_u2_proj, u2_proj,
->>>>>>> upstream
              pmf_lambda, lambda, vr[0], rg, option);
         }
         else {
           gmm::clear(matl[3]);
           model_real_sparse_matrix Ku2u1(nbsub,nbdof1);
           asm_penalized_contact_nonmatching_meshes_tangent_matrix
-<<<<<<< HEAD
-            (matl[0], Ku2u2, Ku1u2, Ku2u1, mim, mf_u1, u1, *pmf_u2_proj, u2_proj,
-             pmf_lambda, lambda, pmf_coeff, f_coeff, vr[0], alpha, WT1, WT1, rg, option);
-          gmm::copy(Ku2u1, gmm::sub_matrix(matl[3], SUBI, gmm::sub_interval(0, nbdof1)));
-=======
             (matl[0], Ku2u2, Ku1u2, Ku2u1, mim, mf_u1, u1, mf_u2_proj, u2_proj,
              pmf_lambda, lambda, pmf_coeff, f_coeffs, vr[0], alpha, WT1, &WT2_proj, rg, option);
           if (mf_u2.is_reduced())
             gmm::mult(gmm::transposed(Esub), Ku2u1, matl[3]);
           else
             gmm::copy(Ku2u1, gmm::sub_matrix(matl[3], SUBI, gmm::sub_interval(0, nbdof1)));
->>>>>>> upstream
         }
 
         if (mf_u2.is_reduced()) {
           model_real_sparse_matrix tmp(nbsub, nbdof2);
           gmm::mult(Ku2u2, Esub, tmp);
-<<<<<<< HEAD
-          gmm::mult(Rsub, tmp, matl[1]);
-=======
           gmm::mult(gmm::transposed(Esub), tmp, matl[1]);
->>>>>>> upstream
           gmm::mult(Ku1u2, Esub, matl[2]);
         }
         else {
@@ -3025,17 +2320,6 @@ namespace getfem {
 
         if (contact_only)
           asm_penalized_contact_nonmatching_meshes_rhs
-<<<<<<< HEAD
-            (vecl[0], Ru2, mim, mf_u1, u1, *pmf_u2_proj, u2_proj, pmf_lambda, lambda,
-             vr[0], rg, option);
-        else
-          asm_penalized_contact_nonmatching_meshes_rhs
-            (vecl[0], Ru2, mim, mf_u1, u1, *pmf_u2_proj, u2_proj, pmf_lambda, lambda,
-             pmf_coeff, f_coeff, vr[0], alpha, WT1, WT2, rg, option);
-
-        if (mf_u2.is_reduced())
-          gmm::mult(Rsub, Ru2, vecl[1]);
-=======
             (vecl[0], Ru2, mim, mf_u1, u1, mf_u2_proj, u2_proj, pmf_lambda, lambda,
              vr[0], rg, option);
         else
@@ -3045,7 +2329,6 @@ namespace getfem {
 
         if (mf_u2.is_reduced())
           gmm::mult(gmm::transposed(Esub), Ru2, vecl[1]);
->>>>>>> upstream
         else
           gmm::copy(Ru2, gmm::sub_vector(vecl[1], SUBI));
       }
@@ -3053,15 +2336,9 @@ namespace getfem {
 
     penalized_contact_nonmatching_meshes_brick(size_type rg1_, size_type rg2_,
                                                bool contact_only_, int option_)
-<<<<<<< HEAD
-    : rg1(rg1_), rg2(rg2_), pfem_proj(0), pmf_u2_proj(0),
-      contact_only(contact_only_), option(option_) {
-      Tresca_version = false;   // for future version ...
-=======
     : rg1(rg1_), rg2(rg2_), pfem_proj(0),
       contact_only(contact_only_), option(option_)
     {
->>>>>>> upstream
       set_flags(contact_only
                 ? "Integral penalized contact between nonmatching meshes brick"
                 : "Integral penalized contact and friction between nonmatching "
@@ -3072,11 +2349,7 @@ namespace getfem {
     }
 
     ~penalized_contact_nonmatching_meshes_brick()
-<<<<<<< HEAD
-    { if (pmf_u2_proj) delete pmf_u2_proj; }
-=======
     { if (pfem_proj) del_projected_fem(pfem_proj); }
->>>>>>> upstream
 
   };
 
@@ -3121,11 +2394,7 @@ namespace getfem {
   size_type add_penalized_contact_between_nonmatching_meshes_brick
   (model &md, const mesh_im &mim, const std::string &varname_u1,
    const std::string &varname_u2, const std::string &dataname_r,
-<<<<<<< HEAD
-   const std::string &dataname_friction_coeff,
-=======
    const std::string &dataname_friction_coeffs,
->>>>>>> upstream
    size_type region1, size_type region2, int option,
    const std::string &dataname_lambda, const std::string &dataname_alpha,
    const std::string &dataname_wt1, const std::string &dataname_wt2) {
@@ -3144,11 +2413,7 @@ namespace getfem {
     case 2: case 3: dl.push_back(dataname_lambda); break;
     default: GMM_ASSERT1(false, "Penalized contact brick : invalid option");
     }
-<<<<<<< HEAD
-    dl.push_back(dataname_friction_coeff);
-=======
     dl.push_back(dataname_friction_coeffs);
->>>>>>> upstream
     if (dataname_alpha.size() > 0) {
       dl.push_back(dataname_alpha);
       if (dataname_wt1.size() > 0) {
@@ -3194,13 +2459,9 @@ namespace getfem {
       const model_real_plain_vector &obs = md.real_variable(dl[0]);
       const mesh_fem &mf_obs = md.mesh_fem_of_variable(dl[0]);
 
-<<<<<<< HEAD
-      area = asm_level_set_contact_area(*ml[0], mf_u, u, mf_obs, obs, reg, -1e-3);
-=======
       //FIXME: use an adapted integration method
       area = asm_level_set_contact_area(*ml[0], mf_u, u, mf_obs, obs, reg, -1e-3,
                                         &mf_lambda, &lambda, 1e-1);
->>>>>>> upstream
 
       gmm::resize(F, mf_u.nb_dof());
       asm_level_set_normal_source_term
@@ -3213,10 +2474,7 @@ namespace getfem {
         = dynamic_cast<penalized_contact_rigid_obstacle_brick *>
          (const_cast<virtual_brick *>(pbr.get()));
       GMM_ASSERT1(p, "Wrong type of brick");
-<<<<<<< HEAD
-=======
       GMM_ASSERT1(false, "Not implemented yet");
->>>>>>> upstream
     }
     else if (pbr->brick_name() == "Integral contact between nonmatching meshes brick" ||
              pbr->brick_name() == "Integral contact and friction between nonmatching "
@@ -3234,14 +2492,6 @@ namespace getfem {
       const model_real_plain_vector &lambda = md.real_variable(vl[2]);
       const mesh_fem &mf_lambda = md.mesh_fem_of_variable(vl[2]);
 
-<<<<<<< HEAD
-      std::vector<size_type> ind;
-      p->pmf_u2_proj->get_global_dof_index(ind);
-      gmm::unsorted_sub_index SUBI(ind);
-
-      size_type nbdof2 = mf_u2.nb_dof();
-      size_type nbsub = p->pmf_u2_proj->nb_basic_dof();
-=======
       getfem::pfem pfem_proj = new_projected_fem(mf_u2, *ml[0], p->rg2, p->rg1);
       getfem::mesh_fem mf_u2_proj(mf_u1.linked_mesh(), mf_u1.linked_mesh().dim());
       mf_u2_proj.set_finite_element(mf_u1.linked_mesh().convex_index(), pfem_proj);
@@ -3252,7 +2502,6 @@ namespace getfem {
 
       size_type nbdof2 = mf_u2.nb_dof();
       size_type nbsub = mf_u2_proj.nb_basic_dof();
->>>>>>> upstream
       model_real_plain_vector u2_proj(nbsub);
 
       if (mf_u2.is_reduced()) {
@@ -3265,15 +2514,6 @@ namespace getfem {
       else
         gmm::copy(gmm::sub_vector(u2, SUBI), u2_proj);
 
-<<<<<<< HEAD
-      area = asm_nonmatching_meshes_contact_area
-             (*ml[0], mf_u1, u1, *(p->pmf_u2_proj), u2_proj, reg, -1e-3);
-
-      gmm::resize(F, mf_u1.nb_dof());
-      asm_nonmatching_meshes_normal_source_term
-        (F, *ml[0], mf_u1, *(p->pmf_u2_proj), mf_lambda, lambda, reg);
-
-=======
       //FIXME: use an adapted integration method
       area = asm_nonmatching_meshes_contact_area
              (*ml[0], mf_u1, u1, mf_u2_proj, u2_proj, reg, -1e-3,
@@ -3284,7 +2524,6 @@ namespace getfem {
         (F, *ml[0], mf_u1, mf_u2_proj, mf_lambda, lambda, reg);
 
       del_projected_fem(pfem_proj);
->>>>>>> upstream
     }
     else if (pbr->brick_name() == "Integral penalized contact between nonmatching meshes brick" ||
              pbr->brick_name() == "Integral penalized contact and friction between nonmatching "
@@ -3293,76 +2532,11 @@ namespace getfem {
         = dynamic_cast<penalized_contact_nonmatching_meshes_brick *>
          (const_cast<virtual_brick *>(pbr.get()));
       GMM_ASSERT1(p, "Wrong type of brick");
-<<<<<<< HEAD
-=======
       GMM_ASSERT1(false, "Not implemented yet");
->>>>>>> upstream
     }
 
   }
 
-<<<<<<< HEAD
-
-
-#ifdef EXPERIMENTAL_PURPOSE_ONLY
-
-
-  // Experimental implementation of contact condition with Nitsche method.
-  // To be deleted when a more general implementation will be designed.
-
-
-  class contact_nitsche_nonlinear_term : public nonlinear_elem_term {
-
-  protected:
-    base_small_vector lnt, lt; // multiplier lambda and its tangential component lambda_t
-    scalar_type ln;            // normal component lambda_n of the multiplier
-    base_small_vector ut;      // tangential relative displacement
-    scalar_type un;            // normal relative displacement (positive when the first
-                               // elastic body surface moves outwards)
-    base_small_vector no, n;   // surface normal, pointing outwards with respect
-                               // to the (first) elastic body
-    scalar_type g, f_coeff;    // gap and coefficient of friction values
-    scalar_type lambda, mu;    // Lame coefficients
-
-    base_small_vector aux1, auxN, V;
-    base_matrix GP, grad;
-    base_vector coeff;
-    const mesh_fem &mf_u;       // mandatory
-    const mesh_fem &mf_obs;     // mandatory
-    const mesh_fem *pmf_coeff;
-    base_vector U, obs, friction_coeff;
-
-    void adjust_tensor_size(void) {
-      sizes_.resize(4); sizes_[0] = sizes_[1] = sizes_[2] = sizes_[3] = N;
-      switch (option) {
-      case 1 : sizes_.resize(1); break;
-      case 2 : case 3 :  sizes_.resize(2); break;
-      case 4 : case 5 :  sizes_.resize(3); break;
-      }
-      gmm::resize(grad, 1, N);
-      lnt.resize(N); lt.resize(N); ut.resize(N); no.resize(N); n.resize(N);
-      aux1.resize(1); auxN.resize(N); V.resize(N);
-      gmm::resize(GP, N, N);
-    }
-
-  public:
-    dim_type N;
-    size_type option;
-    scalar_type r;
-
-    bgeot::multi_index sizes_;
-
-    template <typename VECT1>
-    contact_nitsche_nonlinear_term(size_type option_, scalar_type r_,
-				   scalar_type lambda_, scalar_type mu_,
-				   const mesh_fem &mf_u_, const VECT1 &U_,
-				   const mesh_fem &mf_obs_, const VECT1 &obs_,
-				   const mesh_fem *pmf_coeff_ = 0,
-				   const VECT1 *f_coeff_ = 0)		  
-      : lambda(lambda_), mu(mu_), mf_u(mf_u_),
-      mf_obs(mf_obs_), pmf_coeff(pmf_coeff_), U(mf_u.nb_basic_dof()),
-	obs(mf_obs.nb_basic_dof()), friction_coeff(0), option(option_), r(r_) {
-=======
   //=========================================================================
   //
   //  Contact condition with a rigid obstacle : generic Nitsche's method
@@ -3451,7 +2625,6 @@ namespace getfem {
         obs(mf_obs.nb_basic_dof()),
         friction_coeff(0), option(option_),
         gamma0(gamma0_), theta(theta_), alpha(alpha_) {
->>>>>>> upstream
       N = mf_u_.linked_mesh().dim();
       adjust_tensor_size();
 
@@ -3459,278 +2632,57 @@ namespace getfem {
       mf_obs.extend_vector(obs_, obs);
 
       if (!pmf_coeff)
-<<<<<<< HEAD
-	f_coeff = (*f_coeff_)[0];
+        if (f_coeff_) f_coeff = (*f_coeff_)[0]; else f_coeff = scalar_type(0);
       else {
-	friction_coeff.resize(pmf_coeff->nb_basic_dof());
-	pmf_coeff->extend_vector(*f_coeff_, friction_coeff);
+        friction_coeff.resize(pmf_coeff->nb_basic_dof());
+        pmf_coeff->extend_vector(*f_coeff_, friction_coeff);
+      }
+      if (WT_) {
+        WT.resize(mf_u.nb_basic_dof());
+        mf_u_.extend_vector(*WT_, WT);
       }
     }
 
-    const bgeot::multi_index &sizes() const { return sizes_; }
-
-    virtual void compute(fem_interpolation_context&, bgeot::base_tensor &t);
-    virtual void prepare(fem_interpolation_context& /*ctx*/, size_type /*nb*/);
 
-  };
+    void compute(fem_interpolation_context &ctx, bgeot::base_tensor &t) {
 
-<<<<<<< HEAD
-  void contact_nitsche_nonlinear_term::compute
-  (fem_interpolation_context &/* ctx */, bgeot::base_tensor &t) {
+      md->compute_Neumann_terms(1, *varname, mf_u, U, ctx, n, tG);
+      for (size_type i = 0; i < N; ++i)
+        zeta[i] = tG[i]
+          + ((g-un+alpha*un) * no[i] + alpha*wt[i] - alpha*u[i] ) / gamma;
+      if ((option == 1) || (theta != scalar_type(0))) {
+        coupled_projection(zeta, no, f_coeff, Pr);
+        gmm::add(Pr, gmm::scaled(tG.as_vector(), -scalar_type(1)), pgg);
+      }
 
-    t.adjust_sizes(sizes_);
-    scalar_type e;
-    dim_type i, j, k, l;
-
-    if (option >= 3) { // computation of matrix A
-      e = f_coeff*gmm::neg(ln-r*(un-g));
-      auxN = lt - r*ut;
-      ball_projection_grad(auxN, e, GP);
-      ball_projection_grad_r(auxN, e, V);
-      e = Heav(r*(un-g) - ln);
-      gmm::rank_one_update(GP, no, gmm::scaled(V, -e*f_coeff));
-      gmm::rank_one_update(GP, gmm::scaled(no, e-gmm::vect_sp(GP,no,no)), no);
-      gmm::scale(GP, 1./r);
-    } else { // computation of vector W
-      e = gmm::neg(ln-r*(un-g));
-      V = lt - r*ut;
-      ball_projection(V, f_coeff*e);
-      V -= e*no;
-    }
-
-    switch (option) {
-      // one-dimensional tensors [N]
-    case 1:
-      for (i=0; i < N; ++i) t[i] = V[i];
-      break;
-
-      // two-dimensional tensors [N x N]
-    case 2:
-      V -= lnt;
-      gmm::scale(V, -1./r);
-      e = gmm::vect_sp(V, n);
-      for (i=0; i < N; ++i)
-	for (j=0; j < N; ++j) {
-	  t(i,j) = mu*(V[i]*n[j]+V[j]*n[i]);
-	  if (i == j) t(i,j) += lambda*e;
-	}
-      break;
-
-    case 3:
-      for (i=0; i < N; ++i)
-	for (j=0; j < N; ++j)
-	  t(i,j) = r*r*GP(j,i);
-      break;
-
-    // three-dimensional tensors [N x N x N]
-    case 4:
-      gmm::mult(gmm::transposed(GP), n, V);
-      for (i=0; i < N; ++i)
-	for (j=0; j < N; ++j)
-	  for (k=0; k < N; ++k) {
-	    t(i,j,k) = -r*mu*(GP(j,i)*n[k] + GP(k,i)*n[j]);
-	    if (j == k) t(i,j,k) -= r*lambda*V[i];
-	  } 
-      break;
-       
-    case 5:
-      gmm::mult(GP, n, V);
-      for (i=0; i < N; ++i)
-	for (j=0; j < N; ++j)
-	  for (k=0; k < N; ++k) {
-	    t(i,j,k) = -r*mu*(GP(k,i)*n[j] + GP(k,j)*n[i]);
-	    if (i == j) t(i,j,k) -= r*lambda*V[k];
-	  } 
-      break;
-      
-    // four-dimensional tensors [N x N x N x N]
-
-    case 6:
-
-      for (i=0; i < N; ++i) GP(i,i) -= 1./r;  // matrix B
-
-      e = gmm::vect_sp(GP, n, n);
-      gmm::mult(gmm::transposed(GP), n, auxN);
-      gmm::mult(GP, n, V);
-
-      for (i=0; i < N; ++i)
-	for (j=0; j < N; ++j)
-	  for (k=0; k < N; ++k)
-	    for (l=0; l < N; ++l) {
-	      t(i,j,k,l) = mu*mu*(n[i]*GP(k,j)*n[l] + n[j]*GP(k,i)*n[l]
-				  + n[j]*GP(l,i)*n[k] + n[i]*GP(l,j)*n[k]);
-	      if (i == j && k == l) t(i,j,k,l) += lambda*lambda*e;
-	      if (i == j) t(i,j,k,l) += lambda*mu*(V[k]*n[l] + V[l]*n[k]);
-	      if (k == l) t(i,j,k,l) += lambda*mu*(auxN[j]*n[i]+auxN[i]*n[j]);
-	    }
-
-      break;
-    default : GMM_ASSERT1(false, "Invalid option");
-    }
-  }
-
-
-  void contact_nitsche_nonlinear_term::prepare
-  (fem_interpolation_context& ctx, size_type nb) {
-    size_type cv = ctx.convex_num();
-
-    switch (nb) { // last is computed first
-    case 1 : // calculate [un] and [ut] interpolating [U] on [mf_u]
-      coeff.resize(mf_u.nb_basic_dof_of_element(cv));
-      gmm::copy(gmm::sub_vector(U, gmm::sub_index
-				(mf_u.ind_basic_dof_of_element(cv))), coeff);
-      ctx.pf()->interpolation(ctx, coeff, V, N);
-      un = gmm::vect_sp(V, no);
-      ut = V - un * no;
-      ctx.pf()->interpolation_grad(ctx, coeff, GP, N);
-      lnt = lambda*(gmm::mat_trace(GP))*n;
-      gmm::mult_add(GP, gmm::scaled(n, mu), lnt);
-      gmm::mult_add(gmm::transposed(GP), gmm::scaled(n, mu), lnt);      
-      ln = gmm::vect_sp(lnt, no);
-      lt = lnt - ln * no;
-      break;
-
-    case 2 : // calculate [g] and [no] interpolating [obs] on [mf_obs]
-             // calculate [ln] and [lt] from [lnt] and [no]
-      coeff.resize(mf_obs.nb_basic_dof_of_element(cv));
-      gmm::copy(gmm::sub_vector
-                (obs, gmm::sub_index
-                 (mf_obs.ind_basic_dof_of_element(cv))), coeff);
-      ctx.pf()->interpolation_grad(ctx, coeff, grad, 1);
-      gmm::copy(gmm::mat_row(grad, 0), no);
-      no /= -gmm::vect_norm2(no);
-      ctx.pf()->interpolation(ctx, coeff, aux1, 1);
-      g = aux1[0];
-      n = bgeot::compute_normal(ctx, ctx.face_num());
-      n /= gmm::vect_norm2(n);
-      break;
-
-    case 3 :// calculate [f_coeff] interpolating [friction_coeff] on [mf_coeff]
-      if (pmf_coeff) {
-        coeff.resize(pmf_coeff->nb_basic_dof_of_element(cv));
-        gmm::copy(gmm::sub_vector
-                  (friction_coeff, gmm::sub_index
-                   (pmf_coeff->ind_basic_dof_of_element(cv))), coeff);
-        ctx.pf()->interpolation(ctx, coeff, aux1, 1);
-        f_coeff = aux1[0];
-      }
-      break;
-
-    default : GMM_ASSERT1(false, "Invalid option");
-    }
-  }
-
-
-
-
-  template<typename MAT, typename VECT1>
-  void asm_Nitsche_contact_rigid_obstacle_tangent_matrix
-  (MAT &K, const mesh_im &mim,
-   const getfem::mesh_fem &mf_u, const VECT1 &U,
-   const getfem::mesh_fem &mf_obs, const VECT1 &obs,
-   const getfem::mesh_fem *pmf_coeff, const VECT1 &f_coeff,
-   scalar_type gamma, scalar_type lambda, scalar_type mu,
-   const mesh_region &rg, int option = 1) {
-
-    contact_nitsche_nonlinear_term
-      nterm1(6, gamma, lambda, mu, mf_u, U, mf_obs, obs, pmf_coeff, &f_coeff),
-      nterm2(3, gamma, lambda, mu, mf_u, U, mf_obs, obs, pmf_coeff, &f_coeff),
-      nterm3(4, gamma, lambda, mu, mf_u, U, mf_obs, obs, pmf_coeff, &f_coeff),
-      nterm4(5, gamma, lambda, mu, mf_u, U, mf_obs, obs, pmf_coeff, &f_coeff);
-
-    const std::string aux_fems = pmf_coeff ? "#1,#2,#3" : "#1,#2";
-
-    getfem::generic_assembly assem;
-    std::string as_str 
-      = ((option == 0) ? "w1=comp(NonLin$1(#1,"+aux_fems+")(i,j,k,l).vGrad(#1)(:,i,j).vGrad(#1)(:,k,l));" : "")
-      + "w2=comp(NonLin$2(#1,"+aux_fems+").vBase(#1).vBase(#1))(i,j,:,i,:,j);"
-      + "w3=comp(NonLin$3(#1,"+aux_fems+").vBase(#1).vGrad(#1))(i,j,k,:,i,:,j,k);"
-      + ((option == 0) ? "w4=comp(NonLin$4(#1,"+aux_fems+").vGrad(#1).vBase(#1))(i,j,k,:,i,j,:,k);" : "")
-      + ((option == 0) ? "M(#1,#1)+=w1+w2+w3+w4;" : "M(#1,#1)+=w2+w3;");
-
-    assem.set(as_str);
-=======
-        if (f_coeff_) f_coeff = (*f_coeff_)[0]; else f_coeff = scalar_type(0);
-      else {
-        friction_coeff.resize(pmf_coeff->nb_basic_dof());
-        pmf_coeff->extend_vector(*f_coeff_, friction_coeff);
-      }
-      if (WT_) {
-        WT.resize(mf_u.nb_basic_dof());
-        mf_u_.extend_vector(*WT_, WT);
-      }
-    }
-
-
-    void compute(fem_interpolation_context &ctx, bgeot::base_tensor &t) {
-
-      md->compute_Neumann_terms(1, *varname, mf_u, U, ctx, n, tG);
-      for (size_type i = 0; i < N; ++i)
-        zeta[i] = tG[i]
-          + ((g-un+alpha*un) * no[i] + alpha*wt[i] - alpha*u[i] ) / gamma;
-      if ((option == 1) || (theta != scalar_type(0))) {
-        coupled_projection(zeta, no, f_coeff, Pr);
-        gmm::add(Pr, gmm::scaled(tG.as_vector(), -scalar_type(1)), pgg);
-      }
-
-      switch (option) {
-      case 1:
-        {
-          ctx.pf()->real_base_value(ctx, tbv);
-          size_type qmult = N / ctx.pf()->target_dim();
-          short_type nbdofu = sizes_[0];
-          if (theta != scalar_type(0)) {
-            sizes_.resize(2);
-            sizes_[1] = N;
-            tp.adjust_sizes(sizes_);
-            sizes_.resize(1);
-            md->compute_Neumann_terms(2, *varname, mf_u, U, ctx, n, tp);
-          }
-          for (size_type i = 0; i < nbdofu; ++i) {
-            t[i] = scalar_type(0);
-            for (size_type j = 0; j < N; ++j) {
-              if (theta != scalar_type(0))
-                t[i] -= gamma*pgg[j]*theta*tp(i,j);
-              if (qmult == 1) t[i] += Pr[j]*tbv(i,j);
-            }
-            if (qmult > 1) t[i] += Pr[i%N] * tbv(i/N,0);
-          }
-        }
-        break;
-
-      case 2:
-        {
-          short_type nbdofu = sizes_[1];
-=======
-      switch (option) {
-      case 1:
-        {
-          ctx.pf()->real_base_value(ctx, tbv);
-          size_type qmult = N / ctx.pf()->target_dim();
-          size_type nbdofu = sizes_[0];
-          if (theta != scalar_type(0)) {
-            sizes_.resize(2);
-            sizes_[1] = N;
-            tp.adjust_sizes(sizes_);
-            sizes_.resize(1);
-            md->compute_Neumann_terms(2, *varname, mf_u, U, ctx, n, tp);
-          }
-          for (size_type i = 0; i < nbdofu; ++i) {
-            t[i] = scalar_type(0);
-            for (size_type j = 0; j < N; ++j) {
-              if (theta != scalar_type(0))
-                t[i] -= gamma*pgg[j]*theta*tp(i,j);
-              if (qmult == 1) t[i] += Pr[j]*tbv(i,j);
-            }
-            if (qmult > 1) t[i] += Pr[i%N] * tbv(i/N,0);
-          }
-        }
-        break;
+      switch (option) {
+      case 1:
+        {
+          ctx.pf()->real_base_value(ctx, tbv);
+          size_type qmult = N / ctx.pf()->target_dim();
+          size_type nbdofu = sizes_[0];
+          if (theta != scalar_type(0)) {
+            sizes_.resize(2);
+            sizes_[1] = N;
+            tp.adjust_sizes(sizes_);
+            sizes_.resize(1);
+            md->compute_Neumann_terms(2, *varname, mf_u, U, ctx, n, tp);
+          }
+          for (size_type i = 0; i < nbdofu; ++i) {
+            t[i] = scalar_type(0);
+            for (size_type j = 0; j < N; ++j) {
+              if (theta != scalar_type(0))
+                t[i] -= gamma*pgg[j]*theta*tp(i,j);
+              if (qmult == 1) t[i] += Pr[j]*tbv(i,j);
+            }
+            if (qmult > 1) t[i] += Pr[i%N] * tbv(i/N,0);
+          }
+        }
+        break;
 
       case 2:
         {
           size_type nbdofu = sizes_[1];
->>>>>>> upstream/4.2.1_beta1_svn4453_dfsg
           sizes_[1] = N;
           tp.adjust_sizes(sizes_);
           sizes_[1] = nbdofu;
@@ -3923,48 +2875,15 @@ namespace getfem {
     getfem::generic_assembly
       assem("M(#1,#1)+=comp(NonLin$1(#1,"+aux_fems+"));");
 
->>>>>>> upstream
     assem.push_mi(mim);
     assem.push_mf(mf_u);
     assem.push_mf(mf_obs);
     if (pmf_coeff) assem.push_mf(*pmf_coeff);
-<<<<<<< HEAD
-    assem.push_nonlinear_term(&nterm1);
-    assem.push_nonlinear_term(&nterm2);
-    assem.push_nonlinear_term(&nterm3);
-    assem.push_nonlinear_term(&nterm4);
-=======
     assem.push_nonlinear_term(&nterm);
->>>>>>> upstream
     assem.push_mat(K);
     assem.assembly(rg);
   }
 
-<<<<<<< HEAD
-
-
-  template<typename VECT1>
-  void asm_Nitsche_contact_rigid_obstacle_rhs
-  (VECT1 &R, const mesh_im &mim,
-   const getfem::mesh_fem &mf_u, const VECT1 &U,
-   const getfem::mesh_fem &mf_obs, const VECT1 &obs,
-   const getfem::mesh_fem *pmf_coeff, const VECT1 &f_coeff,
-   scalar_type gamma, scalar_type lambda, scalar_type mu,
-   const mesh_region &rg, int option = 1) {
-
-    contact_nitsche_nonlinear_term
-      nterm1(1, gamma, lambda, mu, mf_u, U, mf_obs, obs, pmf_coeff, &f_coeff),
-      nterm2(2, gamma, lambda, mu, mf_u, U, mf_obs, obs, pmf_coeff, &f_coeff);
-    
-    const std::string aux_fems = pmf_coeff ? "#1,#2,#3" : "#1,#2";
-    
-    getfem::generic_assembly assem;
-    std::string as_str = 
-      "V(#1)+=comp(NonLin$1(#1,"+aux_fems+").vBase(#1))(i,:,i); "
-      + ((option == 0) ? "V(#1)+=comp(NonLin$2(#1,"+aux_fems+").vGrad(#1))(i,j,:,i,j)" : "");
-
-    assem.set(as_str);
-=======
   template<typename MAT>
   void asm_Nitsche_contact_rigid_obstacle_tangent_matrix_auxilliary
   (MAT &K, const mesh_im &mim, const model &md, const std::string &varname,
@@ -3986,32 +2905,22 @@ namespace getfem {
     getfem::generic_assembly
       assem("M(#1,"+p_fem+")+=comp(NonLin$1(#1,"+aux_fems+"));");
 
->>>>>>> upstream
     assem.push_mi(mim);
     assem.push_mf(mf_u);
     assem.push_mf(mf_obs);
     if (pmf_coeff) assem.push_mf(*pmf_coeff);
-<<<<<<< HEAD
-    assem.push_nonlinear_term(&nterm1);
-    assem.push_nonlinear_term(&nterm2);
-    assem.push_vec(R);
-=======
     assem.push_mf(mf_p);
     assem.push_nonlinear_term(&nterm);
     assem.push_mat(K);
->>>>>>> upstream
     assem.assembly(rg);
   }
 
 
   struct Nitsche_contact_rigid_obstacle_brick : public virtual_brick {
 
-<<<<<<< HEAD
-=======
     scalar_type theta;
     bool contact_only;
 
->>>>>>> upstream
     virtual void asm_real_tangent_terms(const model &md, size_type /* ib */,
                                         const model::varnamelist &vl,
                                         const model::varnamelist &dl,
@@ -4023,21 +2932,6 @@ namespace getfem {
                                         build_version version) const {
       // Integration method
       GMM_ASSERT1(mims.size() == 1, "Nitsche contact with rigid obstacle "
-<<<<<<< HEAD
-		  "bricks need a single mesh_im");
-      const mesh_im &mim = *mims[0];
-
-      // Variables : u
-      GMM_ASSERT1(vl.size() == 1,
-                  "Nitsche contact with rigid obstacle bricks need a "
-		  "single variable");
-      const model_real_plain_vector &u = md.real_variable(vl[0]);
-      const mesh_fem &mf_u = md.mesh_fem_of_variable(vl[0]);
-
-      // Data : obs, r, [lambda,] [friction_coeff,] [alpha,] [WT]
-      GMM_ASSERT1(dl.size() == 5, "Wrong number of data for Nitsche "
-		  "contact with rigid obstacle brick");
-=======
                   "bricks need a single mesh_im");
       const mesh_im &mim = *mims[0];
 
@@ -4049,7 +2943,6 @@ namespace getfem {
       GMM_ASSERT1(dl.size() >= (contact_only ? 2:3),
                   "Wrong number of data for Nitsche "
                   "contact with rigid obstacle brick");
->>>>>>> upstream
 
       const model_real_plain_vector &obs = md.real_variable(dl[0]);
       const mesh_fem &mf_obs = md.mesh_fem_of_variable(dl[0]);
@@ -4057,31 +2950,6 @@ namespace getfem {
       GMM_ASSERT1(sl == 1, "the data corresponding to the obstacle has not "
                   "the right format");
 
-<<<<<<< HEAD
-      const model_real_plain_vector &vr = md.real_variable(dl[1]);
-      GMM_ASSERT1(gmm::vect_size(vr) == 1, "Parameter r should be a scalar");
-
-      const model_real_plain_vector *f_coeff = 0;
-      const mesh_fem *pmf_coeff = 0;
-      
-      f_coeff = &(md.real_variable(dl[2]));
-      pmf_coeff = md.pmesh_fem_of_variable(dl[2]);
-      sl = gmm::vect_size(*f_coeff);
-      if (pmf_coeff) { sl*= pmf_coeff->get_qdim(); sl /= pmf_coeff->nb_dof(); }
-      GMM_ASSERT1(sl == 1, "the data corresponding to the friction "
-		  "coefficient has not the right format");
-      
-      const model_real_plain_vector &vlambda = md.real_variable(dl[3]);
-      GMM_ASSERT1(gmm::vect_size(vlambda) == 1,
-		  "Parameter lambda should be a scalar");
-      const model_real_plain_vector &vmu = md.real_variable(dl[4]);
-      GMM_ASSERT1(gmm::vect_size(vmu) == 1, "Parameter mu should be a scalar");
-
-
-      GMM_ASSERT1(matl.size() == 1, "Wrong number of terms for "
-                  "Nitsche contact with rigid obstacle brick");
-
-=======
       const model_real_plain_vector &vgamma0 = md.real_variable(dl[1]);
       GMM_ASSERT1(gmm::vect_size(vgamma0) == 1,
                   "Parameter gamma0 should be a scalar");
@@ -4115,18 +2983,12 @@ namespace getfem {
                   "Nitsche contact with rigid obstacle brick");
 
 
->>>>>>> upstream
       mesh_region rg(region);
       mf_u.linked_mesh().intersect_with_mpi_region(rg);
 
       if (version & model::BUILD_MATRIX) {
         GMM_TRACE2("Nitsche contact with rigid obstacle tangent term");
         gmm::clear(matl[0]);
-<<<<<<< HEAD
-	asm_Nitsche_contact_rigid_obstacle_tangent_matrix
-	  (matl[0], mim, mf_u, u, mf_obs, obs,  pmf_coeff, *f_coeff,
-	   vr[0], vlambda[0], vmu[0], rg);
-=======
         asm_Nitsche_contact_rigid_obstacle_tangent_matrix
           (matl[0], mim, md, vl[0], mf_u, u, mf_obs, obs,  pmf_coeff,
            f_coeff, WT, gamma0, theta, alpha, rg);
@@ -4138,32 +3000,17 @@ namespace getfem {
              f_coeff, WT, gamma0, theta, alpha, vl[i],
              md.mesh_fem_of_variable(vl[i]), rg);
         }
->>>>>>> upstream
       }
 
       if (version & model::BUILD_RHS) {
         gmm::clear(vecl[0]);
-<<<<<<< HEAD
-	asm_Nitsche_contact_rigid_obstacle_rhs
-	  (vecl[0], mim, mf_u, u, mf_obs, obs, pmf_coeff, *f_coeff,
-	   vr[0], vlambda[0], vmu[0], rg);
-=======
         asm_Nitsche_contact_rigid_obstacle_rhs
           (vecl[0], mim, md, vl[0], mf_u, u, mf_obs, obs,  pmf_coeff,
            f_coeff, WT, gamma0, theta, alpha, rg);
->>>>>>> upstream
       }
 
     }
 
-<<<<<<< HEAD
-    Nitsche_contact_rigid_obstacle_brick(void) {
-      set_flags("Integral Nitsche contact and friction with rigid "
-                "obstacle brick",
-                false /* is linear*/, false /* is symmetric */,
-                true /* is coercive */, true /* is real */,
-                false /* is complex */);
-=======
     Nitsche_contact_rigid_obstacle_brick(scalar_type theta_, bool nofriction) {
       theta = theta_;
       contact_only = nofriction;
@@ -4174,7 +3021,6 @@ namespace getfem {
                 co /* is coercive */, true /* is real */,
                 false /* is complex */, false /* compute each time */,
                 false /* has a Neumann term */);
->>>>>>> upstream
     }
 
   };
@@ -4182,957 +3028,6 @@ namespace getfem {
 
   size_type add_Nitsche_contact_with_rigid_obstacle_brick
   (model &md, const mesh_im &mim, const std::string &varname_u,
-<<<<<<< HEAD
-   const std::string &dataname_obs, const std::string &dataname_r,
-   const std::string &dataname_friction_coeff,
-   const std::string &dataname_lambda, const std::string &dataname_mu,
-   size_type region) {
-
-    pbrick pbr = new Nitsche_contact_rigid_obstacle_brick;
-
-    model::termlist tl;
-    tl.push_back(model::term_description(varname_u, varname_u, false));
-
-    model::varnamelist dl(1, dataname_obs);
-    dl.push_back(dataname_r);
-    dl.push_back(dataname_friction_coeff);
-    dl.push_back(dataname_lambda);
-    dl.push_back(dataname_mu);
-
-    model::varnamelist vl(1, varname_u);
-
-    return md.add_brick(pbr, vl, dl, tl, model::mimlist(1, &mim), region);
-  }
-
-#endif
-
-
-
-  //=========================================================================
-  //
-  //  Large sliding brick.
-  //
-  //=========================================================================
-
-  //=========================================================================
-  // 0)- Some basic assembly functions
-  //=========================================================================
-
-  template <typename MAT1, typename MAT2>
-  void mat_elem_assembly(const MAT1 &M_, const MAT2 &Melem,
-			 const mesh_fem &mf1, size_type cv1,
-			 const mesh_fem &mf2, size_type cv2) {
-    MAT1 &M = const_cast<MAT1 &>(M_);
-    typedef typename gmm::linalg_traits<MAT1>::value_type T;
-    T val;
-    std::vector<size_type> cvdof1(mf1.ind_basic_dof_of_element(cv1).begin(),
-				  mf1.ind_basic_dof_of_element(cv1).end());
-    std::vector<size_type> cvdof2(mf2.ind_basic_dof_of_element(cv2).begin(),
-				  mf2.ind_basic_dof_of_element(cv2).end());
-
-    GMM_ASSERT1(cvdof1.size() == gmm::mat_nrows(Melem)
-		&& cvdof2.size() == gmm::mat_ncols(Melem),
-		"Dimensions mismatch");
-    
-    if (mf1.is_reduced()) {
-      if (mf2.is_reduced()) {
-	for (size_type i = 0; i < cvdof1.size(); ++i)
-	  for (size_type j = 0; j < cvdof2.size(); ++j)
-	    if ((val = Melem(i,j)) != T(0))
-	      asmrankoneupdate
-		(M, gmm::mat_row(mf1.extension_matrix(), cvdof1[i]),
-		 gmm::mat_row(mf2.extension_matrix(), cvdof2[j]), val);
-      } else {
-	for (size_type i = 0; i < cvdof1.size(); ++i)
-	  for (size_type j = 0; j < cvdof2.size(); ++j)
-	    if ((val = Melem(i,j)) != T(0))
-	      asmrankoneupdate
-		(M, gmm::mat_row(mf1.extension_matrix(), cvdof1[i]),
-		 cvdof2[j], val);
-      }
-    } else {
-      if (mf2.is_reduced()) {
-	for (size_type i = 0; i < cvdof1.size(); ++i)
-	  for (size_type j = 0; j < cvdof2.size(); ++j)
-	    if ((val = Melem(i,j)) != T(0))
-	      asmrankoneupdate
-		(M, cvdof1[i],
-		 gmm::mat_row(mf2.extension_matrix(), cvdof2[j]), val);
-      } else {
-	for (size_type i = 0; i < cvdof1.size(); ++i)
-	  for (size_type j = 0; j < cvdof2.size(); ++j)
-	    if ((val = Melem(i,j)) != T(0))
-	      M(cvdof1[i], cvdof2[j]) += val;
-      }
-    }
-  }
-
-
-  template <typename VEC1, typename VEC2>
-  void vec_elem_assembly(const VEC1 &V_, const VEC2 &Velem,
-			 const mesh_fem &mf, size_type cv) {
-    VEC1 &V = const_cast<VEC1 &>(V_);
-    typedef typename gmm::linalg_traits<VEC1>::value_type T;
-    std::vector<size_type> cvdof(mf.ind_basic_dof_of_element(cv).begin(),
-				 mf.ind_basic_dof_of_element(cv).end());
-
-    GMM_ASSERT1(cvdof.size() == gmm::vect_size(Velem), "Dimensions mismatch");
-    
-    if (mf.is_reduced()) {
-      T val;
-      for (size_type i = 0; i < cvdof.size(); ++i)
-	if ((val = Velem[i]) != T(0))
-	  gmm::add(gmm::scaled(gmm::mat_row(mf.extension_matrix(), cvdof[i]),
-			       val), V);
-    } else {
-      for (size_type i = 0; i < cvdof.size(); ++i) V[cvdof[i]] += Velem[i];
-    }
-  }
-  
-
-  //=========================================================================
-  // 1)- Structure which stores the contact boundaries and rigid obstacles
-  //=========================================================================
-
-  struct contact_frame {
-    bool frictionless;
-    size_type N;
-    scalar_type friction_coef;
-    std::vector<const model_real_plain_vector *> Us;
-    std::vector<model_real_plain_vector> ext_Us;
-    std::vector<const model_real_plain_vector *> lambdas;
-    std::vector<model_real_plain_vector> ext_lambdas;
-    struct contact_boundary {
-      size_type region;                 // Boundary number
-      const getfem::mesh_fem *mfu;      // F.e.m. for the displacement.
-      size_type ind_U;                  // Index of displacement.
-      const getfem::mesh_fem *mflambda; // F.e.m. for the multiplier.
-      size_type ind_lambda;             // Index of multiplier.
-    };
-    std::vector<contact_boundary> contact_boundaries;
-
-    gmm::dense_matrix< model_real_sparse_matrix * > UU;
-    gmm::dense_matrix< model_real_sparse_matrix * > UL;
-    gmm::dense_matrix< model_real_sparse_matrix * > LU;
-    gmm::dense_matrix< model_real_sparse_matrix * > LL;
-
-    std::vector< model_real_plain_vector *> Urhs;
-    std::vector< model_real_plain_vector *> Lrhs;
-    
-    
-
-    std::vector<std::string> coordinates;
-    base_node pt_eval;
-#if GETFEM_HAVE_MUPARSER_MUPARSER_H || GETFEM_HAVE_MUPARSER_H
-    std::vector<mu::Parser> obstacles_parsers;
-#endif
-    std::vector<std::string> obstacles;
-    std::vector<std::string> obstacles_velocities;
-
-    size_type add_U(const getfem::mesh_fem &mfu,
-		    const model_real_plain_vector &U) {
-      size_type i = 0;
-      for (; i < Us.size(); ++i) if (Us[i] == &U) return i;
-      Us.push_back(&U);
-      model_real_plain_vector ext_U(mfu.nb_basic_dof()); // means that the structure has to be build each time ... to be changed. ATTENTION : la m�me variable ne doit pas �tre �tendue dans deux vecteurs diff�rents.
-      mfu.extend_vector(U, ext_U);
-      ext_Us.push_back(ext_U);
-      return i;
-    }
-
-    size_type add_lambda(const getfem::mesh_fem &mfl,
-			 const model_real_plain_vector &l) {
-      size_type i = 0;
-      for (; i < lambdas.size(); ++i) if (lambdas[i] == &l) return i;
-      lambdas.push_back(&l);
-      model_real_plain_vector ext_l(mfl.nb_basic_dof()); // means that the structure has to be build each time ... to be changed. ATTENTION : la m�me variable ne doit pas �tre �tendue dans deux vecteurs diff�rents.
-      mfl.extend_vector(l, ext_l);
-      ext_lambdas.push_back(ext_l);
-      return i;
-    }
-
-
-    const getfem::mesh_fem &mfu_of_boundary(size_type n) const
-    { return *(contact_boundaries[n].mfu); }
-    const getfem::mesh_fem &mflambda_of_boundary(size_type n) const
-    { return *(contact_boundaries[n].mflambda); }
-    const model_real_plain_vector &disp_of_boundary(size_type n) const
-    { return ext_Us[contact_boundaries[n].ind_U]; }
-    const model_real_plain_vector &lambda_of_boundary(size_type n) const
-    { return ext_lambdas[contact_boundaries[n].ind_lambda]; }
-    size_type region_of_boundary(size_type n) const
-    { return contact_boundaries[n].region; }
-    model_real_sparse_matrix &UU_matrix(size_type n, size_type m) const
-    { return *(UU(contact_boundaries[n].ind_U, contact_boundaries[m].ind_U)); }
-    model_real_sparse_matrix &LU_matrix(size_type n, size_type m) const {
-      return *(LU(contact_boundaries[n].ind_lambda,
-		  contact_boundaries[m].ind_U));
-    }
-    model_real_sparse_matrix &UL_matrix(size_type n, size_type m) const {
-      return *(UL(contact_boundaries[n].ind_U,
-		  contact_boundaries[m].ind_lambda));
-    }
-    model_real_sparse_matrix &LL_matrix(size_type n, size_type m) const {
-      return *(LL(contact_boundaries[n].ind_lambda,
-		  contact_boundaries[m].ind_lambda));
-    }
-    model_real_plain_vector &U_vector(size_type n) const
-    { return *(Urhs[contact_boundaries[n].ind_U]); }
-    model_real_plain_vector &L_vector(size_type n) const
-    { return *(Lrhs[contact_boundaries[n].ind_lambda]); }
-
-    contact_frame(size_type NN) : N(NN), coordinates(N), pt_eval(N) {
-      if (N > 0) coordinates[0] = "x";
-      if (N > 1) coordinates[1] = "y";
-      if (N > 2) coordinates[2] = "z";
-      if (N > 3) coordinates[3] = "w";
-      GMM_ASSERT1(N <= 4, "Complete the definition for contact in "
-		  "dimension greater than 4");
-    }
-
-    size_type add_obstacle(const std::string &obs) {
-      size_type ind = obstacles.size();
-      obstacles.push_back(obs);
-      obstacles_velocities.push_back("");
-#if GETFEM_HAVE_MUPARSER_MUPARSER_H || GETFEM_HAVE_MUPARSER_H 
-      mu::Parser mu;
-      obstacles_parsers.push_back(mu);
-      obstacles_parsers[ind].SetExpr(obstacles[ind]);
-      for (size_type k = 0; k < N; ++k)
-	obstacles_parsers[ind].DefineVar(coordinates[k], &pt_eval[k]);
-#else
-      GMM_ASSERT1(false, "You have to link muparser with getfem to deal "
-		  "with rigid body obstacles");
-#endif
-      return ind;
-    }
-
-    size_type add_boundary(const getfem::mesh_fem &mfu,
-			   const model_real_plain_vector &U,
-			   const getfem::mesh_fem &mfl,
-			   const model_real_plain_vector &l,
-			   size_type reg) {
-      contact_boundary cb;
-      cb.region = reg;
-      cb.mfu = &mfu;
-      cb.mflambda = &mfl;
-      cb.ind_U = add_U(mfu, U);
-      cb.ind_lambda = add_lambda(mfl, l);
-      size_type ind = contact_boundaries.size();
-      contact_boundaries.push_back(cb);
-      gmm::resize(UU, ind+1, ind+1);
-      gmm::resize(UL, ind+1, ind+1);
-      gmm::resize(LU, ind+1, ind+1);
-      gmm::resize(LL, ind+1, ind+1);
-      gmm::resize(Urhs, ind+1);
-      gmm::resize(Lrhs, ind+1);
-      return ind;
-    }
-
-  };
-
-
-  //=========================================================================
-  // 2)- Structure which computes the contact pairs, rhs and tangent terms
-  //=========================================================================
-
-  struct contact_elements {
-
-    contact_frame &cf;   // contact frame description.
-    
-    // list des enrichissements pour ses points : y0, d0, element ...
-    bgeot::rtree element_boxes;  // influence regions of boundary elements
-    // list des enrichissements of boundary elements
-    std::vector<size_type> boundary_of_elements;
-    std::vector<size_type> ind_of_elements;
-    std::vector<size_type> face_of_elements;
-    std::vector<base_node> unit_normal_of_elements;
-
-    contact_elements(contact_frame &ccf) : cf(ccf) {}
-    void init(void);
-    bool add_point_contribution(size_type boundary_num,
-				getfem::fem_interpolation_context &ctxu,
-				getfem::fem_interpolation_context &ctxl,
-				scalar_type weight, scalar_type f_coeff,
-				scalar_type r, model::build_version version);
-  };
-
-
-  void contact_elements::init(void) {
-    fem_precomp_pool fppool;
-    // compute the influence regions of boundary elements. To be run
-    // before the assembly of contact terms.
-    element_boxes.clear();
-    unit_normal_of_elements.resize(0);
-    boundary_of_elements.resize(0);
-    ind_of_elements.resize(0);
-    face_of_elements.resize(0);
-    
-    size_type N = 0;
-    base_matrix G;
-    model_real_plain_vector coeff;
-    for (size_type i = 0; i < cf.contact_boundaries.size(); ++i) {
-      size_type bnum = cf.region_of_boundary(i);
-      const mesh_fem &mfu = cf.mfu_of_boundary(i);
-      const model_real_plain_vector &U = cf.disp_of_boundary(i);
-      const mesh &m = mfu.linked_mesh();
-      if (i == 0) N = m.dim();
-      GMM_ASSERT1(m.dim() == N,
-		  "Meshes are of mixed dimensions, cannot deal with that");
-      base_node val(N), bmin(N), bmax(N), n0(N), n(N), n_mean(N);
-      base_matrix grad(N,N);
-      mesh_region region = m.region(bnum);
-      GMM_ASSERT1(mfu.get_qdim() == N,
-		  "Wrong mesh_fem qdim to compute contact pairs");
-      
-      dal::bit_vector points_already_interpolated;
-      std::vector<base_node> transformed_points(m.nb_max_points());
-      for (getfem::mr_visitor v(region,m); !v.finished(); ++v) {
-	size_type cv = v.cv();
-	bgeot::pgeometric_trans pgt = m.trans_of_convex(cv);
-	pfem pf_s = mfu.fem_of_element(cv);
-	size_type nbd_t = pgt->nb_points();
-	size_type cvnbdof = mfu.nb_basic_dof_of_element(cv);
-	coeff.resize(cvnbdof);
-	mesh_fem::ind_dof_ct::const_iterator
-	  itdof = mfu.ind_basic_dof_of_element(cv).begin();
-	for (size_type k = 0; k < cvnbdof; ++k, ++itdof) coeff[k]=U[*itdof];
-	bgeot::vectors_to_base_matrix
-	  (G, mfu.linked_mesh().points_of_convex(cv));
-	
-	pfem_precomp pfp = fppool(pf_s, &(pgt->geometric_nodes()));
-	fem_interpolation_context ctx(pgt,pfp,size_type(-1), G, cv,
-				      size_type(-1));
-	
-	size_type nb_pt_on_face = 0;
-	gmm::clear(n_mean);
-	for (short_type ip = 0; ip < nbd_t; ++ip) {
-	  size_type ind = m.ind_points_of_convex(cv)[ip];
-	  
-	  // computation of transformed vertex
-	  if (!(points_already_interpolated.is_in(ind))) {
-	    ctx.set_ii(ip);
-	    pf_s->interpolation(ctx, coeff, val, dim_type(N));
-	    val += ctx.xreal();
-	    transformed_points[ind] = val;
-	    points_already_interpolated.add(ind);	  
-	  } else {
-	    val = transformed_points[ind];
-	  }
-	  // computation of unit normal vector if the vertex is on the face
-	  bool is_on_face = false;
-	  bgeot::pconvex_structure cvs = pgt->structure();
-	  for (size_type k = 0; k < cvs->nb_points_of_face(v.f()); ++k)
-	    if (cvs->ind_points_of_face(v.f())[k] == ip) is_on_face = true;
-	  if (is_on_face) {
-	    ctx.set_ii(ip); 
-	    n0 = bgeot::compute_normal(ctx, v.f());
-	    pf_s->interpolation_grad(ctx, coeff, grad, dim_type(N));
-	    gmm::add(gmm::identity_matrix(), grad);
-	    scalar_type J = gmm::lu_inverse(grad);
-	    if (J <= scalar_type(0)) GMM_WARNING1("Inverted element ! " << J);
-	    gmm::mult(gmm::transposed(grad), n0, n);
-	    n /= gmm::vect_norm2(n);
-	    n_mean += n;
-	    ++nb_pt_on_face;
-	  }
-	  
-	  if (ip == 0) // computation of bounding box
-	    bmin = bmax = val;
-	  else {
-	    for (size_type k = 0; k < N; ++k) {
-	      bmin[k] = std::min(bmin[k], val[k]);
-	      bmax[k] = std::max(bmax[k], val[k]);
-	    }
-	  }
-	}
-	
-	GMM_ASSERT1(nb_pt_on_face,
-		    "This element has not vertex on considered face !");
-	
-	// Computation of influence box :
-	// offset of the bounding box relatively to its "diameter"
-	scalar_type h = bmax[0] - bmin[0];
-	for (size_type k = 1; k < N; ++k)
-	  h = std::max(h, bmax[k] - bmin[k]);
-	for (size_type k = 0; k < N; ++k)
-	  { bmin[k] -= h; bmax[k] += h; }
-	
-	// Store the influence box and additional information.
-	element_boxes.add_box(bmin, bmax, unit_normal_of_elements.size());
-	n_mean /= gmm::vect_norm2(n_mean);
-	unit_normal_of_elements.push_back(n_mean);
-	boundary_of_elements.push_back(i);
-	ind_of_elements.push_back(cv);
-	face_of_elements.push_back(v.f());
-      }
-    }
-  }
-  
-
-
-  bool contact_elements::add_point_contribution
-  (size_type boundary_num, getfem::fem_interpolation_context &ctxu,
-   getfem::fem_interpolation_context &ctxl, scalar_type weight,
-   scalar_type f_coeff, scalar_type r, model::build_version version) {
-    const mesh_fem &mfu = cf.mfu_of_boundary(boundary_num);
-    const mesh_fem &mfl = cf.mflambda_of_boundary(boundary_num);
-    const model_real_plain_vector &U = cf.disp_of_boundary(boundary_num);
-    const model_real_plain_vector &L = cf.lambda_of_boundary(boundary_num);
-    size_type N = mfu.get_qdim();
-    base_node x0 = ctxu.xreal();
-    bool noisy = false;
-
-    // ----------------------------------------------------------
-    // Computation of the point coordinates and the unit normal
-    // vector in real configuration
-    // ----------------------------------------------------------
-    
-    base_node n0 = bgeot::compute_normal(ctxu, ctxu.face_num());
-    scalar_type face_factor = gmm::vect_norm2(n0);
-    size_type cv = ctxu.convex_num();
-    base_small_vector n(N), val(N), h(N);
-    base_matrix gradinv(N,N), grad(N,N), gradtot(N,N), G;
-    size_type cvnbdofu = mfu.nb_basic_dof_of_element(cv);
-    size_type cvnbdofl = mfl.nb_basic_dof_of_element(cv);
-    base_vector coeff(cvnbdofu);
-    gmm::copy(gmm::sub_vector
-	      (U, gmm::sub_index
-	       (mfu.ind_basic_dof_of_element(cv))), coeff);
-    ctxu.pf()->interpolation(ctxu, coeff, val, dim_type(N));
-    base_node x = x0 + val;
-    
-    ctxu.pf()->interpolation_grad(ctxu, coeff, gradinv, dim_type(N));
-    gmm::add(gmm::identity_matrix(), gradinv);
-    scalar_type J = gmm::lu_inverse(gradinv); // remplacer par une r�solution...
-    if (J <= scalar_type(0)) {
-      GMM_WARNING1("Inverted element !");
-      
-      GMM_ASSERT1(!(version & model::BUILD_MATRIX), "Impossible to build "
-		  "tangent matrix for large sliding contact");
-      if (version & model::BUILD_RHS) {
-	base_vector Velem(cvnbdofl);
-	for (size_type i = 0; i < cvnbdofl; ++i) Velem[i] = 1E200;
-	vec_elem_assembly(cf.L_vector(boundary_num), Velem, mfl, cv);
-	return false;
-      }
-    }
-
-    gmm::mult(gmm::transposed(gradinv), n0, n);
-    n /= gmm::vect_norm2(n);
-    
-    // ----------------------------------------------------------
-    // Selection of influence boxes
-    // ----------------------------------------------------------
-    
-    bgeot::rtree::pbox_set bset;
-    element_boxes.find_boxes_at_point(x, bset);
-    
-    if (noisy) cout << "Number of boxes found : " << bset.size() << endl; 
-    
-    // ----------------------------------------------------------
-    // Eliminates some influence boxes with the mean normal
-    // criterion : should at least eliminate the original element.
-    // ----------------------------------------------------------
-    
-    bgeot::rtree::pbox_set::iterator it = bset.begin(), itnext;
-    for (; it != bset.end(); it = itnext) {
-      itnext = it; ++itnext;
-      if (gmm::vect_sp(unit_normal_of_elements[(*it)->id], n)
-	  >= -scalar_type(1)/scalar_type(20)) bset.erase(it);
-    }
-    
-    if (noisy)
-      cout << "Number of boxes satisfying the unit normal criterion : "
-	   << bset.size() << endl; 
-    
-    
-    // ----------------------------------------------------------
-    // For each remaining influence box, compute y0, the corres-
-    // ponding unit normal vector and eliminate wrong auto-contact
-    // situations with a test on |x0-y0|
-    // ----------------------------------------------------------
-    
-    it = bset.begin();
-    std::vector<base_node> y0s, y0_refs;
-    std::vector<base_small_vector> n0_y0s;
-    std::vector<scalar_type> d0s;
-    std::vector<scalar_type> d1s;
-    std::vector<size_type> elt_nums;
-    std::vector<fem_interpolation_context> ctx_y0s;
-    for (; it != bset.end(); ++it) {
-      size_type boundary_num_y0 = boundary_of_elements[(*it)->id];
-      size_type cv_y0 = ind_of_elements[(*it)->id];
-      short_type face_y0 = short_type(face_of_elements[(*it)->id]);
-      const mesh_fem &mfu_y0 = cf.mfu_of_boundary(boundary_num_y0);
-      pfem pf_s = mfu_y0.fem_of_element(cv_y0);
-      const model_real_plain_vector &U_y0
-	= cf.disp_of_boundary(boundary_num_y0);
-      const mesh &m = mfu_y0.linked_mesh();
-      bgeot::pgeometric_trans pgt_y0 = m.trans_of_convex(cv_y0);
-      bgeot::pconvex_structure cvs_y0 = pgt_y0->structure();
-      
-      // Find an interior point (in order to promote the more interior
-      // y0 in case of locally non invertible transformation.
-      size_type ind_dep_point = 0;
-      for (; ind_dep_point < cvs_y0->nb_points(); ++ind_dep_point) {
-	bool is_on_face = false;
-	for (size_type k = 0;
-	     k < cvs_y0->nb_points_of_face(face_y0); ++k)
-	  if (cvs_y0->ind_points_of_face(face_y0)[k]
-	      == ind_dep_point) is_on_face = true;
-	if (!is_on_face) break;
-      }
-      GMM_ASSERT1(ind_dep_point < cvs_y0->nb_points(), 
-		  "No interior point found !");
-      
-      base_node y0_ref = pgt_y0->convex_ref()->points()[ind_dep_point];
-      
-      size_type cvnbdof_y0 = mfu_y0.nb_basic_dof_of_element(cv_y0);
-      coeff.resize(cvnbdof_y0);
-      mesh_fem::ind_dof_ct::const_iterator
-	itdof = mfu_y0.ind_basic_dof_of_element(cv_y0).begin();
-      for (size_type k = 0; k < cvnbdof_y0; ++k, ++itdof)
-	coeff[k] = U_y0[*itdof];
-      // if (pf_s->need_G()) 
-      bgeot::vectors_to_base_matrix
-	(G, mfu_y0.linked_mesh().points_of_convex(cv_y0));
-      
-      fem_interpolation_context ctx_y0(pgt_y0, pf_s, y0_ref, G, cv_y0,
-				       size_type(-1));
-      
-      size_type newton_iter = 0;
-      for(;;) { // Newton algorithm to invert geometric transformation
-	
-	pf_s->interpolation(ctx_y0, coeff, val, dim_type(N));
-	val += ctx_y0.xreal() - x;
-	scalar_type init_res = gmm::vect_norm2(val);
-	
-	if (init_res < 1E-12) break;
-	if (newton_iter > 100) {
-	  GMM_WARNING1("Newton has failed to invert transformation"); // il faudrait faire qlq chose d'autre ... !
-	  GMM_ASSERT1(!(version & model::BUILD_MATRIX), "Impossible to build "
-		    "tangent matrix for large sliding contact");
-	  if (version & model::BUILD_RHS) {
-	    base_vector Velem(cvnbdofl);
-	    for (size_type i = 0; i < cvnbdofl; ++i) Velem[i] = 1E200;
-	    vec_elem_assembly(cf.L_vector(boundary_num), Velem, mfl, cv);
-	    return false;
-	  }
-	}
-	
-	pf_s->interpolation_grad(ctx_y0, coeff, grad, dim_type(N));
-	
-	gmm::add(gmm::identity_matrix(), grad);
-	
-	gmm::mult(grad, ctx_y0.K(), gradtot);
-	
-	std::vector<int> ipvt(N);
-	size_type info = gmm::lu_factor(gradtot, ipvt);
-	GMM_ASSERT1(!info, "Singular system, pivot = " << info); // il faudrait faire qlq chose d'autre ... perturber par exemple
-	gmm::lu_solve(gradtot, ipvt, h, val);
-	
-	// line search
-	bool ok = false;
-	scalar_type alpha;
-	for (alpha = 1; alpha >= 1E-5; alpha/=scalar_type(2)) {
-	  
-	  ctx_y0.set_xref(y0_ref - alpha*h);
-	  pf_s->interpolation(ctx_y0, coeff, val, dim_type(N));
-	  val += ctx_y0.xreal() - x;
-	  
-	  if (gmm::vect_norm2(val) < init_res) { ok = true; break; }
-	}
-	if (!ok)
-	  GMM_WARNING1("Line search has failed to invert transformation");
-	y0_ref -= alpha*h;
-	ctx_y0.set_xref(y0_ref);
-	newton_iter++;
-      }
-      
-      base_node y0 = ctx_y0.xreal();
-      base_node n0_y0 = bgeot::compute_normal(ctx_y0, face_y0);
-      scalar_type d0_ref = pgt_y0->convex_ref()->is_in_face(face_y0, y0_ref);
-      scalar_type d0 = d0_ref / gmm::vect_norm2(n0_y0);
-
-
-	
-
-      scalar_type d1 = d0_ref; // approximatively a distance to the element
-      short_type ifd = short_type(-1);
-
-      for (short_type k = 0; k <  pgt_y0->structure()->nb_faces(); ++k) {
-	scalar_type dd = pgt_y0->convex_ref()->is_in_face(k, y0_ref);
-	if (dd > scalar_type(0) && dd > gmm::abs(d1)) { d1 = dd; ifd = k; }
-      }
-      
-      if (ifd != short_type(-1)) {
-	d1 /= gmm::vect_norm2(bgeot::compute_normal(ctx_y0, ifd));
-	if (gmm::abs(d1) < gmm::abs(d0)) d1 = d0;
-      } else d1 = d0;
-
-      
-//       size_type iptf = m.ind_points_of_face_of_convex(cv_y0, face_y0)[0];
-//       base_node ptf = x0 - m.points()[iptf];
-//       scalar_type d2 = gmm::vect_sp(ptf, n0_y0) / gmm::vect_norm2(n0_y0);
-
-
-      
-      if (noisy) cout << "gmm::vect_norm2(n0_y0) = " << gmm::vect_norm2(n0_y0) << endl;
-      // Eliminates wrong auto-contact situations
-      if (noisy) cout << "autocontact status : x0 = " << x0 << " y0 = " << y0 << "  " <<  gmm::vect_dist2(y0, x0) << " : " << d0*0.75 << " : " << d1*0.75 << endl;
-      if (noisy) cout << "n = " << n << " unit_normal_of_elements[(*it)->id] = " << unit_normal_of_elements[(*it)->id] << endl;
-
-
-
-      if (d0 < scalar_type(0)
-	  && ((&(U_y0) == &U
-	       && (gmm::vect_dist2(y0, x0) < gmm::abs(d1)*scalar_type(3)/scalar_type(4)))
-	      || gmm::abs(d1) > 0.05)) {
-	if (noisy)  cout << "Eliminated x0 = " << x0 << " y0 = " << y0
-			<< " d0 = " << d0 << endl;
-	continue;
-      }
-
-
-//       if (d0 < scalar_type(0) && &(U_y0) == &U
-// 	  && gmm::vect_dist2(y0, x0) < gmm::abs(d1) * scalar_type(2)
-// 	  && d2 < -ctxu.J() / scalar_type(2)) {
-// 	/*if (noisy) */ cout << "Eliminated x0 = " << x0 << " y0 = " << y0
-// 			<< " d0 = " << d0 << endl;
-// 	continue;
-//       }
-      
-      y0s.push_back(ctx_y0.xreal()); // useful ?
-      y0_refs.push_back(y0_ref);
-      elt_nums.push_back((*it)->id);
-      d0s.push_back(d0);
-      d1s.push_back(d1);
-      ctx_y0s.push_back(ctx_y0);
-      n0_y0 /= gmm::vect_norm2(n0_y0);
-      n0_y0s.push_back(n0_y0);
-      
-      if (noisy) cout << "dist0 = " << d0 << " dist1 = "
-		      << pgt_y0->convex_ref()->is_in(y0_ref) << endl;
-    }
-    
-    // ----------------------------------------------------------
-    // Compute the distance to rigid obstacles and selects the
-    // nearest boundary/obstacle.
-    // ----------------------------------------------------------
-    
-    dim_type state = 0;
-    scalar_type d0 = 1E100, d1 = 1E100;
-    base_small_vector grad_obs(N);
-    
-    size_type ibound = size_type(-1);
-    for (size_type k = 0; k < y0_refs.size(); ++k)
-      if (d1s[k] < d1) { d0 = d0s[k]; d1 = d1s[k]; ibound = k; state = 1; }
-    
-    
-    size_type irigid_obstacle = size_type(-1);
-#if GETFEM_HAVE_MUPARSER_MUPARSER_H || GETFEM_HAVE_MUPARSER_H
-    gmm::copy(x, cf.pt_eval);
-    for (size_type i = 0; i < cf.obstacles.size(); ++i) {
-      scalar_type d0_o = scalar_type(cf.obstacles_parsers[i].Eval());
-      if (d0_o < d0) { d0 = d0_o; irigid_obstacle = i; state = 2; }
-    }
-    if (state == 2) {
-      scalar_type EPS = face_factor * 1E-9;
-      for (size_type k = 0; k < N; ++k) {
-	cf.pt_eval[k] += EPS;
-	grad_obs[k] = 
-	  (scalar_type(cf.obstacles_parsers[irigid_obstacle].Eval())-d0)/EPS;
-	cf.pt_eval[k] -= EPS;
-      }
-    }
-    
-#else
-    if (cf.obstacles.size() > 0)
-      GMM_WARNING1("Rigid obstacles are ignored. Recompile with "
-		   "muParser to account for rigid obstacles");
-#endif
-    
-    
-    // ----------------------------------------------------------
-    // Print the found contact state ...
-    // ----------------------------------------------------------
-    
-    
-    if (noisy && state == 1) {
-      cout  << "Point : " << x0 << " of boundary " << boundary_num
-	    << " and element " << cv << " state = " << int(state);
-      if (version & model::BUILD_RHS) cout << " RHS";
-      if (version & model::BUILD_MATRIX) cout << " MATRIX";
-    }
-    if (state == 1) {
-      size_type nbo = boundary_of_elements[elt_nums[ibound]];
-      const mesh_fem &mfu_y0 = cf.mfu_of_boundary(nbo);
-      const mesh &m = mfu_y0.linked_mesh();
-      size_type icv = ind_of_elements[elt_nums[ibound]];
-      
-      if (noisy) cout << " y0 = " << y0s[ibound] << " of element "
-			    << icv  << " of boundary " << nbo << endl;
-      for (size_type k = 0; k < m.nb_points_of_convex(icv); ++k)
-	if (noisy) cout << "point " << k << " : "
-			<< m.points()[m.ind_points_of_convex(icv)[k]] << endl;
-      if (nbo == 0 && boundary_num == 0 && d0 < 0.0 && (version & model::BUILD_MATRIX)) GMM_ASSERT1(false, "oups");
-    }
-    if (noisy) cout << " d0 = " << d0 << endl;
-    
-    
-    // ----------------------------------------------------------
-    // Add the contributions to the tangent matrices and rhs
-    // ----------------------------------------------------------
-    
-    GMM_ASSERT1(ctxu.pf()->target_dim() == 1 && ctxl.pf()->target_dim() == 1,
-		"Large sliding contact assembly procedure has to be adapted "
-		"to intrinsic vectorial elements. To be done.");
-    
-    // �viter les calculs inutiles dans le cas state == 2 ... � voir � la fin
-    // regarder aussi si on peut factoriser des mat_elem_assembly ...
-    
-    base_matrix Melem;
-    base_vector Velem;
-    base_tensor tl, tu;
-    base_small_vector lambda(N), zeta(N), vv(N);
-    ctxl.base_value(tl);
-    ctxu.base_value(tu);
-    
-    coeff.resize(cvnbdofl);
-    gmm::copy(gmm::sub_vector
-	      (L, gmm::sub_index
-	       (mfl.ind_basic_dof_of_element(cv))), coeff);
-    ctxl.pf()->interpolation(ctxl, coeff, lambda, dim_type(N));
-    GMM_ASSERT1(!(std::isnan(lambda[0])), "internal error");
-
-    // Tangent term -(1/r)\int \delta\lambda.\mu
-    if (version & model::BUILD_MATRIX) {
-      gmm::resize(Melem, cvnbdofl, cvnbdofl); gmm::clear(Melem);
-      for (size_type i = 0; i < cvnbdofl; ++i)
-	for (size_type j = 0; j < cvnbdofl; ++j)
-	  if (i%N == j%N) Melem(i,j) = -tl[i/N]*tl[j/N]*weight/r;
-      mat_elem_assembly(cf.LL_matrix(boundary_num, boundary_num),
-			Melem, mfl, cv, mfl, cv);
-    }
-    
-    // Rhs term (1/r)\int (\lambda - P(\zeta)).\mu
-    // Unstabilized frictionless case for the moment
-    if (state) gmm::add(lambda, gmm::scaled(n, r*d0), zeta);
-    if (version & model::BUILD_RHS) {
-      gmm::clear(vv);
-      if (state) {
-	gmm::copy(zeta, vv);
-	De_Saxce_projection(vv, n, scalar_type(0));
-	gmm::scale(vv, -scalar_type(1));
-	gmm::add(lambda, vv);
-      } else gmm::copy(lambda, vv);
-      gmm::resize(Velem,  cvnbdofl); gmm::clear(Velem);
-      for (size_type i = 0; i < cvnbdofl; ++i)
-	Velem[i] = (tl[i/N] * vv[i%N])*weight/r;
-      vec_elem_assembly(cf.L_vector(boundary_num), Velem, mfl, cv);
-    }
-
-    if (state) {
-      base_matrix grad_y0(N, N), gradinv_y0(N, N), gradaux(N,N);
-      base_vector coeff_y0;
-      base_small_vector vvv(N), ntilde_y0(N);
-      base_tensor tgradu, tu_y0, tgradu_y0;
-      size_type cv_y0 = 0, cvnbdofu_y0 = 0;
-      size_type boundary_num_y0
-	= (state == 1) ? boundary_of_elements[elt_nums[ibound]] : 0;
-      const mesh_fem &mfu_y0
-	= (state == 1) ? cf.mfu_of_boundary(boundary_num_y0) : mfu;
-      ctxu.grad_base_value(tgradu);
-      
-      if (state == 1) {
-	cv_y0 = ind_of_elements[elt_nums[ibound]];
-	cvnbdofu_y0 = mfu_y0.nb_basic_dof_of_element(cv_y0);
-	const model_real_plain_vector &U_y0
-	  = cf.disp_of_boundary(boundary_num_y0);
-	//mesh_fem::ind_dof_ct::const_iterator
-	//  itdof = mfu_y0.ind_basic_dof_of_element(cv_y0).begin();
-	coeff_y0.resize(cvnbdofu_y0);
-	gmm::copy(gmm::sub_vector
-		  (U_y0, gmm::sub_index
-		   (mfu_y0.ind_basic_dof_of_element(cv_y0))), coeff_y0);
-	ctx_y0s[ibound].pf()->interpolation_grad(ctx_y0s[ibound], coeff_y0,
-						 grad_y0, dim_type(N));
-	gmm::add(gmm::identity_matrix(), grad_y0);
-	gmm::copy(grad_y0, gradinv_y0);
-	gmm::lu_inverse(gradinv_y0);// � proteger contre la non-inversibilit�
-	ctx_y0s[ibound].base_value(tu_y0);
-	ctx_y0s[ibound].grad_base_value(tgradu_y0);
-	gmm::mult(gmm::transposed(gradinv_y0), n0_y0s[ibound], ntilde_y0); // (not unit) normal vector
-      }
-      
-      // Rhs term \int \lambda.(\psi(x_0) - \psi(y_0))
-      if (version & model::BUILD_RHS) {
-	gmm::resize(Velem,  cvnbdofu);gmm::clear(Velem);
-	for (size_type i = 0; i < cvnbdofu; ++i)
-	  Velem[i] = tu[i/N] * lambda[i%N]*weight;
-	vec_elem_assembly(cf.U_vector(boundary_num), Velem, mfu, cv);
-	
-	if (state == 1) {
-	  gmm::resize(Velem,  cvnbdofu_y0); gmm::clear(Velem);
-	  for (size_type i = 0; i < cvnbdofu_y0; ++i)
-	    Velem[i] = -tu_y0[i/N] * lambda[i%N]*weight;
-	  vec_elem_assembly(cf.U_vector(boundary_num_y0), Velem, mfu_y0,cv_y0);
-	}
-      }	
-      
-      if (version & model::BUILD_MATRIX) {
-	// Tangent term \int (\delta \lambda).(\psi(y_0) - \psi(x_0))
-	gmm::resize(Melem, cvnbdofu, cvnbdofl); gmm::clear(Melem);
-	for (size_type i = 0; i < cvnbdofu; ++i)
-	  for (size_type j = 0; j < cvnbdofl; ++j)
-	    if (i%N == j%N) Melem(i,j) = -tu[i/N]*tl[j/N]*weight;
-	mat_elem_assembly(cf.UL_matrix(boundary_num, boundary_num),
-			  Melem, mfu, cv, mfl, cv);
-	
-	if (state == 1) {
-	  gmm::resize(Melem, cvnbdofu_y0, cvnbdofl); gmm::clear(Melem);
-	  for (size_type i = 0; i < cvnbdofu_y0; ++i)
-	    for (size_type j = 0; j < cvnbdofl; ++j)
-	      if (i%N == j%N) Melem(i,j) = tu_y0[i/N]*tl[j/N]*weight;
-	  mat_elem_assembly(cf.UL_matrix(boundary_num_y0, boundary_num),
-			    Melem, mfu_y0, cv_y0, mfl, cv);
-	}
-	
-	// Tangent term \int \lambda.((\nabla \psi(y_0))(I+\nabla u(y_0))^{-1}(\delta u(x_0) - \delta u(y_0)))
-	if (state == 1) {
-	  gmm::resize(Melem, cvnbdofu_y0, cvnbdofu); gmm::clear(Melem);
-	  for (size_type i = 0; i < cvnbdofu_y0; ++i)
-	    for (size_type j = 0; j < cvnbdofu; ++j)
-	      for (size_type k = 0; k < N; ++k)
-		Melem(i, j) += lambda[i%N] * tgradu_y0[i-(i%N)+k]
-		  * gradinv_y0(k, j%N) * tu[j/N]*weight;
-	  mat_elem_assembly(cf.UU_matrix(boundary_num_y0, boundary_num),
-			    Melem, mfu_y0, cv_y0, mfu, cv);
-	  
-	  gmm::resize(Melem, cvnbdofu_y0, cvnbdofu_y0); gmm::clear(Melem);
-	  for (size_type i = 0; i < cvnbdofu_y0; ++i)
-	    for (size_type j = 0; j < cvnbdofu_y0; ++j)
-	      for (size_type k = 0; k < N; ++k)
-		Melem(i, j) -= lambda[i%N] * tgradu_y0[i-(i%N)+k]
-		  * gradinv_y0(k, j%N) * tu_y0[j/N]*weight;
-	  mat_elem_assembly(cf.UU_matrix(boundary_num_y0, boundary_num_y0),
-			    Melem, mfu_y0, cv_y0, mfu_y0, cv_y0);
-	}
-	
-	// Tangent term (1/r)\int \nabla P(zeta) (dzeta/dlambda)(\delta lambda) . \mu
-	De_Saxce_projection_grad(zeta, n, scalar_type(0), grad);
-	gmm::resize(Melem, cvnbdofl, cvnbdofl); gmm::clear(Melem);
-	for (size_type i = 0; i < cvnbdofl; ++i)
-	  for (size_type j = 0; j < cvnbdofl; ++j)
-	    Melem(i,j) = tl[i/N]*tl[j/N]*grad(i%N,j%N)*weight/r;
-	mat_elem_assembly(cf.LL_matrix(boundary_num, boundary_num),
-			  Melem, mfl, cv, mfl, cv);
-
-      
-	// Tangent term \int (I+\nabla u(y_0))^{-T}\nabla delta(y_0).\delta u(x_0)(\nabla P(zeta) n . \mu)
-	gmm::mult(grad, n, vv);
-	gmm::resize(Melem, cvnbdofl, cvnbdofu); gmm::clear(Melem);
-	for (size_type i = 0; i < cvnbdofl; ++i)
-	  for (size_type j = 0; j < cvnbdofu; ++j)
-	    Melem(i, j) = tl[i/N]*vv[i%N]*tu[j/N]
-	      *((state == 1) ? ntilde_y0[j%N] : grad_obs[j%N])*weight;
-	mat_elem_assembly(cf.LU_matrix(boundary_num, boundary_num),
-			  Melem, mfl, cv, mfu, cv);
-	
-	// Tangent term -\int (I+\nabla u(y_0))^{-T}\nabla delta(y_0).\delta u(y_0)(\nabla P(zeta) n . \mu)
-	if (state == 1) {
-	  gmm::resize(Melem, cvnbdofl, cvnbdofu_y0); gmm::clear(Melem);
-	  for (size_type i = 0; i < cvnbdofl; ++i)
-	    for (size_type j = 0; j < cvnbdofu_y0; ++j)
-	      Melem(i, j) = -tl[i/N]*vv[i%N]*tu_y0[j/N]*ntilde_y0[j%N]*weight;
-	  mat_elem_assembly(cf.LU_matrix(boundary_num, boundary_num_y0),
-			    Melem, mfl, cv, mfu_y0, cv_y0);
-	}
-	
-	// Tangent term \int d_0(\nabla P)(dn/du)(\delta u).\mu
-	gmm::resize(Melem, cvnbdofl, cvnbdofu); gmm::clear(Melem);
-	gmm::mult(grad, n, vv);
-	gmm::mult(gradinv, n, vvv);
-	gmm::mult(gradinv, gmm::transposed(grad), gradaux);
-	for (size_type i = 0; i < cvnbdofl; ++i)
-	  for (size_type j = 0; j < cvnbdofu; ++j)
-	    for (size_type k = 0; k < N; ++k)
-	      Melem(i,j) += d0*tl[i/N]*vv[i%N]
-		*tgradu[j-(j%N)+k]*n[j%N]*vvv[k]*weight;
-	for (size_type i = 0; i < cvnbdofl; ++i)
-	  for (size_type j = 0; j < cvnbdofu; ++j)
-	    for (size_type k = 0; k < N; ++k)
-	      Melem(i,j) -= d0*tl[i/N]*gradaux(k,i%N)*tgradu[j-(j%N)+k]
-		*n[j%N]*weight;
-
-	
-	
-	// Tangent term (1/r)\int \nabla_n P(zeta) (dn/du)(\delta u) . \mu
-	// On peut certainement factoriser d'avantage ce terme avec le
-	// pr�c�dent. Attendre la version avec frottement.
-	De_Saxce_projection_gradn(zeta, n, scalar_type(0), grad);
-	gmm::mult(gradinv, gmm::transposed(grad), gradaux);
-	gmm::mult(grad, n, vv);
-	gmm::mult(gradinv, n, vvv);
-	// gmm::resize(Melem, cvnbdofl, cvnbdofu); gmm::clear(Melem);factorised
-	for (size_type i = 0; i < cvnbdofl; ++i)
-	  for (size_type j = 0; j < cvnbdofu; ++j)
-	    for (size_type k = 0; k < N; ++k)
-	      Melem(i,j) += tl[i/N]*vv[i%N]
-		*tgradu[j-(j%N)+k]*n[j%N]*vvv[k]*weight/r;
-	for (size_type i = 0; i < cvnbdofl; ++i)
-	  for (size_type j = 0; j < cvnbdofu; ++j)
-	    for (size_type k = 0; k < N; ++k)
-	      Melem(i,j) -= tl[i/N]*gradaux(k,i%N)*tgradu[j-(j%N)+k]
-		*n[j%N]*weight/r;
-	mat_elem_assembly(cf.LU_matrix(boundary_num, boundary_num),
-			  Melem, mfl, cv, mfu, cv);
-      }
-    }
-    return true;
-  }
-
-  //=========================================================================
-  // 3)- Large sliding contact brick
-  //=========================================================================
-
-  struct integral_large_sliding_contact_brick : public virtual_brick {
-
-    
-    struct contact_boundary {
-      size_type region;
-      std::string varname;
-      std::string multname;
-      const mesh_im *mim;
-    };
-
-    std::vector<contact_boundary> boundaries;
-    std::vector<std::string> obstacles;
-
-    void add_boundary(const std::string &varn, const std::string &multn,
-		      const mesh_im &mim, size_type region) {
-      contact_boundary cb;
-      cb.region = region; cb.varname = varn; cb.multname = multn; cb.mim=&mim;
-      boundaries.push_back(cb);
-    }
-
-    void add_obstacle(const std::string &obs) 
-    { obstacles.push_back(obs); }
-
-    void build_contact_frame(const model &md, contact_frame &cf) const {
-      for (size_type i = 0; i < boundaries.size(); ++i) {
-	const contact_boundary &cb = boundaries[i];
-	cf.add_boundary(md.mesh_fem_of_variable(cb.varname),
-			md.real_variable(cb.varname),
-			md.mesh_fem_of_variable(cb.multname),
-			md.real_variable(cb.multname), cb.region);
-      }
-      for (size_type i = 0; i < obstacles.size(); ++i)
-	cf.add_obstacle(obstacles[i]);
-    }
-
-=======
    const std::string &dataname_obs, const std::string &dataname_gamma0,
    scalar_type theta,
    const std::string &dataname_friction_coeff,
@@ -5780,7 +3675,6 @@ namespace getfem {
 
     scalar_type theta;
     bool contact_only;
->>>>>>> upstream
 
     virtual void asm_real_tangent_terms(const model &md, size_type /* ib */,
                                         const model::varnamelist &vl,
@@ -5789,189 +3683,6 @@ namespace getfem {
                                         model::real_matlist &matl,
                                         model::real_veclist &vecl,
                                         model::real_veclist &,
-<<<<<<< HEAD
-                                        size_type region,
-                                        build_version version) const;
-
-    integral_large_sliding_contact_brick() {
-      set_flags("Integral large sliding contact brick",
-                false /* is linear*/, false /* is symmetric */,
-                false /* is coercive */, true /* is real */,
-                false /* is complex */);
-    }
-
-  };
-
-
-
-
-  void integral_large_sliding_contact_brick::asm_real_tangent_terms
-  (const model &md, size_type /* ib */, const model::varnamelist &vl,
-   const model::varnamelist &dl, const model::mimlist &/* mims */,
-   model::real_matlist &matl, model::real_veclist &vecl,
-   model::real_veclist &, size_type /* region */,
-   build_version version) const {
-
-    fem_precomp_pool fppool;
-    base_matrix G;
-    size_type N = md.mesh_fem_of_variable(vl[0]).linked_mesh().dim();
-    contact_frame cf(N);
-    build_contact_frame(md, cf);
-    
-    size_type Nvar = vl.size(), Nu = cf.Urhs.size(), Nl = cf.Lrhs.size();
-    GMM_ASSERT1(Nvar == Nu+Nl, "Wrong size of variable list for integral "
-		"large sliding contact brick");
-    GMM_ASSERT1(matl.size() == Nvar*Nvar, "Wrong size of terms for "
-		"integral large sliding contact brick");
-    
-    if (version & model::BUILD_MATRIX) {
-      for (size_type i = 0; i < Nvar; ++i)
-	for (size_type j = 0; j < Nvar; ++j) {
-	  gmm::clear(matl[i*Nvar+j]);
-	  if (i <  Nu && j <  Nu) cf.UU(i,j)       = &(matl[i*Nvar+j]);
-	  if (i >= Nu && j <  Nu) cf.LU(i-Nu,j)    = &(matl[i*Nvar+j]);
-	  if (i <  Nu && j >= Nu) cf.UL(i,j-Nu)    = &(matl[i*Nvar+j]);
-	  if (i >= Nu && j >= Nu) cf.LL(i-Nu,j-Nu) = &(matl[i*Nvar+j]);
-	}
-    }
-    if (version & model::BUILD_RHS) {
-      for (size_type i = 0; i < vl.size(); ++i) {
-	if (i < Nu) cf.Urhs[i] = &(vecl[i*Nvar]);
-	else cf.Lrhs[i-Nu] = &(vecl[i*Nvar]);
-      }
-    }
-    
-    // Data : r, [friction_coeff,]
-    GMM_ASSERT1(dl.size() == 2, "Wrong number of data for integral large "
-		"sliding contact brick");
-    
-    const model_real_plain_vector &vr = md.real_variable(dl[0]);
-    GMM_ASSERT1(gmm::vect_size(vr) == 1, "Parameter r should be a scalar");
-    
-    const model_real_plain_vector &f_coeff = md.real_variable(dl[1]);
-    GMM_ASSERT1(gmm::vect_size(f_coeff) == 1,
-		"Friction coefficient should be a scalar");
-    
-    contact_elements ce(cf);
-    ce.init();
-    
-    for (size_type bnum = 0; bnum < boundaries.size(); ++bnum) {
-      mesh_region rg(boundaries[bnum].region);
-      const mesh_fem &mfu=md.mesh_fem_of_variable(boundaries[bnum].varname);
-      const mesh_fem &mfl=md.mesh_fem_of_variable(boundaries[bnum].multname);
-      const mesh_im &mim = *(boundaries[bnum].mim);
-      const mesh &m = mfu.linked_mesh();
-      mfu.linked_mesh().intersect_with_mpi_region(rg);
-      
-      for (getfem::mr_visitor v(rg, m); !v.finished(); ++v) {
-	// cout << "boundary " << bnum << " element " << v.cv() << endl;
-	size_type cv = v.cv();
-	bgeot::pgeometric_trans pgt = m.trans_of_convex(cv);
-	pfem pf_s = mfu.fem_of_element(cv);
-	pfem pf_sl = mfl.fem_of_element(cv);
-	pintegration_method pim = mim.int_method_of_element(cv);
-	bgeot::vectors_to_base_matrix(G, m.points_of_convex(cv));
-	
-	pfem_precomp pfpu
-	  = fppool(pf_s,&(pim->approx_method()->integration_points()));
-	pfem_precomp pfpl
-	  = fppool(pf_sl,&(pim->approx_method()->integration_points()));
-	fem_interpolation_context ctxu(pgt,pfpu,size_type(-1), G, cv, v.f());
-	fem_interpolation_context ctxl(pgt,pfpl,size_type(-1), G, cv, v.f());
-	
-	for (size_type k = 0;
-	     k < pim->approx_method()->nb_points_on_face(v.f()); ++k) {
-	  size_type ind
-	    = pim->approx_method()->ind_first_point_on_face(v.f()) + k;
-	  ctxu.set_ii(ind);
-	  ctxl.set_ii(ind);
-	  if (!(ce.add_point_contribution
-	       (bnum, ctxu, ctxl,pim->approx_method()->coeff(ind),
-		f_coeff[0], vr[0], version))) return;
-	}
-      }
-    }
-  }
-  
-
-  // r ne peut pas �tre variable pour le moment.
-  // dataname_friction_coeff ne peut pas �tre variable non plus ...
-
-  size_type add_integral_large_sliding_contact_brick
-  (model &md, const mesh_im &mim, const std::string &varname_u,
-   const std::string &multname, const std::string &dataname_r,
-   const std::string &dataname_friction_coeff, size_type region) {
-
-    integral_large_sliding_contact_brick *pbr
-      = new integral_large_sliding_contact_brick();
-    
-    pbr->add_boundary(varname_u, multname, mim, region);
-
-    model::termlist tl;
-    tl.push_back(model::term_description(varname_u, varname_u, false));
-    tl.push_back(model::term_description(varname_u, multname,  false));
-    tl.push_back(model::term_description(multname,  varname_u, false));
-    tl.push_back(model::term_description(multname,  multname,  false));
-
-    model::varnamelist dl(1, dataname_r);
-    dl.push_back(dataname_friction_coeff);
-
-    model::varnamelist vl(1, varname_u);
-    vl.push_back(multname);
-    
-    return md.add_brick(pbr, vl, dl, tl, model::mimlist(1, &mim), region);
-  }
-
-
-  void add_boundary_to_large_sliding_contact_brick
-  (model &md, size_type indbrick, const mesh_im &mim,
-   const std::string &varname_u, const std::string &multname,
-   size_type region) {
-    dim_type N = md.mesh_fem_of_variable(varname_u).linked_mesh().dim();
-    pbrick pbr = md.brick_pointer(indbrick);
-    md.touch_brick(indbrick);
-    integral_large_sliding_contact_brick *p
-      = dynamic_cast<integral_large_sliding_contact_brick *>
-      (const_cast<virtual_brick *>(pbr.get()));
-    GMM_ASSERT1(p, "Wrong type of brick");
-    p->add_boundary(varname_u, multname, mim, region);
-    md.add_mim_to_brick(indbrick, mim);
-
-    contact_frame cf(N);
-    p->build_contact_frame(md, cf);
-
-    model::varnamelist vl;
-    size_type nvaru = 0;
-    for (size_type i = 0; i < cf.contact_boundaries.size(); ++i)
-      if (cf.contact_boundaries[i].ind_U >= nvaru)
-	{ vl.push_back(p->boundaries[i].varname); ++nvaru; }
-
-    size_type nvarl = 0;
-    for (size_type i = 0; i < cf.contact_boundaries.size(); ++i)
-      if (cf.contact_boundaries[i].ind_lambda >= nvarl)
-	{ vl.push_back(p->boundaries[i].multname); ++nvarl; }
-    md.change_variables_of_brick(indbrick, vl);
-
-    model::termlist tl;
-    for (size_type i = 0; i < vl.size(); ++i)
-      for (size_type j = 0; j < vl.size(); ++j)
-	tl.push_back(model::term_description(vl[i], vl[j], false));
-
-    md.change_terms_of_brick(indbrick, tl);
-  }
-
-  void add_rigid_obstacle_to_large_sliding_contact_brick
-  (model &md, size_type indbrick, const std::string &obs) { // The velocity field should be added to an (optional) parameter ... (and optionaly represented by a rigid motion only ... the velocity should be modifiable ...
-    pbrick pbr = md.brick_pointer(indbrick);
-    md.touch_brick(indbrick);
-     integral_large_sliding_contact_brick *p
-       = dynamic_cast<integral_large_sliding_contact_brick *>
-       (const_cast<virtual_brick *>(pbr.get()));
-    GMM_ASSERT1(p, "Wrong type of brick");
-    p->add_obstacle(obs);
-  }
-
-=======
                                         size_type /* region */,
                                         build_version version) const {
 					  
@@ -6512,5 +4223,4 @@ namespace getfem {
 
 
 
->>>>>>> upstream
 }  /* end of namespace getfem.                                             */
diff --git a/src/getfem_contact_and_friction_nodal.cc b/src/getfem_contact_and_friction_nodal.cc
index 6d84157..21d3caa 100644
--- a/src/getfem_contact_and_friction_nodal.cc
+++ b/src/getfem_contact_and_friction_nodal.cc
@@ -24,27 +24,10 @@
 #include "getfem/getfem_contact_and_friction_common.h"
 #include "getfem/getfem_assembling.h"
 
-<<<<<<< HEAD:src/getfem_contact_and_friction_nodal.cc
-#include <getfem/getfem_arch_config.h>
-#if GETFEM_HAVE_MUPARSER_MUPARSER_H
-#include <muParser/muParser.h>
-#elif GETFEM_HAVE_MUPARSER_H
-#include <muParser.h>
-#endif
-
-#ifdef GETFEM_HAVE_QHULL_QHULL_H
-#include <getfem/getfem_mesher.h>
-#else
-=======
 #ifndef GETFEM_HAVE_QHULL_QHULL_H
->>>>>>> upstream:src/getfem_contact_and_friction_nodal.cc
 #include <getfem/bgeot_kdtree.h>
 #endif
 
-#ifdef _MSC_VER
-#define xor ^
-#endif
-
 namespace getfem {
 
   typedef bgeot::convex<base_node>::dref_convex_pt_ct dref_convex_pt_ct;
@@ -762,7 +745,6 @@ namespace getfem {
             if (two_variables) {
               gmm::mult(gmm::transposed(gmm::scaled(BBN2,-r)), T_n_u2, tmp1);
               gmm::add(tmp1, T_u2_u2);
-<<<<<<< HEAD:src/getfem_contact_and_friction_nodal.cc
             }
 
             if (!contact_only) {
@@ -773,18 +755,6 @@ namespace getfem {
                 gmm::add(tmp1, T_u2_u2);
               }
             }
-=======
-            }
-
-            if (!contact_only) {
-              gmm::mult(gmm::transposed(gmm::scaled(BBT1,-r)), T_t_u1, tmp1);
-              gmm::add(tmp1, T_u1_u1);
-              if (two_variables) {
-                gmm::mult(gmm::transposed(gmm::scaled(BBT2,-r)), T_t_u2, tmp1);
-                gmm::add(tmp1, T_u2_u2);
-              }
-            }
->>>>>>> upstream:src/getfem_contact_and_friction_nodal.cc
 	  }
 
 	  if (!contact_only && !Tresca_version) {
@@ -1116,14 +1086,8 @@ namespace getfem {
       size_type nbvar = 2 + (contact_only ? 0 : 1) + (two_variables ? 1 : 0);
       GMM_ASSERT1(vl.size() == nbvar,
                   "Wrong number of variables for contact brick");
-<<<<<<< HEAD:src/getfem_contact_and_friction_nodal.cc
-           size_type nbdl = 3 + (contact_only ? 0 : 1) + (Tresca_version ? 1 : 0)
-        + (friction_dynamic_term ? 1 : 0);
-     
-=======
       size_type nbdl = 3 + (contact_only ? 0 : 1) + (Tresca_version ? 1 : 0)
         + (friction_dynamic_term ? 2 : 0);
->>>>>>> upstream:src/getfem_contact_and_friction_nodal.cc
       GMM_ASSERT1(dl.size() == nbdl, "Wrong number of data for contact brick, "
                   << dl.size() << " should be " << nbdl);
 
@@ -1206,20 +1170,9 @@ namespace getfem {
     Coulomb_friction_brick(int aug_version, bool contact_only_,
                            bool two_variables_=false,
                            bool Tresca_version_=false,
-<<<<<<< HEAD:src/getfem_contact_and_friction_nodal.cc
-                           bool Hughes_stabilized_=false) {
-=======
                            bool Hughes_stabilized_=false,
                            bool friction_dynamic_term_=false) {
 
-<<<<<<< HEAD
-#if GETFEM_PARA_LEVEL > 1
-    if (!getfem::MPI_IS_MASTER()) GMM_WARNING1("Nodal contact bricks don't support GETFEM_PARA_LEVEL > 1 yet!!!");
-#endif
-
->>>>>>> upstream:src/getfem_contact_and_friction_nodal.cc
-=======
->>>>>>> upstream/4.2.1_beta1_svn4453_dfsg
       if (aug_version == 4 && contact_only_) aug_version = 3;
       augmentation_version = aug_version;
       GMM_ASSERT1(aug_version >= 1 && aug_version <= 4,
@@ -1327,14 +1280,9 @@ namespace getfem {
    const std::string &dataname_r, CONTACT_B_MATRIX &BN,
    std::string dataname_gap, std::string dataname_alpha,
    int aug_version, bool Hughes_stabilized) {
-<<<<<<< HEAD:src/getfem_contact_and_friction_nodal.cc
-    Coulomb_friction_brick *pbr_
-      = new Coulomb_friction_brick(aug_version, true, false,false, Hughes_stabilized);
-=======
 
     Coulomb_friction_brick *pbr_
       = new Coulomb_friction_brick(aug_version, true, false, false, Hughes_stabilized);
->>>>>>> upstream:src/getfem_contact_and_friction_nodal.cc
     pbr_->set_BN1(BN);
     pbrick pbr = pbr_;
 
@@ -1376,12 +1324,6 @@ namespace getfem {
    CONTACT_B_MATRIX &BN, CONTACT_B_MATRIX &BT,
    std::string dataname_friction_coeff,
    std::string dataname_gap, std::string dataname_alpha,
-<<<<<<< HEAD:src/getfem_contact_and_friction_nodal.cc
-   int aug_version, bool Tresca_version, std::string dataname_threshold, bool Hughes_stabilized) {
-    Coulomb_friction_brick *pbr_
-      = new Coulomb_friction_brick(aug_version,false, false,
-                                   Tresca_version, Hughes_stabilized);
-=======
    int aug_version, bool Tresca_version, const std::string dataname_threshold,
    std::string dataname_gamma, std::string dataname_wt, bool Hughes_stabilized) {
 
@@ -1390,7 +1332,6 @@ namespace getfem {
     Coulomb_friction_brick *pbr_
       = new Coulomb_friction_brick(aug_version,false, false,
                             Tresca_version, Hughes_stabilized, dynamic_terms);
->>>>>>> upstream:src/getfem_contact_and_friction_nodal.cc
     pbr_->set_BN1(BN);
     pbr_->set_BT1(BT);
     pbrick pbr = pbr_;
@@ -1420,13 +1361,10 @@ namespace getfem {
     }
     dl.push_back(dataname_alpha);
     dl.push_back(dataname_friction_coeff);
-<<<<<<< HEAD:src/getfem_contact_and_friction_nodal.cc
-=======
     if (dataname_gamma.size()) {
       dl.push_back(dataname_gamma);
       dl.push_back(dataname_wt);
     }
->>>>>>> upstream:src/getfem_contact_and_friction_nodal.cc
     if (Tresca_version)
       dl.push_back(dataname_threshold);
 
diff --git a/src/getfem_import.cc b/src/getfem_import.cc
index 4601b04..891f488 100644
--- a/src/getfem_import.cc
+++ b/src/getfem_import.cc
@@ -136,13 +136,8 @@ namespace getfem {
      structure: $Nodes list_of_nodes $EndNodes $Elements list_of_elt
      $EndElements
   */
-<<<<<<< HEAD
-  static void import_gmsh_msh_file(std::ifstream& f, mesh& m, int deprecate=0,
-                            std::map<std::string, size_type> *region_map=NULL)
-=======
   static void import_gmsh_mesh_file(std::ifstream& f, mesh& m, int deprecate=0,
                                     std::map<std::string, size_type> *region_map=NULL)
->>>>>>> upstream
   {
     gmm::stream_standard_locale sl(f);
     /* print general warning */
@@ -850,11 +845,7 @@ namespace getfem {
 
   void import_mesh_gmsh(std::ifstream& f, mesh &m, 
                   std::map<std::string, size_type> &region_map) {
-<<<<<<< HEAD
-    import_gmsh_msh_file(f,m, 0, &region_map);
-=======
     import_gmsh_mesh_file(f,m, 0, &region_map);
->>>>>>> upstream
   }
 
   void import_mesh_gmsh(const std::string& filename,
diff --git a/src/getfem_interpolation.cc b/src/getfem_interpolation.cc
index 2ad7ba2..059d800 100644
--- a/src/getfem_interpolation.cc
+++ b/src/getfem_interpolation.cc
@@ -61,21 +61,13 @@ namespace getfem {
     scalar_type mult = scalar_type(1);
 
     do {
-<<<<<<< HEAD
-      for (dal::bv_visitor j(msh.convex_index()); !j.finished(); ++j) {
-=======
       for (dal::bv_visitor j(rg_source.index()); !j.finished(); ++j) {
->>>>>>> upstream
         if (mult > scalar_type(1) && !(cv_on_bound.is_in(j))) continue;
         bgeot::pgeometric_trans pgt = msh.trans_of_convex(j);
         bounding_box(min, max, msh.points_of_convex(j), pgt);
         for (size_type k=0; k < min.size(); ++k) { min[k]-=EPS; max[k]+=EPS; }
         if (extrapolation == 2) {
           if (mult == scalar_type(1))
-<<<<<<< HEAD
-            for (short_type f = 0; f < msh.nb_faces_of_convex(j); ++f)
-              if (!(msh.is_convex_having_neighbour(j, f))) cv_on_bound.add(j);
-=======
             for (short_type f = 0; f < msh.nb_faces_of_convex(j); ++f) {
               size_type neighbour_cv = msh.neighbour_of_convex(j, f);
               if (!all_convexes && neighbour_cv != size_type(-1)) {
@@ -86,7 +78,6 @@ namespace getfem {
               else // boundary element of the overall mesh
                 cv_on_bound.add(j);
             }
->>>>>>> upstream
           if (cv_on_bound.is_in(j)) {
             scalar_type h = scalar_type(0);
             for (size_type k=0; k < min.size(); ++k)
@@ -118,11 +109,7 @@ namespace getfem {
 //               }
               ref_coords[ind] = pt_ref;
               dist[ind] = isin; cvx_pts[ind] = j;
-<<<<<<< HEAD
-              pts_cvx[j][ind] = void_type();
-=======
               pts_cvx[j].insert(ind);
->>>>>>> upstream
               npt.sup(ind);
             }
           }
diff --git a/src/getfem_mat_elem.cc b/src/getfem_mat_elem.cc
index 6525e68..d2915e0 100644
--- a/src/getfem_mat_elem.cc
+++ b/src/getfem_mat_elem.cc
@@ -1,17 +1,9 @@
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2000-2012 Yves Renard
- 
- This file is a part of GETFEM++
- 
-=======
 
  Copyright (C) 2000-2012 Yves Renard
 
  This file is a part of GETFEM++
 
->>>>>>> upstream
  Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
  under  the  terms  of the  GNU  Lesser General Public License as published
  by  the  Free Software Foundation;  either version 3 of the License,  or
@@ -24,11 +16,7 @@
  You  should  have received a copy of the GNU Lesser General Public License
  along  with  this program;  if not, write to the Free Software Foundation,
  Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
 ===========================================================================*/
 
 
@@ -582,29 +570,6 @@ namespace getfem {
         }
 
       } else { // non linear transformation and methods defined on real elements
-<<<<<<< HEAD
-	bool first = true;
-
-	for (size_type ip=(ir == 0) ? 0 : pai->repart()[ir-1];
-	     ip < pai->repart()[ir]; ++ip, first = false) {
-	  ctx.set_ii(ip);
-	  const base_matrix& B = ctx.B(); // J computed as side-effect
-	  scalar_type J = ctx.J();
-	  if (ir > 0) {
-	    gmm::mult(B, un, up);
-	    scalar_type nup = gmm::vect_norm2(up);
-	    J *= nup; up /= nup;
-	  }	  
-	  add_elem(t, ctx, J, first, true, icb, sizes);
-	}
-
-	// GMM_ASSERT1(!first, "No integration point on this element.");
-	if (first) {
-	  GMM_WARNING3("No integration point on this element. "
-		       "Caution, returning a null tensor");
-	  t.adjust_sizes(sizes); gmm::clear(t.as_vector());
-	}
-=======
         bgeot::multi_index sizes = pme->sizes(elt);
 
         bool first = true;
@@ -627,7 +592,6 @@ namespace getfem {
                        "Caution, returning a null tensor");
           t.adjust_sizes(sizes); gmm::clear(t.as_vector());
         }
->>>>>>> upstream
       }
 
       /* Applying linear transformation for non tau-equivalent elements.   */
diff --git a/src/getfem_mat_elem_type.cc b/src/getfem_mat_elem_type.cc
index 275be67..b111f87 100644
--- a/src/getfem_mat_elem_type.cc
+++ b/src/getfem_mat_elem_type.cc
@@ -1,17 +1,9 @@
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2000-2012 Yves Renard
- 
- This file is a part of GETFEM++
- 
-=======
 
  Copyright (C) 2000-2012 Yves Renard
 
  This file is a part of GETFEM++
 
->>>>>>> upstream
  Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
  under  the  terms  of the  GNU  Lesser General Public License as published
  by  the  Free Software Foundation;  either version 3 of the License,  or
@@ -24,11 +16,7 @@
  You  should  have received a copy of the GNU Lesser General Public License
  along  with  this program;  if not, write to the Free Software Foundation,
  Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
 ===========================================================================*/
 
 #include "getfem/dal_singleton.h"
diff --git a/src/getfem_model_solvers.cc b/src/getfem_model_solvers.cc
index d71f073..7ce7ac6 100644
--- a/src/getfem_model_solvers.cc
+++ b/src/getfem_model_solvers.cc
@@ -85,315 +85,6 @@ namespace getfem {
   }
 
   /* ***************************************************************** */
-<<<<<<< HEAD
-  /*     Intermediary structure for Newton algorithms.                 */
-  /* ***************************************************************** */
-
-  #define TRACE_SOL 0
-
-  template <typename MAT, typename VEC> 
-  struct model_pb {
-
-    typedef MAT MATRIX;
-    typedef VEC VECTOR;
-    typedef typename gmm::linalg_traits<VECTOR>::value_type T;
-    typedef typename gmm::number_traits<T>::magnitude_type R;
-
-    model &md;
-    bool is_reduced;
-    std::vector<size_type> &sind;
-    gmm::sub_index I;
-    abstract_newton_line_search &ls;
-    VECTOR stateinit, &state;
-    const VECTOR &rhs;
-    const MATRIX &K;
-    MATRIX Kr;
-    VECTOR rhsr;
-    bool with_pseudo_potential;
-
-    void compute_tangent_matrix(void) {
-      md.to_variables(state);
-      md.assembly(model::BUILD_MATRIX);
-      if (is_reduced) {
-	gmm::resize(Kr, sind.size(), sind.size());
-	gmm::copy(gmm::sub_matrix(K, I, I), Kr);
-      }
-    }
-
-    const MATRIX &tangent_matrix(void) { return (is_reduced ? Kr : K); }
-    
-    inline T scale_residual(void) const { return T(1); }
-
-    void compute_residual(void) {
-      md.to_variables(state);
-      md.assembly(model::BUILD_RHS);
-      if (is_reduced) {
-	gmm::resize(rhsr, sind.size());
-	gmm::copy(gmm::sub_vector(rhs, I), rhsr);
-      }
-    }
-
-    void compute_pseudo_potential(void)
-    { md.to_variables(state); md.assembly(model::BUILD_PSEUDO_POTENTIAL); }
-
-    void perturbation(void) {
-      R res = gmm::vect_norm2(state), ampl = std::max(res*R(1E-20), R(1E-50));
-      std::vector<R> V(gmm::vect_size(state));
-      gmm::fill_random(V);
-      gmm::add(gmm::scaled(V, ampl), state);
-    }
-
-    const VECTOR &residual(void) { return (is_reduced ? rhsr : rhs); }
-
-    R residual_norm(void) { // A norm1 seems to be better than a norm2
-                            // at least for contact problems.
-      if (is_reduced)
-	return gmm::vect_norm1(rhsr)/R(gmm::vect_size(rhsr));
-      else
-	return gmm::vect_norm1(rhs)/R(gmm::vect_size(rhs));
-    }
-
-    R compute_res(bool comp = true) {
-      if (with_pseudo_potential) {
-	compute_pseudo_potential();
-	return md.pseudo_potential();
-      } else {
-	if (comp) compute_residual();
-	return residual_norm();
-<<<<<<< HEAD
-      }
-    }
-
-
-    R line_search(VECTOR &dr, const gmm::iteration &iter) {
-      size_type nit = 0;
-      gmm::resize(stateinit, md.nb_dof());
-      gmm::copy(state, stateinit);
-      R alpha(1), res, res_init, R0;
-	  
-      res_init = res = compute_res(false);      
-      // cout << "first residual = " << residual() << endl << endl;
-      R0 = (is_reduced ? gmm::real(gmm::vect_sp(dr, rhsr))
-	               : gmm::real(gmm::vect_sp(dr, rhs)));
-
-      // store the initial residual for the reprojection step.
-//       size_type N = gmm::vect_size(residual());
-//       VECTOR first_rhs(N); gmm::copy(residual(), first_rhs); // � �liminer
-
-
-      // Compute the second derivative at alpha = 0 (value 2*a)
-      // not very effective ... precision problem ?
-      
-//       R EPS = 1e-6;
-//       gmm::add(gmm::sub_vector(stateinit, I), gmm::scaled(dr, EPS),
-//                                               gmm::sub_vector(state, I));
-//       R res2 = compute_res();
-      
-//       R a = (res2 + EPS * res - res) / gmm::sqr(EPS);
-//       R delta = gmm::sqr(res)-R(4)*a*res;
-//       R alpha_bis = R(1);
-//       if (delta > 0) {
-// 	R l1 = (res - sqrt(delta)) / (R(2)*a);
-// 	R l2 = (res - sqrt(delta)) / (R(2)*a);
-// 	if (l1 > 0) alpha_bis = std::min(alpha_bis, l1);
-// 	if (l2 > 0) alpha_bis = std::min(alpha_bis, l2);
-//       }
-//       if (a > 0)
-// 	alpha_bis = std::min(alpha_bis, res / (R(2)*a));
-//       cout << "alpha_bis = " << alpha_bis << endl;
-      
-//       gmm::add(gmm::sub_vector(stateinit, I), gmm::scaled(dr, alpha_bis),
-//                                               gmm::sub_vector(state, I));
-
-//       R res3 = compute_res();
-//       cout << "res3 = " << res3 << endl;
-
-//       cout.precision(16);
-//       cout << "res = " << res << " res2 = " << res2 << endl;
-//       cout << "a = " << (res2 + EPS * res - res) / gmm::sqr(EPS) << endl;
-//       cout << "aa = " << (res2 + EPS * res - res) << endl;
-
-      
-=======
-      }
-    }
-
-
-    R line_search(VECTOR &dr, const gmm::iteration &iter) {
-      size_type nit = 0;
-      gmm::resize(stateinit, md.nb_dof());
-      gmm::copy(state, stateinit);
-      R alpha(1), res, /* res_init, */ R0;
-	  
-      /* res_init = */ res = compute_res(false);      
-      // cout << "first residual = " << residual() << endl << endl;
-      R0 = (is_reduced ? gmm::real(gmm::vect_sp(dr, rhsr))
-	               : gmm::real(gmm::vect_sp(dr, rhs)));
-
-      // store the initial residual for the reprojection step.
-//       size_type N = gmm::vect_size(residual());
-//       VECTOR first_rhs(N); gmm::copy(residual(), first_rhs); // � �liminer
-
-
-      // Compute the second derivative at alpha = 0 (value 2*a)
-      // not very effective ... precision problem ?
-      
-//       R EPS = 1e-6;
-//       gmm::add(gmm::sub_vector(stateinit, I), gmm::scaled(dr, EPS),
-//                                               gmm::sub_vector(state, I));
-//       R res2 = compute_res();
-      
-//       R a = (res2 + EPS * res - res) / gmm::sqr(EPS);
-//       R delta = gmm::sqr(res)-R(4)*a*res;
-//       R alpha_bis = R(1);
-//       if (delta > 0) {
-// 	R l1 = (res - sqrt(delta)) / (R(2)*a);
-// 	R l2 = (res - sqrt(delta)) / (R(2)*a);
-// 	if (l1 > 0) alpha_bis = std::min(alpha_bis, l1);
-// 	if (l2 > 0) alpha_bis = std::min(alpha_bis, l2);
-//       }
-//       if (a > 0)
-// 	alpha_bis = std::min(alpha_bis, res / (R(2)*a));
-//       cout << "alpha_bis = " << alpha_bis << endl;
-      
-//       gmm::add(gmm::sub_vector(stateinit, I), gmm::scaled(dr, alpha_bis),
-//                                               gmm::sub_vector(state, I));
-
-//       R res3 = compute_res();
-//       cout << "res3 = " << res3 << endl;
-
-//       cout.precision(16);
-//       cout << "res = " << res << " res2 = " << res2 << endl;
-//       cout << "a = " << (res2 + EPS * res - res) / gmm::sqr(EPS) << endl;
-//       cout << "aa = " << (res2 + EPS * res - res) << endl;
-      
-#if TRACE_SOL  
-      static int trace_number = 0;
-      int trace_iter = 0;
-      {
-	std::stringstream trace_name;
-	trace_name << "line_search_state" << std::setfill('0')
-		   << std::setw(3) << trace_number << "_000_init";
-	gmm::vecsave(trace_name.str(),stateinit);
-      }
-      trace_number++;
-#endif 
-
->>>>>>> upstream
-      ls.init_search(res, iter.get_iteration(), R0);
-      do {
-	alpha = ls.next_try();
-	gmm::add(gmm::sub_vector(stateinit, I), gmm::scaled(dr, alpha),
-		 gmm::sub_vector(state, I));
-<<<<<<< HEAD
-=======
-#if TRACE_SOL
-	{
-	  trace_iter++;
-	  std::stringstream trace_name;
-	  trace_name  << "line_search_state" << std::setfill('0')
-		      << std::setw(3) << trace_number << "_"
-		      << std::setfill('0') << std::setw(3) << trace_iter;
-	  gmm::vecsave(trace_name.str(), state);
-	}
-#endif 
->>>>>>> upstream
-	res = compute_res();
-	// cout << "residual = " << residual() << endl << endl;
-	R0 = (is_reduced ? gmm::real(gmm::vect_sp(dr, rhsr))
-	                 : gmm::real(gmm::vect_sp(dr, rhs)));
-
-	++ nit;
-      } while (!ls.is_converged(res, R0));
-
-      if (alpha != ls.converged_value() || with_pseudo_potential) {
-	alpha = ls.converged_value();
-	gmm::add(gmm::sub_vector(stateinit, I), gmm::scaled(dr, alpha),
-		 gmm::sub_vector(state, I));
-	res = ls.converged_residual();
-	compute_residual();
-      }
-
-//     if (1) { // reprojection step ... only for non reduced case ...
-//     GMM_ASSERT1(!is_reduced, "to be done ...");
-// 	// detection des ddls "coupables"
-// 	R mean = R(0);
-// 	for (size_type i = 0; i < N; ++i) mean += gmm::abs(residual()[i]);
-// 	mean /= R(N);
-// 	cout << "mean = " << mean << endl << "selected : ";
-	
-// 	VECTOR new_dr(N);
-// 	size_type Ndof = 0;
-// 	for (size_type i = 0; i < N; ++i)
-// 	  if (gmm::abs(residual()[i])
-// 	      > std::max(gmm::abs(first_rhs[i]), mean) * R(4)) {
-// 	    cout << i << " ";
-// 	    new_dr[i] = dr[i];
-// 	    ++Ndof;
-// 	  }
-// 	cout << endl;
-	
-// 	if (Ndof > 0) {
-
-// 	  R EPS = 1e-8;
-// 	  R THR = 0.8;
-// 	  R mini_alpha = alpha * THR;
-
-// 	  cout << "performing post-correction" << endl;
-// 	  cout << "res = " << res << " res_init = " << res_init << endl;
-	  
-
-// 	  // divided difference
-// 	  gmm::add(gmm::scaled(new_dr, -EPS), state);
-// 	  R res2 = compute_res();
-// 	  cout << "pente = " << (res - res2) / EPS << endl;
-// 	  R beta = (res - res2) / EPS;
-// 	  mini_alpha = (res2 - THR*std::min(res_init, res))/((beta != R(0)) ? beta : R(1));
-
-// 	  cout << "mini_alpha = " << mini_alpha << endl;
-// 	  if (mini_alpha > alpha * THR)
-// 	    mini_alpha = alpha * THR;
-
-// 	  if (mini_alpha > 0) {
-	  
-// 	    gmm::add(gmm::scaled(new_dr, -mini_alpha+EPS), state);
-// 	    R res4 = compute_res(), res3;
-// 	    cout << "res4 = " << res4 << endl;
-// 	    size_type mini_it = 0;
-// 	    do {
-// 	      res3 = res4;
-// 	      mini_alpha /= R(2); mini_it++;
-// 	      gmm::add(gmm::scaled(new_dr, mini_alpha), state);
-// 	      res4 = compute_res();
-// 	      cout << "res4 = " << res4 << endl;
-// 	    } while (res4 < res3 && mini_it <= 6);
-	    
-// 	    if (res4 < res3) { res3 = res4; }
-// 	    else gmm::add(gmm::scaled(new_dr, -mini_alpha), state);
-	    
-// 	    if (res3 > res) { // cancel correction
-// 	      gmm::add(stateinit, gmm::scaled(dr, alpha), state);
-// 	    }
-// 	  }
-// 	  else gmm::add(stateinit, gmm::scaled(dr, alpha), state);
-// 	  res = compute_res();
-// 	}
-//       }
-      return alpha;
-    }
-
-    model_pb(model &m, abstract_newton_line_search &ls_, VECTOR &st,
-	     const VECTOR &rhs_, const MATRIX &K_, bool reduced_,
-	     std::vector<size_type> &sind_,
-	     bool with_pseudo_pot = false)
-      : md(m), is_reduced(reduced_), sind(sind_), I(sind_), ls(ls_), state(st),
-	rhs(rhs_), K(K_), with_pseudo_potential(with_pseudo_pot) {}
-
-  };
-
-  /* ***************************************************************** */
-=======
->>>>>>> upstream/4.2.1_beta1_svn4453_dfsg
   /*     Standard solve.                                               */
   /* ***************************************************************** */
 
diff --git a/src/getfem_nonlinear_elasticity.cc b/src/getfem_nonlinear_elasticity.cc
index 5a24ef5..6b99237 100644
--- a/src/getfem_nonlinear_elasticity.cc
+++ b/src/getfem_nonlinear_elasticity.cc
@@ -511,15 +511,10 @@ namespace getfem {
   }
 
   scalar_type Mooney_Rivlin_hyperelastic_law::strain_energy
-<<<<<<< HEAD
-  (const base_matrix &E, const base_vector &params, scalar_type) const {
-    scalar_type C1 = params[0], C2 = params[1];
-=======
   (const base_matrix &E, const base_vector &params,
    scalar_type /* det_trans*/) const {
 // shouldn't negative det_trans be handled here???
 //    if (compressible && det_trans <= scalar_type(0)) return 1e200;
->>>>>>> upstream
     size_type N = gmm::mat_nrows(E);
     GMM_ASSERT1(N == 3, "Mooney Rivlin hyperelastic law only defined "
 		"on dimension 3, sorry");
@@ -544,12 +539,7 @@ namespace getfem {
 
   void Mooney_Rivlin_hyperelastic_law::sigma
   (const base_matrix &E, base_matrix &result,
-<<<<<<< HEAD
-   const base_vector &params, scalar_type) const {
-    scalar_type C1 = params[0], C2 = params[1];
-=======
    const base_vector &params, scalar_type /*det_trans*/) const {
->>>>>>> upstream
     size_type N = gmm::mat_nrows(E);
     GMM_ASSERT1(N == 3, "Mooney Rivlin hyperelastic law only defined "
 		"on dimension 3, sorry");
@@ -578,10 +568,6 @@ namespace getfem {
   void Mooney_Rivlin_hyperelastic_law::grad_sigma
   (const base_matrix &E, base_tensor &result,
    const base_vector &params, scalar_type) const {
-<<<<<<< HEAD
-    scalar_type C1 = params[0], C2 = params[1];
-=======
->>>>>>> upstream
     size_type N = gmm::mat_nrows(E);
     GMM_ASSERT1(N == 3, "Mooney Rivlin hyperelastic law only defined "
 		"on dimension 3, sorry");
@@ -841,122 +827,6 @@ namespace getfem {
   }
 
 
-<<<<<<< HEAD
-
-
-  scalar_type generalized_Blatz_Ko_hyperelastic_law::strain_energy
-  (const base_matrix &E, const base_vector &params, scalar_type det_trans) const {
-    if (det_trans <= scalar_type(0)) return 1e200;
-    scalar_type a = params[0], b = params[1], c = params[2], d = params[3];
-    scalar_type n = params[4];
-    size_type N = gmm::mat_nrows(E);
-    GMM_ASSERT1(N == 3, "Generalized Blatz Ko hyperelastic law only defined "
-		"on dimension 3, sorry");
-    base_matrix C = E;
-    gmm::scale(C, scalar_type(2));
-    gmm::add(gmm::identity_matrix(), C);
-    compute_invariants ci(C);
-
-    return pow(a*ci.i1() + b*sqrt(gmm::abs(ci.i3()))
-	       + c*ci.i2() / ci.i3() + d, n);
-  }
-
-  void generalized_Blatz_Ko_hyperelastic_law::sigma
-  (const base_matrix &E, base_matrix &result,
-   const base_vector &params, scalar_type det_trans) const {
-    scalar_type a = params[0], b = params[1], c = params[2], d = params[3];
-    scalar_type n = params[4];
-    size_type N = gmm::mat_nrows(E);
-    GMM_ASSERT1(N == 3, "Generalized Blatz Ko hyperelastic law only defined "
-		"on dimension 3, sorry");
-    base_matrix C = E;
-    gmm::scale(C, scalar_type(2));
-    gmm::add(gmm::identity_matrix(), C);
-    compute_invariants ci(C);
-
-    scalar_type z = a*ci.i1() + b*sqrt(gmm::abs(ci.i3()))
-      + c*ci.i2() / ci.i3() + d;
-    scalar_type nz = n * pow(z, n-1.);
-    scalar_type di1 = nz * a;
-    scalar_type di2 = nz * c / ci.i3();
-    scalar_type di3 = nz *
-      (b / (2. * sqrt(gmm::abs(ci.i3()))) - c * ci.i2() / gmm::sqr(ci.i3()));
-
-    gmm::copy(gmm::scaled(ci.grad_i1(), di1 * 2.0), result);
-    gmm::add(gmm::scaled(ci.grad_i2(), di2 * 2.0), result);
-    gmm::add(gmm::scaled(ci.grad_i3(), di3 * 2.0), result);
-    if (det_trans <= scalar_type(0))
-      gmm::add(gmm::scaled(C, 1e200), result);
-
-  }
-
-  void generalized_Blatz_Ko_hyperelastic_law::grad_sigma
-  (const base_matrix &E, base_tensor &result,
-   const base_vector &params, scalar_type) const {
-    scalar_type a = params[0], b = params[1], c = params[2], d = params[3];
-    scalar_type n = params[4];
-    size_type N = gmm::mat_nrows(E);
-    GMM_ASSERT1(N == 3, "Generalized Blatz Ko hyperelastic law only defined "
-		"on dimension 3, sorry");
-    base_matrix C = E;
-    gmm::scale(C, scalar_type(2));
-    gmm::add(gmm::identity_matrix(), C);
-    compute_invariants ci(C);
-
-
-    scalar_type z = a*ci.i1() + b*sqrt(gmm::abs(ci.i3()))
-      + c*ci.i2() / ci.i3() + d;
-    scalar_type nz = n * pow(z, n-1.);
-    scalar_type di1 = nz * a;
-    scalar_type di2 = nz * c / ci.i3();
-    scalar_type y = (b / (2. * sqrt(gmm::abs(ci.i3()))) - c * ci.i2() / gmm::sqr(ci.i3()));
-    scalar_type di3 = nz * y;
-
-    gmm::copy(gmm::scaled(ci.sym_grad_grad_i1().as_vector(),
- 			  scalar_type(4)*di1), result.as_vector());
-    gmm::add(gmm::scaled(ci.sym_grad_grad_i2().as_vector(),
-			 scalar_type(4)*di2), result.as_vector());
-    gmm::add(gmm::scaled(ci.sym_grad_grad_i3().as_vector(),
-			 scalar_type(4)*di3), result.as_vector());
-
-    scalar_type nnz = n * (n-1.) * pow(z, n-2.);
-    base_matrix A(3, 3); // second derivatives of W with respect to invariants
-    A(0, 0) = nnz * a * a;
-    A(1, 0) = A(0, 1) = nnz * a * c / ci.i3();
-    A(2, 0) = A(0, 2) = nnz * a * y;
-    A(1, 1) = nnz * c * c / gmm::sqr(ci.i3());
-    A(2, 1) = A(1, 2) = nnz * y * c / ci.i3() - nz * c / gmm::sqr(ci.i3());
-    A(2, 2) = nnz * y * y + nz * (2. * c * ci.i2() / pow(ci.i3(), 3.) - b / (4. * pow(ci.i3(), 1.5)));
-
-    typedef const base_matrix * pointer_base_matrix__;
-    pointer_base_matrix__ di[3];
-    di[0] = &(ci.grad_i1()); 
-    di[1] = &(ci.grad_i2()); 
-    di[2] = &(ci.grad_i3());
-
-    for (size_type j = 0; j < N; ++j)
-      for (size_type k = 0; k < N; ++k) {
-	for (size_type l1 = 0; l1 < N; ++l1)
-	  for (size_type l2 = 0; l2 < N; ++l2)
-	    for (size_type l3 = 0; l3 < N; ++l3)
-	      for (size_type l4 = 0; l4 < N; ++l4)
-		result(l1, l2, l3, l4)
-		  += 4. * A(j, k) * (*di[j])(l1, l2) * (*di[k])(l3, l4);
-      }
-
-//     GMM_ASSERT1(check_symmetry(result) == 7,
-// 		"Fourth order tensor not symmetric : " << result);
-  }
-
-  generalized_Blatz_Ko_hyperelastic_law::generalized_Blatz_Ko_hyperelastic_law(void) {
-    nb_params_ = 5;
-    base_vector V(5);
-    V[0] = 1.0;  V[1] = 1.0, V[2] = 1.5; V[3] = -0.5; V[4] = 1.5;
-  }
-
-
-=======
->>>>>>> upstream
   scalar_type Ciarlet_Geymonat_hyperelastic_law::strain_energy
   (const base_matrix &E, const base_vector &params, scalar_type det_trans) const {
     if (det_trans <= scalar_type(0)) return 1e200;
diff --git a/src/getfem_plasticity.cc b/src/getfem_plasticity.cc
index 90e4824..310e4db 100644
--- a/src/getfem_plasticity.cc
+++ b/src/getfem_plasticity.cc
@@ -1,17 +1,9 @@
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2000-2012 Yves Renard
- 
- This file is a part of GETFEM++
- 
-=======
 
  Copyright (C) 2000-2012 Yves Renard
 
  This file is a part of GETFEM++
 
->>>>>>> upstream
  Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
  under  the  terms  of the  GNU  Lesser General Public License as published
  by  the  Free Software Foundation;  either version 3 of the License,  or
@@ -24,11 +16,7 @@
  You  should  have received a copy of the GNU Lesser General Public License
  along  with  this program;  if not, write to the Free Software Foundation,
  Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
 ===========================================================================*/
 
 
diff --git a/src/getfem_projected_fem.cc b/src/getfem_projected_fem.cc
index 44cd14c..3fde5be 100644
--- a/src/getfem_projected_fem.cc
+++ b/src/getfem_projected_fem.cc
@@ -1,17 +1,9 @@
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2012-2012 Yves Renard, Konstantinos Poulios
- 
- This file is a part of GETFEM++
- 
-=======
 
  Copyright (C) 2012-2012 Yves Renard, Konstantinos Poulios
 
  This file is a part of GETFEM++
 
->>>>>>> upstream
  Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
  under  the  terms  of the  GNU  Lesser General Public License as published
  by  the  Free Software Foundation;  either version 3 of the License,  or
@@ -24,11 +16,7 @@
  You  should  have received a copy of the GNU Lesser General Public License
  along  with  this program;  if not, write to the Free Software Foundation,
  Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
 ===========================================================================*/
 
 #include "getfem/getfem_projected_fem.h"
@@ -49,11 +37,7 @@ namespace getfem {
   */
   void projection_on_convex_face
     (const bgeot::pgeometric_trans pgt, const base_matrix &G_cv,
-<<<<<<< HEAD
-     const short_type fc, const base_node &pt, 
-=======
      const short_type fc, const base_node &pt,
->>>>>>> upstream
      base_node &proj_ref) {
 
     size_type N = gmm::mat_nrows(G_cv); // dimension of the target space
@@ -72,11 +56,7 @@ namespace getfem {
       gmm::copy(gmm::mat_col(G_cv,ind_pts_fc[i]),gmm::mat_col(G_fc,i));
 
     // Local base on reference face
-<<<<<<< HEAD
-    base_matrix base_ref_fc(N,P-1);
-=======
     base_matrix base_ref_fc(P,P-1);
->>>>>>> upstream
     {
       dref_convex_pt_ct dref_pts_fc = pgt->convex_ref()->dir_points_of_face(fc);
       GMM_ASSERT1( dref_pts_fc.size() == P, "Dimensions mismatch");
@@ -135,13 +115,8 @@ namespace getfem {
    *   fc    : the face of the convex to project on
    *   ref_pt: the point in the reference element
    * Output:
-<<<<<<< HEAD
-   *   normal  : the surface normal in the real element corresponding at
-   *             the location of ref_pt in the refernce element
-=======
    *   normal: the surface normal in the real element corresponding at
    *           the location of ref_pt in the reference element
->>>>>>> upstream
   */
   void normal_on_convex_face
     (const bgeot::pgeometric_trans pgt, const base_matrix &G_cv,
@@ -162,11 +137,7 @@ namespace getfem {
       gmm::copy(gmm::mat_col(G_cv,ind_pts_fc[i]),gmm::mat_col(G_fc,i));
 
     // Local base on reference face
-<<<<<<< HEAD
-    base_matrix base_ref_fc(N,P-1);
-=======
     base_matrix base_ref_fc(P,P-1);
->>>>>>> upstream
     {
       dref_convex_pt_ct dref_pts_fc = pgt->convex_ref()->dir_points_of_face(fc);
       GMM_ASSERT1( dref_pts_fc.size() == P, "Dimensions mismatch");
@@ -207,11 +178,7 @@ namespace getfem {
 
     // normalizing
     gmm::scale(normal, 1/gmm::vect_norm2(normal));
-<<<<<<< HEAD
- 
-=======
 
->>>>>>> upstream
     // ensure that normal points outwards
     base_node cv_center(N), fc_center(N);
     for (size_type i=0; i < nb_pts_cv; i++)
@@ -224,17 +191,6 @@ namespace getfem {
       gmm::scale(normal, scalar_type(-1));
   }
 
-<<<<<<< HEAD
-  void projected_fem::build_kdtree(void) const {
-    tree.clear();
-    dal::bit_vector dofs=mf_source.dof_on_region(-1);
-    dofs.setminus(blocked_dofs);
-    dim_type qdim=target_dim();
-    for (size_type dof=0; dof < mf_source.nb_dof(); dof += qdim) {
-        if (dofs.is_in(dof))
-            tree.add_point_with_id(mf_source.point_of_basic_dof(dof), dof);
-    }
-=======
   /* calculates the normal at a specific point of a convex in a higher
    * dimension space
    * Input:
@@ -293,18 +249,13 @@ namespace getfem {
     for (dal::bv_visitor dof(dofs); !dof.finished(); ++dof)
         if (dof % qdim == 0)
             tree.add_point_with_id(mf_source.point_of_basic_dof(dof), dof);
->>>>>>> upstream
   }
 
   bool projected_fem::find_a_projected_point(base_node pt, base_node &ptr_proj,
                                              size_type &cv_proj, short_type &fc_proj) const {
 
     bgeot::index_node_pair ipt;
-<<<<<<< HEAD
-    //scalar_type dist = 
-=======
     //scalar_type dist =
->>>>>>> upstream
     tree.nearest_neighbor(ipt, pt);
 
     size_type cv_sel(-1);
@@ -331,17 +282,10 @@ namespace getfem {
       }
       else { // project on convex faces
         mesh_region::face_bitset faces = rg_source.faces_of_convex(cv);
-<<<<<<< HEAD
-        if (faces.count() > 0) {
-          bgeot::vectors_to_base_matrix(G, mf_source.linked_mesh().points_of_convex(cv));
-          // this should rarely be more than one face
-          for (short_type f = 0; f < faces.size(); ++f) {
-=======
         if (faces.count() > 0) { // this should rarely be more than one face
           bgeot::vectors_to_base_matrix(G, mf_source.linked_mesh().points_of_convex(cv));
           short_type nbf = mf_source.linked_mesh().nb_faces_of_convex(cv);
           for (short_type f = 0; f < nbf; ++f) {
->>>>>>> upstream
             if (faces.test(f)) {
               projection_on_convex_face(pgt, G, f, pt, proj_ref);
               scalar_type is_in = pgt->convex_ref()->is_in(proj_ref);
@@ -405,44 +349,28 @@ namespace getfem {
                   "You have to use approximated integration to project a fem");
       papprox_integration pai = pim->approx_method();
       bgeot::pgeometric_trans pgt = mim_target.linked_mesh().trans_of_convex(cv);
-<<<<<<< HEAD
-=======
       bgeot::pgeotrans_precomp pgp =
         bgeot::geotrans_precomp(pgt, &(pai->integration_points()), 0);
->>>>>>> upstream
       dal::bit_vector dofs;
       size_type last_cv(-1); // refers to the source mesh
       short_type last_f(-1); // refers to the source mesh
       size_type nb_pts = i.is_face() ? pai->nb_points_on_face(f) : pai->nb_points();
       size_type start_pt = i.is_face() ? pai->ind_first_point_on_face(f) : 0;
       elt_projection_data &e = elements[cv];
-<<<<<<< HEAD
-      for (size_type k = 0; k < nb_pts; ++k) {
-        gausspt_projection_data &gppd = e.gausspt[start_pt + k];
-        /* todo: use a geotrans_interpolation_context */
-        base_node gpt = pgt->transform(i.is_face() ? pai->point_on_face(f,k) : pai->point(k),
-                                       mim_target.linked_mesh().points_of_convex(cv));
-
-=======
       base_node gpt(N);
       for (size_type k = 0; k < nb_pts; ++k) {
         pgp->transform(mim_target.linked_mesh().points_of_convex(cv),
                        start_pt + k, gpt);
         gausspt_projection_data &gppd = e.gausspt[start_pt + k];
->>>>>>> upstream
         gppd.iflags = find_a_projected_point(gpt, gppd.ptref, gppd.cv, gppd.f) ? 1 : 0;
         if (gppd.iflags) {
           // calculate gppd.normal
           const bgeot::pgeometric_trans pgt_source = mf_source.linked_mesh().trans_of_convex(gppd.cv);
           bgeot::vectors_to_base_matrix(G, mf_source.linked_mesh().points_of_convex(gppd.cv));
-<<<<<<< HEAD
-          normal_on_convex_face(pgt_source, G, gppd.f, gppd.ptref, gppd.normal);
-=======
           if (gppd.f != short_type(-1))
             normal_on_convex_face(pgt_source, G, gppd.f, gppd.ptref, gppd.normal);
           else
             normal_on_convex(pgt_source, G, gppd.ptref, gppd.normal);
->>>>>>> upstream
           // calculate gppd.gap
           base_node ppt = pgt_source->transform(gppd.ptref, G);
           gppd.gap = gmm::vect_sp(gpt-ppt, gppd.normal);
@@ -778,46 +706,6 @@ namespace getfem {
                                       base_node &normal, scalar_type &gap) const {
     std::map<size_type,elt_projection_data>::iterator eit;
     eit = elements.find(c.convex_num());
-<<<<<<< HEAD
-    GMM_ASSERT1(eit != elements.end(), "Wrong convex number: " << c.convex_num());
-    elt_projection_data &e = eit->second;
-    if (e.nb_dof == 0) { // return undefined normal vector and huge gap
-        normal = base_node(c.N());
-        gap = 1e12;
-        return;
-    }
-
-    std::map<size_type,gausspt_projection_data>::iterator git;
-    git = e.gausspt.find(c.ii());
-    if (c.have_pgp() &&
-        (&c.pgp()->get_point_tab()
-         == &e.pim->approx_method()->integration_points()) &&
-        git != e.gausspt.end()) {
-      gausspt_projection_data &gppd = git->second;
-      if (gppd.iflags & 1) {
-        normal = gppd.normal;
-        gap = gppd.gap;
-      }
-      else { // return undefined normal vector and huge gap
-        normal = base_node(c.N());
-        gap = 1e12;
-      }
-    }
-    else {
-      size_type cv;
-      short_type f;
-      if (find_a_projected_point(c.xreal(), ptref, cv, f)) {
-        const bgeot::pgeometric_trans pgt = mf_source.linked_mesh().trans_of_convex(cv);
-        bgeot::vectors_to_base_matrix(G, mf_source.linked_mesh().points_of_convex(cv));
-        normal_on_convex_face(pgt, G, f, ptref, normal);
-        base_node ppt = pgt->transform(ptref, G);
-        gap = gmm::vect_sp(c.xreal()-ppt, normal);
-      }
-      else { // return undefined normal vector and huge gap
-        normal = base_node(c.N());
-        gap = 1e12;
-      }
-=======
 
     if (eit != elements.end()) {
       elt_projection_data &e = eit->second;
@@ -866,7 +754,6 @@ namespace getfem {
     else { // return undefined normal vector and huge gap
       normal = base_node(pt.size());
       gap = 1e12;
->>>>>>> upstream
     }
 
   }
@@ -903,11 +790,7 @@ namespace getfem {
       ming = std::min(ming, v[cv]);
       maxg = std::max(maxg, v[cv]);
       meang += v[cv];
-<<<<<<< HEAD
-      if (v[cv] > 0) ++cntg; 
-=======
       if (v[cv] > 0) ++cntg;
->>>>>>> upstream
     }
     meang /= scalar_type(cntg);
   }
diff --git a/src/gmm/gmm_MUMPS_interface.h b/src/gmm/gmm_MUMPS_interface.h
index dd2b096..d3dc181 100644
--- a/src/gmm/gmm_MUMPS_interface.h
+++ b/src/gmm/gmm_MUMPS_interface.h
@@ -321,35 +321,6 @@ namespace gmm {
   }
 
 
-<<<<<<< HEAD
-  template <typename MUMPS_STRUCT>
-  static inline bool mumps_error_check(MUMPS_STRUCT &id) {
-#define INFO(I) info[(I)-1]
-    if (id.INFO(1) < 0) {
-      switch (id.INFO(1)) {
-        case -2:
-          GMM_ASSERT1(false, "Solve with MUMPS failed: NZ = " << id.INFO(2)
-                      << " is out of range");
-        case -6 : case -10 :
-          GMM_WARNING1("Solve with MUMPS failed: matrix is singular");
-          return false;
-        case -9:
-          GMM_ASSERT1(false, "Solve with MUMPS failed: error "
-                      << id.INFO(1) << ", increase ICNTL(14)");
-        case -13 :
-          GMM_ASSERT1(false, "Solve with MUMPS failed: not enough memory");
-        default :
-          GMM_ASSERT1(false, "Solve with MUMPS failed with error "
-                      << id.INFO(1));
-      }
-    }
-    return true;
-#undef INFO
-  }
-
-
-=======
->>>>>>> upstream
 }
 
   
diff --git a/src/gmm/gmm_std.h b/src/gmm/gmm_std.h
index 8a0121b..92f4d2a 100644
--- a/src/gmm/gmm_std.h
+++ b/src/gmm/gmm_std.h
@@ -1,34 +1,5 @@
 /* -*- c++ -*- (enables emacs c++ mode) */
 /*===========================================================================
-<<<<<<< HEAD
- 
- Copyright (C) 2002-2012 Yves Renard
- 
- This file is a part of GETFEM++
- 
- Getfem++  is  free software;  you  can  redistribute  it  and/or modify it
- under  the  terms  of the  GNU  Lesser General Public License as published
- by  the  Free Software Foundation;  either version 3 of the License,  or
- (at your option) any later version along with the GCC Runtime Library
- Exception either version 3.1 or (at your option) any later version.
- This program  is  distributed  in  the  hope  that it will be useful,  but
- WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
- or  FITNESS  FOR  A PARTICULAR PURPOSE.  See the GNU Lesser General Public
- License and GCC Runtime Library Exception for more details.
- You  should  have received a copy of the GNU Lesser General Public License
- along  with  this program;  if not, write to the Free Software Foundation,
- Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301, USA.
- 
- As a special exception, you  may use  this file  as it is a part of a free
- software  library  without  restriction.  Specifically,  if   other  files
- instantiate  templates  or  use macros or inline functions from this file,
- or  you compile this  file  and  link  it  with other files  to produce an
- executable, this file  does  not  by itself cause the resulting executable
- to be covered  by the GNU Lesser General Public License.  This   exception
- does not  however  invalidate  any  other  reasons why the executable file
- might be covered by the GNU Lesser General Public License.
- 
-=======
 
 Copyright (C) 2002-2012 Yves Renard
 
@@ -56,7 +27,6 @@ to be covered  by the GNU Lesser General Public License.  This   exception
 does not  however  invalidate  any  other  reasons why the executable file
 might be covered by the GNU Lesser General Public License.
 
->>>>>>> upstream
 ===========================================================================*/
 
 /**@file gmm_std.h
@@ -155,19 +125,6 @@ might be covered by the GNU Lesser General Public License.
 #include <limits>
 #include <sstream>
 #include <numeric>
-<<<<<<< HEAD
-
-
-namespace gmm {
-
-  using std::endl; using std::cout; using std::cerr;
-  using std::ends; using std::cin;
-
-
-  /* ********************************************************************* */
-  /*       Change locale temporarily.                                      */
-  /* ********************************************************************* */
-=======
 #include <locale.h>
 #include <omp.h>
 
@@ -230,7 +187,6 @@ namespace gmm {
 	//	}
 	//};
 
->>>>>>> upstream
 
   class standard_locale {
     std::string cloc;
diff --git a/src/gmm/gmm_sub_index.h b/src/gmm/gmm_sub_index.h
index d361d1c..978891e 100644
--- a/src/gmm/gmm_sub_index.h
+++ b/src/gmm/gmm_sub_index.h
@@ -156,11 +156,7 @@ namespace gmm {
     template <typename CONT> unsorted_sub_index(const CONT &c)
       : sub_index(c) {}
     unsorted_sub_index() {}
-<<<<<<< HEAD
-    unsorted_sub_index(const unsorted_sub_index &si) : sub_index((sub_index &)(si)) { }
-=======
     unsorted_sub_index(const unsorted_sub_index &si) : sub_index((const sub_index &)(si)) { }
->>>>>>> upstream
     unsorted_sub_index &operator =(const unsorted_sub_index &si)
     { sub_index::operator =(si); return *this; }
     void swap(size_type i, size_type j) {
diff --git a/superlu/Makefile.in b/superlu/Makefile.in
deleted file mode 100644
index 2dec839..0000000
--- a/superlu/Makefile.in
+++ /dev/null
@@ -1,1781 +0,0 @@
-# Makefile.in generated by automake 1.11.3 from Makefile.am.
-# @configure_input@
-
-# Copyright (C) 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001, 2002,
-# 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011 Free Software
-# Foundation, Inc.
-# This Makefile.in is free software; the Free Software Foundation
-# gives unlimited permission to copy and/or distribute it,
-# with or without modifications, as long as this notice is preserved.
-
-# This program is distributed in the hope that it will be useful,
-# but WITHOUT ANY WARRANTY, to the extent permitted by law; without
-# even the implied warranty of MERCHANTABILITY or FITNESS FOR A
-# PARTICULAR PURPOSE.
-
- at SET_MAKE@
-
-
-VPATH = @srcdir@
-pkgdatadir = $(datadir)/@PACKAGE@
-pkgincludedir = $(includedir)/@PACKAGE@
-pkglibdir = $(libdir)/@PACKAGE@
-pkglibexecdir = $(libexecdir)/@PACKAGE@
-am__cd = CDPATH="$${ZSH_VERSION+.}$(PATH_SEPARATOR)" && cd
-install_sh_DATA = $(install_sh) -c -m 644
-install_sh_PROGRAM = $(install_sh) -c
-install_sh_SCRIPT = $(install_sh) -c
-INSTALL_HEADER = $(INSTALL_DATA)
-transform = $(program_transform_name)
-NORMAL_INSTALL = :
-PRE_INSTALL = :
-POST_INSTALL = :
-NORMAL_UNINSTALL = :
-PRE_UNINSTALL = :
-POST_UNINSTALL = :
-build_triplet = @build@
-host_triplet = @host@
-subdir = superlu
-DIST_COMMON = $(noinst_HEADERS) $(srcdir)/Makefile.am \
-	$(srcdir)/Makefile.in
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-am__aclocal_m4_deps = $(top_srcdir)/m4/ac_python_devel.m4 \
-	$(top_srcdir)/m4/ax_check_cxx_flag.m4 \
-	$(top_srcdir)/m4/ax_prefix_config_h.m4 \
-	$(top_srcdir)/m4/libtool.m4 $(top_srcdir)/m4/ltoptions.m4 \
-	$(top_srcdir)/m4/ltsugar.m4 $(top_srcdir)/m4/ltversion.m4 \
-	$(top_srcdir)/m4/lt~obsolete.m4 $(top_srcdir)/m4/scilab.m4 \
-	$(top_srcdir)/configure.in
-am__configure_deps = $(am__aclocal_m4_deps) $(CONFIGURE_DEPENDENCIES) \
-	$(ACLOCAL_M4)
-mkinstalldirs = $(SHELL) $(top_srcdir)/mkinstalldirs
-CONFIG_HEADER = $(top_builddir)/config.h
-CONFIG_CLEAN_FILES =
-CONFIG_CLEAN_VPATH_FILES =
-LTLIBRARIES = $(noinst_LTLIBRARIES)
-libsuperlu_la_LIBADD =
-am__libsuperlu_la_SOURCES_DIST = ccolumn_bmod.c ccolumn_dfs.c \
-	ccopy_to_ucol.c cgscon.c cgsequ.c cgsrfs.c cgssv.c cgssvx.c \
-	cgstrf.c cgstrs.c clacon.c clangs.c claqgs.c cmemory.c \
-	cmyblas2.c colamd.c cpanel_bmod.c cpanel_dfs.c cpivotgrowth.c \
-	cpivotL.c cpruneL.c creadhb.c csnode_bmod.c csnode_dfs.c \
-	csp_blas2.c csp_blas3.c cutil.c dcolumn_bmod.c dcolumn_dfs.c \
-	dcomplex.c dcopy_to_ucol.c dgscon.c dgsequ.c dgsrfs.c dgssv.c \
-	dgssvx.c dgstrf.c dgstrs.c dlacon.c dlamch.c dlangs.c dlaqgs.c \
-	dmemory.c dmyblas2.c dpanel_bmod.c dpanel_dfs.c dpivotgrowth.c \
-	dpivotL.c dpruneL.c dreadhb.c dsnode_bmod.c dsnode_dfs.c \
-	dsp_blas2.c dsp_blas3.c dutil.c dzsum1.c get_perm_c.c \
-	heap_relax_snode.c icmax1.c izmax1.c lsame.c memory.c mmd.c \
-	relax_snode.c scolumn_bmod.c scolumn_dfs.c scomplex.c \
-	scopy_to_ucol.c scsum1.c sgscon.c sgsequ.c sgsrfs.c sgssv.c \
-	sgssvx.c sgstrf.c sgstrs.c slacon.c slamch.c slangs.c slaqgs.c \
-	smemory.c smyblas2.c spanel_bmod.c spanel_dfs.c sp_coletree.c \
-	sp_ienv.c spivotgrowth.c spivotL.c sp_preorder.c spruneL.c \
-	sreadhb.c ssnode_bmod.c ssnode_dfs.c ssp_blas2.c ssp_blas3.c \
-	superlu_timer.c sutil.c util.c zcolumn_bmod.c zcolumn_dfs.c \
-	zcopy_to_ucol.c zgscon.c zgsequ.c zgsrfs.c zgssv.c zgssvx.c \
-	zgstrf.c zgstrs.c zlacon.c zlangs.c zlaqgs.c zmemory.c \
-	zmyblas2.c zpanel_bmod.c zpanel_dfs.c zpivotgrowth.c zpivotL.c \
-	zpruneL.c zreadhb.c zsnode_bmod.c zsnode_dfs.c zsp_blas2.c \
-	zsp_blas3.c zutil.c BLAS.c BLAS_f2c.h f2c_lite.c
- at USEBLASLITE_TRUE@am__objects_1 = libsuperlu_la-BLAS.lo \
- at USEBLASLITE_TRUE@	libsuperlu_la-f2c_lite.lo
-am__objects_2 = libsuperlu_la-ccolumn_bmod.lo \
-	libsuperlu_la-ccolumn_dfs.lo libsuperlu_la-ccopy_to_ucol.lo \
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-	libsuperlu_la-heap_relax_snode.lo libsuperlu_la-icmax1.lo \
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-	libsuperlu_la-zsp_blas2.lo libsuperlu_la-zsp_blas3.lo \
-	libsuperlu_la-zutil.lo $(am__objects_1)
-am_libsuperlu_la_OBJECTS = $(am__objects_2)
-libsuperlu_la_OBJECTS = $(am_libsuperlu_la_OBJECTS)
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-am__depfiles_maybe = depfiles
-am__mv = mv -f
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-	$(LDFLAGS) -o $@
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diff --git a/tests/Makefile.am b/tests/Makefile.am
index 1d2c030..861868b 100644
--- a/tests/Makefile.am
+++ b/tests/Makefile.am
@@ -108,45 +108,6 @@ AM_CPPFLAGS = -I$(top_srcdir)/src -I../src
 LDADD    = ../src/libgetfem.la -lm $(SUPLDFLAGS)
 
 TESTS = \
-<<<<<<< HEAD
-	$(top_srcdir)/tests/dynamic_array.pl              \
-	$(top_srcdir)/tests/dynamic_tas.pl                \
-	$(top_srcdir)/tests/test_int_set.pl               \
-	$(top_srcdir)/tests/test_tree_sorted.pl           \
-	$(top_srcdir)/tests/poly.pl                       \
-	$(top_srcdir)/tests/test_small_vector.pl          \
-	$(top_srcdir)/tests/test_kdtree.pl                \
-	$(top_srcdir)/tests/test_rtree.pl                 \
-	$(top_srcdir)/tests/geo_trans_inv.pl              \
-	$(top_srcdir)/tests/test_norm.pl                  \
-	$(top_srcdir)/tests/test_mesh.pl                  \
-	$(top_srcdir)/tests/test_interpolation.pl         \
-	$(top_srcdir)/tests/test_mat_elem.pl              \
-	$(top_srcdir)/tests/test_slice.pl                 \
-	$(top_srcdir)/tests/integration.pl                \
-	$(top_srcdir)/tests/test_assembly.pl              \
-	$(top_srcdir)/tests/test_interpolated_fem.pl      \
-	$(top_srcdir)/tests/test_range_basis.pl           \
-	$(top_srcdir)/tests/laplacian.pl                  \
-	$(top_srcdir)/tests/laplacian_with_bricks.pl      \
-	$(top_srcdir)/tests/elastostatic.pl               \
-	$(top_srcdir)/tests/stokes.pl                     \
-	$(top_srcdir)/tests/plate.pl                      \
-	$(optpl)                                          \
-	$(top_srcdir)/tests/nonlinear_elastostatic.pl     \
-	$(top_srcdir)/tests/nonlinear_membrane.pl         \
-	$(top_srcdir)/tests/dynamic_friction.pl           \
-	$(top_srcdir)/tests/plasticity.pl                 \
-	$(top_srcdir)/tests/plasticity_old_brick.pl       \
-	$(top_srcdir)/tests/helmholtz.pl                  \
-	$(top_srcdir)/tests/schwarz_additive.pl           \
-	$(top_srcdir)/tests/bilaplacian.pl    	          \
-	$(top_srcdir)/tests/heat_equation.pl              \
-	$(top_srcdir)/tests/wave_equation.pl   	          \
-	$(top_srcdir)/tests/test_large_sliding_contact.pl \
-	$(top_srcdir)/tests/cyl_slicer.pl	          \
-	$(top_srcdir)/tests/make_gmm_test.pl
-=======
 	$(abs_top_srcdir)/tests/dynamic_array.pl              \
 	$(abs_top_srcdir)/tests/dynamic_tas.pl                \
 	$(abs_top_srcdir)/tests/test_int_set.pl               \
@@ -184,7 +145,6 @@ TESTS = \
 	$(abs_top_srcdir)/tests/test_large_sliding_contact.pl \
 	$(abs_top_srcdir)/tests/cyl_slicer.pl	          \
 	$(abs_top_srcdir)/tests/make_gmm_test.pl
->>>>>>> upstream
 
 EXTRA_DIST =                               			\
 	dynamic_array.pl                   			\
@@ -270,11 +230,8 @@ EXTRA_DIST =                               			\
 	meshes/donut_regulier_32_elements.mesh			\
 	meshes/sphere_with_quadratic_tetra_8_elts.mesh		\
 	meshes/disc_with_a_hole.mesh				\
-<<<<<<< HEAD
-=======
 	meshes/punch2D_h2.mesh					\
 	meshes/multi_body.mesh					\
->>>>>>> upstream
 	meshes/donut_regulier_512_elements.mesh
 
 
diff --git a/tests/Makefile.in b/tests/Makefile.in
deleted file mode 100644
index f2459f4..0000000
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+++ /dev/null
@@ -1,1211 +0,0 @@
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-# gives unlimited permission to copy and/or distribute it,
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diff --git a/tests/meshes/disc_P2_h0_3.mesh~HEAD b/tests/meshes/disc_P2_h0_3.mesh
similarity index 100%
rename from tests/meshes/disc_P2_h0_3.mesh~HEAD
rename to tests/meshes/disc_P2_h0_3.mesh
diff --git a/tests/meshes/disc_P2_h0_3.mesh~upstream b/tests/meshes/disc_P2_h0_3.mesh~upstream
deleted file mode 100644
index 6c6c5fc..0000000
--- a/tests/meshes/disc_P2_h0_3.mesh~upstream
+++ /dev/null
@@ -1,94973 +0,0 @@
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-  POINT  63361  4.218716560651979  24.58477021605059
-  POINT  63362  4.294156228754112  24.715941725119
-  POINT  63363  4.444898121591336  24.71603278927887
-  POINT  63364  4.520190303065402  24.58492951706693
-  POINT  63365  4.444601635475011  24.1915433351498
-  POINT  63366  4.595339422717253  24.19160662193972
-  POINT  63367  4.369303539307019  24.32260926834924
-  POINT  63368  4.670787518406424  24.32275511032196
-  POINT  63369  4.444739740357178  24.45376220485978
-  POINT  63370  4.59548589123709  24.45384587039102
-  POINT  63371  3.552823416960143  36.5573607625237
-  POINT  63372  3.400772315693629  36.55715045533275
-  POINT  63373  3.550889633384327  36.82048507346335
-  POINT  63374  3.399097825051988  36.82036914211226
-  POINT  63375  3.324023818106584  36.68883319372053
-  POINT  63376  3.702867405831724  36.82087698426687
-  POINT  63377  3.854739982944015  36.82148511676883
-  POINT  63378  3.704801189407539  36.55775267332722
-  POINT  63379  3.85689578287036  36.55835556929637
-  POINT  63380  3.627912678199417  36.68916770548726
-  POINT  63381  3.931895435155493  36.69037971627201
-  POINT  63382  2.267133480010479  35.37372066349602
-  POINT  63383  2.343312113978143  35.24149241893807
-  POINT  63384  2.57055378983209  35.37297758400855
-  POINT  63385  2.494184289553628  35.50496987120776
-  POINT  63386  2.342481751704235  35.50549475139323
-  POINT  63387  2.495021634190564  35.24124223857739
-  POINT  63388  2.117899206588213  34.0541317558795
-  POINT  63389  2.345157283004161  34.18607280383676
-  POINT  63390  2.19355504559356  34.1860890529577
-  POINT  63391  2.87595539101737  33.79113233753014
-  POINT  63392  2.951847157658235  33.92307969152792
-  POINT  63393  3.103616030559386  33.92339640606185
-  POINT  63394  -0.6050960529008056  34.05516483404811
-  POINT  63395  -0.6807452678266268  33.92294621140964
-  POINT  63396  -0.8319902233967522  33.92295698558995
-  POINT  63397  -0.9075581591630165  34.05513833691019
-  POINT  63398  -0.8318187020670035  34.18740378225795
-  POINT  63399  -0.6806155262261331  34.18745012360695
-  POINT  63400  3.777888746532778  31.15748622089294
-  POINT  63401  3.854893842861081  31.55324191554216
-  POINT  63402  3.703602836335922  31.55267262473003
-  POINT  63403  3.93002611832887  31.42169162840266
-  POINT  63404  3.627551365280937  31.42059900193717
-  POINT  63405  3.853931768169921  31.28956177859556
-  POINT  63406  4.005171767701373  31.29013833789105
-  POINT  63407  3.702743097160274  31.28903951140455
-  POINT  63408  4.307603590511926  31.29135371156128
-  POINT  63409  4.382648123658099  31.15979682148513
-  POINT  63410  4.156362612507376  31.29071601639608
-  POINT  63411  5.759277054356662  33.54479435823539
-  POINT  63412  5.836054533369875  33.67759598525936
-  POINT  63413  6.062764921244773  33.54792328312251
-  POINT  63414  5.985874379754453  33.41492465567356
-  POINT  63415  5.834226301730446  33.4134478550138
-  POINT  63416  5.987900906479686  33.67925352417646
-  POINT  63417  4.832823852984334  30.37042190972534
-  POINT  63418  4.908883038207563  30.5025867965778
-  POINT  63419  5.059969951129503  30.50323734061735
-  POINT  63420  5.134925192926229  30.37163932255591
-  POINT  63421  5.058873055127135  30.2394361866176
-  POINT  63422  4.907853930181989  30.23886663112686
-  POINT  63423  2.564755601849731  29.04775365464221
-  POINT  63424  2.489119079541124  28.91612088857793
-  POINT  63425  2.33824811236083  28.91592431415474
-  POINT  63426  2.262967613774792  29.04733636664755
-  POINT  63427  2.338586796796779  29.17896780891331
-  POINT  63428  2.489505481864995  29.17918841360157
-  POINT  63429  -9.748780444099651  31.84983551325408
-  POINT  63430  -9.597849771642455  31.84974802604081
-  POINT  63431  -9.822903402061355  31.71697639729615
-  POINT  63432  -9.521113265620126  31.71673854017811
-  POINT  63433  -9.746228872576568  31.58418383552474
-  POINT  63434  -9.595366051609947  31.58403988566484
-  POINT  63435  -4.540263157571074  32.48037402257168
-  POINT  63436  -4.463898603691648  32.34795549386335
-  POINT  63437  -4.237324695441776  32.47874206093373
-  POINT  63438  -4.313613394496837  32.61106247969809
-  POINT  63439  -4.312495104537815  32.34717464506537
-  POINT  63440  -4.616623974001194  32.61277141860964
-  POINT  63441  -4.693055826085441  32.74525436396726
-  POINT  63442  -4.617934063813445  32.87676434344583
-  POINT  63443  -4.466316618459006  32.87583001913407
-  POINT  63444  -4.389974210926957  32.74345987573605
-  POINT  63445  -4.465154085365482  32.61191242428058
-
-END POINTS LIST
-
-
-
-BEGIN MESH STRUCTURE DESCRIPTION
-
-CONVEX 0    'GT_PK(2,2)'      660  15968  631  15969  15970  695
-CONVEX 1    'GT_PK(2,2)'      726  15971  660  15972  15969  695
-CONVEX 2    'GT_PK(2,2)'      660  15971  726  15973  15974  689
-CONVEX 3    'GT_PK(2,2)'      628  15975  660  15976  15973  689
-CONVEX 4    'GT_PK(2,2)'      660  15975  628  15977  15978  601
-CONVEX 5    'GT_PK(2,2)'      631  15968  660  15979  15977  601
-CONVEX 6    'GT_PK(2,2)'      719  15980  682  15981  15982  652
-CONVEX 7    'GT_PK(2,2)'      719  15981  652  15983  15984  689
-CONVEX 8    'GT_PK(2,2)'      789  15985  719  15986  15987  756
-CONVEX 9    'GT_PK(2,2)'      756  15987  719  15988  15983  689
-CONVEX 10    'GT_PK(2,2)'      682  15980  719  15989  15990  752
-CONVEX 11    'GT_PK(2,2)'      719  15985  789  15990  15991  752
-CONVEX 12    'GT_PK(2,2)'      15271  15992  15183  15993  15994  15229
-CONVEX 13    'GT_PK(2,2)'      15229  15994  15183  15995  15996  15139
-CONVEX 14    'GT_PK(2,2)'      15139  15996  15183  15997  15998  15092
-CONVEX 15    'GT_PK(2,2)'      15136  15999  15183  16000  16001  15227
-CONVEX 16    'GT_PK(2,2)'      15183  15999  15136  15998  16002  15092
-CONVEX 17    'GT_PK(2,2)'      15183  15992  15271  16001  16003  15227
-CONVEX 18    'GT_PK(2,2)'      628  16004  652  16005  16006  586
-CONVEX 19    'GT_PK(2,2)'      574  16007  628  16008  16005  586
-CONVEX 20    'GT_PK(2,2)'      652  16004  628  15984  15976  689
-CONVEX 21    'GT_PK(2,2)'      601  15978  628  16009  16007  574
-CONVEX 22    'GT_PK(2,2)'      263  16010  261  16011  16012  11905
-CONVEX 23    'GT_PK(2,2)'      631  15979  601  16013  16014  572
-CONVEX 24    'GT_PK(2,2)'      607  16015  631  16016  16013  572
-CONVEX 25    'GT_PK(2,2)'      664  16017  631  16018  16015  607
-CONVEX 26    'GT_PK(2,2)'      631  16017  664  15970  16019  695
-CONVEX 27    'GT_PK(2,2)'      13335  16020  13274  16021  16022  13210
-CONVEX 28    'GT_PK(2,2)'      682  15989  752  16023  16024  717
-CONVEX 29    'GT_PK(2,2)'      682  16023  717  16025  16026  654
-CONVEX 30    'GT_PK(2,2)'      682  16027  621  15982  16028  652
-CONVEX 31    'GT_PK(2,2)'      621  16027  682  16029  16025  654
-CONVEX 32    'GT_PK(2,2)'      827  16030  789  16031  15986  756
-CONVEX 33    'GT_PK(2,2)'      789  16030  827  16032  16033  862
-CONVEX 34    'GT_PK(2,2)'      33  16034  31  16035  16036  478
-CONVEX 35    'GT_PK(2,2)'      789  16032  862  16037  16038  823
-CONVEX 36    'GT_PK(2,2)'      752  15991  789  16039  16037  823
-CONVEX 37    'GT_PK(2,2)'      652  16028  621  16006  16040  586
-CONVEX 38    'GT_PK(2,2)'      677  16041  643  16042  16043  707
-CONVEX 39    'GT_PK(2,2)'      643  16041  677  16044  16045  617
-CONVEX 40    'GT_PK(2,2)'      586  16040  621  16046  16047  562
-CONVEX 41    'GT_PK(2,2)'      621  16048  596  16047  16049  562
-CONVEX 42    'GT_PK(2,2)'      596  16048  621  16050  16029  654
-CONVEX 43    'GT_PK(2,2)'      726  16051  756  15974  15988  689
-CONVEX 44    'GT_PK(2,2)'      794  16052  726  16053  16054  761
-CONVEX 45    'GT_PK(2,2)'      726  15972  695  16054  16055  761
-CONVEX 46    'GT_PK(2,2)'      756  16051  726  16056  16052  794
-CONVEX 47    'GT_PK(2,2)'      827  16057  794  16058  16059  867
-CONVEX 48    'GT_PK(2,2)'      902  16060  827  16061  16058  867
-CONVEX 49    'GT_PK(2,2)'      827  16060  902  16033  16062  862
-CONVEX 50    'GT_PK(2,2)'      827  16031  756  16057  16056  794
-CONVEX 51    'GT_PK(2,2)'      729  16063  664  16064  16065  696
-CONVEX 52    'GT_PK(2,2)'      763  16066  729  16067  16064  696
-CONVEX 53    'GT_PK(2,2)'      187  16068  189  16069  16070  6428
-CONVEX 54    'GT_PK(2,2)'      797  16071  729  16072  16066  763
-CONVEX 55    'GT_PK(2,2)'      729  16071  797  16073  16074  761
-CONVEX 56    'GT_PK(2,2)'      664  16063  729  16019  16075  695
-CONVEX 57    'GT_PK(2,2)'      695  16075  729  16055  16073  761
-CONVEX 58    'GT_PK(2,2)'      10955  16076  10809  16077  16078  10880
-CONVEX 59    'GT_PK(2,2)'      10955  16077  10880  16079  16080  11024
-CONVEX 60    'GT_PK(2,2)'      10955  16079  11024  16081  16082  11098
-CONVEX 61    'GT_PK(2,2)'      10955  16083  10883  16076  16084  10809
-CONVEX 62    'GT_PK(2,2)'      10883  16083  10955  16085  16086  11028
-CONVEX 63    'GT_PK(2,2)'      11028  16086  10955  16087  16081  11098
-CONVEX 64    'GT_PK(2,2)'      10665  16088  10737  16089  16090  10592
-CONVEX 65    'GT_PK(2,2)'      13526  16091  13587  16092  16093  13649
-CONVEX 66    'GT_PK(2,2)'      13587  16094  13708  16093  16095  13649
-CONVEX 67    'GT_PK(2,2)'      13463  16096  13587  16097  16091  13526
-CONVEX 68    'GT_PK(2,2)'      467  16098  458  16099  16100  436
-CONVEX 69    'GT_PK(2,2)'      10737  16088  10665  16101  16102  10809
-CONVEX 70    'GT_PK(2,2)'      643  16103  669  16043  16104  707
-CONVEX 71    'GT_PK(2,2)'      450  16105  486  16106  16107  461
-CONVEX 72    'GT_PK(2,2)'      10883  16108  10737  16084  16101  10809
-CONVEX 73    'GT_PK(2,2)'      10592  16090  10737  16109  16110  10668
-CONVEX 74    'GT_PK(2,2)'      10737  16108  10883  16111  16112  10813
-CONVEX 75    'GT_PK(2,2)'      10668  16110  10737  16113  16111  10813
-CONVEX 76    'GT_PK(2,2)'      15212  16114  15166  16115  16116  15122
-CONVEX 77    'GT_PK(2,2)'      15212  16115  15122  16117  16118  15164
-CONVEX 78    'GT_PK(2,2)'      15259  16119  15212  16120  16121  15300
-CONVEX 79    'GT_PK(2,2)'      15212  16122  15255  16121  16123  15300
-CONVEX 80    'GT_PK(2,2)'      15255  16122  15212  16124  16117  15164
-CONVEX 81    'GT_PK(2,2)'      15212  16119  15259  16114  16125  15166
-CONVEX 82    'GT_PK(2,2)'      594  16126  625  16127  16128  651
-CONVEX 83    'GT_PK(2,2)'      677  16129  743  16130  16131  711
-CONVEX 84    'GT_PK(2,2)'      774  16132  743  16133  16134  707
-CONVEX 85    'GT_PK(2,2)'      743  16129  677  16134  16042  707
-CONVEX 86    'GT_PK(2,2)'      748  16135  685  16136  16137  711
-CONVEX 87    'GT_PK(2,2)'      625  16138  685  16128  16139  651
-CONVEX 88    'GT_PK(2,2)'      15271  16140  15313  16003  16141  15227
-CONVEX 89    'GT_PK(2,2)'      15355  16142  15271  16143  16144  15315
-CONVEX 90    'GT_PK(2,2)'      15271  15993  15229  16144  16145  15315
-CONVEX 91    'GT_PK(2,2)'      15313  16140  15271  16146  16142  15355
-CONVEX 92    'GT_PK(2,2)'      7512  16147  7358  16148  16149  7432
-CONVEX 93    'GT_PK(2,2)'      7512  16148  7432  16150  16151  7587
-CONVEX 94    'GT_PK(2,2)'      15967  16152  15963  16153  16154  418
-CONVEX 95    'GT_PK(2,2)'      7437  16155  7512  16156  16157  7589
-CONVEX 96    'GT_PK(2,2)'      7512  16158  7664  16157  16159  7589
-CONVEX 97    'GT_PK(2,2)'      7664  16158  7512  16160  16150  7587
-CONVEX 98    'GT_PK(2,2)'      7512  16155  7437  16147  16161  7358
-CONVEX 99    'GT_PK(2,2)'      14839  16162  14790  16163  16164  14737
-CONVEX 100    'GT_PK(2,2)'      14786  16165  14839  16166  16163  14737
-CONVEX 101    'GT_PK(2,2)'      14887  16167  14839  16168  16165  14786
-CONVEX 102    'GT_PK(2,2)'      14839  16169  14940  16170  16171  14891
-CONVEX 103    'GT_PK(2,2)'      14940  16169  14839  16172  16167  14887
-CONVEX 104    'GT_PK(2,2)'      14790  16162  14839  16173  16170  14891
-CONVEX 105    'GT_PK(2,2)'      572  16014  601  16174  16175  549
-CONVEX 106    'GT_PK(2,2)'      601  16009  574  16175  16176  549
-CONVEX 107    'GT_PK(2,2)'      717  16024  752  16177  16178  785
-CONVEX 108    'GT_PK(2,2)'      785  16178  752  16179  16039  823
-CONVEX 109    'GT_PK(2,2)'      794  16180  832  16059  16181  867
-CONVEX 110    'GT_PK(2,2)'      832  16180  794  16182  16053  761
-CONVEX 111    'GT_PK(2,2)'      664  16018  607  16183  16184  634
-CONVEX 112    'GT_PK(2,2)'      664  16183  634  16065  16185  696
-CONVEX 113    'GT_PK(2,2)'      3912  16186  3846  16187  16188  3981
-CONVEX 114    'GT_PK(2,2)'      4048  16189  3912  16190  16187  3981
-CONVEX 115    'GT_PK(2,2)'      3846  16186  3912  16191  16192  3779
-CONVEX 116    'GT_PK(2,2)'      3912  16193  3844  16192  16194  3779
-CONVEX 117    'GT_PK(2,2)'      3844  16193  3912  16195  16196  3979
-CONVEX 118    'GT_PK(2,2)'      3912  16189  4048  16196  16197  3979
-CONVEX 119    'GT_PK(2,2)'      5366  16198  5511  16199  16200  5437
-CONVEX 120    'GT_PK(2,2)'      5437  16200  5511  16201  16202  5582
-CONVEX 121    'GT_PK(2,2)'      1591  16203  1540  16204  16205  1643
-CONVEX 122    'GT_PK(2,2)'      1540  16206  1490  16207  16208  1441
-CONVEX 123    'GT_PK(2,2)'      1490  16206  1540  16209  16203  1591
-CONVEX 124    'GT_PK(2,2)'      5511  16210  5656  16202  16211  5582
-CONVEX 125    'GT_PK(2,2)'      3036  16212  3099  16213  16214  3163
-CONVEX 126    'GT_PK(2,2)'      2542  16215  2602  16216  16217  2482
-CONVEX 127    'GT_PK(2,2)'      5511  16218  5439  16219  16220  5584
-CONVEX 128    'GT_PK(2,2)'      5656  16210  5511  16221  16219  5584
-CONVEX 129    'GT_PK(2,2)'      5511  16198  5366  16218  16222  5439
-CONVEX 130    'GT_PK(2,2)'      5079  16223  5222  16224  16225  5149
-CONVEX 131    'GT_PK(2,2)'      90  16226  92  16227  16228  1486
-CONVEX 132    'GT_PK(2,2)'      1492  16229  1540  16230  16207  1441
-CONVEX 133    'GT_PK(2,2)'      1646  16231  1597  16232  16233  1701
-CONVEX 134    'GT_PK(2,2)'      1597  16231  1646  16234  16235  1544
-CONVEX 135    'GT_PK(2,2)'      1588  16236  1547  16237  16238  1486
-CONVEX 136    'GT_PK(2,2)'      117  16239  2409  16240  16241  115
-CONVEX 137    'GT_PK(2,2)'      5222  16242  5293  16225  16243  5149
-CONVEX 138    'GT_PK(2,2)'      5222  16244  5366  16242  16245  5293
-CONVEX 139    'GT_PK(2,2)'      5366  16244  5222  16246  16247  5295
-CONVEX 140    'GT_PK(2,2)'      1694  16248  1591  16249  16204  1643
-CONVEX 141    'GT_PK(2,2)'      5222  16250  5152  16247  16251  5295
-CONVEX 142    'GT_PK(2,2)'      3400  16252  137  16253  16254  140
-CONVEX 143    'GT_PK(2,2)'      5222  16223  5079  16250  16255  5152
-CONVEX 144    'GT_PK(2,2)'      129  16256  3016  16257  16258  2907
-CONVEX 145    'GT_PK(2,2)'      3497  16259  3413  16260  16261  3400
-CONVEX 146    'GT_PK(2,2)'      7178  16262  197  16263  16264  199
-CONVEX 147    'GT_PK(2,2)'      10665  16265  10519  16266  16267  10590
-CONVEX 148    'GT_PK(2,2)'      10665  16266  10590  16268  16269  10735
-CONVEX 149    'GT_PK(2,2)'      7171  16270  7245  16271  16272  7095
-CONVEX 150    'GT_PK(2,2)'      7019  16273  7171  16274  16271  7095
-CONVEX 151    'GT_PK(2,2)'      10809  16102  10665  16275  16268  10735
-CONVEX 152    'GT_PK(2,2)'      10665  16089  10592  16265  16276  10519
-CONVEX 153    'GT_PK(2,2)'      5040  16277  5182  16278  16279  5110
-CONVEX 154    'GT_PK(2,2)'      5040  16278  5110  16280  16281  4967
-CONVEX 155    'GT_PK(2,2)'      4165  16282  152  16283  16284  154
-CONVEX 156    'GT_PK(2,2)'      4216  16285  4144  16286  16287  4282
-CONVEX 157    'GT_PK(2,2)'      4144  16285  4216  16288  16289  4081
-CONVEX 158    'GT_PK(2,2)'      11861  16290  12000  16291  16292  11930
-CONVEX 159    'GT_PK(2,2)'      13068  16293  13198  16294  16295  13131
-CONVEX 160    'GT_PK(2,2)'      7812  16296  7886  16297  16298  7963
-CONVEX 161    'GT_PK(2,2)'      12218  16299  12287  16300  16301  12355
-CONVEX 162    'GT_PK(2,2)'      5112  16302  5040  16303  16304  4969
-CONVEX 163    'GT_PK(2,2)'      364  16305  15722  16306  16307  366
-CONVEX 164    'GT_PK(2,2)'      5040  16308  4898  16304  16309  4969
-CONVEX 165    'GT_PK(2,2)'      4898  16308  5040  16310  16280  4967
-CONVEX 166    'GT_PK(2,2)'      5040  16302  5112  16277  16311  5182
-CONVEX 167    'GT_PK(2,2)'      10957  16312  10883  16313  16085  11028
-CONVEX 168    'GT_PK(2,2)'      10883  16312  10957  16112  16314  10813
-CONVEX 169    'GT_PK(2,2)'      15074  16315  15123  16316  16317  15026
-CONVEX 170    'GT_PK(2,2)'      15026  16317  15123  16318  16319  15072
-CONVEX 171    'GT_PK(2,2)'      15123  16315  15074  16320  16321  15166
-CONVEX 172    'GT_PK(2,2)'      15213  16322  15123  16323  16320  15166
-CONVEX 173    'GT_PK(2,2)'      15123  16322  15213  16324  16325  15165
-CONVEX 174    'GT_PK(2,2)'      15072  16319  15123  16326  16324  15165
-CONVEX 175    'GT_PK(2,2)'      13705  16327  13646  16328  16329  13584
-CONVEX 176    'GT_PK(2,2)'      13646  16327  13705  16330  16331  13767
-CONVEX 177    'GT_PK(2,2)'      13708  16332  13646  16333  16330  13767
-CONVEX 178    'GT_PK(2,2)'      13646  16332  13708  16334  16094  13587
-CONVEX 179    'GT_PK(2,2)'      13705  16335  13823  16331  16336  13767
-CONVEX 180    'GT_PK(2,2)'      14269  16337  14211  16338  16339  14156
-CONVEX 181    'GT_PK(2,2)'      14650  16340  14700  16341  16342  14754
-CONVEX 182    'GT_PK(2,2)'      14702  16343  14650  16344  16341  14754
-CONVEX 183    'GT_PK(2,2)'      10140  16345  10066  16346  16347  9991
-CONVEX 184    'GT_PK(2,2)'      10064  16348  10140  16349  16346  9991
-CONVEX 185    'GT_PK(2,2)'      13402  16350  13463  16351  16097  13526
-CONVEX 186    'GT_PK(2,2)'      13215  16352  13149  16353  16354  13276
-CONVEX 187    'GT_PK(2,2)'      13084  16355  13149  16356  16357  13022
-CONVEX 188    'GT_PK(2,2)'      13337  16358  13402  16359  16360  13276
-CONVEX 189    'GT_PK(2,2)'      13402  16358  13337  16350  16361  13463
-CONVEX 190    'GT_PK(2,2)'      13400  16362  13274  16363  16020  13335
-CONVEX 191    'GT_PK(2,2)'      13400  16364  13337  16362  16365  13274
-CONVEX 192    'GT_PK(2,2)'      13337  16364  13400  16361  16366  13463
-CONVEX 193    'GT_PK(2,2)'      13274  16367  13146  16022  16368  13210
-CONVEX 194    'GT_PK(2,2)'      12955  16369  13084  16370  16356  13022
-CONVEX 195    'GT_PK(2,2)'      15027  16371  15074  16372  16373  14977
-CONVEX 196    'GT_PK(2,2)'      15074  16316  15026  16373  16374  14977
-CONVEX 197    'GT_PK(2,2)'      15074  16371  15027  16375  16376  15122
-CONVEX 198    'GT_PK(2,2)'      19  16377  438  16378  16379  445
-CONVEX 199    'GT_PK(2,2)'      438  16377  19  16380  16381  17
-CONVEX 200    'GT_PK(2,2)'      479  16382  493  16383  16384  521
-CONVEX 201    'GT_PK(2,2)'      495  16385  479  16386  16383  521
-CONVEX 202    'GT_PK(2,2)'      479  16385  495  16387  16388  455
-CONVEX 203    'GT_PK(2,2)'      492  16389  458  16390  16098  467
-CONVEX 204    'GT_PK(2,2)'      431  16391  450  16392  16106  461
-CONVEX 205    'GT_PK(2,2)'      5  16393  431  16394  16395  7
-CONVEX 206    'GT_PK(2,2)'      431  16396  423  16395  16397  7
-CONVEX 207    'GT_PK(2,2)'      423  16398  9  16397  16399  7
-CONVEX 208    'GT_PK(2,2)'      15166  16321  15074  16116  16375  15122
-CONVEX 209    'GT_PK(2,2)'      15259  16120  15300  16400  16401  15345
-CONVEX 210    'GT_PK(2,2)'      486  16402  503  16107  16403  461
-CONVEX 211    'GT_PK(2,2)'      474  16404  486  16405  16105  450
-CONVEX 212    'GT_PK(2,2)'      15259  16400  15345  16406  16407  15302
-CONVEX 213    'GT_PK(2,2)'      27  16408  25  16409  16410  455
-CONVEX 214    'GT_PK(2,2)'      15213  16411  15259  16412  16406  15302
-CONVEX 215    'GT_PK(2,2)'      15259  16411  15213  16125  16323  15166
-CONVEX 216    'GT_PK(2,2)'      4  16413  424  16414  16415  2
-CONVEX 217    'GT_PK(2,2)'      15165  16325  15213  16416  16417  15257
-CONVEX 218    'GT_PK(2,2)'      15257  16417  15213  16418  16412  15302
-CONVEX 219    'GT_PK(2,2)'      15186  16419  15276  16420  16421  15230
-CONVEX 220    'GT_PK(2,2)'      1  16422  421  16423  16424  3
-CONVEX 221    'GT_PK(2,2)'      421  16422  1  16425  16426  427
-CONVEX 222    'GT_PK(2,2)'      1  16427  15964  16426  16428  427
-CONVEX 223    'GT_PK(2,2)'      420  16429  15964  16430  16431  2
-CONVEX 224    'GT_PK(2,2)'      424  16432  420  16415  16430  2
-CONVEX 225    'GT_PK(2,2)'      420  16432  424  16433  16434  440
-CONVEX 226    'GT_PK(2,2)'      420  16433  440  16435  16436  427
-CONVEX 227    'GT_PK(2,2)'      15964  16429  420  16428  16435  427
-CONVEX 228    'GT_PK(2,2)'      4028  16437  4097  16438  16439  3961
-CONVEX 229    'GT_PK(2,2)'      4513  16440  4582  16441  16442  4654
-CONVEX 230    'GT_PK(2,2)'      4582  16440  4513  16443  16444  4442
-CONVEX 231    'GT_PK(2,2)'      6120  16445  6268  16446  16447  6192
-CONVEX 232    'GT_PK(2,2)'      13044  16448  12914  16449  16450  12976
-CONVEX 233    'GT_PK(2,2)'      12914  16448  13044  16451  16452  12979
-CONVEX 234    'GT_PK(2,2)'      12848  16453  12914  16454  16451  12979
-CONVEX 235    'GT_PK(2,2)'      12848  16455  12915  16456  16457  12783
-CONVEX 236    'GT_PK(2,2)'      12915  16455  12848  16458  16454  12979
-CONVEX 237    'GT_PK(2,2)'      9219  16459  9142  16460  16461  9294
-CONVEX 238    'GT_PK(2,2)'      3283  16462  3350  16463  16464  3415
-CONVEX 239    'GT_PK(2,2)'      3552  16465  3620  16466  16467  3684
-CONVEX 240    'GT_PK(2,2)'      2030  16468  1978  16469  16470  2089
-CONVEX 241    'GT_PK(2,2)'      1978  16468  2030  16471  16472  1919
-CONVEX 242    'GT_PK(2,2)'      15276  16473  15317  16421  16474  15230
-CONVEX 243    'GT_PK(2,2)'      1226  16475  1178  16476  16477  1269
-CONVEX 244    'GT_PK(2,2)'      1621  16478  1571  16479  16480  1517
-CONVEX 245    'GT_PK(2,2)'      466  16481  495  16482  16483  508
-CONVEX 246    'GT_PK(2,2)'      27  16484  466  16485  16486  29
-CONVEX 247    'GT_PK(2,2)'      466  16484  27  16487  16409  455
-CONVEX 248    'GT_PK(2,2)'      495  16481  466  16388  16487  455
-CONVEX 249    'GT_PK(2,2)'      569  16488  593  16489  16490  625
-CONVEX 250    'GT_PK(2,2)'      594  16491  569  16126  16489  625
-CONVEX 251    'GT_PK(2,2)'      495  16492  540  16483  16493  508
-CONVEX 252    'GT_PK(2,2)'      540  16492  495  16494  16386  521
-CONVEX 253    'GT_PK(2,2)'      569  16495  540  16496  16494  521
-CONVEX 254    'GT_PK(2,2)'      540  16495  569  16497  16491  594
-CONVEX 255    'GT_PK(2,2)'      743  16498  779  16131  16499  711
-CONVEX 256    'GT_PK(2,2)'      748  16500  779  16501  16502  817
-CONVEX 257    'GT_PK(2,2)'      779  16500  748  16499  16136  711
-CONVEX 258    'GT_PK(2,2)'      779  16503  851  16502  16504  817
-CONVEX 259    'GT_PK(2,2)'      851  16505  891  16504  16506  817
-CONVEX 260    'GT_PK(2,2)'      855  16507  818  16508  16509  892
-CONVEX 261    'GT_PK(2,2)'      593  16510  650  16490  16511  625
-CONVEX 262    'GT_PK(2,2)'      650  16512  685  16511  16138  625
-CONVEX 263    'GT_PK(2,2)'      685  16512  650  16137  16513  711
-CONVEX 264    'GT_PK(2,2)'      650  16514  677  16513  16130  711
-CONVEX 265    'GT_PK(2,2)'      677  16514  650  16045  16515  617
-CONVEX 266    'GT_PK(2,2)'      650  16510  593  16515  16516  617
-CONVEX 267    'GT_PK(2,2)'      713  16517  685  16518  16135  748
-CONVEX 268    'GT_PK(2,2)'      685  16517  713  16139  16519  651
-CONVEX 269    'GT_PK(2,2)'      15361  16520  15276  16521  16522  15321
-CONVEX 270    'GT_PK(2,2)'      15276  16523  15233  16522  16524  15321
-CONVEX 271    'GT_PK(2,2)'      15276  16419  15186  16523  16525  15233
-CONVEX 272    'GT_PK(2,2)'      15276  16520  15361  16473  16526  15317
-CONVEX 273    'GT_PK(2,2)'      15092  16002  15136  16527  16528  15044
-CONVEX 274    'GT_PK(2,2)'      14744  16529  14847  16530  16531  14795
-CONVEX 275    'GT_PK(2,2)'      14836  16532  14736  16533  16534  14795
-CONVEX 276    'GT_PK(2,2)'      332  16535  14993  16536  16537  330
-CONVEX 277    'GT_PK(2,2)'      14993  16535  332  16538  16539  15043
-CONVEX 278    'GT_PK(2,2)'      14993  16540  14897  16537  16541  330
-CONVEX 279    'GT_PK(2,2)'      14897  16540  14993  16542  16543  14898
-CONVEX 280    'GT_PK(2,2)'      14836  16544  14897  16545  16542  14898
-CONVEX 281    'GT_PK(2,2)'      14847  16546  14897  16531  16547  14795
-CONVEX 282    'GT_PK(2,2)'      14897  16544  14836  16547  16533  14795
-CONVEX 283    'GT_PK(2,2)'      15611  16548  15539  16549  16550  15577
-CONVEX 284    'GT_PK(2,2)'      15136  16551  15091  16528  16552  15044
-CONVEX 285    'GT_PK(2,2)'      15136  16000  15227  16553  16554  15182
-CONVEX 286    'GT_PK(2,2)'      15136  16553  15182  16551  16555  15091
-CONVEX 287    'GT_PK(2,2)'      15227  16141  15313  16556  16557  15270
-CONVEX 288    'GT_PK(2,2)'      15270  16557  15313  16558  16559  15354
-CONVEX 289    'GT_PK(2,2)'      419  16560  15956  16561  16562  15967
-CONVEX 290    'GT_PK(2,2)'      15956  16563  15963  16562  16152  15967
-CONVEX 291    'GT_PK(2,2)'      15354  16559  15313  16564  16565  15396
-CONVEX 292    'GT_PK(2,2)'      15313  16146  15355  16565  16566  15396
-CONVEX 293    'GT_PK(2,2)'      7437  16156  7589  16567  16568  7517
-CONVEX 294    'GT_PK(2,2)'      7437  16567  7517  16569  16570  7362
-CONVEX 295    'GT_PK(2,2)'      7283  16571  7437  16572  16569  7362
-CONVEX 296    'GT_PK(2,2)'      7358  16161  7437  16573  16571  7283
-CONVEX 297    'GT_PK(2,2)'      14843  16574  14790  16575  16173  14891
-CONVEX 298    'GT_PK(2,2)'      14790  16576  14740  16577  16578  14686
-CONVEX 299    'GT_PK(2,2)'      14790  16577  14686  16164  16579  14737
-CONVEX 300    'GT_PK(2,2)'      14790  16574  14843  16576  16580  14740
-CONVEX 301    'GT_PK(2,2)'      574  16581  524  16176  16582  549
-CONVEX 302    'GT_PK(2,2)'      574  16008  586  16583  16584  525
-CONVEX 303    'GT_PK(2,2)'      524  16581  574  16585  16583  525
-CONVEX 304    'GT_PK(2,2)'      717  16177  785  16586  16587  749
-CONVEX 305    'GT_PK(2,2)'      717  16586  749  16588  16589  687
-CONVEX 306    'GT_PK(2,2)'      654  16026  717  16590  16588  687
-CONVEX 307    'GT_PK(2,2)'      626  16591  596  16592  16050  654
-CONVEX 308    'GT_PK(2,2)'      596  16591  626  16593  16594  570
-CONVEX 309    'GT_PK(2,2)'      545  16595  596  16596  16593  570
-CONVEX 310    'GT_PK(2,2)'      596  16595  545  16049  16597  562
-CONVEX 311    'GT_PK(2,2)'      66  16598  856  16599  16600  68
-CONVEX 312    'GT_PK(2,2)'      821  16601  66  16602  16603  64
-CONVEX 313    'GT_PK(2,2)'      856  16604  821  16605  16606  895
-CONVEX 314    'GT_PK(2,2)'      821  16604  856  16601  16598  66
-CONVEX 315    'GT_PK(2,2)'      626  16607  646  16608  16609  588
-CONVEX 316    'GT_PK(2,2)'      626  16608  588  16594  16610  570
-CONVEX 317    'GT_PK(2,2)'      46  16611  44  16612  16613  548
-CONVEX 318    'GT_PK(2,2)'      573  16614  46  16615  16612  548
-CONVEX 319    'GT_PK(2,2)'      44  16616  544  16613  16617  548
-CONVEX 320    'GT_PK(2,2)'      491  16618  33  16619  16035  478
-CONVEX 321    'GT_PK(2,2)'      33  16618  491  16620  16621  35
-CONVEX 322    'GT_PK(2,2)'      626  16622  687  16607  16623  646
-CONVEX 323    'GT_PK(2,2)'      626  16592  654  16622  16590  687
-CONVEX 324    'GT_PK(2,2)'      42  16624  544  16625  16616  44
-CONVEX 325    'GT_PK(2,2)'      42  16626  40  16627  16628  523
-CONVEX 326    'GT_PK(2,2)'      544  16624  42  16629  16627  523
-CONVEX 327    'GT_PK(2,2)'      40  16630  501  16628  16631  523
-CONVEX 328    'GT_PK(2,2)'      902  16632  944  16633  16634  981
-CONVEX 329    'GT_PK(2,2)'      14986  16635  331  16636  16637  329
-CONVEX 330    'GT_PK(2,2)'      944  16632  902  16638  16061  867
-CONVEX 331    'GT_PK(2,2)'      944  16639  906  16640  16641  986
-CONVEX 332    'GT_PK(2,2)'      331  16642  15039  16643  16644  333
-CONVEX 333    'GT_PK(2,2)'      331  16635  14986  16642  16645  15039
-CONVEX 334    'GT_PK(2,2)'      14945  16646  14986  16647  16648  14889
-CONVEX 335    'GT_PK(2,2)'      14986  16646  14945  16645  16649  15039
-CONVEX 336    'GT_PK(2,2)'      327  16650  14912  16651  16652  329
-CONVEX 337    'GT_PK(2,2)'      14986  16653  14912  16648  16654  14889
-CONVEX 338    'GT_PK(2,2)'      14912  16653  14986  16652  16636  329
-CONVEX 339    'GT_PK(2,2)'      1023  16655  944  16656  16640  986
-CONVEX 340    'GT_PK(2,2)'      944  16655  1023  16634  16657  981
-CONVEX 341    'GT_PK(2,2)'      906  16639  944  16658  16638  867
-CONVEX 342    'GT_PK(2,2)'      607  16016  572  16659  16660  576
-CONVEX 343    'GT_PK(2,2)'      634  16184  607  16661  16659  576
-CONVEX 344    'GT_PK(2,2)'      1810  16662  1865  16663  16664  1758
-CONVEX 345    'GT_PK(2,2)'      1865  16662  1810  16665  16666  1918
-CONVEX 346    'GT_PK(2,2)'      1810  16667  1704  16668  16669  1755
-CONVEX 347    'GT_PK(2,2)'      1810  16668  1755  16670  16671  1863
-CONVEX 348    'GT_PK(2,2)'      1810  16670  1863  16666  16672  1918
-CONVEX 349    'GT_PK(2,2)'      1704  16667  1810  16673  16663  1758
-CONVEX 350    'GT_PK(2,2)'      9712  16674  9636  16675  16676  9563
-CONVEX 351    'GT_PK(2,2)'      6353  16677  6280  16678  16679  6428
-CONVEX 352    'GT_PK(2,2)'      6280  16680  187  16679  16069  6428
-CONVEX 353    'GT_PK(2,2)'      6280  16681  185  16680  16682  187
-CONVEX 354    'GT_PK(2,2)'      9636  16674  9712  16683  16684  9785
-CONVEX 355    'GT_PK(2,2)'      9712  16685  9860  16684  16686  9785
-CONVEX 356    'GT_PK(2,2)'      9638  16687  9712  16688  16675  9563
-CONVEX 357    'GT_PK(2,2)'      9712  16687  9638  16689  16690  9787
-CONVEX 358    'GT_PK(2,2)'      9712  16689  9787  16685  16691  9860
-CONVEX 359    'GT_PK(2,2)'      9341  16692  9490  16693  16694  9415
-CONVEX 360    'GT_PK(2,2)'      1119  16695  1161  16696  16697  1075
-CONVEX 361    'GT_PK(2,2)'      79  16698  1119  16699  16696  1075
-CONVEX 362    'GT_PK(2,2)'      9415  16694  9490  16700  16701  9563
-CONVEX 363    'GT_PK(2,2)'      9490  16702  9565  16703  16704  9638
-CONVEX 364    'GT_PK(2,2)'      77  16705  79  16706  16699  1075
-CONVEX 365    'GT_PK(2,2)'      9565  16702  9490  16707  16708  9417
-CONVEX 366    'GT_PK(2,2)'      1540  16709  1593  16205  16710  1643
-CONVEX 367    'GT_PK(2,2)'      1646  16711  1593  16235  16712  1544
-CONVEX 368    'GT_PK(2,2)'      1593  16713  1492  16712  16714  1544
-CONVEX 369    'GT_PK(2,2)'      1492  16713  1593  16229  16709  1540
-CONVEX 370    'GT_PK(2,2)'      1296  16715  1342  16716  16717  1391
-CONVEX 371    'GT_PK(2,2)'      1161  16718  1117  16697  16719  1075
-CONVEX 372    'GT_PK(2,2)'      1030  16720  989  16721  16722  949
-CONVEX 373    'GT_PK(2,2)'      1115  16723  1158  16724  16725  1204
-CONVEX 374    'GT_PK(2,2)'      13026  16726  13089  16727  16728  12959
-CONVEX 375    'GT_PK(2,2)'      13154  16729  13089  16730  16731  13218
-CONVEX 376    'GT_PK(2,2)'      13026  16732  12895  16733  16734  12960
-CONVEX 377    'GT_PK(2,2)'      12895  16732  13026  16735  16727  12959
-CONVEX 378    'GT_PK(2,2)'      13281  16736  13154  16737  16730  13218
-CONVEX 379    'GT_PK(2,2)'      13282  16738  13346  16739  16740  13218
-CONVEX 380    'GT_PK(2,2)'      13346  16741  13281  16740  16737  13218
-CONVEX 381    'GT_PK(2,2)'      13155  16742  13282  16743  16739  13218
-CONVEX 382    'GT_PK(2,2)'      13089  16744  13155  16731  16743  13218
-CONVEX 383    'GT_PK(2,2)'      13155  16744  13089  16745  16726  13026
-CONVEX 384    'GT_PK(2,2)'      9490  16703  9638  16701  16688  9563
-CONVEX 385    'GT_PK(2,2)'      9417  16708  9490  16746  16692  9341
-CONVEX 386    'GT_PK(2,2)'      9565  16747  9641  16748  16749  9713
-CONVEX 387    'GT_PK(2,2)'      9641  16747  9565  16750  16751  9492
-CONVEX 388    'GT_PK(2,2)'      9565  16707  9417  16751  16752  9492
-CONVEX 389    'GT_PK(2,2)'      11608  16753  11536  16754  16755  11466
-CONVEX 390    'GT_PK(2,2)'      3418  16756  3287  16757  16758  3351
-CONVEX 391    'GT_PK(2,2)'      3287  16759  3353  16760  16761  3223
-CONVEX 392    'GT_PK(2,2)'      3353  16759  3287  16762  16756  3418
-CONVEX 393    'GT_PK(2,2)'      2602  16763  2543  16217  16764  2482
-CONVEX 394    'GT_PK(2,2)'      9638  16704  9565  16765  16748  9713
-CONVEX 395    'GT_PK(2,2)'      5262  16766  5119  16767  16768  5190
-CONVEX 396    'GT_PK(2,2)'      5190  16768  5119  16769  16770  5047
-CONVEX 397    'GT_PK(2,2)'      5119  16766  5262  16771  16772  5188
-CONVEX 398    'GT_PK(2,2)'      1970  16773  2082  16774  16775  2024
-CONVEX 399    'GT_PK(2,2)'      2082  16773  1970  16776  16777  2026
-CONVEX 400    'GT_PK(2,2)'      1970  16778  1916  16777  16779  2026
-CONVEX 401    'GT_PK(2,2)'      1492  16780  1443  16714  16781  1544
-CONVEX 402    'GT_PK(2,2)'      1651  16782  1756  16783  16784  1701
-CONVEX 403    'GT_PK(2,2)'      1597  16785  1651  16233  16783  1701
-CONVEX 404    'GT_PK(2,2)'      1742  16786  1691  16787  16788  1639
-CONVEX 405    'GT_PK(2,2)'      1691  16789  1588  16788  16790  1639
-CONVEX 406    'GT_PK(2,2)'      1849  16791  1958  16792  16793  1905
-CONVEX 407    'GT_PK(2,2)'      1958  16791  1849  16794  16795  1903
-CONVEX 408    'GT_PK(2,2)'      1903  16796  1848  16797  16798  1957
-CONVEX 409    'GT_PK(2,2)'      2965  16799  2841  16800  16801  2901
-CONVEX 410    'GT_PK(2,2)'      2654  16802  2591  16803  16804  2714
-CONVEX 411    'GT_PK(2,2)'      5119  16805  4976  16770  16806  5047
-CONVEX 412    'GT_PK(2,2)'      1848  16807  1904  16798  16808  1957
-CONVEX 413    'GT_PK(2,2)'      5119  16771  5188  16809  16810  5046
-CONVEX 414    'GT_PK(2,2)'      4976  16805  5119  16811  16809  5046
-CONVEX 415    'GT_PK(2,2)'      2409  16812  2298  16241  16813  115
-CONVEX 416    'GT_PK(2,2)'      2353  16814  2298  16815  16812  2409
-CONVEX 417    'GT_PK(2,2)'      1746  16816  1694  16817  16818  1802
-CONVEX 418    'GT_PK(2,2)'      1746  16819  1799  16820  16821  1692
-CONVEX 419    'GT_PK(2,2)'      1855  16822  1746  16823  16817  1802
-CONVEX 420    'GT_PK(2,2)'      1746  16822  1855  16819  16824  1799
-CONVEX 421    'GT_PK(2,2)'      2138  16825  2082  16826  16776  2026
-CONVEX 422    'GT_PK(2,2)'      2082  16825  2138  16827  16828  2193
-CONVEX 423    'GT_PK(2,2)'      127  16829  129  16830  16257  2907
-CONVEX 424    'GT_PK(2,2)'      2829  16831  127  16832  16830  2907
-CONVEX 425    'GT_PK(2,2)'      127  16831  2829  16833  16834  125
-CONVEX 426    'GT_PK(2,2)'      3914  16835  3846  16836  16837  3781
-CONVEX 427    'GT_PK(2,2)'      3846  16835  3914  16188  16838  3981
-CONVEX 428    'GT_PK(2,2)'      3281  16839  3154  16840  16841  3219
-CONVEX 429    'GT_PK(2,2)'      2774  16842  2837  16843  16844  2714
-CONVEX 430    'GT_PK(2,2)'      3278  16845  3342  16846  16847  3213
-CONVEX 431    'GT_PK(2,2)'      3497  16848  3531  16849  16850  3612
-CONVEX 432    'GT_PK(2,2)'      3531  16851  3400  16852  16253  140
-CONVEX 433    'GT_PK(2,2)'      3531  16848  3497  16851  16260  3400
-CONVEX 434    'GT_PK(2,2)'      3781  16837  3846  16853  16854  3713
-CONVEX 435    'GT_PK(2,2)'      3846  16191  3779  16854  16855  3713
-CONVEX 436    'GT_PK(2,2)'      3553  16856  3497  16857  16849  3612
-CONVEX 437    'GT_PK(2,2)'      3553  16858  3615  16859  16860  3478
-CONVEX 438    'GT_PK(2,2)'      3413  16861  3553  16862  16859  3478
-CONVEX 439    'GT_PK(2,2)'      3553  16861  3413  16856  16259  3497
-CONVEX 440    'GT_PK(2,2)'      3345  16863  3284  16864  16865  3231
-CONVEX 441    'GT_PK(2,2)'      3345  16866  3413  16867  16862  3478
-CONVEX 442    'GT_PK(2,2)'      135  16868  3206  16869  16870  133
-CONVEX 443    'GT_PK(2,2)'      131  16871  3016  16872  16256  129
-CONVEX 444    'GT_PK(2,2)'      3044  16873  2968  16874  16875  2907
-CONVEX 445    'GT_PK(2,2)'      3016  16876  3044  16258  16874  2907
-CONVEX 446    'GT_PK(2,2)'      3481  16877  3418  16878  16757  3351
-CONVEX 447    'GT_PK(2,2)'      3418  16877  3481  16879  16880  3548
-CONVEX 448    'GT_PK(2,2)'      3546  16881  3416  16882  16883  3479
-CONVEX 449    'GT_PK(2,2)'      3285  16884  3416  16885  16886  3351
-CONVEX 450    'GT_PK(2,2)'      3416  16887  3481  16886  16878  3351
-CONVEX 451    'GT_PK(2,2)'      3481  16887  3416  16888  16881  3546
-CONVEX 452    'GT_PK(2,2)'      3616  16889  3483  16890  16891  3548
-CONVEX 453    'GT_PK(2,2)'      3353  16892  3483  16893  16894  3419
-CONVEX 454    'GT_PK(2,2)'      3483  16895  3418  16891  16879  3548
-CONVEX 455    'GT_PK(2,2)'      3483  16892  3353  16895  16762  3418
-CONVEX 456    'GT_PK(2,2)'      3814  16896  3748  16897  16898  3678
-CONVEX 457    'GT_PK(2,2)'      3882  16899  3814  16900  16901  3950
-CONVEX 458    'GT_PK(2,2)'      3814  16899  3882  16896  16902  3748
-CONVEX 459    'GT_PK(2,2)'      3882  16903  3816  16902  16904  3748
-CONVEX 460    'GT_PK(2,2)'      3748  16905  3613  16898  16906  3678
-CONVEX 461    'GT_PK(2,2)'      3481  16907  3613  16880  16908  3548
-CONVEX 462    'GT_PK(2,2)'      3613  16909  3546  16906  16910  3678
-CONVEX 463    'GT_PK(2,2)'      3613  16907  3481  16909  16888  3546
-CONVEX 464    'GT_PK(2,2)'      3681  16911  3616  16912  16890  3548
-CONVEX 465    'GT_PK(2,2)'      3613  16913  3681  16908  16912  3548
-CONVEX 466    'GT_PK(2,2)'      3681  16913  3613  16914  16905  3748
-CONVEX 467    'GT_PK(2,2)'      3816  16915  3681  16904  16914  3748
-CONVEX 468    'GT_PK(2,2)'      3819  16916  3685  16917  16918  3751
-CONVEX 469    'GT_PK(2,2)'      7178  16919  7328  16920  16921  7316
-CONVEX 470    'GT_PK(2,2)'      7328  16919  7178  16922  16263  199
-CONVEX 471    'GT_PK(2,2)'      201  16923  7328  16924  16922  199
-CONVEX 472    'GT_PK(2,2)'      7930  16925  207  16926  16927  209
-CONVEX 473    'GT_PK(2,2)'      6973  16928  7049  16929  16930  6891
-CONVEX 474    'GT_PK(2,2)'      6814  16931  6973  16932  16929  6891
-CONVEX 475    'GT_PK(2,2)'      6973  16931  6814  16933  16934  6898
-CONVEX 476    'GT_PK(2,2)'      7071  16935  6973  16936  16933  6898
-CONVEX 477    'GT_PK(2,2)'      6748  16937  6822  16938  16939  6663
-CONVEX 478    'GT_PK(2,2)'      7019  16940  7096  16273  16941  7171
-CONVEX 479    'GT_PK(2,2)'      7099  16942  6948  16943  16944  7025
-CONVEX 480    'GT_PK(2,2)'      7099  16945  7249  16946  16947  7172
-CONVEX 481    'GT_PK(2,2)'      7098  16948  7175  16949  16950  7025
-CONVEX 482    'GT_PK(2,2)'      7175  16951  7099  16950  16943  7025
-CONVEX 483    'GT_PK(2,2)'      7099  16951  7175  16945  16952  7249
-CONVEX 484    'GT_PK(2,2)'      7249  16952  7175  16953  16954  7322
-CONVEX 485    'GT_PK(2,2)'      6578  16955  189  16956  16957  191
-CONVEX 486    'GT_PK(2,2)'      189  16955  6578  16070  16958  6428
-CONVEX 487    'GT_PK(2,2)'      6578  16959  6576  16958  16960  6428
-CONVEX 488    'GT_PK(2,2)'      6875  16961  6948  16962  16963  6798
-CONVEX 489    'GT_PK(2,2)'      6948  16961  6875  16944  16964  7025
-CONVEX 490    'GT_PK(2,2)'      4216  16965  4152  16289  16966  4081
-CONVEX 491    'GT_PK(2,2)'      4492  16967  4423  16968  16969  4562
-CONVEX 492    'GT_PK(2,2)'      4777  16970  4848  16971  16972  4707
-CONVEX 493    'GT_PK(2,2)'      4642  16973  4501  16974  16975  4570
-CONVEX 494    'GT_PK(2,2)'      5281  16976  5138  16977  16978  5210
-CONVEX 495    'GT_PK(2,2)'      4781  16979  4923  16980  16981  4852
-CONVEX 496    'GT_PK(2,2)'      4557  16982  4699  16983  16984  4628
-CONVEX 497    'GT_PK(2,2)'      4493  16985  4425  16986  16987  4564
-CONVEX 498    'GT_PK(2,2)'      4425  16985  4493  16988  16989  4355
-CONVEX 499    'GT_PK(2,2)'      4493  16990  4423  16989  16991  4355
-CONVEX 500    'GT_PK(2,2)'      4423  16990  4493  16969  16992  4562
-CONVEX 501    'GT_PK(2,2)'      4082  16993  4011  16994  16995  3945
-CONVEX 502    'GT_PK(2,2)'      4425  16996  4496  16987  16997  4564
-CONVEX 503    'GT_PK(2,2)'      4496  16996  4425  16998  16999  4357
-CONVEX 504    'GT_PK(2,2)'      4356  17000  4216  17001  16286  4282
-CONVEX 505    'GT_PK(2,2)'      4421  17002  4356  17003  17001  4282
-CONVEX 506    'GT_PK(2,2)'      4356  17002  4421  17004  17005  4495
-CONVEX 507    'GT_PK(2,2)'      166  17006  4875  17007  17008  164
-CONVEX 508    'GT_PK(2,2)'      3910  17009  3844  17010  16195  3979
-CONVEX 509    'GT_PK(2,2)'      3910  17010  3979  17011  17012  4046
-CONVEX 510    'GT_PK(2,2)'      3844  17009  3910  17013  17014  3777
-CONVEX 511    'GT_PK(2,2)'      3977  17015  3910  17016  17011  4046
-CONVEX 512    'GT_PK(2,2)'      156  17017  158  17018  17019  4410
-CONVEX 513    'GT_PK(2,2)'      3777  17014  3910  17020  17021  3843
-CONVEX 514    'GT_PK(2,2)'      3910  17015  3977  17021  17022  3843
-CONVEX 515    'GT_PK(2,2)'      4280  17023  4165  17024  16283  154
-CONVEX 516    'GT_PK(2,2)'      4280  17025  156  17026  17018  4410
-CONVEX 517    'GT_PK(2,2)'      156  17025  4280  17027  17024  154
-CONVEX 518    'GT_PK(2,2)'      152  17028  4069  17029  17030  150
-CONVEX 519    'GT_PK(2,2)'      4165  17031  4069  16282  17028  152
-CONVEX 520    'GT_PK(2,2)'      3779  16194  3844  17032  17033  3711
-CONVEX 521    'GT_PK(2,2)'      4144  17034  4212  16287  17035  4282
-CONVEX 522    'GT_PK(2,2)'      4279  17036  4212  17037  17038  4142
-CONVEX 523    'GT_PK(2,2)'      4008  17039  4144  17040  16288  4081
-CONVEX 524    'GT_PK(2,2)'      4421  17041  4350  17042  17043  4491
-CONVEX 525    'GT_PK(2,2)'      4350  17044  4212  17045  17036  4279
-CONVEX 526    'GT_PK(2,2)'      4350  17041  4421  17046  17003  4282
-CONVEX 527    'GT_PK(2,2)'      4212  17044  4350  17035  17046  4282
-CONVEX 528    'GT_PK(2,2)'      4489  17047  4557  17048  16983  4628
-CONVEX 529    'GT_PK(2,2)'      11932  17049  11861  17050  17051  11791
-CONVEX 530    'GT_PK(2,2)'      11861  17049  11932  16290  17052  12000
-CONVEX 531    'GT_PK(2,2)'      12550  17053  12482  17054  17055  12415
-CONVEX 532    'GT_PK(2,2)'      12484  17056  12550  17057  17054  12415
-CONVEX 533    'GT_PK(2,2)'      12552  17058  12417  17059  17060  12486
-CONVEX 534    'GT_PK(2,2)'      12417  17058  12552  17061  17062  12484
-CONVEX 535    'GT_PK(2,2)'      13068  17063  13133  16293  17064  13198
-CONVEX 536    'GT_PK(2,2)'      14465  17065  14411  17066  17067  14520
-CONVEX 537    'GT_PK(2,2)'      9397  17068  9470  17069  17070  9321
-CONVEX 538    'GT_PK(2,2)'      9470  17071  9395  17070  17072  9321
-CONVEX 539    'GT_PK(2,2)'      9470  17073  9545  17074  17075  9618
-CONVEX 540    'GT_PK(2,2)'      9545  17073  9470  17076  17068  9397
-CONVEX 541    'GT_PK(2,2)'      7886  17077  8034  16298  17078  7963
-CONVEX 542    'GT_PK(2,2)'      8034  17079  8111  17078  17080  7963
-CONVEX 543    'GT_PK(2,2)'      8111  17079  8034  17081  17082  8164
-CONVEX 544    'GT_PK(2,2)'      9379  17083  9226  17084  17085  9306
-CONVEX 545    'GT_PK(2,2)'      9226  17083  9379  17086  17087  9303
-CONVEX 546    'GT_PK(2,2)'      8049  17088  7900  17089  17090  7978
-CONVEX 547    'GT_PK(2,2)'      12491  17091  12422  17092  17093  12355
-CONVEX 548    'GT_PK(2,2)'      12422  17091  12491  17094  17095  12557
-CONVEX 549    'GT_PK(2,2)'      12554  17096  12622  17097  17098  12689
-CONVEX 550    'GT_PK(2,2)'      12622  17096  12554  17099  17100  12488
-CONVEX 551    'GT_PK(2,2)'      12561  17101  12494  17102  17103  12629
-CONVEX 552    'GT_PK(2,2)'      12762  17104  12695  17105  17106  12629
-CONVEX 553    'GT_PK(2,2)'      12695  17107  12561  17106  17102  12629
-CONVEX 554    'GT_PK(2,2)'      12425  17108  12561  17109  17110  12493
-CONVEX 555    'GT_PK(2,2)'      12494  17111  12425  17112  17113  12358
-CONVEX 556    'GT_PK(2,2)'      12425  17111  12494  17108  17101  12561
-CONVEX 557    'GT_PK(2,2)'      12012  17114  12152  17115  17116  12081
-CONVEX 558    'GT_PK(2,2)'      9457  17117  9379  17118  17084  9306
-CONVEX 559    'GT_PK(2,2)'      10207  17119  10282  17120  17121  10355
-CONVEX 560    'GT_PK(2,2)'      10134  17122  10209  17123  17124  10282
-CONVEX 561    'GT_PK(2,2)'      10209  17122  10134  17125  17126  10060
-CONVEX 562    'GT_PK(2,2)'      10207  17127  10134  17119  17123  10282
-CONVEX 563    'GT_PK(2,2)'      10134  17127  10207  17128  17129  10058
-CONVEX 564    'GT_PK(2,2)'      11018  17130  10872  17131  17132  10948
-CONVEX 565    'GT_PK(2,2)'      10872  17133  10802  17132  17134  10948
-CONVEX 566    'GT_PK(2,2)'      11302  17135  11374  17136  17137  11445
-CONVEX 567    'GT_PK(2,2)'      11374  17138  11517  17137  17139  11445
-CONVEX 568    'GT_PK(2,2)'      11372  17140  11302  17141  17136  11445
-CONVEX 569    'GT_PK(2,2)'      3844  17013  3777  17033  17142  3711
-CONVEX 570    'GT_PK(2,2)'      194  17143  192  17144  17145  6840
-CONVEX 571    'GT_PK(2,2)'      7244  17146  7170  17147  17148  7094
-CONVEX 572    'GT_PK(2,2)'      7167  17149  7244  17150  17147  7094
-CONVEX 573    'GT_PK(2,2)'      6990  17151  7167  17152  17150  7094
-CONVEX 574    'GT_PK(2,2)'      7167  17151  6990  17153  17154  7055
-CONVEX 575    'GT_PK(2,2)'      4048  17155  4117  17156  17157  4185
-CONVEX 576    'GT_PK(2,2)'      4117  17155  4048  17158  16190  3981
-CONVEX 577    'GT_PK(2,2)'      3979  16197  4048  17159  17160  4115
-CONVEX 578    'GT_PK(2,2)'      4048  17156  4185  17160  17161  4115
-CONVEX 579    'GT_PK(2,2)'      6033  17162  5884  17163  17164  5960
-CONVEX 580    'GT_PK(2,2)'      5884  17165  5813  17164  17166  5960
-CONVEX 581    'GT_PK(2,2)'      15661  17167  362  17168  17169  360
-CONVEX 582    'GT_PK(2,2)'      15692  17170  15626  17171  17172  15659
-CONVEX 583    'GT_PK(2,2)'      362  17173  15692  17174  17175  364
-CONVEX 584    'GT_PK(2,2)'      15692  17176  15661  17170  17177  15626
-CONVEX 585    'GT_PK(2,2)'      15661  17176  15692  17167  17173  362
-CONVEX 586    'GT_PK(2,2)'      15722  17178  15692  17179  17171  15659
-CONVEX 587    'GT_PK(2,2)'      15692  17178  15722  17175  16305  364
-CONVEX 588    'GT_PK(2,2)'      13033  17180  13097  17181  17182  13162
-CONVEX 589    'GT_PK(2,2)'      13097  17180  13033  17183  17184  12966
-CONVEX 590    'GT_PK(2,2)'      5884  17185  5738  17165  17186  5813
-CONVEX 591    'GT_PK(2,2)'      5884  17162  6033  17187  17188  5957
-CONVEX 592    'GT_PK(2,2)'      5738  17185  5884  17189  17190  5811
-CONVEX 593    'GT_PK(2,2)'      5884  17187  5957  17190  17191  5811
-CONVEX 594    'GT_PK(2,2)'      5738  17192  5593  17193  17194  5667
-CONVEX 595    'GT_PK(2,2)'      5593  17195  5523  17194  17196  5667
-CONVEX 596    'GT_PK(2,2)'      13590  17197  13526  17198  16092  13649
-CONVEX 597    'GT_PK(2,2)'      11968  17199  12108  17200  17201  12036
-CONVEX 598    'GT_PK(2,2)'      5523  17195  5593  17202  17203  5448
-CONVEX 599    'GT_PK(2,2)'      5593  17204  5665  17205  17206  5521
-CONVEX 600    'GT_PK(2,2)'      12454  17207  12519  17208  17209  12587
-CONVEX 601    'GT_PK(2,2)'      12454  17210  12386  17211  17212  12318
-CONVEX 602    'GT_PK(2,2)'      271  17213  12451  17214  17215  273
-CONVEX 603    'GT_PK(2,2)'      259  17216  257  17217  17218  11655
-CONVEX 604    'GT_PK(2,2)'      5448  17203  5593  17219  17205  5521
-CONVEX 605    'GT_PK(2,2)'      5593  17192  5738  17204  17220  5665
-CONVEX 606    'GT_PK(2,2)'      5523  17221  5377  17222  17223  5450
-CONVEX 607    'GT_PK(2,2)'      5450  17223  5377  17224  17225  5308
-CONVEX 608    'GT_PK(2,2)'      13045  17226  12915  17227  16458  12979
-CONVEX 609    'GT_PK(2,2)'      13615  17228  296  17229  17230  294
-CONVEX 610    'GT_PK(2,2)'      5377  17231  5234  17225  17232  5308
-CONVEX 611    'GT_PK(2,2)'      5377  17233  5448  17234  17235  5304
-CONVEX 612    'GT_PK(2,2)'      296  17236  13732  17237  17238  298
-CONVEX 613    'GT_PK(2,2)'      13732  17236  296  17239  17228  13615
-CONVEX 614    'GT_PK(2,2)'      13490  17240  13553  17241  17242  13428
-CONVEX 615    'GT_PK(2,2)'      13614  17243  13553  17244  17240  13490
-CONVEX 616    'GT_PK(2,2)'      5234  17231  5377  17245  17234  5304
-CONVEX 617    'GT_PK(2,2)'      5377  17221  5523  17233  17202  5448
-CONVEX 618    'GT_PK(2,2)'      5513  17246  5368  17247  17248  5441
-CONVEX 619    'GT_PK(2,2)'      5368  17249  5298  17248  17250  5441
-CONVEX 620    'GT_PK(2,2)'      5368  17251  5225  17249  17252  5298
-CONVEX 621    'GT_PK(2,2)'      5439  17253  5368  17254  17246  5513
-CONVEX 622    'GT_PK(2,2)'      5225  17251  5368  17255  17256  5295
-CONVEX 623    'GT_PK(2,2)'      5368  17253  5439  17256  17257  5295
-CONVEX 624    'GT_PK(2,2)'      11026  17258  11176  17259  17260  11086
-CONVEX 625    'GT_PK(2,2)'      10620  17261  10693  17262  17263  10766
-CONVEX 626    'GT_PK(2,2)'      5439  16222  5366  17257  16246  5295
-CONVEX 627    'GT_PK(2,2)'      5293  16245  5366  17264  16199  5437
-CONVEX 628    'GT_PK(2,2)'      5079  16224  5149  17265  17266  5008
-CONVEX 629    'GT_PK(2,2)'      9508  17267  9357  17268  17269  9434
-CONVEX 630    'GT_PK(2,2)'      9357  17267  9508  17270  17271  9433
-CONVEX 631    'GT_PK(2,2)'      5079  17265  5008  17272  17273  4937
-CONVEX 632    'GT_PK(2,2)'      9585  17274  9658  17275  17276  9733
-CONVEX 633    'GT_PK(2,2)'      5010  17277  5079  17278  17272  4937
-CONVEX 634    'GT_PK(2,2)'      5152  16255  5079  17279  17277  5010
-CONVEX 635    'GT_PK(2,2)'      10222  17280  10073  17281  17282  10147
-CONVEX 636    'GT_PK(2,2)'      10295  17283  10222  17284  17281  10147
-CONVEX 637    'GT_PK(2,2)'      10222  17285  10297  17286  17287  10150
-CONVEX 638    'GT_PK(2,2)'      10297  17285  10222  17288  17289  10371
-CONVEX 639    'GT_PK(2,2)'      10371  17289  10222  17290  17283  10295
-CONVEX 640    'GT_PK(2,2)'      10222  17286  10150  17280  17291  10073
-CONVEX 641    'GT_PK(2,2)'      10519  16276  10592  17292  17293  10446
-CONVEX 642    'GT_PK(2,2)'      14206  17294  14150  17295  17296  14094
-CONVEX 643    'GT_PK(2,2)'      14150  17297  14041  17296  17298  14094
-CONVEX 644    'GT_PK(2,2)'      13828  17299  13708  17300  16333  13767
-CONVEX 645    'GT_PK(2,2)'      13945  17301  13997  17302  17303  14058
-CONVEX 646    'GT_PK(2,2)'      14491  17304  14385  17305  17306  14431
-CONVEX 647    'GT_PK(2,2)'      14385  17307  14326  17306  17308  14431
-CONVEX 648    'GT_PK(2,2)'      14385  17309  14274  17307  17310  14326
-CONVEX 649    'GT_PK(2,2)'      14385  17304  14491  17311  17312  14443
-CONVEX 650    'GT_PK(2,2)'      14159  17313  14100  17314  17315  14207
-CONVEX 651    'GT_PK(2,2)'      14100  17316  14150  17315  17317  14207
-CONVEX 652    'GT_PK(2,2)'      14150  17316  14100  17297  17318  14041
-CONVEX 653    'GT_PK(2,2)'      14264  17319  14159  17320  17314  14207
-CONVEX 654    'GT_PK(2,2)'      14007  17321  13945  17322  17302  14058
-CONVEX 655    'GT_PK(2,2)'      13643  17323  13705  17324  16328  13584
-CONVEX 656    'GT_PK(2,2)'      14041  17325  13984  17298  17326  14094
-CONVEX 657    'GT_PK(2,2)'      13758  17327  13701  17328  17329  13640
-CONVEX 658    'GT_PK(2,2)'      14214  17330  14269  17331  16338  14156
-CONVEX 659    'GT_PK(2,2)'      14750  17332  14700  17333  17334  14647
-CONVEX 660    'GT_PK(2,2)'      14434  17335  14541  17336  17337  14488
-CONVEX 661    'GT_PK(2,2)'      14320  17338  14206  17339  17340  14265
-CONVEX 662    'GT_PK(2,2)'      14379  17341  14320  17342  17339  14265
-CONVEX 663    'GT_PK(2,2)'      14328  17343  14214  17344  17345  14270
-CONVEX 664    'GT_PK(2,2)'      14214  17343  14328  17330  17346  14269
-CONVEX 665    'GT_PK(2,2)'      14269  17347  14325  16337  17348  14211
-CONVEX 666    'GT_PK(2,2)'      14211  17348  14325  17349  17350  14265
-CONVEX 667    'GT_PK(2,2)'      14325  17351  14379  17350  17342  14265
-CONVEX 668    'GT_PK(2,2)'      14325  17352  14436  17351  17353  14379
-CONVEX 669    'GT_PK(2,2)'      14650  17354  14596  16340  17355  14700
-CONVEX 670    'GT_PK(2,2)'      14700  17355  14596  17334  17356  14647
-CONVEX 671    'GT_PK(2,2)'      14596  17357  14541  17356  17358  14647
-CONVEX 672    'GT_PK(2,2)'      14541  17357  14596  17337  17359  14488
-CONVEX 673    'GT_PK(2,2)'      14702  17360  14599  16343  17361  14650
-CONVEX 674    'GT_PK(2,2)'      14826  17362  14722  17363  17364  14776
-CONVEX 675    'GT_PK(2,2)'      14114  17365  14055  17366  17367  14173
-CONVEX 676    'GT_PK(2,2)'      14055  17365  14114  17368  17369  13998
-CONVEX 677    'GT_PK(2,2)'      14228  17370  14114  17371  17366  14173
-CONVEX 678    'GT_PK(2,2)'      14114  17370  14228  17372  17373  14172
-CONVEX 679    'GT_PK(2,2)'      15552  17374  15476  17375  17376  15517
-CONVEX 680    'GT_PK(2,2)'      10592  16109  10668  17377  17378  10522
-CONVEX 681    'GT_PK(2,2)'      10592  17377  10522  17293  17379  10446
-CONVEX 682    'GT_PK(2,2)'      10657  17380  10801  17381  17382  10730
-CONVEX 683    'GT_PK(2,2)'      10215  17383  10066  17384  16345  10140
-CONVEX 684    'GT_PK(2,2)'      11578  17385  11649  17386  17387  11509
-CONVEX 685    'GT_PK(2,2)'      13755  17388  13695  17389  17390  13809
-CONVEX 686    'GT_PK(2,2)'      13149  17391  13087  16357  17392  13022
-CONVEX 687    'GT_PK(2,2)'      13087  17391  13149  17393  16352  13215
-CONVEX 688    'GT_PK(2,2)'      13087  17393  13215  17394  17395  13153
-CONVEX 689    'GT_PK(2,2)'      13337  17396  13212  16365  17397  13274
-CONVEX 690    'GT_PK(2,2)'      13212  17398  13146  17397  16367  13274
-CONVEX 691    'GT_PK(2,2)'      13146  17398  13212  17399  17400  13084
-CONVEX 692    'GT_PK(2,2)'      13212  17401  13149  17400  16355  13084
-CONVEX 693    'GT_PK(2,2)'      13149  17401  13212  16354  17402  13276
-CONVEX 694    'GT_PK(2,2)'      13212  17396  13337  17402  16359  13276
-CONVEX 695    'GT_PK(2,2)'      13460  17403  13400  17404  16363  13335
-CONVEX 696    'GT_PK(2,2)'      13397  17405  13460  17406  17404  13335
-CONVEX 697    'GT_PK(2,2)'      13646  17407  13523  16329  17408  13584
-CONVEX 698    'GT_PK(2,2)'      13523  17409  13460  17408  17410  13584
-CONVEX 699    'GT_PK(2,2)'      13460  17409  13523  17403  17411  13400
-CONVEX 700    'GT_PK(2,2)'      13400  17411  13523  16366  17412  13463
-CONVEX 701    'GT_PK(2,2)'      13463  17412  13523  16096  17413  13587
-CONVEX 702    'GT_PK(2,2)'      13523  17407  13646  17413  16334  13587
-CONVEX 703    'GT_PK(2,2)'      13031  17414  13097  17415  17183  12966
-CONVEX 704    'GT_PK(2,2)'      13146  17416  13082  16368  17417  13210
-CONVEX 705    'GT_PK(2,2)'      13082  17418  13144  17417  17419  13210
-CONVEX 706    'GT_PK(2,2)'      13017  17420  13082  17421  17422  12952
-CONVEX 707    'GT_PK(2,2)'      13082  17420  13017  17418  17423  13144
-CONVEX 708    'GT_PK(2,2)'      13019  17424  13146  17425  17399  13084
-CONVEX 709    'GT_PK(2,2)'      12955  17426  13019  16369  17425  13084
-CONVEX 710    'GT_PK(2,2)'      13082  17427  13019  17422  17428  12952
-CONVEX 711    'GT_PK(2,2)'      13019  17427  13082  17424  17416  13146
-CONVEX 712    'GT_PK(2,2)'      9796  17429  9650  17430  17431  9722
-CONVEX 713    'GT_PK(2,2)'      9796  17430  9722  17432  17433  9868
-CONVEX 714    'GT_PK(2,2)'      9725  17434  9796  17435  17436  9871
-CONVEX 715    'GT_PK(2,2)'      428  17437  13  17438  17439  11
-CONVEX 716    'GT_PK(2,2)'      13  17437  428  17440  17441  436
-CONVEX 717    'GT_PK(2,2)'      15  17442  13  17443  17440  436
-CONVEX 718    'GT_PK(2,2)'      438  17444  432  17445  17446  458
-CONVEX 719    'GT_PK(2,2)'      432  17444  438  17447  16380  17
-CONVEX 720    'GT_PK(2,2)'      15  17448  432  17449  17447  17
-CONVEX 721    'GT_PK(2,2)'      458  17446  432  16100  17450  436
-CONVEX 722    'GT_PK(2,2)'      432  17448  15  17450  17443  436
-CONVEX 723    'GT_PK(2,2)'      9796  17451  9944  17436  17452  9871
-CONVEX 724    'GT_PK(2,2)'      9944  17451  9796  17453  17432  9868
-CONVEX 725    'GT_PK(2,2)'      9796  17434  9725  17429  17454  9650
-CONVEX 726    'GT_PK(2,2)'      21  17455  441  17456  17457  23
-CONVEX 727    'GT_PK(2,2)'      21  17458  19  17459  16378  445
-CONVEX 728    'GT_PK(2,2)'      441  17455  21  17460  17459  445
-CONVEX 729    'GT_PK(2,2)'      479  17461  451  16382  17462  493
-CONVEX 730    'GT_PK(2,2)'      441  17463  451  17457  17464  23
-CONVEX 731    'GT_PK(2,2)'      451  17465  25  17464  17466  23
-CONVEX 732    'GT_PK(2,2)'      451  17461  479  17467  16387  455
-CONVEX 733    'GT_PK(2,2)'      25  17465  451  16410  17467  455
-CONVEX 734    'GT_PK(2,2)'      593  17468  563  16516  17469  617
-CONVEX 735    'GT_PK(2,2)'      471  17470  513  17471  17472  493
-CONVEX 736    'GT_PK(2,2)'      451  17473  471  17462  17471  493
-CONVEX 737    'GT_PK(2,2)'      471  17473  451  17474  17463  441
-CONVEX 738    'GT_PK(2,2)'      471  17474  441  17475  17460  445
-CONVEX 739    'GT_PK(2,2)'      438  17476  468  16379  17477  445
-CONVEX 740    'GT_PK(2,2)'      468  17476  438  17478  17445  458
-CONVEX 741    'GT_PK(2,2)'      492  17479  468  16389  17478  458
-CONVEX 742    'GT_PK(2,2)'      452  17480  467  17481  16099  436
-CONVEX 743    'GT_PK(2,2)'      428  17482  452  17441  17481  436
-CONVEX 744    'GT_PK(2,2)'      433  17483  9  17484  16398  423
-CONVEX 745    'GT_PK(2,2)'      433  17485  452  17486  17482  428
-CONVEX 746    'GT_PK(2,2)'      452  17485  433  17487  17488  463
-CONVEX 747    'GT_PK(2,2)'      433  17486  428  17489  17438  11
-CONVEX 748    'GT_PK(2,2)'      9  17483  433  17490  17489  11
-CONVEX 749    'GT_PK(2,2)'      448  17491  431  17492  16392  461
-CONVEX 750    'GT_PK(2,2)'      431  17491  448  16396  17493  423
-CONVEX 751    'GT_PK(2,2)'      448  17494  433  17493  17484  423
-CONVEX 752    'GT_PK(2,2)'      433  17494  448  17488  17495  463
-CONVEX 753    'GT_PK(2,2)'      606  17496  637  17497  17498  582
-CONVEX 754    'GT_PK(2,2)'      550  17499  529  17500  17501  504
-CONVEX 755    'GT_PK(2,2)'      510  17502  533  17503  17504  492
-CONVEX 756    'GT_PK(2,2)'      510  17503  492  17505  16390  467
-CONVEX 757    'GT_PK(2,2)'      431  17506  426  16391  17507  450
-CONVEX 758    'GT_PK(2,2)'      421  17508  426  16424  17509  3
-CONVEX 759    'GT_PK(2,2)'      426  17510  5  17509  17511  3
-CONVEX 760    'GT_PK(2,2)'      426  17506  431  17510  16393  5
-CONVEX 761    'GT_PK(2,2)'      530  17512  503  17513  16402  486
-CONVEX 762    'GT_PK(2,2)'      443  17514  421  17515  16425  427
-CONVEX 763    'GT_PK(2,2)'      443  17516  474  17517  16405  450
-CONVEX 764    'GT_PK(2,2)'      426  17518  443  17507  17517  450
-CONVEX 765    'GT_PK(2,2)'      443  17518  426  17514  17508  421
-CONVEX 766    'GT_PK(2,2)'      9426  17519  9277  17520  17521  9352
-CONVEX 767    'GT_PK(2,2)'      9426  17520  9352  17522  17523  9500
-CONVEX 768    'GT_PK(2,2)'      9354  17524  9426  17525  17526  9502
-CONVEX 769    'GT_PK(2,2)'      9502  17526  9426  17527  17528  9576
-CONVEX 770    'GT_PK(2,2)'      9426  17522  9500  17528  17529  9576
-CONVEX 771    'GT_PK(2,2)'      36  17530  38  17531  17532  499
-CONVEX 772    'GT_PK(2,2)'      481  17533  36  17534  17531  499
-CONVEX 773    'GT_PK(2,2)'      36  17533  481  17535  17536  34
-CONVEX 774    'GT_PK(2,2)'      9426  17524  9354  17519  17537  9277
-CONVEX 775    'GT_PK(2,2)'      7934  17538  7790  17539  17540  7921
-CONVEX 776    'GT_PK(2,2)'      7790  17538  7934  17541  17542  7859
-CONVEX 777    'GT_PK(2,2)'      7934  17543  8007  17542  17544  7859
-CONVEX 778    'GT_PK(2,2)'      8007  17543  7934  17545  17546  8081
-CONVEX 779    'GT_PK(2,2)'      7766  17547  7790  17548  17549  7666
-CONVEX 780    'GT_PK(2,2)'      7790  17547  7766  17540  17550  7921
-CONVEX 781    'GT_PK(2,2)'      4607  17551  4467  17552  17553  4536
-CONVEX 782    'GT_PK(2,2)'      4467  17554  4538  17555  17556  4399
-CONVEX 783    'GT_PK(2,2)'      4538  17554  4467  17557  17551  4607
-CONVEX 784    'GT_PK(2,2)'      3851  17558  3917  17559  17560  3986
-CONVEX 785    'GT_PK(2,2)'      3454  17561  3389  17562  17563  3323
-CONVEX 786    'GT_PK(2,2)'      4186  17564  4116  17565  17566  4254
-CONVEX 787    'GT_PK(2,2)'      3250  17567  3379  17568  17569  3315
-CONVEX 788    'GT_PK(2,2)'      4167  17570  4235  17571  17572  4306
-CONVEX 789    'GT_PK(2,2)'      4235  17570  4167  17573  17574  4097
-CONVEX 790    'GT_PK(2,2)'      4795  17575  4725  17576  17577  4654
-CONVEX 791    'GT_PK(2,2)'      6925  17578  6992  17579  17580  7067
-CONVEX 792    'GT_PK(2,2)'      6557  17581  6411  17582  17583  6482
-CONVEX 793    'GT_PK(2,2)'      6411  17581  6557  17584  17585  6483
-CONVEX 794    'GT_PK(2,2)'      6557  17586  6630  17585  17587  6483
-CONVEX 795    'GT_PK(2,2)'      6630  17586  6557  17588  17589  6705
-CONVEX 796    'GT_PK(2,2)'      7944  17590  8091  17591  17592  8026
-CONVEX 797    'GT_PK(2,2)'      9662  17593  9737  17594  17595  9589
-CONVEX 798    'GT_PK(2,2)'      8088  17596  8010  17597  17598  8197
-CONVEX 799    'GT_PK(2,2)'      8010  17596  8088  17599  17600  7936
-CONVEX 800    'GT_PK(2,2)'      9520  17601  9370  17602  17603  9446
-CONVEX 801    'GT_PK(2,2)'      9444  17604  9370  17605  17601  9520
-CONVEX 802    'GT_PK(2,2)'      6563  17606  6489  17607  17608  6638
-CONVEX 803    'GT_PK(2,2)'      6413  17609  6487  17610  17611  6562
-CONVEX 804    'GT_PK(2,2)'      6487  17609  6413  17612  17613  6339
-CONVEX 805    'GT_PK(2,2)'      9167  17614  9309  17615  17616  9233
-CONVEX 806    'GT_PK(2,2)'      9242  17617  9167  17618  17619  9098
-CONVEX 807    'GT_PK(2,2)'      9167  17617  9242  17614  17620  9309
-CONVEX 808    'GT_PK(2,2)'      10478  17621  10624  17622  17623  10550
-CONVEX 809    'GT_PK(2,2)'      10409  17624  10335  17625  17626  10263
-CONVEX 810    'GT_PK(2,2)'      9584  17627  9735  17628  17629  9659
-CONVEX 811    'GT_PK(2,2)'      9584  17630  9508  17631  17268  9434
-CONVEX 812    'GT_PK(2,2)'      9508  17630  9584  17632  17628  9659
-CONVEX 813    'GT_PK(2,2)'      8913  17633  8989  17634  17635  9064
-CONVEX 814    'GT_PK(2,2)'      13104  17636  13044  17637  16449  12976
-CONVEX 815    'GT_PK(2,2)'      13104  17638  13165  17639  17640  13231
-CONVEX 816    'GT_PK(2,2)'      13037  17641  13104  17642  17637  12976
-CONVEX 817    'GT_PK(2,2)'      13165  17638  13104  17643  17641  13037
-CONVEX 818    'GT_PK(2,2)'      12915  17644  12849  16457  17645  12783
-CONVEX 819    'GT_PK(2,2)'      13112  17646  13047  17647  17648  13176
-CONVEX 820    'GT_PK(2,2)'      12918  17649  13047  17650  17651  12984
-CONVEX 821    'GT_PK(2,2)'      13047  17646  13112  17651  17652  12984
-CONVEX 822    'GT_PK(2,2)'      12848  17653  12782  16453  17654  12914
-CONVEX 823    'GT_PK(2,2)'      12903  17655  13033  17656  17657  12969
-CONVEX 824    'GT_PK(2,2)'      13033  17655  12903  17184  17658  12966
-CONVEX 825    'GT_PK(2,2)'      12519  17659  12653  17209  17660  12587
-CONVEX 826    'GT_PK(2,2)'      12653  17661  12720  17660  17662  12587
-CONVEX 827    'GT_PK(2,2)'      12108  17663  12179  17664  17665  12247
-CONVEX 828    'GT_PK(2,2)'      9916  17666  10064  17667  16349  9991
-CONVEX 829    'GT_PK(2,2)'      9844  17668  9916  17669  17667  9991
-CONVEX 830    'GT_PK(2,2)'      10066  17670  9918  16347  17671  9991
-CONVEX 831    'GT_PK(2,2)'      9918  17672  9844  17671  17669  9991
-CONVEX 832    'GT_PK(2,2)'      9070  17673  8994  17674  17675  8921
-CONVEX 833    'GT_PK(2,2)'      8994  17673  9070  17676  17677  9142
-CONVEX 834    'GT_PK(2,2)'      7965  17678  8119  17679  17680  8039
-CONVEX 835    'GT_PK(2,2)'      2635  17681  2751  17682  17683  2691
-CONVEX 836    'GT_PK(2,2)'      1675  17684  1572  17685  17686  1623
-CONVEX 837    'GT_PK(2,2)'      3536  17687  3602  17688  17689  3668
-CONVEX 838    'GT_PK(2,2)'      3810  17690  3747  17691  17692  3879
-CONVEX 839    'GT_PK(2,2)'      3417  17693  3482  17694  17695  3547
-CONVEX 840    'GT_PK(2,2)'      5205  17696  5136  17697  17698  5279
-CONVEX 841    'GT_PK(2,2)'      3422  17699  3293  17700  17701  3358
-CONVEX 842    'GT_PK(2,2)'      3293  17699  3422  17702  17703  3355
-CONVEX 843    'GT_PK(2,2)'      3487  17704  3620  17705  16465  3552
-CONVEX 844    'GT_PK(2,2)'      3487  17706  3422  17707  17700  3358
-CONVEX 845    'GT_PK(2,2)'      3422  17706  3487  17708  17705  3552
-CONVEX 846    'GT_PK(2,2)'      3883  17709  3818  17710  17711  3952
-CONVEX 847    'GT_PK(2,2)'      3818  17712  3750  17713  17714  3684
-CONVEX 848    'GT_PK(2,2)'      3818  17709  3883  17712  17715  3750
-CONVEX 849    'GT_PK(2,2)'      1760  17716  1811  17717  17718  1699
-CONVEX 850    'GT_PK(2,2)'      1864  17719  1811  17720  17721  1919
-CONVEX 851    'GT_PK(2,2)'      1978  17722  2048  16470  17723  2089
-CONVEX 852    'GT_PK(2,2)'      2048  17722  1978  17724  17725  1941
-CONVEX 853    'GT_PK(2,2)'      1796  17726  1744  17727  17728  1690
-CONVEX 854    'GT_PK(2,2)'      10499  17729  10351  17730  17731  10422
-CONVEX 855    'GT_PK(2,2)'      10570  17732  10499  17733  17730  10422
-CONVEX 856    'GT_PK(2,2)'      10425  17734  10499  17735  17736  10572
-CONVEX 857    'GT_PK(2,2)'      99  17737  97  17738  17739  1690
-CONVEX 858    'GT_PK(2,2)'      1744  17740  99  17728  17738  1690
-CONVEX 859    'GT_PK(2,2)'      1743  17741  1796  17742  17727  1690
-CONVEX 860    'GT_PK(2,2)'      1751  17743  1806  17744  17745  1858
-CONVEX 861    'GT_PK(2,2)'      1798  17746  1751  17747  17744  1858
-CONVEX 862    'GT_PK(2,2)'      1181  17748  1271  17749  17750  1227
-CONVEX 863    'GT_PK(2,2)'      1271  17748  1181  17751  17752  1226
-CONVEX 864    'GT_PK(2,2)'      1178  17753  1222  16477  17754  1269
-CONVEX 865    'GT_PK(2,2)'      1264  17755  1222  17756  17757  1172
-CONVEX 866    'GT_PK(2,2)'      1222  17758  1129  17757  17759  1172
-CONVEX 867    'GT_PK(2,2)'      1129  17758  1222  17760  17753  1178
-CONVEX 868    'GT_PK(2,2)'      1135  17761  1181  17762  17763  1093
-CONVEX 869    'GT_PK(2,2)'      1135  17764  1178  17765  16475  1226
-CONVEX 870    'GT_PK(2,2)'      1181  17761  1135  17752  17765  1226
-CONVEX 871    'GT_PK(2,2)'      1674  17766  1621  17767  17768  1725
-CONVEX 872    'GT_PK(2,2)'      1571  17769  1674  17770  17771  1623
-CONVEX 873    'GT_PK(2,2)'      1674  17769  1571  17766  16478  1621
-CONVEX 874    'GT_PK(2,2)'      470  17772  466  17773  16482  508
-CONVEX 875    'GT_PK(2,2)'      31  17774  470  16036  17775  478
-CONVEX 876    'GT_PK(2,2)'      470  17774  31  17776  17777  29
-CONVEX 877    'GT_PK(2,2)'      466  17772  470  16486  17776  29
-CONVEX 878    'GT_PK(2,2)'      1050  17778  1008  17779  17780  1093
-CONVEX 879    'GT_PK(2,2)'      1273  17781  1182  17782  17783  1227
-CONVEX 880    'GT_PK(2,2)'      1101  17784  1143  17785  17786  1190
-CONVEX 881    'GT_PK(2,2)'      891  17787  853  16506  17788  817
-CONVEX 882    'GT_PK(2,2)'      818  17789  853  16509  17790  892
-CONVEX 883    'GT_PK(2,2)'      716  17791  678  17792  17793  745
-CONVEX 884    'GT_PK(2,2)'      713  17794  678  16519  17795  651
-CONVEX 885    'GT_PK(2,2)'      678  17794  713  17793  17796  745
-CONVEX 886    'GT_PK(2,2)'      783  17797  716  17798  17792  745
-CONVEX 887    'GT_PK(2,2)'      818  17799  783  17800  17798  745
-CONVEX 888    'GT_PK(2,2)'      783  17801  855  17802  17803  820
-CONVEX 889    'GT_PK(2,2)'      783  17799  818  17801  16507  855
-CONVEX 890    'GT_PK(2,2)'      781  17804  713  17805  16518  748
-CONVEX 891    'GT_PK(2,2)'      781  17806  853  17807  17789  818
-CONVEX 892    'GT_PK(2,2)'      781  17807  818  17808  17800  745
-CONVEX 893    'GT_PK(2,2)'      713  17804  781  17796  17808  745
-CONVEX 894    'GT_PK(2,2)'      781  17805  748  17809  16501  817
-CONVEX 895    'GT_PK(2,2)'      853  17806  781  17788  17809  817
-CONVEX 896    'GT_PK(2,2)'      10499  17810  10645  17736  17811  10572
-CONVEX 897    'GT_PK(2,2)'      10645  17810  10499  17812  17732  10570
-CONVEX 898    'GT_PK(2,2)'      10499  17734  10425  17729  17813  10351
-CONVEX 899    'GT_PK(2,2)'      10347  17814  10274  17815  17816  10198
-CONVEX 900    'GT_PK(2,2)'      15224  17817  15266  17818  17819  15310
-CONVEX 901    'GT_PK(2,2)'      10198  17816  10274  17820  17821  10126
-CONVEX 902    'GT_PK(2,2)'      10420  17822  10274  17823  17814  10347
-CONVEX 903    'GT_PK(2,2)'      10274  17824  10201  17821  17825  10126
-CONVEX 904    'GT_PK(2,2)'      10274  17822  10420  17826  17827  10349
-CONVEX 905    'GT_PK(2,2)'      10274  17826  10349  17824  17828  10201
-CONVEX 906    'GT_PK(2,2)'      5166  17829  5311  17830  17831  5239
-CONVEX 907    'GT_PK(2,2)'      332  17832  334  16539  17833  15043
-CONVEX 908    'GT_PK(2,2)'      334  17834  15099  17833  17835  15043
-CONVEX 909    'GT_PK(2,2)'      5166  17830  5239  17836  17837  5096
-CONVEX 910    'GT_PK(2,2)'      345  17838  15351  17839  17840  343
-CONVEX 911    'GT_PK(2,2)'      15266  17841  15351  17819  17842  15310
-CONVEX 912    'GT_PK(2,2)'      5237  17843  5166  17844  17845  5094
-CONVEX 913    'GT_PK(2,2)'      5094  17845  5166  17846  17847  5024
-CONVEX 914    'GT_PK(2,2)'      5166  17836  5096  17847  17848  5024
-CONVEX 915    'GT_PK(2,2)'      14897  17849  328  16541  17850  330
-CONVEX 916    'GT_PK(2,2)'      326  17851  328  17852  17853  14847
-CONVEX 917    'GT_PK(2,2)'      328  17849  14897  17853  16546  14847
-CONVEX 918    'GT_PK(2,2)'      14736  17854  14692  16534  17855  14795
-CONVEX 919    'GT_PK(2,2)'      14692  17856  14744  17855  16530  14795
-CONVEX 920    'GT_PK(2,2)'      14692  17854  14736  17857  17858  14634
-CONVEX 921    'GT_PK(2,2)'      14586  17859  14692  17860  17857  14634
-CONVEX 922    'GT_PK(2,2)'      14641  17861  14692  17862  17859  14586
-CONVEX 923    'GT_PK(2,2)'      14692  17861  14641  17856  17863  14744
-CONVEX 924    'GT_PK(2,2)'      14796  17864  326  17865  17852  14847
-CONVEX 925    'GT_PK(2,2)'      14744  17866  14796  16529  17865  14847
-CONVEX 926    'GT_PK(2,2)'      326  17864  14796  17867  17868  324
-CONVEX 927    'GT_PK(2,2)'      14852  17869  14836  17870  16545  14898
-CONVEX 928    'GT_PK(2,2)'      15506  17871  15542  17872  17873  15466
-CONVEX 929    'GT_PK(2,2)'      15579  17874  15506  17875  17876  15543
-CONVEX 930    'GT_PK(2,2)'      15506  17874  15579  17871  17877  15542
-CONVEX 931    'GT_PK(2,2)'      15542  17878  15504  17873  17879  15466
-CONVEX 932    'GT_PK(2,2)'      15504  17880  15425  17879  17881  15466
-CONVEX 933    'GT_PK(2,2)'      15539  17882  15504  16550  17883  15577
-CONVEX 934    'GT_PK(2,2)'      15504  17878  15542  17883  17884  15577
-CONVEX 935    'GT_PK(2,2)'      15681  17885  15745  17886  17887  15715
-CONVEX 936    'GT_PK(2,2)'      15682  17888  15711  17889  17890  15648
-CONVEX 937    'GT_PK(2,2)'      15711  17891  15679  17890  17892  15648
-CONVEX 938    'GT_PK(2,2)'      15711  17893  15744  17894  17895  15770
-CONVEX 939    'GT_PK(2,2)'      15744  17893  15711  17896  17888  15682
-CONVEX 940    'GT_PK(2,2)'      15647  17897  15611  17898  16549  15577
-CONVEX 941    'GT_PK(2,2)'      15611  17897  15647  17899  17900  15681
-CONVEX 942    'GT_PK(2,2)'      15739  17901  15711  17902  17894  15770
-CONVEX 943    'GT_PK(2,2)'      15711  17901  15739  17891  17903  15679
-CONVEX 944    'GT_PK(2,2)'      14734  17904  14784  17905  17906  14679
-CONVEX 945    'GT_PK(2,2)'      14962  17907  14921  17908  17909  15011
-CONVEX 946    'GT_PK(2,2)'      14921  17907  14962  17910  17911  14868
-CONVEX 947    'GT_PK(2,2)'      14784  17912  14731  17906  17913  14679
-CONVEX 948    'GT_PK(2,2)'      14461  17914  14515  17915  17916  14406
-CONVEX 949    'GT_PK(2,2)'      14731  17917  14779  17918  17919  14677
-CONVEX 950    'GT_PK(2,2)'      15930  17920  15939  17921  17922  15908
-CONVEX 951    'GT_PK(2,2)'      15939  17923  15937  17922  17924  15908
-CONVEX 952    'GT_PK(2,2)'      15937  17925  398  17926  17927  400
-CONVEX 953    'GT_PK(2,2)'      15939  17928  398  17923  17925  15937
-CONVEX 954    'GT_PK(2,2)'      394  17929  15930  17930  17931  15919
-CONVEX 955    'GT_PK(2,2)'      5166  17843  5237  17829  17932  5311
-CONVEX 956    'GT_PK(2,2)'      1268  17933  1315  17934  17935  1224
-CONVEX 957    'GT_PK(2,2)'      1315  17936  1267  17935  17937  1224
-CONVEX 958    'GT_PK(2,2)'      1267  17936  1315  17938  17939  1362
-CONVEX 959    'GT_PK(2,2)'      1411  17940  1315  17941  17942  1363
-CONVEX 960    'GT_PK(2,2)'      1315  17940  1411  17939  17943  1362
-CONVEX 961    'GT_PK(2,2)'      15390  17944  15349  17945  17946  15431
-CONVEX 962    'GT_PK(2,2)'      15953  17947  15921  17948  17949  15936
-CONVEX 963    'GT_PK(2,2)'      15958  17950  15953  17951  17948  15936
-CONVEX 964    'GT_PK(2,2)'      15963  17952  15959  16154  17953  418
-CONVEX 965    'GT_PK(2,2)'      15959  17954  416  17953  17955  418
-CONVEX 966    'GT_PK(2,2)'      15959  17956  15926  17957  17958  15941
-CONVEX 967    'GT_PK(2,2)'      15961  17959  15953  17960  17961  414
-CONVEX 968    'GT_PK(2,2)'      416  17962  15961  17963  17960  414
-CONVEX 969    'GT_PK(2,2)'      15959  17964  15961  17954  17962  416
-CONVEX 970    'GT_PK(2,2)'      15961  17964  15959  17965  17957  15941
-CONVEX 971    'GT_PK(2,2)'      1315  17933  1268  17942  17966  1363
-CONVEX 972    'GT_PK(2,2)'      1314  17967  1410  17968  17969  1363
-CONVEX 973    'GT_PK(2,2)'      1410  17967  1314  17970  17971  1360
-CONVEX 974    'GT_PK(2,2)'      1360  17971  1314  17972  17973  1266
-CONVEX 975    'GT_PK(2,2)'      408  17974  15954  17975  17976  406
-CONVEX 976    'GT_PK(2,2)'      15878  17977  15831  17978  17979  15851
-CONVEX 977    'GT_PK(2,2)'      15845  17980  15871  17981  17982  15887
-CONVEX 978    'GT_PK(2,2)'      13254  17983  13190  17984  17985  13125
-CONVEX 979    'GT_PK(2,2)'      13190  17986  13060  17985  17987  13125
-CONVEX 980    'GT_PK(2,2)'      13941  17988  13881  17989  17990  14001
-CONVEX 981    'GT_PK(2,2)'      13821  17991  13881  17992  17988  13941
-CONVEX 982    'GT_PK(2,2)'      12724  17993  12856  17994  17995  12789
-CONVEX 983    'GT_PK(2,2)'      3468  17996  3404  17997  17998  3535
-CONVEX 984    'GT_PK(2,2)'      3404  17999  3469  17998  18000  3535
-CONVEX 985    'GT_PK(2,2)'      3469  17999  3404  18001  18002  3339
-CONVEX 986    'GT_PK(2,2)'      3469  18003  3407  18004  18005  3536
-CONVEX 987    'GT_PK(2,2)'      3407  18003  3469  18006  18001  3339
-CONVEX 988    'GT_PK(2,2)'      1268  18007  1314  17966  17968  1363
-CONVEX 989    'GT_PK(2,2)'      1314  18007  1268  18008  18009  1223
-CONVEX 990    'GT_PK(2,2)'      1314  18008  1223  17973  18010  1266
-CONVEX 991    'GT_PK(2,2)'      3175  18011  3049  18012  18013  3111
-CONVEX 992    'GT_PK(2,2)'      2954  18014  3080  18015  18016  3018
-CONVEX 993    'GT_PK(2,2)'      134  18017  3208  18018  18019  136
-CONVEX 994    'GT_PK(2,2)'      3240  18020  3175  18021  18012  3111
-CONVEX 995    'GT_PK(2,2)'      3049  18011  3175  18022  18023  3113
-CONVEX 996    'GT_PK(2,2)'      70  18024  937  18025  18026  72
-CONVEX 997    'GT_PK(2,2)'      3175  18027  3305  18028  18029  3242
-CONVEX 998    'GT_PK(2,2)'      3113  18023  3175  18030  18028  3242
-CONVEX 999    'GT_PK(2,2)'      602  18031  573  18032  16615  548
-CONVEX 1000    'GT_PK(2,2)'      3175  18020  3240  18027  18033  3305
-CONVEX 1001    'GT_PK(2,2)'      3111  18013  3049  18034  18035  2984
-CONVEX 1002    'GT_PK(2,2)'      2984  18035  3049  18036  18037  2922
-CONVEX 1003    'GT_PK(2,2)'      54  18038  52  18039  18040  633
-CONVEX 1004    'GT_PK(2,2)'      54  18041  661  18042  18043  56
-CONVEX 1005    'GT_PK(2,2)'      661  18044  691  18043  18045  56
-CONVEX 1006    'GT_PK(2,2)'      691  18044  661  18046  18047  724
-CONVEX 1007    'GT_PK(2,2)'      661  18041  54  18048  18039  633
-CONVEX 1008    'GT_PK(2,2)'      904  18049  830  18050  18051  869
-CONVEX 1009    'GT_PK(2,2)'      830  18049  904  18052  18053  863
-CONVEX 1010    'GT_PK(2,2)'      48  18054  46  18055  16614  573
-CONVEX 1011    'GT_PK(2,2)'      3049  18056  2985  18037  18057  2922
-CONVEX 1012    'GT_PK(2,2)'      3049  18022  3113  18056  18058  2985
-CONVEX 1013    'GT_PK(2,2)'      5112  16303  4969  18059  18060  5041
-CONVEX 1014    'GT_PK(2,2)'      37  18061  501  18062  16630  40
-CONVEX 1015    'GT_PK(2,2)'      5112  18059  5041  18063  18064  5184
-CONVEX 1016    'GT_PK(2,2)'      5112  18063  5184  18065  18066  5254
-CONVEX 1017    'GT_PK(2,2)'      5182  16311  5112  18067  18065  5254
-CONVEX 1018    'GT_PK(2,2)'      10880  16078  10809  18068  16275  10735
-CONVEX 1019    'GT_PK(2,2)'      14841  18069  14945  18070  16647  14889
-CONVEX 1020    'GT_PK(2,2)'      10740  18071  10668  18072  16113  10813
-CONVEX 1021    'GT_PK(2,2)'      10668  18071  10740  18073  18074  10595
-CONVEX 1022    'GT_PK(2,2)'      10887  18075  10740  18076  18072  10813
-CONVEX 1023    'GT_PK(2,2)'      10595  18074  10740  18077  18078  10670
-CONVEX 1024    'GT_PK(2,2)'      10740  18075  10887  18079  18080  10816
-CONVEX 1025    'GT_PK(2,2)'      10740  18079  10816  18078  18081  10670
-CONVEX 1026    'GT_PK(2,2)'      12521  18082  272  18083  18084  274
-CONVEX 1027    'GT_PK(2,2)'      10462  18085  10534  18086  18087  10388
-CONVEX 1028    'GT_PK(2,2)'      266  18088  268  18089  18090  12215
-CONVEX 1029    'GT_PK(2,2)'      10960  18091  11032  18092  18093  11104
-CONVEX 1030    'GT_PK(2,2)'      11104  18093  11032  18094  18095  11173
-CONVEX 1031    'GT_PK(2,2)'      10957  18096  11032  18097  18098  10887
-CONVEX 1032    'GT_PK(2,2)'      11032  18096  10957  18099  18100  11101
-CONVEX 1033    'GT_PK(2,2)'      11191  18101  11256  18102  18103  11117
-CONVEX 1034    'GT_PK(2,2)'      5289  18104  5256  18105  18106  5400
-CONVEX 1035    'GT_PK(2,2)'      5117  18107  5289  18108  18109  5189
-CONVEX 1036    'GT_PK(2,2)'      5289  18107  5117  18104  18110  5256
-CONVEX 1037    'GT_PK(2,2)'      5256  18111  172  18106  18112  5400
-CONVEX 1038    'GT_PK(2,2)'      6280  18113  6132  16681  18114  185
-CONVEX 1039    'GT_PK(2,2)'      81  18115  1119  18116  16698  79
-CONVEX 1040    'GT_PK(2,2)'      10887  18098  11032  18117  18091  10960
-CONVEX 1041    'GT_PK(2,2)'      11032  18099  11101  18095  18118  11173
-CONVEX 1042    'GT_PK(2,2)'      1165  18119  81  18120  18121  82
-CONVEX 1043    'GT_PK(2,2)'      81  18119  1165  18115  18122  1119
-CONVEX 1044    'GT_PK(2,2)'      1032  18123  77  18124  16706  1075
-CONVEX 1045    'GT_PK(2,2)'      1117  18125  1032  16719  18124  1075
-CONVEX 1046    'GT_PK(2,2)'      1032  18125  1117  18126  18127  1073
-CONVEX 1047    'GT_PK(2,2)'      1589  18128  1641  18129  18130  1692
-CONVEX 1048    'GT_PK(2,2)'      1641  18131  1746  18130  16820  1692
-CONVEX 1049    'GT_PK(2,2)'      1746  18131  1641  16816  18132  1694
-CONVEX 1050    'GT_PK(2,2)'      1694  18132  1641  16248  18133  1591
-CONVEX 1051    'GT_PK(2,2)'      1538  18134  1490  18135  16209  1591
-CONVEX 1052    'GT_PK(2,2)'      1641  18136  1538  18133  18135  1591
-CONVEX 1053    'GT_PK(2,2)'      1538  18136  1641  18137  18128  1589
-CONVEX 1054    'GT_PK(2,2)'      1640  18138  1589  18139  18129  1692
-CONVEX 1055    'GT_PK(2,2)'      1589  18138  1640  18140  18141  1539
-CONVEX 1056    'GT_PK(2,2)'      10957  16313  11028  18100  18142  11101
-CONVEX 1057    'GT_PK(2,2)'      1032  18143  75  18123  18144  77
-CONVEX 1058    'GT_PK(2,2)'      1342  18145  1439  16717  18146  1391
-CONVEX 1059    'GT_PK(2,2)'      1538  18147  1439  18134  18148  1490
-CONVEX 1060    'GT_PK(2,2)'      1343  18149  1392  18150  18151  1295
-CONVEX 1061    'GT_PK(2,2)'      1392  18152  1342  18151  18153  1295
-CONVEX 1062    'GT_PK(2,2)'      1392  18149  1343  18154  18155  1441
-CONVEX 1063    'GT_PK(2,2)'      1392  18156  1439  18152  18145  1342
-CONVEX 1064    'GT_PK(2,2)'      1490  18157  1392  16208  18154  1441
-CONVEX 1065    'GT_PK(2,2)'      1439  18156  1392  18148  18157  1490
-CONVEX 1066    'GT_PK(2,2)'      1548  18158  1446  18159  18160  1498
-CONVEX 1067    'GT_PK(2,2)'      1548  18161  1651  18162  16785  1597
-CONVEX 1068    'GT_PK(2,2)'      1252  18163  1205  18164  18165  1161
-CONVEX 1069    'GT_PK(2,2)'      1205  18166  1117  18165  16718  1161
-CONVEX 1070    'GT_PK(2,2)'      1205  18163  1252  18167  18168  1297
-CONVEX 1071    'GT_PK(2,2)'      1158  18169  1249  16725  18170  1204
-CONVEX 1072    'GT_PK(2,2)'      1249  18171  1296  18170  18172  1204
-CONVEX 1073    'GT_PK(2,2)'      1342  18173  1249  18153  18174  1295
-CONVEX 1074    'GT_PK(2,2)'      1249  18173  1342  18171  16715  1296
-CONVEX 1075    'GT_PK(2,2)'      1072  18175  1158  18176  16723  1115
-CONVEX 1076    'GT_PK(2,2)'      1030  18177  1072  16720  18178  989
-CONVEX 1077    'GT_PK(2,2)'      13477  18179  13416  18180  18181  13540
-CONVEX 1078    'GT_PK(2,2)'      13092  18182  13026  18183  16733  12960
-CONVEX 1079    'GT_PK(2,2)'      13092  18184  13155  18182  16745  13026
-CONVEX 1080    'GT_PK(2,2)'      13346  18185  13409  18186  18187  13471
-CONVEX 1081    'GT_PK(2,2)'      13409  18185  13346  18188  16738  13282
-CONVEX 1082    'GT_PK(2,2)'      276  18189  12651  18190  18191  274
-CONVEX 1083    'GT_PK(2,2)'      12651  18192  12521  18191  18083  274
-CONVEX 1084    'GT_PK(2,2)'      12521  18192  12651  18193  18194  12585
-CONVEX 1085    'GT_PK(2,2)'      10957  18097  10887  16314  18076  10813
-CONVEX 1086    'GT_PK(2,2)'      15384  18195  15427  18196  18197  15465
-CONVEX 1087    'GT_PK(2,2)'      15384  18196  15465  18198  18199  15422
-CONVEX 1088    'GT_PK(2,2)'      15384  18198  15422  18200  18201  15340
-CONVEX 1089    'GT_PK(2,2)'      15384  18202  15299  18203  18204  15343
-CONVEX 1090    'GT_PK(2,2)'      15299  18202  15384  18205  18200  15340
-CONVEX 1091    'GT_PK(2,2)'      15427  18195  15384  18206  18203  15343
-CONVEX 1092    'GT_PK(2,2)'      14931  18207  15027  18208  16372  14977
-CONVEX 1093    'GT_PK(2,2)'      13554  18209  293  18210  18211  295
-CONVEX 1094    'GT_PK(2,2)'      293  18209  13554  18212  18213  13475
-CONVEX 1095    'GT_PK(2,2)'      15027  18207  14931  18214  18215  14976
-CONVEX 1096    'GT_PK(2,2)'      15073  18216  15027  18217  18214  14976
-CONVEX 1097    'GT_PK(2,2)'      15122  16376  15027  18218  18216  15073
-CONVEX 1098    'GT_PK(2,2)'      13339  18219  13475  18220  18221  13415
-CONVEX 1099    'GT_PK(2,2)'      13177  18222  13152  18223  18224  13091
-CONVEX 1100    'GT_PK(2,2)'      10746  18225  10821  18226  18227  10891
-CONVEX 1101    'GT_PK(2,2)'      13170  18228  13105  18229  18230  13233
-CONVEX 1102    'GT_PK(2,2)'      13105  18231  12974  18232  18233  13039
-CONVEX 1103    'GT_PK(2,2)'      12907  18234  12842  18235  18236  12774
-CONVEX 1104    'GT_PK(2,2)'      12842  18234  12907  18237  18238  12971
-CONVEX 1105    'GT_PK(2,2)'      11537  18239  11608  18240  16754  11466
-CONVEX 1106    'GT_PK(2,2)'      11608  18239  11537  18241  18242  11681
-CONVEX 1107    'GT_PK(2,2)'      12023  18243  11953  18244  18245  12093
-CONVEX 1108    'GT_PK(2,2)'      11959  18246  11891  18247  18248  11819
-CONVEX 1109    'GT_PK(2,2)'      11891  18249  11752  18248  18250  11819
-CONVEX 1110    'GT_PK(2,2)'      11819  18250  11752  18251  18252  11681
-CONVEX 1111    'GT_PK(2,2)'      11752  18253  11608  18252  18241  11681
-CONVEX 1112    'GT_PK(2,2)'      11536  18254  11394  16755  18255  11466
-CONVEX 1113    'GT_PK(2,2)'      3354  18256  3419  18257  18258  3484
-CONVEX 1114    'GT_PK(2,2)'      3099  18259  3227  16214  18260  3163
-CONVEX 1115    'GT_PK(2,2)'      3227  18261  3292  18260  18262  3163
-CONVEX 1116    'GT_PK(2,2)'      2847  18263  2786  18264  18265  2724
-CONVEX 1117    'GT_PK(2,2)'      3408  18266  3341  18267  18268  3471
-CONVEX 1118    'GT_PK(2,2)'      3341  18266  3408  18269  18270  3277
-CONVEX 1119    'GT_PK(2,2)'      2837  18271  2960  18272  18273  2899
-CONVEX 1120    'GT_PK(2,2)'      3215  18274  3149  18275  18276  3277
-CONVEX 1121    'GT_PK(2,2)'      3027  18277  2965  18278  16800  2901
-CONVEX 1122    'GT_PK(2,2)'      2965  18277  3027  18279  18280  3091
-CONVEX 1123    'GT_PK(2,2)'      2962  18281  3027  18282  18278  2901
-CONVEX 1124    'GT_PK(2,2)'      3027  18281  2962  18283  18284  3089
-CONVEX 1125    'GT_PK(2,2)'      3153  18285  3027  18286  18283  3089
-CONVEX 1126    'GT_PK(2,2)'      3027  18285  3153  18280  18287  3091
-CONVEX 1127    'GT_PK(2,2)'      3153  18288  3220  18287  18289  3091
-CONVEX 1128    'GT_PK(2,2)'      3220  18288  3153  18290  18291  3282
-CONVEX 1129    'GT_PK(2,2)'      3160  18292  3225  18293  18294  3098
-CONVEX 1130    'GT_PK(2,2)'      3033  18295  3160  18296  18293  3098
-CONVEX 1131    'GT_PK(2,2)'      3288  18297  3353  18298  16893  3419
-CONVEX 1132    'GT_PK(2,2)'      3354  18299  3288  18256  18298  3419
-CONVEX 1133    'GT_PK(2,2)'      3288  18299  3354  18300  18301  3225
-CONVEX 1134    'GT_PK(2,2)'      3160  18302  3288  18292  18300  3225
-CONVEX 1135    'GT_PK(2,2)'      3353  18297  3288  16761  18303  3223
-CONVEX 1136    'GT_PK(2,2)'      3288  18302  3160  18303  18304  3223
-CONVEX 1137    'GT_PK(2,2)'      2483  18305  2543  18306  18307  2604
-CONVEX 1138    'GT_PK(2,2)'      2664  18308  2602  18309  18310  2724
-CONVEX 1139    'GT_PK(2,2)'      2664  18311  2543  18308  16763  2602
-CONVEX 1140    'GT_PK(2,2)'      2786  18312  2664  18265  18309  2724
-CONVEX 1141    'GT_PK(2,2)'      2543  18311  2664  18307  18313  2604
-CONVEX 1142    'GT_PK(2,2)'      1588  18314  1536  16790  18315  1639
-CONVEX 1143    'GT_PK(2,2)'      92  18316  1536  16228  18317  1486
-CONVEX 1144    'GT_PK(2,2)'      1536  18314  1588  18317  16237  1486
-CONVEX 1145    'GT_PK(2,2)'      15067  18318  15019  18319  18320  14970
-CONVEX 1146    'GT_PK(2,2)'      15067  18319  14970  18321  18322  15022
-CONVEX 1147    'GT_PK(2,2)'      15118  18323  15067  18324  18321  15022
-CONVEX 1148    'GT_PK(2,2)'      1676  18325  1742  18326  16787  1639
-CONVEX 1149    'GT_PK(2,2)'      98  18327  1676  18328  18329  96
-CONVEX 1150    'GT_PK(2,2)'      2137  18330  2082  18331  16827  2193
-CONVEX 1151    'GT_PK(2,2)'      2082  18330  2137  16775  18332  2024
-CONVEX 1152    'GT_PK(2,2)'      1593  18333  1697  16710  18334  1643
-CONVEX 1153    'GT_PK(2,2)'      1697  18333  1593  18335  16711  1646
-CONVEX 1154    'GT_PK(2,2)'      1756  18336  1808  16784  18337  1701
-CONVEX 1155    'GT_PK(2,2)'      1862  18338  1808  18339  18336  1756
-CONVEX 1156    'GT_PK(2,2)'      1808  18338  1862  18340  18341  1916
-CONVEX 1157    'GT_PK(2,2)'      1443  18342  1496  16781  18343  1544
-CONVEX 1158    'GT_PK(2,2)'      1548  18344  1496  18158  18345  1446
-CONVEX 1159    'GT_PK(2,2)'      1496  18346  1597  18343  16234  1544
-CONVEX 1160    'GT_PK(2,2)'      1496  18344  1548  18346  18162  1597
-CONVEX 1161    'GT_PK(2,2)'      1394  18347  1492  18348  16230  1441
-CONVEX 1162    'GT_PK(2,2)'      1394  18349  1443  18347  16780  1492
-CONVEX 1163    'GT_PK(2,2)'      1343  18350  1394  18155  18348  1441
-CONVEX 1164    'GT_PK(2,2)'      1394  18350  1343  18351  18352  1297
-CONVEX 1165    'GT_PK(2,2)'      1651  18353  1705  16782  18354  1756
-CONVEX 1166    'GT_PK(2,2)'      1390  18355  90  18356  16227  1486
-CONVEX 1167    'GT_PK(2,2)'      2241  18357  2185  18358  18359  2127
-CONVEX 1168    'GT_PK(2,2)'      2132  18360  2075  18361  18362  2186
-CONVEX 1169    'GT_PK(2,2)'      2075  18360  2132  18363  18364  2023
-CONVEX 1170    'GT_PK(2,2)'      1797  18365  1691  18366  16786  1742
-CONVEX 1171    'GT_PK(2,2)'      1849  18367  1797  18368  18366  1742
-CONVEX 1172    'GT_PK(2,2)'      1797  18367  1849  18369  16792  1905
-CONVEX 1173    'GT_PK(2,2)'      1958  18370  2015  16793  18371  1905
-CONVEX 1174    'GT_PK(2,2)'      1849  18372  1794  16795  18373  1903
-CONVEX 1175    'GT_PK(2,2)'      1794  18374  1848  18373  16796  1903
-CONVEX 1176    'GT_PK(2,2)'      1794  18372  1849  18375  18368  1742
-CONVEX 1177    'GT_PK(2,2)'      1676  18376  1794  18325  18375  1742
-CONVEX 1178    'GT_PK(2,2)'      2295  18377  2181  18378  18379  2237
-CONVEX 1179    'GT_PK(2,2)'      2181  18377  2295  18380  18381  2239
-CONVEX 1180    'GT_PK(2,2)'      3611  18382  3546  18383  16882  3479
-CONVEX 1181    'GT_PK(2,2)'      3546  18382  3611  16910  18384  3678
-CONVEX 1182    'GT_PK(2,2)'      3874  18385  3808  18386  18387  3945
-CONVEX 1183    'GT_PK(2,2)'      4011  18388  3874  16995  18386  3945
-CONVEX 1184    'GT_PK(2,2)'      3408  18389  3343  18270  18390  3277
-CONVEX 1185    'GT_PK(2,2)'      3215  18391  3343  18392  18393  3280
-CONVEX 1186    'GT_PK(2,2)'      3343  18391  3215  18390  18275  3277
-CONVEX 1187    'GT_PK(2,2)'      2839  18394  2962  18395  18282  2901
-CONVEX 1188    'GT_PK(2,2)'      2962  18394  2839  18396  18397  2899
-CONVEX 1189    'GT_PK(2,2)'      2532  18398  2591  18399  16802  2654
-CONVEX 1190    'GT_PK(2,2)'      2532  18399  2654  18400  18401  2594
-CONVEX 1191    'GT_PK(2,2)'      2472  18402  2532  18403  18404  2414
-CONVEX 1192    'GT_PK(2,2)'      2532  18402  2472  18398  18405  2591
-CONVEX 1193    'GT_PK(2,2)'      1795  18406  1904  18407  16807  1848
-CONVEX 1194    'GT_PK(2,2)'      15067  18323  15118  18408  18409  15161
-CONVEX 1195    'GT_PK(2,2)'      15114  18410  15067  18411  18408  15161
-CONVEX 1196    'GT_PK(2,2)'      2298  18412  113  16813  18413  115
-CONVEX 1197    'GT_PK(2,2)'      15019  18318  15067  18414  18410  15114
-CONVEX 1198    'GT_PK(2,2)'      15026  18415  14927  16374  18416  14977
-CONVEX 1199    'GT_PK(2,2)'      1913  18417  1970  18418  16774  2024
-CONVEX 1200    'GT_PK(2,2)'      1967  18419  1913  18420  18418  2024
-CONVEX 1201    'GT_PK(2,2)'      1855  18421  1911  18422  18423  1964
-CONVEX 1202    'GT_PK(2,2)'      1911  18421  1855  18424  16823  1802
-CONVEX 1203    'GT_PK(2,2)'      1855  18425  1908  16824  18426  1799
-CONVEX 1204    'GT_PK(2,2)'      1908  18425  1855  18427  18422  1964
-CONVEX 1205    'GT_PK(2,2)'      2244  18428  2302  18429  18430  2186
-CONVEX 1206    'GT_PK(2,2)'      2132  18431  2245  18432  18433  2190
-CONVEX 1207    'GT_PK(2,2)'      2302  18434  2245  18430  18435  2186
-CONVEX 1208    'GT_PK(2,2)'      2245  18431  2132  18435  18361  2186
-CONVEX 1209    'GT_PK(2,2)'      2138  18436  2081  18437  18438  2190
-CONVEX 1210    'GT_PK(2,2)'      2081  18439  2132  18438  18432  2190
-CONVEX 1211    'GT_PK(2,2)'      2132  18439  2081  18364  18440  2023
-CONVEX 1212    'GT_PK(2,2)'      2081  18436  2138  18441  16826  2026
-CONVEX 1213    'GT_PK(2,2)'      2137  18442  2251  18443  18444  2192
-CONVEX 1214    'GT_PK(2,2)'      2251  18442  2137  18445  18331  2193
-CONVEX 1215    'GT_PK(2,2)'      2305  18446  2251  18447  18445  2193
-CONVEX 1216    'GT_PK(2,2)'      2249  18448  2135  18449  18450  2192
-CONVEX 1217    'GT_PK(2,2)'      1911  18451  2021  18423  18452  1964
-CONVEX 1218    'GT_PK(2,2)'      2021  18451  1911  18453  18454  1967
-CONVEX 1219    'GT_PK(2,2)'      2080  18455  1967  18456  18420  2024
-CONVEX 1220    'GT_PK(2,2)'      2135  18457  2080  18450  18458  2192
-CONVEX 1221    'GT_PK(2,2)'      2080  18459  2021  18455  18453  1967
-CONVEX 1222    'GT_PK(2,2)'      2021  18459  2080  18460  18457  2135
-CONVEX 1223    'GT_PK(2,2)'      2137  18461  2080  18332  18456  2024
-CONVEX 1224    'GT_PK(2,2)'      2080  18461  2137  18458  18443  2192
-CONVEX 1225    'GT_PK(2,2)'      3028  18462  3154  18463  18464  3088
-CONVEX 1226    'GT_PK(2,2)'      3216  18465  3281  18466  18467  3344
-CONVEX 1227    'GT_PK(2,2)'      3216  18468  3154  18465  16839  3281
-CONVEX 1228    'GT_PK(2,2)'      3278  18469  3216  18470  18466  3344
-CONVEX 1229    'GT_PK(2,2)'      3154  18468  3216  18464  18471  3088
-CONVEX 1230    'GT_PK(2,2)'      117  18472  2470  16239  18473  2409
-CONVEX 1231    'GT_PK(2,2)'      2470  18474  2528  18473  18475  2409
-CONVEX 1232    'GT_PK(2,2)'      2527  18476  2468  18477  18478  2588
-CONVEX 1233    'GT_PK(2,2)'      2468  18479  2528  18478  18480  2588
-CONVEX 1234    'GT_PK(2,2)'      2468  18481  2353  18482  16815  2409
-CONVEX 1235    'GT_PK(2,2)'      2528  18479  2468  18475  18482  2409
-CONVEX 1236    'GT_PK(2,2)'      2853  18483  2829  18484  16832  2907
-CONVEX 1237    'GT_PK(2,2)'      2968  18485  2853  16875  18484  2907
-CONVEX 1238    'GT_PK(2,2)'      3085  18486  3150  18487  18488  3213
-CONVEX 1239    'GT_PK(2,2)'      3150  18489  3278  18488  16846  3213
-CONVEX 1240    'GT_PK(2,2)'      3216  18490  3150  18471  18491  3088
-CONVEX 1241    'GT_PK(2,2)'      3150  18490  3216  18489  18469  3278
-CONVEX 1242    'GT_PK(2,2)'      3409  18492  3278  18493  18470  3344
-CONVEX 1243    'GT_PK(2,2)'      3278  18492  3409  16845  18494  3342
-CONVEX 1244    'GT_PK(2,2)'      3281  18495  3412  18467  18496  3344
-CONVEX 1245    'GT_PK(2,2)'      142  18497  3531  18498  16852  140
-CONVEX 1246    'GT_PK(2,2)'      14927  18415  15026  18499  18500  14975
-CONVEX 1247    'GT_PK(2,2)'      15026  16318  15072  18500  18501  14975
-CONVEX 1248    'GT_PK(2,2)'      15700  18502  15636  18503  18504  15669
-CONVEX 1249    'GT_PK(2,2)'      15700  18503  15669  18505  18506  15730
-CONVEX 1250    'GT_PK(2,2)'      15759  18507  15700  18508  18505  15730
-CONVEX 1251    'GT_PK(2,2)'      15700  18509  15734  18510  18511  15672
-CONVEX 1252    'GT_PK(2,2)'      3679  18512  3553  18513  16857  3612
-CONVEX 1253    'GT_PK(2,2)'      3553  18512  3679  16858  18514  3615
-CONVEX 1254    'GT_PK(2,2)'      3410  18515  3345  18516  16867  3478
-CONVEX 1255    'GT_PK(2,2)'      3345  18515  3410  16863  18517  3284
-CONVEX 1256    'GT_PK(2,2)'      3291  18518  3206  18519  16868  135
-CONVEX 1257    'GT_PK(2,2)'      3291  18520  137  18521  16252  3400
-CONVEX 1258    'GT_PK(2,2)'      3291  18519  135  18520  18522  137
-CONVEX 1259    'GT_PK(2,2)'      3413  18523  3291  16261  18521  3400
-CONVEX 1260    'GT_PK(2,2)'      3345  18524  3291  16866  18523  3413
-CONVEX 1261    'GT_PK(2,2)'      3291  18524  3345  18525  16864  3231
-CONVEX 1262    'GT_PK(2,2)'      3206  18518  3291  18526  18525  3231
-CONVEX 1263    'GT_PK(2,2)'      15734  18509  15700  18527  18507  15759
-CONVEX 1264    'GT_PK(2,2)'      15636  18502  15700  18528  18510  15672
-CONVEX 1265    'GT_PK(2,2)'      15201  18529  15247  18530  18531  15289
-CONVEX 1266    'GT_PK(2,2)'      15243  18532  15201  18533  18530  15289
-CONVEX 1267    'GT_PK(2,2)'      3094  18534  3044  18535  16876  3016
-CONVEX 1268    'GT_PK(2,2)'      3094  18536  3206  18537  18526  3231
-CONVEX 1269    'GT_PK(2,2)'      131  18538  3094  16871  18535  3016
-CONVEX 1270    'GT_PK(2,2)'      3206  18536  3094  16870  18539  133
-CONVEX 1271    'GT_PK(2,2)'      3094  18538  131  18539  18540  133
-CONVEX 1272    'GT_PK(2,2)'      3154  18541  3096  16841  18542  3219
-CONVEX 1273    'GT_PK(2,2)'      3028  18543  3096  18462  18541  3154
-CONVEX 1274    'GT_PK(2,2)'      3044  18544  3096  16873  18545  2968
-CONVEX 1275    'GT_PK(2,2)'      3096  18543  3028  18545  18546  2968
-CONVEX 1276    'GT_PK(2,2)'      3753  18547  3819  18548  18549  3887
-CONVEX 1277    'GT_PK(2,2)'      3819  18547  3753  16916  18550  3685
-CONVEX 1278    'GT_PK(2,2)'      3685  18551  3618  16918  18552  3751
-CONVEX 1279    'GT_PK(2,2)'      3618  18553  3683  18552  18554  3751
-CONVEX 1280    'GT_PK(2,2)'      3683  18555  3550  18556  18557  3616
-CONVEX 1281    'GT_PK(2,2)'      3419  18558  3550  18258  18559  3484
-CONVEX 1282    'GT_PK(2,2)'      3550  18560  3618  18559  18561  3484
-CONVEX 1283    'GT_PK(2,2)'      3618  18560  3550  18553  18555  3683
-CONVEX 1284    'GT_PK(2,2)'      3483  18562  3550  16894  18558  3419
-CONVEX 1285    'GT_PK(2,2)'      3550  18562  3483  18557  16889  3616
-CONVEX 1286    'GT_PK(2,2)'      3814  18563  3881  16901  18564  3950
-CONVEX 1287    'GT_PK(2,2)'      3749  18565  3683  18566  18556  3616
-CONVEX 1288    'GT_PK(2,2)'      3681  18567  3749  16911  18566  3616
-CONVEX 1289    'GT_PK(2,2)'      3749  18567  3681  18568  16915  3816
-CONVEX 1290    'GT_PK(2,2)'      3749  18568  3816  18569  18570  3884
-CONVEX 1291    'GT_PK(2,2)'      3951  18571  3816  18572  16903  3882
-CONVEX 1292    'GT_PK(2,2)'      3816  18571  3951  18570  18573  3884
-CONVEX 1293    'GT_PK(2,2)'      3819  18574  3954  18549  18575  3887
-CONVEX 1294    'GT_PK(2,2)'      4091  18576  3954  18577  18578  4022
-CONVEX 1295    'GT_PK(2,2)'      3953  18579  3817  18580  18581  3884
-CONVEX 1296    'GT_PK(2,2)'      3683  18582  3817  18554  18583  3751
-CONVEX 1297    'GT_PK(2,2)'      3817  18584  3749  18581  18569  3884
-CONVEX 1298    'GT_PK(2,2)'      3749  18584  3817  18565  18582  3683
-CONVEX 1299    'GT_PK(2,2)'      4020  18585  3953  18586  18580  3884
-CONVEX 1300    'GT_PK(2,2)'      3951  18587  4020  18573  18586  3884
-CONVEX 1301    'GT_PK(2,2)'      4020  18587  3951  18588  18589  4088
-CONVEX 1302    'GT_PK(2,2)'      3885  18590  3819  18591  16917  3751
-CONVEX 1303    'GT_PK(2,2)'      3817  18592  3885  18583  18591  3751
-CONVEX 1304    'GT_PK(2,2)'      3885  18592  3817  18593  18579  3953
-CONVEX 1305    'GT_PK(2,2)'      3885  18593  3953  18594  18595  4022
-CONVEX 1306    'GT_PK(2,2)'      3954  18596  3885  18578  18594  4022
-CONVEX 1307    'GT_PK(2,2)'      3885  18596  3954  18590  18574  3819
-CONVEX 1308    'GT_PK(2,2)'      4155  18597  4223  18598  18599  4294
-CONVEX 1309    'GT_PK(2,2)'      4225  18600  4155  18601  18598  4294
-CONVEX 1310    'GT_PK(2,2)'      4155  18600  4225  18602  18603  4088
-CONVEX 1311    'GT_PK(2,2)'      7328  18604  7425  16921  18605  7316
-CONVEX 1312    'GT_PK(2,2)'      7425  18606  7395  18605  18607  7316
-CONVEX 1313    'GT_PK(2,2)'      7395  18606  7425  18608  18609  7544
-CONVEX 1314    'GT_PK(2,2)'      8082  18610  209  18611  18612  15965
-CONVEX 1315    'GT_PK(2,2)'      8082  18613  7930  18610  16926  209
-CONVEX 1316    'GT_PK(2,2)'      7395  18614  7247  18607  18615  7316
-CONVEX 1317    'GT_PK(2,2)'      7247  18614  7395  18616  18617  7322
-CONVEX 1318    'GT_PK(2,2)'      7175  18618  7247  16954  18616  7322
-CONVEX 1319    'GT_PK(2,2)'      7247  18618  7175  18619  16948  7098
-CONVEX 1320    'GT_PK(2,2)'      7779  18620  7703  18621  18622  7854
-CONVEX 1321    'GT_PK(2,2)'      7703  18620  7779  18623  18624  7668
-CONVEX 1322    'GT_PK(2,2)'      7321  18625  7245  18626  16270  7171
-CONVEX 1323    'GT_PK(2,2)'      7248  18627  7096  18628  18629  7172
-CONVEX 1324    'GT_PK(2,2)'      7096  18627  7248  16941  18630  7171
-CONVEX 1325    'GT_PK(2,2)'      7248  18631  7321  18630  18626  7171
-CONVEX 1326    'GT_PK(2,2)'      7245  18632  7168  16272  18633  7095
-CONVEX 1327    'GT_PK(2,2)'      7168  18632  7245  18634  18635  7319
-CONVEX 1328    'GT_PK(2,2)'      7722  18636  7647  18637  18638  7802
-CONVEX 1329    'GT_PK(2,2)'      7647  18639  7491  18640  18641  7571
-CONVEX 1330    'GT_PK(2,2)'      4560  18642  4489  18643  17048  4628
-CONVEX 1331    'GT_PK(2,2)'      5930  18644  6004  18645  18646  5858
-CONVEX 1332    'GT_PK(2,2)'      6004  18644  5930  18647  18648  6077
-CONVEX 1333    'GT_PK(2,2)'      5492  18649  5347  18650  18651  5418
-CONVEX 1334    'GT_PK(2,2)'      7168  18652  6996  18633  18653  7095
-CONVEX 1335    'GT_PK(2,2)'      6996  18652  7168  18654  18655  7071
-CONVEX 1336    'GT_PK(2,2)'      6996  18654  7071  18656  16936  6898
-CONVEX 1337    'GT_PK(2,2)'      6822  18657  6996  18658  18656  6898
-CONVEX 1338    'GT_PK(2,2)'      6921  18659  6748  18660  18661  6845
-CONVEX 1339    'GT_PK(2,2)'      6921  18662  6822  18659  16937  6748
-CONVEX 1340    'GT_PK(2,2)'      6921  18663  6996  18662  18657  6822
-CONVEX 1341    'GT_PK(2,2)'      7019  18664  6921  18665  18660  6845
-CONVEX 1342    'GT_PK(2,2)'      6921  18664  7019  18666  16274  7095
-CONVEX 1343    'GT_PK(2,2)'      6996  18663  6921  18653  18666  7095
-CONVEX 1344    'GT_PK(2,2)'      6948  18667  6872  16963  18668  6798
-CONVEX 1345    'GT_PK(2,2)'      7178  18669  7028  16262  18670  197
-CONVEX 1346    'GT_PK(2,2)'      197  18670  7028  18671  18672  195
-CONVEX 1347    'GT_PK(2,2)'      6878  18673  193  18674  18675  195
-CONVEX 1348    'GT_PK(2,2)'      7028  18676  6878  18672  18674  195
-CONVEX 1349    'GT_PK(2,2)'      6878  18676  7028  18677  18678  7021
-CONVEX 1350    'GT_PK(2,2)'      6949  18679  7021  18680  18681  7098
-CONVEX 1351    'GT_PK(2,2)'      6949  18680  7098  18682  16949  7025
-CONVEX 1352    'GT_PK(2,2)'      6875  18683  6949  16964  18682  7025
-CONVEX 1353    'GT_PK(2,2)'      6949  18683  6875  18684  18685  6800
-CONVEX 1354    'GT_PK(2,2)'      3808  18686  3878  18387  18687  3945
-CONVEX 1355    'GT_PK(2,2)'      3948  18688  4015  18689  18690  4083
-CONVEX 1356    'GT_PK(2,2)'      4015  18691  4152  18690  18692  4083
-CONVEX 1357    'GT_PK(2,2)'      4152  18691  4015  16966  18693  4081
-CONVEX 1358    'GT_PK(2,2)'      4633  18694  4492  18695  16968  4562
-CONVEX 1359    'GT_PK(2,2)'      4633  18696  4777  18697  16971  4707
-CONVEX 1360    'GT_PK(2,2)'      4704  18698  4633  18699  18695  4562
-CONVEX 1361    'GT_PK(2,2)'      4633  18698  4704  18696  18700  4777
-CONVEX 1362    'GT_PK(2,2)'      4704  18701  4847  18700  18702  4777
-CONVEX 1363    'GT_PK(2,2)'      4501  18703  4431  16975  18704  4570
-CONVEX 1364    'GT_PK(2,2)'      4431  18705  4500  18704  18706  4570
-CONVEX 1365    'GT_PK(2,2)'      4637  18707  4563  18708  18709  4707
-CONVEX 1366    'GT_PK(2,2)'      4492  18710  4563  18711  18712  4422
-CONVEX 1367    'GT_PK(2,2)'      4563  18713  4633  18709  18697  4707
-CONVEX 1368    'GT_PK(2,2)'      4633  18713  4563  18694  18710  4492
-CONVEX 1369    'GT_PK(2,2)'      4568  18714  4637  18715  18716  4708
-CONVEX 1370    'GT_PK(2,2)'      4426  18717  4568  18718  18719  4498
-CONVEX 1371    'GT_PK(2,2)'      4780  18720  4849  18721  18722  4922
-CONVEX 1372    'GT_PK(2,2)'      4849  18720  4780  18723  18724  4708
-CONVEX 1373    'GT_PK(2,2)'      5206  18725  5063  18726  18727  5133
-CONVEX 1374    'GT_PK(2,2)'      4637  18728  4778  18716  18729  4708
-CONVEX 1375    'GT_PK(2,2)'      4778  18730  4849  18729  18723  4708
-CONVEX 1376    'GT_PK(2,2)'      4849  18730  4778  18731  18732  4921
-CONVEX 1377    'GT_PK(2,2)'      4778  18728  4637  18733  18708  4707
-CONVEX 1378    'GT_PK(2,2)'      4848  18734  4778  16972  18733  4707
-CONVEX 1379    'GT_PK(2,2)'      4921  18732  4778  18735  18734  4848
-CONVEX 1380    'GT_PK(2,2)'      4925  18736  4783  18737  18738  4852
-CONVEX 1381    'GT_PK(2,2)'      4642  18739  4783  18740  18741  4712
-CONVEX 1382    'GT_PK(2,2)'      4850  18742  4780  18743  18721  4922
-CONVEX 1383    'GT_PK(2,2)'      4780  18742  4850  18744  18745  4709
-CONVEX 1384    'GT_PK(2,2)'      4850  18746  4781  18745  18747  4709
-CONVEX 1385    'GT_PK(2,2)'      4781  18746  4850  16979  18748  4923
-CONVEX 1386    'GT_PK(2,2)'      4923  18749  4995  16981  18750  4852
-CONVEX 1387    'GT_PK(2,2)'      4995  18751  4925  18750  18737  4852
-CONVEX 1388    'GT_PK(2,2)'      4925  18751  4995  18752  18753  5067
-CONVEX 1389    'GT_PK(2,2)'      4995  18754  5138  18753  18755  5067
-CONVEX 1390    'GT_PK(2,2)'      4711  18756  4781  18757  16980  4852
-CONVEX 1391    'GT_PK(2,2)'      4711  18758  4642  18759  16974  4570
-CONVEX 1392    'GT_PK(2,2)'      4783  18760  4711  18738  18757  4852
-CONVEX 1393    'GT_PK(2,2)'      4711  18760  4783  18758  18739  4642
-CONVEX 1394    'GT_PK(2,2)'      4781  18761  4641  18747  18762  4709
-CONVEX 1395    'GT_PK(2,2)'      4641  18763  4569  18762  18764  4709
-CONVEX 1396    'GT_PK(2,2)'      4569  18763  4641  18765  18766  4500
-CONVEX 1397    'GT_PK(2,2)'      4500  18766  4641  18706  18767  4570
-CONVEX 1398    'GT_PK(2,2)'      4641  18768  4711  18767  18759  4570
-CONVEX 1399    'GT_PK(2,2)'      4711  18768  4641  18756  18761  4781
-CONVEX 1400    'GT_PK(2,2)'      4629  18769  4699  18770  16982  4557
-CONVEX 1401    'GT_PK(2,2)'      4699  18769  4629  18771  18772  4768
-CONVEX 1402    'GT_PK(2,2)'      4485  18773  4629  18774  18770  4557
-CONVEX 1403    'GT_PK(2,2)'      4219  18775  4149  18776  18777  4082
-CONVEX 1404    'GT_PK(2,2)'      4149  18778  4011  18777  16993  4082
-CONVEX 1405    'GT_PK(2,2)'      4219  18779  4289  18780  18781  4357
-CONVEX 1406    'GT_PK(2,2)'      4428  18782  4359  18783  18784  4497
-CONVEX 1407    'GT_PK(2,2)'      4428  18785  4289  18782  18786  4359
-CONVEX 1408    'GT_PK(2,2)'      4428  18787  4496  18788  16998  4357
-CONVEX 1409    'GT_PK(2,2)'      4289  18785  4428  18781  18788  4357
-CONVEX 1410    'GT_PK(2,2)'      4359  18789  4429  18784  18790  4497
-CONVEX 1411    'GT_PK(2,2)'      4429  18791  4356  18792  17004  4495
-CONVEX 1412    'GT_PK(2,2)'      4025  18793  3956  18794  18795  4092
-CONVEX 1413    'GT_PK(2,2)'      3956  18793  4025  18796  18797  3889
-CONVEX 1414    'GT_PK(2,2)'      5569  18798  5423  18799  18800  5496
-CONVEX 1415    'GT_PK(2,2)'      4993  18801  4850  18802  18743  4922
-CONVEX 1416    'GT_PK(2,2)'      4850  18801  4993  18748  18803  4923
-CONVEX 1417    'GT_PK(2,2)'      5278  18804  5206  18805  18806  5349
-CONVEX 1418    'GT_PK(2,2)'      6153  18807  6004  18808  18647  6077
-CONVEX 1419    'GT_PK(2,2)'      6004  18807  6153  18809  18810  6080
-CONVEX 1420    'GT_PK(2,2)'      6153  18811  6228  18810  18812  6080
-CONVEX 1421    'GT_PK(2,2)'      158  18813  4508  17019  18814  4410
-CONVEX 1422    'GT_PK(2,2)'      4508  18813  158  18815  18816  160
-CONVEX 1423    'GT_PK(2,2)'      15247  18529  15201  18817  18818  15155
-CONVEX 1424    'GT_PK(2,2)'      15110  18819  15201  18820  18821  15153
-CONVEX 1425    'GT_PK(2,2)'      4629  18822  4697  18772  18823  4768
-CONVEX 1426    'GT_PK(2,2)'      4222  18824  4069  18825  17031  4165
-CONVEX 1427    'GT_PK(2,2)'      4280  18826  4222  17023  18825  4165
-CONVEX 1428    'GT_PK(2,2)'      4008  18827  4075  17039  18828  4144
-CONVEX 1429    'GT_PK(2,2)'      4212  18829  4075  17038  18830  4142
-CONVEX 1430    'GT_PK(2,2)'      4075  18829  4212  18828  17034  4144
-CONVEX 1431    'GT_PK(2,2)'      4350  18831  4420  17043  18832  4491
-CONVEX 1432    'GT_PK(2,2)'      4420  18831  4350  18833  17045  4279
-CONVEX 1433    'GT_PK(2,2)'      4420  18834  4560  18832  18835  4491
-CONVEX 1434    'GT_PK(2,2)'      4560  18834  4420  18642  18836  4489
-CONVEX 1435    'GT_PK(2,2)'      12204  18837  12137  18838  18839  12275
-CONVEX 1436    'GT_PK(2,2)'      12409  18840  12342  18841  18842  12478
-CONVEX 1437    'GT_PK(2,2)'      12342  18843  12411  18842  18844  12478
-CONVEX 1438    'GT_PK(2,2)'      12411  18843  12342  18845  18846  12275
-CONVEX 1439    'GT_PK(2,2)'      12342  18847  12204  18846  18838  12275
-CONVEX 1440    'GT_PK(2,2)'      12342  18840  12409  18848  18849  12273
-CONVEX 1441    'GT_PK(2,2)'      12204  18847  12342  18850  18848  12273
-CONVEX 1442    'GT_PK(2,2)'      12545  18851  12409  18852  18841  12478
-CONVEX 1443    'GT_PK(2,2)'      12545  18853  12679  18854  18855  12611
-CONVEX 1444    'GT_PK(2,2)'      11861  18856  11720  17051  18857  11791
-CONVEX 1445    'GT_PK(2,2)'      12750  18858  12816  18859  18860  12683
-CONVEX 1446    'GT_PK(2,2)'      12550  18861  12617  17053  18862  12482
-CONVEX 1447    'GT_PK(2,2)'      12617  18863  12548  18862  18864  12482
-CONVEX 1448    'GT_PK(2,2)'      12548  18863  12617  18865  18866  12683
-CONVEX 1449    'GT_PK(2,2)'      12617  18867  12750  18866  18859  12683
-CONVEX 1450    'GT_PK(2,2)'      12617  18861  12550  18868  18869  12685
-CONVEX 1451    'GT_PK(2,2)'      12750  18867  12617  18870  18868  12685
-CONVEX 1452    'GT_PK(2,2)'      12482  18871  12346  17055  18872  12415
-CONVEX 1453    'GT_PK(2,2)'      12070  18873  11932  18874  18875  12002
-CONVEX 1454    'GT_PK(2,2)'      11932  18873  12070  17052  18876  12000
-CONVEX 1455    'GT_PK(2,2)'      12141  18877  12070  18878  18874  12002
-CONVEX 1456    'GT_PK(2,2)'      12070  18877  12141  18879  18880  12208
-CONVEX 1457    'GT_PK(2,2)'      12000  18881  12068  16292  18882  11930
-CONVEX 1458    'GT_PK(2,2)'      12068  18883  11998  18882  18884  11930
-CONVEX 1459    'GT_PK(2,2)'      11998  18883  12068  18885  18886  12137
-CONVEX 1460    'GT_PK(2,2)'      12348  18887  12484  18888  17057  12415
-CONVEX 1461    'GT_PK(2,2)'      12348  18889  12417  18887  17061  12484
-CONVEX 1462    'GT_PK(2,2)'      10713  18890  10786  18891  18892  10640
-CONVEX 1463    'GT_PK(2,2)'      10786  18893  10712  18892  18894  10640
-CONVEX 1464    'GT_PK(2,2)'      10712  18893  10786  18895  18896  10856
-CONVEX 1465    'GT_PK(2,2)'      10782  18897  10926  18898  18899  10852
-CONVEX 1466    'GT_PK(2,2)'      10926  18897  10782  18900  18901  10854
-CONVEX 1467    'GT_PK(2,2)'      13072  18902  13009  18903  18904  13137
-CONVEX 1468    'GT_PK(2,2)'      12941  18905  13072  18906  18907  13006
-CONVEX 1469    'GT_PK(2,2)'      12941  18908  12810  18909  18910  12877
-CONVEX 1470    'GT_PK(2,2)'      13009  18911  12941  18912  18909  12877
-CONVEX 1471    'GT_PK(2,2)'      12941  18911  13009  18905  18902  13072
-CONVEX 1472    'GT_PK(2,2)'      12939  18913  12875  18914  18915  13006
-CONVEX 1473    'GT_PK(2,2)'      12875  18916  12941  18915  18906  13006
-CONVEX 1474    'GT_PK(2,2)'      12941  18916  12875  18908  18917  12810
-CONVEX 1475    'GT_PK(2,2)'      13209  18918  13143  18919  18920  13080
-CONVEX 1476    'GT_PK(2,2)'      13013  18921  13076  18922  18923  12945
-CONVEX 1477    'GT_PK(2,2)'      14468  18924  14576  18925  18926  14520
-CONVEX 1478    'GT_PK(2,2)'      14411  18927  14468  17067  18925  14520
-CONVEX 1479    'GT_PK(2,2)'      14576  18928  14628  18926  18929  14520
-CONVEX 1480    'GT_PK(2,2)'      14628  18930  14734  18931  17905  14679
-CONVEX 1481    'GT_PK(2,2)'      14731  18932  14625  17913  18933  14679
-CONVEX 1482    'GT_PK(2,2)'      14625  18932  14731  18934  17918  14677
-CONVEX 1483    'GT_PK(2,2)'      9915  18935  9841  18936  18937  9768
-CONVEX 1484    'GT_PK(2,2)'      10214  18938  10287  18939  18940  10139
-CONVEX 1485    'GT_PK(2,2)'      10065  18941  10214  18942  18939  10139
-CONVEX 1486    'GT_PK(2,2)'      9841  18943  9693  18937  18944  9768
-CONVEX 1487    'GT_PK(2,2)'      9545  18945  9693  17075  18946  9618
-CONVEX 1488    'GT_PK(2,2)'      9472  18947  9545  18948  17076  9397
-CONVEX 1489    'GT_PK(2,2)'      9845  18949  9698  18950  18951  9772
-CONVEX 1490    'GT_PK(2,2)'      8034  18952  8107  17082  18953  8164
-CONVEX 1491    'GT_PK(2,2)'      8950  18954  9026  18955  18956  9102
-CONVEX 1492    'GT_PK(2,2)'      9022  18957  8950  18958  18955  9102
-CONVEX 1493    'GT_PK(2,2)'      9176  18959  9022  18960  18958  9102
-CONVEX 1494    'GT_PK(2,2)'      9248  18961  9397  18962  17069  9321
-CONVEX 1495    'GT_PK(2,2)'      7957  18963  8112  18964  18965  8028
-CONVEX 1496    'GT_PK(2,2)'      9454  18966  9378  18967  18968  9303
-CONVEX 1497    'GT_PK(2,2)'      9379  18969  9454  17087  18967  9303
-CONVEX 1498    'GT_PK(2,2)'      9378  18970  9453  18971  18972  9305
-CONVEX 1499    'GT_PK(2,2)'      9227  18973  9378  18974  18971  9305
-CONVEX 1500    'GT_PK(2,2)'      9378  18973  9227  18968  18975  9303
-CONVEX 1501    'GT_PK(2,2)'      8999  18976  9076  18977  18978  8926
-CONVEX 1502    'GT_PK(2,2)'      8483  18979  8635  18980  18981  8561
-CONVEX 1503    'GT_PK(2,2)'      8787  18982  8711  18983  18984  8863
-CONVEX 1504    'GT_PK(2,2)'      8637  18985  8711  18986  18987  8559
-CONVEX 1505    'GT_PK(2,2)'      8706  18988  8551  18989  18990  8631
-CONVEX 1506    'GT_PK(2,2)'      8711  18991  8634  18987  18992  8559
-CONVEX 1507    'GT_PK(2,2)'      8634  18991  8711  18993  18982  8787
-CONVEX 1508    'GT_PK(2,2)'      9543  18994  9470  18995  17074  9618
-CONVEX 1509    'GT_PK(2,2)'      9470  18994  9543  17071  18996  9395
-CONVEX 1510    'GT_PK(2,2)'      9543  18997  9468  18996  18998  9395
-CONVEX 1511    'GT_PK(2,2)'      9468  18997  9543  18999  19000  9616
-CONVEX 1512    'GT_PK(2,2)'      9541  19001  9468  19002  18999  9616
-CONVEX 1513    'GT_PK(2,2)'      8706  19003  8856  19004  19005  8780
-CONVEX 1514    'GT_PK(2,2)'      7750  19006  7900  19007  19008  7823
-CONVEX 1515    'GT_PK(2,2)'      8127  19009  8049  19010  17089  7978
-CONVEX 1516    'GT_PK(2,2)'      8254  19011  8326  19012  19013  8405
-CONVEX 1517    'GT_PK(2,2)'      8708  19014  8786  19015  19016  8635
-CONVEX 1518    'GT_PK(2,2)'      8326  19017  8477  19013  19018  8405
-CONVEX 1519    'GT_PK(2,2)'      9993  19019  9846  19020  19021  9920
-CONVEX 1520    'GT_PK(2,2)'      10068  19022  9993  19023  19020  9920
-CONVEX 1521    'GT_PK(2,2)'      10593  19024  10666  19025  19026  10520
-CONVEX 1522    'GT_PK(2,2)'      10367  19027  10294  19028  19029  10443
-CONVEX 1523    'GT_PK(2,2)'      10294  19030  10370  19029  19031  10443
-CONVEX 1524    'GT_PK(2,2)'      10370  19032  10518  19031  19033  10443
-CONVEX 1525    'GT_PK(2,2)'      9184  19034  9333  19035  19036  9258
-CONVEX 1526    'GT_PK(2,2)'      9926  19037  9851  19038  19039  9778
-CONVEX 1527    'GT_PK(2,2)'      9922  19040  9849  19041  19042  9776
-CONVEX 1528    'GT_PK(2,2)'      9851  19043  9922  19044  19041  9776
-CONVEX 1529    'GT_PK(2,2)'      9556  19045  9629  19046  19047  9480
-CONVEX 1530    'GT_PK(2,2)'      9703  19048  9851  19049  19044  9776
-CONVEX 1531    'GT_PK(2,2)'      9629  19050  9703  19051  19049  9776
-CONVEX 1532    'GT_PK(2,2)'      9703  19050  9629  19052  19045  9556
-CONVEX 1533    'GT_PK(2,2)'      9851  19048  9703  19039  19053  9778
-CONVEX 1534    'GT_PK(2,2)'      9407  19054  9556  19055  19046  9480
-CONVEX 1535    'GT_PK(2,2)'      9407  19056  9332  19057  19058  9258
-CONVEX 1536    'GT_PK(2,2)'      9332  19056  9407  19059  19055  9480
-CONVEX 1537    'GT_PK(2,2)'      9333  19060  9407  19036  19057  9258
-CONVEX 1538    'GT_PK(2,2)'      10445  19061  10518  19062  19032  10370
-CONVEX 1539    'GT_PK(2,2)'      10448  19063  10373  19064  19065  10299
-CONVEX 1540    'GT_PK(2,2)'      12150  19066  12287  19067  16299  12218
-CONVEX 1541    'GT_PK(2,2)'      12150  19068  12011  19069  19070  12081
-CONVEX 1542    'GT_PK(2,2)'      12556  19071  12624  19072  19073  12690
-CONVEX 1543    'GT_PK(2,2)'      12622  19074  12556  19075  19072  12690
-CONVEX 1544    'GT_PK(2,2)'      12556  19076  12488  19077  19078  12420
-CONVEX 1545    'GT_PK(2,2)'      12556  19074  12622  19076  17099  12488
-CONVEX 1546    'GT_PK(2,2)'      12489  19079  12422  19080  17094  12557
-CONVEX 1547    'GT_PK(2,2)'      12624  19081  12489  19082  19080  12557
-CONVEX 1548    'GT_PK(2,2)'      12556  19083  12489  19071  19081  12624
-CONVEX 1549    'GT_PK(2,2)'      12489  19084  12353  19079  19085  12422
-CONVEX 1550    'GT_PK(2,2)'      12353  19084  12489  19086  19087  12420
-CONVEX 1551    'GT_PK(2,2)'      12489  19083  12556  19087  19077  12420
-CONVEX 1552    'GT_PK(2,2)'      12287  19088  12424  16301  19089  12355
-CONVEX 1553    'GT_PK(2,2)'      12424  19090  12491  19089  17092  12355
-CONVEX 1554    'GT_PK(2,2)'      12417  19091  12349  17060  19092  12486
-CONVEX 1555    'GT_PK(2,2)'      12349  19093  12212  19094  19095  12282
-CONVEX 1556    'GT_PK(2,2)'      12488  19096  12351  19078  19097  12420
-CONVEX 1557    'GT_PK(2,2)'      12827  19098  12695  19099  17104  12762
-CONVEX 1558    'GT_PK(2,2)'      12827  19100  12895  19101  16735  12959
-CONVEX 1559    'GT_PK(2,2)'      12895  19100  12827  19102  19099  12762
-CONVEX 1560    'GT_PK(2,2)'      12356  19103  12425  19104  17109  12493
-CONVEX 1561    'GT_PK(2,2)'      12424  19105  12356  19106  19104  12493
-CONVEX 1562    'GT_PK(2,2)'      12356  19105  12424  19107  19088  12287
-CONVEX 1563    'GT_PK(2,2)'      12082  19108  12222  19109  19110  12152
-CONVEX 1564    'GT_PK(2,2)'      12082  19111  12012  19112  19113  11944
-CONVEX 1565    'GT_PK(2,2)'      12012  19111  12082  17114  19109  12152
-CONVEX 1566    'GT_PK(2,2)'      12011  19114  11942  19070  19115  12081
-CONVEX 1567    'GT_PK(2,2)'      11942  19116  12012  19115  17115  12081
-CONVEX 1568    'GT_PK(2,2)'      9610  19117  9534  19118  19119  9684
-CONVEX 1569    'GT_PK(2,2)'      9457  19120  9534  19121  19117  9610
-CONVEX 1570    'GT_PK(2,2)'      9530  19122  9457  19123  19121  9610
-CONVEX 1571    'GT_PK(2,2)'      9457  19122  9530  17117  19124  9379
-CONVEX 1572    'GT_PK(2,2)'      9454  19125  9530  19126  19127  9604
-CONVEX 1573    'GT_PK(2,2)'      9530  19125  9454  19124  18969  9379
-CONVEX 1574    'GT_PK(2,2)'      9758  19128  9610  19129  19118  9684
-CONVEX 1575    'GT_PK(2,2)'      9613  19130  9688  19131  19132  9761
-CONVEX 1576    'GT_PK(2,2)'      9763  19133  9688  19134  19135  9615
-CONVEX 1577    'GT_PK(2,2)'      9466  19136  9541  19137  19138  9615
-CONVEX 1578    'GT_PK(2,2)'      8923  19139  8848  19140  19141  8998
-CONVEX 1579    'GT_PK(2,2)'      8848  19139  8923  19142  19143  8774
-CONVEX 1580    'GT_PK(2,2)'      9077  19144  9151  19145  19146  8998
-CONVEX 1581    'GT_PK(2,2)'      9226  19147  9151  17085  19148  9306
-CONVEX 1582    'GT_PK(2,2)'      9228  19149  9077  19150  19151  9154
-CONVEX 1583    'GT_PK(2,2)'      9151  19152  9228  19148  19153  9306
-CONVEX 1584    'GT_PK(2,2)'      9228  19152  9151  19149  19144  9077
-CONVEX 1585    'GT_PK(2,2)'      9077  19154  9001  19151  19155  9154
-CONVEX 1586    'GT_PK(2,2)'      10282  19156  10429  17121  19157  10355
-CONVEX 1587    'GT_PK(2,2)'      10728  19158  10802  19159  17133  10872
-CONVEX 1588    'GT_PK(2,2)'      9838  19160  9910  19161  19162  9763
-CONVEX 1589    'GT_PK(2,2)'      9985  19163  10134  19164  17128  10058
-CONVEX 1590    'GT_PK(2,2)'      9910  19165  9985  19166  19164  10058
-CONVEX 1591    'GT_PK(2,2)'      9985  19165  9910  19167  19160  9838
-CONVEX 1592    'GT_PK(2,2)'      10134  19163  9985  17126  19168  10060
-CONVEX 1593    'GT_PK(2,2)'      9689  19169  9616  19170  19171  9764
-CONVEX 1594    'GT_PK(2,2)'      9838  19172  9689  19173  19170  9764
-CONVEX 1595    'GT_PK(2,2)'      9689  19174  9541  19169  19002  9616
-CONVEX 1596    'GT_PK(2,2)'      9689  19172  9838  19175  19161  9763
-CONVEX 1597    'GT_PK(2,2)'      9689  19175  9763  19176  19134  9615
-CONVEX 1598    'GT_PK(2,2)'      9541  19174  9689  19138  19176  9615
-CONVEX 1599    'GT_PK(2,2)'      10802  19177  10874  17134  19178  10948
-CONVEX 1600    'GT_PK(2,2)'      10874  19177  10802  19179  19180  10729
-CONVEX 1601    'GT_PK(2,2)'      11232  19181  11374  19182  17135  11302
-CONVEX 1602    'GT_PK(2,2)'      11517  19183  11586  17139  19184  11445
-CONVEX 1603    'GT_PK(2,2)'      11159  19185  11232  19186  19182  11302
-CONVEX 1604    'GT_PK(2,2)'      11300  19187  11372  19188  19189  11443
-CONVEX 1605    'GT_PK(2,2)'      15201  18819  15110  18818  19190  15155
-CONVEX 1606    'GT_PK(2,2)'      15201  18532  15243  18821  19191  15153
-CONVEX 1607    'GT_PK(2,2)'      15240  19192  15286  19193  19194  15327
-CONVEX 1608    'GT_PK(2,2)'      15282  19195  15240  19196  19193  15327
-CONVEX 1609    'GT_PK(2,2)'      15240  19197  15198  19192  19198  15286
-CONVEX 1610    'GT_PK(2,2)'      15193  19199  15240  19200  19195  15282
-CONVEX 1611    'GT_PK(2,2)'      7177  19201  7027  19202  19203  7102
-CONVEX 1612    'GT_PK(2,2)'      192  19204  6653  17145  19205  6840
-CONVEX 1613    'GT_PK(2,2)'      6828  19206  6754  19207  19208  6681
-CONVEX 1614    'GT_PK(2,2)'      8728  19209  8807  19210  19211  8653
-CONVEX 1615    'GT_PK(2,2)'      8150  19212  7995  19213  19214  8069
-CONVEX 1616    'GT_PK(2,2)'      7843  19215  7995  19216  19217  7918
-CONVEX 1617    'GT_PK(2,2)'      7167  19218  7317  17149  19219  7244
-CONVEX 1618    'GT_PK(2,2)'      7170  19220  7020  17148  19221  7094
-CONVEX 1619    'GT_PK(2,2)'      6882  19222  6955  19223  19224  7033
-CONVEX 1620    'GT_PK(2,2)'      7191  19225  7121  19226  19227  7039
-CONVEX 1621    'GT_PK(2,2)'      6656  19228  6585  19229  19230  6732
-CONVEX 1622    'GT_PK(2,2)'      6955  19231  7106  19224  19232  7033
-CONVEX 1623    'GT_PK(2,2)'      7106  19233  7181  19234  19235  7257
-CONVEX 1624    'GT_PK(2,2)'      15198  19197  15240  19236  19237  15150
-CONVEX 1625    'GT_PK(2,2)'      15240  19199  15193  19237  19238  15150
-CONVEX 1626    'GT_PK(2,2)'      5983  19239  6015  19240  19241  5910
-CONVEX 1627    'GT_PK(2,2)'      15829  19242  15801  19243  19244  15850
-CONVEX 1628    'GT_PK(2,2)'      15801  19242  15829  19245  19246  15774
-CONVEX 1629    'GT_PK(2,2)'      5785  19247  178  19248  19249  5638
-CONVEX 1630    'GT_PK(2,2)'      5764  19250  5785  19251  19248  5638
-CONVEX 1631    'GT_PK(2,2)'      5785  19250  5764  19252  19253  5910
-CONVEX 1632    'GT_PK(2,2)'      337  19254  15220  19255  19256  340
-CONVEX 1633    'GT_PK(2,2)'      14945  19257  14994  16649  19258  15039
-CONVEX 1634    'GT_PK(2,2)'      15173  19259  337  19260  19261  335
-CONVEX 1635    'GT_PK(2,2)'      15173  19262  15220  19259  19254  337
-CONVEX 1636    'GT_PK(2,2)'      15220  19262  15173  19263  19264  15135
-CONVEX 1637    'GT_PK(2,2)'      313  19265  311  19266  19267  14317
-CONVEX 1638    'GT_PK(2,2)'      15774  19246  15829  19268  19269  15802
-CONVEX 1639    'GT_PK(2,2)'      15829  19270  15856  19269  19271  15802
-CONVEX 1640    'GT_PK(2,2)'      14639  19272  321  19273  19274  319
-CONVEX 1641    'GT_PK(2,2)'      14787  19275  14841  19276  18070  14889
-CONVEX 1642    'GT_PK(2,2)'      13357  19277  13296  19278  19279  13231
-CONVEX 1643    'GT_PK(2,2)'      13296  19277  13357  19280  19281  13422
-CONVEX 1644    'GT_PK(2,2)'      13466  19282  13402  19283  16351  13526
-CONVEX 1645    'GT_PK(2,2)'      13590  19284  13466  17197  19283  13526
-CONVEX 1646    'GT_PK(2,2)'      13530  19285  13466  19286  19284  13590
-CONVEX 1647    'GT_PK(2,2)'      13406  19287  13466  19288  19285  13530
-CONVEX 1648    'GT_PK(2,2)'      300  19289  13894  19290  19291  302
-CONVEX 1649    'GT_PK(2,2)'      15856  19270  15829  19292  19293  15874
-CONVEX 1650    'GT_PK(2,2)'      15829  19243  15850  19293  19294  15874
-CONVEX 1651    'GT_PK(2,2)'      15903  19295  15915  19296  19297  15938
-CONVEX 1652    'GT_PK(2,2)'      15903  19296  15938  19298  19299  15912
-CONVEX 1653    'GT_PK(2,2)'      13796  19300  13894  19301  19302  13737
-CONVEX 1654    'GT_PK(2,2)'      11413  19303  11303  19304  19305  11386
-CONVEX 1655    'GT_PK(2,2)'      11530  19306  11413  19307  19304  11386
-CONVEX 1656    'GT_PK(2,2)'      11896  19308  11968  19309  17200  12036
-CONVEX 1657    'GT_PK(2,2)'      11963  19310  11896  19311  19309  12036
-CONVEX 1658    'GT_PK(2,2)'      261  19312  11765  16012  19313  11905
-CONVEX 1659    'GT_PK(2,2)'      259  19314  11765  19315  19312  261
-CONVEX 1660    'GT_PK(2,2)'      11765  19314  259  19316  17217  11655
-CONVEX 1661    'GT_PK(2,2)'      11798  19317  11665  19318  19319  11745
-CONVEX 1662    'GT_PK(2,2)'      11896  19320  11798  19321  19318  11745
-CONVEX 1663    'GT_PK(2,2)'      11798  19320  11896  19322  19310  11963
-CONVEX 1664    'GT_PK(2,2)'      11665  19323  11593  19324  19325  11530
-CONVEX 1665    'GT_PK(2,2)'      11593  19326  11413  19325  19306  11530
-CONVEX 1666    'GT_PK(2,2)'      275  19327  12655  19328  19329  277
-CONVEX 1667    'GT_PK(2,2)'      13100  19330  13033  19331  17181  13162
-CONVEX 1668    'GT_PK(2,2)'      13033  19330  13100  17657  19332  12969
-CONVEX 1669    'GT_PK(2,2)'      13100  19333  13037  19332  19334  12969
-CONVEX 1670    'GT_PK(2,2)'      13100  19335  13165  19333  17643  13037
-CONVEX 1671    'GT_PK(2,2)'      13296  19336  13169  19279  19337  13231
-CONVEX 1672    'GT_PK(2,2)'      13169  19338  13104  19337  17639  13231
-CONVEX 1673    'GT_PK(2,2)'      13104  19338  13169  17636  19339  13044
-CONVEX 1674    'GT_PK(2,2)'      13169  19336  13296  19340  19341  13237
-CONVEX 1675    'GT_PK(2,2)'      13109  19342  13045  19343  17227  12979
-CONVEX 1676    'GT_PK(2,2)'      13109  19344  13169  19345  19340  13237
-CONVEX 1677    'GT_PK(2,2)'      13044  19346  13109  16452  19343  12979
-CONVEX 1678    'GT_PK(2,2)'      13169  19344  13109  19339  19346  13044
-CONVEX 1679    'GT_PK(2,2)'      13173  19347  13109  19348  19345  13237
-CONVEX 1680    'GT_PK(2,2)'      13109  19347  13173  19342  19349  13045
-CONVEX 1681    'GT_PK(2,2)'      13732  19350  13797  17238  19351  298
-CONVEX 1682    'GT_PK(2,2)'      13797  19352  300  19351  19353  298
-CONVEX 1683    'GT_PK(2,2)'      300  19352  13797  19289  19354  13894
-CONVEX 1684    'GT_PK(2,2)'      13894  19354  13797  19302  19355  13737
-CONVEX 1685    'GT_PK(2,2)'      13735  19356  13676  19357  19358  13612
-CONVEX 1686    'GT_PK(2,2)'      13614  19359  13676  19360  19361  13737
-CONVEX 1687    'GT_PK(2,2)'      13676  19362  13796  19361  19301  13737
-CONVEX 1688    'GT_PK(2,2)'      13796  19362  13676  19363  19356  13735
-CONVEX 1689    'GT_PK(2,2)'      13361  19364  13296  19365  19280  13422
-CONVEX 1690    'GT_PK(2,2)'      13296  19364  13361  19341  19366  13237
-CONVEX 1691    'GT_PK(2,2)'      13173  19367  13301  19368  19369  13238
-CONVEX 1692    'GT_PK(2,2)'      13301  19370  13361  19371  19372  13427
-CONVEX 1693    'GT_PK(2,2)'      13301  19367  13173  19373  19348  13237
-CONVEX 1694    'GT_PK(2,2)'      13361  19370  13301  19366  19373  13237
-CONVEX 1695    'GT_PK(2,2)'      13364  19374  13490  19375  17241  13428
-CONVEX 1696    'GT_PK(2,2)'      13364  19376  13427  19374  19377  13490
-CONVEX 1697    'GT_PK(2,2)'      13364  19378  13301  19376  19371  13427
-CONVEX 1698    'GT_PK(2,2)'      13301  19378  13364  19369  19379  13238
-CONVEX 1699    'GT_PK(2,2)'      13302  19380  13364  19381  19375  13428
-CONVEX 1700    'GT_PK(2,2)'      13364  19380  13302  19379  19382  13238
-CONVEX 1701    'GT_PK(2,2)'      13675  19383  13553  19384  17243  13614
-CONVEX 1702    'GT_PK(2,2)'      13675  19384  13614  19385  19360  13737
-CONVEX 1703    'GT_PK(2,2)'      13675  19386  13732  19387  17239  13615
-CONVEX 1704    'GT_PK(2,2)'      13553  19383  13675  19388  19387  13615
-CONVEX 1705    'GT_PK(2,2)'      13797  19389  13675  19355  19385  13737
-CONVEX 1706    'GT_PK(2,2)'      13675  19389  13797  19386  19350  13732
-CONVEX 1707    'GT_PK(2,2)'      13302  19390  13174  19382  19391  13238
-CONVEX 1708    'GT_PK(2,2)'      13429  19392  13552  19393  19394  292
-CONVEX 1709    'GT_PK(2,2)'      292  19394  13552  19395  19396  294
-CONVEX 1710    'GT_PK(2,2)'      13552  19397  13615  19396  17229  294
-CONVEX 1711    'GT_PK(2,2)'      13239  19398  13174  19399  19390  13302
-CONVEX 1712    'GT_PK(2,2)'      290  19400  13429  19401  19393  292
-CONVEX 1713    'GT_PK(2,2)'      15903  19402  15856  19403  19292  15874
-CONVEX 1714    'GT_PK(2,2)'      15915  19295  15903  19404  19403  15874
-CONVEX 1715    'GT_PK(2,2)'      15870  19405  15903  19406  19298  15912
-CONVEX 1716    'GT_PK(2,2)'      281  19407  279  19408  19409  12853
-CONVEX 1717    'GT_PK(2,2)'      15856  19402  15903  19410  19405  15870
-CONVEX 1718    'GT_PK(2,2)'      14714  19411  14607  19412  19413  14661
-CONVEX 1719    'GT_PK(2,2)'      14607  19411  14714  19414  19415  14660
-CONVEX 1720    'GT_PK(2,2)'      14714  19416  14767  19415  19417  14660
-CONVEX 1721    'GT_PK(2,2)'      14769  19418  14714  19419  19412  14661
-CONVEX 1722    'GT_PK(2,2)'      14767  19416  14714  19420  19421  14819
-CONVEX 1723    'GT_PK(2,2)'      10693  19422  10873  17263  19423  10766
-CONVEX 1724    'GT_PK(2,2)'      11176  19424  11223  17260  19425  11086
-CONVEX 1725    'GT_PK(2,2)'      11223  19424  11176  19426  19427  11303
-CONVEX 1726    'GT_PK(2,2)'      14714  19418  14769  19421  19428  14819
-CONVEX 1727    'GT_PK(2,2)'      10369  19429  10303  19430  19431  10234
-CONVEX 1728    'GT_PK(2,2)'      10562  19432  10620  19433  19434  10474
-CONVEX 1729    'GT_PK(2,2)'      10620  19432  10562  17261  19435  10693
-CONVEX 1730    'GT_PK(2,2)'      9880  19436  232  19437  19438  230
-CONVEX 1731    'GT_PK(2,2)'      15154  19439  15106  19440  19441  15059
-CONVEX 1732    'GT_PK(2,2)'      15154  19440  15059  19442  19443  15108
-CONVEX 1733    'GT_PK(2,2)'      15197  19444  15154  19445  19446  15244
-CONVEX 1734    'GT_PK(2,2)'      15154  19447  15200  19446  19448  15244
-CONVEX 1735    'GT_PK(2,2)'      15200  19447  15154  19449  19442  15108
-CONVEX 1736    'GT_PK(2,2)'      11223  19450  11126  19425  19451  11086
-CONVEX 1737    'GT_PK(2,2)'      11126  19450  11223  19452  19453  11270
-CONVEX 1738    'GT_PK(2,2)'      10907  19454  247  19455  19456  244
-CONVEX 1739    'GT_PK(2,2)'      9582  19457  9508  19458  17632  9659
-CONVEX 1740    'GT_PK(2,2)'      9732  19459  9582  19460  19458  9659
-CONVEX 1741    'GT_PK(2,2)'      9582  19459  9732  19461  19462  9658
-CONVEX 1742    'GT_PK(2,2)'      9508  19457  9582  17271  19463  9433
-CONVEX 1743    'GT_PK(2,2)'      15154  19444  15197  19439  19464  15106
-CONVEX 1744    'GT_PK(2,2)'      13136  19465  13073  19466  19467  13008
-CONVEX 1745    'GT_PK(2,2)'      13008  19467  13073  19468  19469  12944
-CONVEX 1746    'GT_PK(2,2)'      13201  19470  13073  19471  19465  13136
-CONVEX 1747    'GT_PK(2,2)'      13073  19472  13010  19469  19473  12944
-CONVEX 1748    'GT_PK(2,2)'      13073  19470  13201  19474  19475  13138
-CONVEX 1749    'GT_PK(2,2)'      13010  19472  13073  19476  19474  13138
-CONVEX 1750    'GT_PK(2,2)'      15051  19477  15145  19478  19479  15098
-CONVEX 1751    'GT_PK(2,2)'      9585  19480  9509  17274  19481  9658
-CONVEX 1752    'GT_PK(2,2)'      9582  19482  9509  19463  19483  9433
-CONVEX 1753    'GT_PK(2,2)'      9509  19482  9582  19481  19461  9658
-CONVEX 1754    'GT_PK(2,2)'      9509  19480  9585  19484  19485  9437
-CONVEX 1755    'GT_PK(2,2)'      222  19486  9280  19487  19488  224
-CONVEX 1756    'GT_PK(2,2)'      15145  19477  15051  19489  19490  15103
-CONVEX 1757    'GT_PK(2,2)'      15051  19491  15005  19490  19492  15103
-CONVEX 1758    'GT_PK(2,2)'      9585  19493  9580  19485  19494  9437
-CONVEX 1759    'GT_PK(2,2)'      9580  19495  228  19496  19497  226
-CONVEX 1760    'GT_PK(2,2)'      15005  19491  15051  19498  19499  14956
-CONVEX 1761    'GT_PK(2,2)'      15051  19478  15098  19500  19501  15003
-CONVEX 1762    'GT_PK(2,2)'      12090  19502  11963  19503  19311  12036
-CONVEX 1763    'GT_PK(2,2)'      14903  19504  14802  19505  19506  14853
-CONVEX 1764    'GT_PK(2,2)'      14700  19507  14802  16342  19508  14754
-CONVEX 1765    'GT_PK(2,2)'      14802  19509  14750  19506  19510  14853
-CONVEX 1766    'GT_PK(2,2)'      14750  19509  14802  17332  19507  14700
-CONVEX 1767    'GT_PK(2,2)'      14950  19511  14903  19512  19505  14853
-CONVEX 1768    'GT_PK(2,2)'      14900  19513  14950  19514  19512  14853
-CONVEX 1769    'GT_PK(2,2)'      13828  19515  13884  19516  19517  13945
-CONVEX 1770    'GT_PK(2,2)'      13884  19518  13997  19517  17301  13945
-CONVEX 1771    'GT_PK(2,2)'      13884  19515  13828  19519  17300  13767
-CONVEX 1772    'GT_PK(2,2)'      13823  19520  13884  16336  19519  13767
-CONVEX 1773    'GT_PK(2,2)'      13997  19521  14105  17303  19522  14058
-CONVEX 1774    'GT_PK(2,2)'      14045  19523  14100  19524  17313  14159
-CONVEX 1775    'GT_PK(2,2)'      14105  19525  14045  19526  19524  14159
-CONVEX 1776    'GT_PK(2,2)'      14045  19525  14105  19527  19521  13997
-CONVEX 1777    'GT_PK(2,2)'      14326  19528  14374  17308  19529  14431
-CONVEX 1778    'GT_PK(2,2)'      14264  19530  14374  19531  19528  14326
-CONVEX 1779    'GT_PK(2,2)'      13889  19532  13828  19533  19516  13945
-CONVEX 1780    'GT_PK(2,2)'      14007  19534  13889  17321  19533  13945
-CONVEX 1781    'GT_PK(2,2)'      13762  19535  13823  19536  16335  13705
-CONVEX 1782    'GT_PK(2,2)'      13643  19537  13762  17323  19536  13705
-CONVEX 1783    'GT_PK(2,2)'      13823  19535  13762  19538  19539  13876
-CONVEX 1784    'GT_PK(2,2)'      13762  19537  13643  19540  19541  13701
-CONVEX 1785    'GT_PK(2,2)'      13643  19542  13581  19541  19543  13701
-CONVEX 1786    'GT_PK(2,2)'      13701  19543  13581  17329  19544  13640
-CONVEX 1787    'GT_PK(2,2)'      13928  19545  13984  19546  17325  14041
-CONVEX 1788    'GT_PK(2,2)'      13144  19547  13271  17419  19548  13210
-CONVEX 1789    'GT_PK(2,2)'      13271  19549  13335  19548  16021  13210
-CONVEX 1790    'GT_PK(2,2)'      13271  19550  13397  19549  17406  13335
-CONVEX 1791    'GT_PK(2,2)'      13207  19551  13271  19552  19547  13144
-CONVEX 1792    'GT_PK(2,2)'      13581  19553  13518  19544  19554  13640
-CONVEX 1793    'GT_PK(2,2)'      13518  19553  13581  19555  19556  13457
-CONVEX 1794    'GT_PK(2,2)'      14214  19557  14157  17345  19558  14270
-CONVEX 1795    'GT_PK(2,2)'      14099  19559  13982  19560  19561  14040
-CONVEX 1796    'GT_PK(2,2)'      14157  19562  14099  19563  19560  14040
-CONVEX 1797    'GT_PK(2,2)'      14099  19562  14157  19564  19557  14214
-CONVEX 1798    'GT_PK(2,2)'      14099  19564  14214  19565  17331  14156
-CONVEX 1799    'GT_PK(2,2)'      13982  19566  13923  19561  19567  14040
-CONVEX 1800    'GT_PK(2,2)'      13923  19566  13982  19568  19569  13865
-CONVEX 1801    'GT_PK(2,2)'      14095  19570  14036  19571  19572  13979
-CONVEX 1802    'GT_PK(2,2)'      14036  19570  14095  19573  19574  14155
-CONVEX 1803    'GT_PK(2,2)'      14800  19575  14900  19576  19514  14853
-CONVEX 1804    'GT_PK(2,2)'      14750  19577  14800  19510  19576  14853
-CONVEX 1805    'GT_PK(2,2)'      14328  19578  14382  17346  19579  14269
-CONVEX 1806    'GT_PK(2,2)'      14382  19580  14325  19579  17347  14269
-CONVEX 1807    'GT_PK(2,2)'      14325  19580  14382  17352  19581  14436
-CONVEX 1808    'GT_PK(2,2)'      14438  19582  14382  19583  19578  14328
-CONVEX 1809    'GT_PK(2,2)'      14436  19581  14382  19584  19585  14493
-CONVEX 1810    'GT_PK(2,2)'      14382  19582  14438  19585  19586  14493
-CONVEX 1811    'GT_PK(2,2)'      14380  19587  14434  19588  17336  14488
-CONVEX 1812    'GT_PK(2,2)'      14437  19589  14380  19590  19588  14488
-CONVEX 1813    'GT_PK(2,2)'      14380  19589  14437  19591  19592  14327
-CONVEX 1814    'GT_PK(2,2)'      14544  19593  14599  19594  19595  14492
-CONVEX 1815    'GT_PK(2,2)'      14437  19596  14544  19597  19594  14492
-CONVEX 1816    'GT_PK(2,2)'      14544  19598  14596  19599  17354  14650
-CONVEX 1817    'GT_PK(2,2)'      14599  19593  14544  17361  19599  14650
-CONVEX 1818    'GT_PK(2,2)'      14596  19598  14544  17359  19600  14488
-CONVEX 1819    'GT_PK(2,2)'      14544  19596  14437  19600  19590  14488
-CONVEX 1820    'GT_PK(2,2)'      14599  19601  14547  19595  19602  14492
-CONVEX 1821    'GT_PK(2,2)'      14438  19603  14547  19586  19604  14493
-CONVEX 1822    'GT_PK(2,2)'      14547  19603  14438  19602  19605  14492
-CONVEX 1823    'GT_PK(2,2)'      13384  19606  13319  19607  19608  13256
-CONVEX 1824    'GT_PK(2,2)'      13254  19609  13319  19610  19611  13383
-CONVEX 1825    'GT_PK(2,2)'      13512  19612  13386  19613  19614  13450
-CONVEX 1826    'GT_PK(2,2)'      13319  19615  13446  19611  19616  13383
-CONVEX 1827    'GT_PK(2,2)'      13446  19615  13319  19617  19606  13384
-CONVEX 1828    'GT_PK(2,2)'      13939  19618  14055  19619  17368  13998
-CONVEX 1829    'GT_PK(2,2)'      14722  19620  14670  17364  19621  14776
-CONVEX 1830    'GT_PK(2,2)'      14338  19622  14392  19623  19624  14280
-CONVEX 1831    'GT_PK(2,2)'      13494  19625  13431  19626  19627  13560
-CONVEX 1832    'GT_PK(2,2)'      14092  19628  14034  19629  19630  14154
-CONVEX 1833    'GT_PK(2,2)'      14486  19631  14541  19632  17335  14434
-CONVEX 1834    'GT_PK(2,2)'      15689  19633  15722  19634  17179  15659
-CONVEX 1835    'GT_PK(2,2)'      15051  19500  15003  19499  19635  14956
-CONVEX 1836    'GT_PK(2,2)'      15145  19636  15193  19637  19638  15237
-CONVEX 1837    'GT_PK(2,2)'      15145  19637  15237  19639  19640  15191
-CONVEX 1838    'GT_PK(2,2)'      15193  19636  15145  19641  19489  15103
-CONVEX 1839    'GT_PK(2,2)'      12298  19642  12167  19643  19644  12229
-CONVEX 1840    'GT_PK(2,2)'      11740  19645  11670  19646  19647  11809
-CONVEX 1841    'GT_PK(2,2)'      11880  19648  11740  19649  19646  11809
-CONVEX 1842    'GT_PK(2,2)'      10215  19650  10142  17383  19651  10066
-CONVEX 1843    'GT_PK(2,2)'      10288  19652  10361  19653  19654  10435
-CONVEX 1844    'GT_PK(2,2)'      10288  19655  10215  19656  17384  10140
-CONVEX 1845    'GT_PK(2,2)'      10064  19657  10213  16348  19658  10140
-CONVEX 1846    'GT_PK(2,2)'      10213  19659  10288  19658  19656  10140
-CONVEX 1847    'GT_PK(2,2)'      10288  19659  10213  19652  19660  10361
-CONVEX 1848    'GT_PK(2,2)'      10361  19661  10509  19654  19662  10435
-CONVEX 1849    'GT_PK(2,2)'      10509  19663  10583  19662  19664  10435
-CONVEX 1850    'GT_PK(2,2)'      10583  19663  10509  19665  19666  10654
-CONVEX 1851    'GT_PK(2,2)'      10654  19666  10509  19667  19668  10579
-CONVEX 1852    'GT_PK(2,2)'      11082  19669  11012  19670  19671  10939
-CONVEX 1853    'GT_PK(2,2)'      11227  19672  11369  19673  19674  11299
-CONVEX 1854    'GT_PK(2,2)'      11227  19675  11297  19672  19676  11369
-CONVEX 1855    'GT_PK(2,2)'      11227  19677  11082  19678  19679  11154
-CONVEX 1856    'GT_PK(2,2)'      11297  19675  11227  19680  19678  11154
-CONVEX 1857    'GT_PK(2,2)'      11010  19681  11082  19682  19670  10939
-CONVEX 1858    'GT_PK(2,2)'      11082  19681  11010  19679  19683  11154
-CONVEX 1859    'GT_PK(2,2)'      11078  19684  11149  19685  19686  11221
-CONVEX 1860    'GT_PK(2,2)'      11149  19684  11078  19687  19688  11006
-CONVEX 1861    'GT_PK(2,2)'      11294  19689  11152  19690  19691  11221
-CONVEX 1862    'GT_PK(2,2)'      11152  19692  11078  19691  19685  11221
-CONVEX 1863    'GT_PK(2,2)'      11078  19692  11152  19693  19694  11008
-CONVEX 1864    'GT_PK(2,2)'      10917  19695  10843  19696  19697  10989
-CONVEX 1865    'GT_PK(2,2)'      12124  19698  11985  19699  19700  12053
-CONVEX 1866    'GT_PK(2,2)'      12055  19701  12124  19702  19703  12192
-CONVEX 1867    'GT_PK(2,2)'      12124  19701  12055  19698  19704  11985
-CONVEX 1868    'GT_PK(2,2)'      11985  19705  11915  19700  19706  12053
-CONVEX 1869    'GT_PK(2,2)'      12055  19707  12126  19708  19709  11987
-CONVEX 1870    'GT_PK(2,2)'      12126  19707  12055  19710  19702  12192
-CONVEX 1871    'GT_PK(2,2)'      11578  19711  11437  19712  19713  11507
-CONVEX 1872    'GT_PK(2,2)'      11437  19711  11578  19714  17386  11509
-CONVEX 1873    'GT_PK(2,2)'      11578  19715  11719  17385  19716  11649
-CONVEX 1874    'GT_PK(2,2)'      11790  19717  11719  19718  19719  11858
-CONVEX 1875    'GT_PK(2,2)'      11649  19716  11719  19720  19717  11790
-CONVEX 1876    'GT_PK(2,2)'      12930  19721  12864  19722  19723  12995
-CONVEX 1877    'GT_PK(2,2)'      13120  19724  12993  19725  19726  13055
-CONVEX 1878    'GT_PK(2,2)'      12993  19724  13120  19727  19728  13057
-CONVEX 1879    'GT_PK(2,2)'      12822  19729  12888  19730  19731  12952
-CONVEX 1880    'GT_PK(2,2)'      12888  19732  13017  19731  17421  12952
-CONVEX 1881    'GT_PK(2,2)'      12560  19733  12626  19734  19735  12693
-CONVEX 1882    'GT_PK(2,2)'      12888  19736  12755  19737  19738  12820
-CONVEX 1883    'GT_PK(2,2)'      12755  19736  12888  19739  19729  12822
-CONVEX 1884    'GT_PK(2,2)'      13187  19740  13251  19741  19742  13124
-CONVEX 1885    'GT_PK(2,2)'      13251  19740  13187  19743  19744  13312
-CONVEX 1886    'GT_PK(2,2)'      13635  19745  13695  19746  19747  13576
-CONVEX 1887    'GT_PK(2,2)'      13698  19748  13755  19749  19750  13812
-CONVEX 1888    'GT_PK(2,2)'      13698  19751  13758  19752  17328  13640
-CONVEX 1889    'GT_PK(2,2)'      13758  19751  13698  19753  19749  13812
-CONVEX 1890    'GT_PK(2,2)'      12747  19754  12813  19755  19756  12682
-CONVEX 1891    'GT_PK(2,2)'      12747  19757  12680  19758  19759  12811
-CONVEX 1892    'GT_PK(2,2)'      13025  19760  13087  19761  17394  13153
-CONVEX 1893    'GT_PK(2,2)'      13025  19762  12961  19763  19764  12896
-CONVEX 1894    'GT_PK(2,2)'      13090  19765  13025  19766  19761  13153
-CONVEX 1895    'GT_PK(2,2)'      13025  19765  13090  19762  19767  12961
-CONVEX 1896    'GT_PK(2,2)'      13090  19768  13028  19767  19769  12961
-CONVEX 1897    'GT_PK(2,2)'      12961  19770  12831  19764  19771  12896
-CONVEX 1898    'GT_PK(2,2)'      12763  19772  12828  19773  19774  12896
-CONVEX 1899    'GT_PK(2,2)'      12763  19775  12831  19776  19777  12699
-CONVEX 1900    'GT_PK(2,2)'      12831  19775  12763  19771  19773  12896
-CONVEX 1901    'GT_PK(2,2)'      12828  19778  12958  19774  19779  12896
-CONVEX 1902    'GT_PK(2,2)'      12958  19780  13025  19779  19763  12896
-CONVEX 1903    'GT_PK(2,2)'      13025  19780  12958  19760  19781  13087
-CONVEX 1904    'GT_PK(2,2)'      13087  19781  12958  17392  19782  13022
-CONVEX 1905    'GT_PK(2,2)'      12701  19783  12769  19784  19785  12637
-CONVEX 1906    'GT_PK(2,2)'      12769  19783  12701  19786  19787  12834
-CONVEX 1907    'GT_PK(2,2)'      12901  19788  12769  19789  19786  12834
-CONVEX 1908    'GT_PK(2,2)'      12901  19790  13031  19791  17415  12966
-CONVEX 1909    'GT_PK(2,2)'      12958  19792  12893  19782  19793  13022
-CONVEX 1910    'GT_PK(2,2)'      12893  19792  12958  19794  19778  12828
-CONVEX 1911    'GT_PK(2,2)'      12893  19795  12955  19793  16370  13022
-CONVEX 1912    'GT_PK(2,2)'      12893  19796  12825  19795  19797  12955
-CONVEX 1913    'GT_PK(2,2)'      12825  19798  12890  19797  19799  12955
-CONVEX 1914    'GT_PK(2,2)'      12890  19800  13019  19799  17426  12955
-CONVEX 1915    'GT_PK(2,2)'      12890  19801  12822  19802  19730  12952
-CONVEX 1916    'GT_PK(2,2)'      13019  19800  12890  17428  19802  12952
-CONVEX 1917    'GT_PK(2,2)'      554  19803  533  19804  19805  582
-CONVEX 1918    'GT_PK(2,2)'      563  19806  542  19807  19808  513
-CONVEX 1919    'GT_PK(2,2)'      493  19809  542  16384  19810  521
-CONVEX 1920    'GT_PK(2,2)'      513  19808  542  17472  19809  493
-CONVEX 1921    'GT_PK(2,2)'      542  19806  563  19811  17468  593
-CONVEX 1922    'GT_PK(2,2)'      542  19812  569  19810  16496  521
-CONVEX 1923    'GT_PK(2,2)'      569  19812  542  16488  19811  593
-CONVEX 1924    'GT_PK(2,2)'      529  19813  487  17501  19814  504
-CONVEX 1925    'GT_PK(2,2)'      487  19815  463  19814  19816  504
-CONVEX 1926    'GT_PK(2,2)'      487  19817  452  19815  17487  463
-CONVEX 1927    'GT_PK(2,2)'      510  19818  487  19819  19813  529
-CONVEX 1928    'GT_PK(2,2)'      452  19817  487  17480  19820  467
-CONVEX 1929    'GT_PK(2,2)'      487  19818  510  19820  17505  467
-CONVEX 1930    'GT_PK(2,2)'      463  19821  482  19816  19822  504
-CONVEX 1931    'GT_PK(2,2)'      448  19823  482  17495  19821  463
-CONVEX 1932    'GT_PK(2,2)'      503  19824  482  16403  19825  461
-CONVEX 1933    'GT_PK(2,2)'      482  19823  448  19825  17492  461
-CONVEX 1934    'GT_PK(2,2)'      578  19826  550  19827  19828  604
-CONVEX 1935    'GT_PK(2,2)'      550  19826  578  17499  19829  529
-CONVEX 1936    'GT_PK(2,2)'      553  19830  606  19831  17497  582
-CONVEX 1937    'GT_PK(2,2)'      553  19832  510  19833  19819  529
-CONVEX 1938    'GT_PK(2,2)'      578  19834  553  19829  19833  529
-CONVEX 1939    'GT_PK(2,2)'      553  19834  578  19830  19835  606
-CONVEX 1940    'GT_PK(2,2)'      533  19836  553  19805  19831  582
-CONVEX 1941    'GT_PK(2,2)'      510  19832  553  17502  19836  533
-CONVEX 1942    'GT_PK(2,2)'      526  19837  550  19838  17500  504
-CONVEX 1943    'GT_PK(2,2)'      482  19839  526  19822  19838  504
-CONVEX 1944    'GT_PK(2,2)'      526  19839  482  19840  19824  503
-CONVEX 1945    'GT_PK(2,2)'      474  19841  517  16404  19842  486
-CONVEX 1946    'GT_PK(2,2)'      517  19843  530  19842  17513  486
-CONVEX 1947    'GT_PK(2,2)'      530  19843  517  19844  19845  565
-CONVEX 1948    'GT_PK(2,2)'      583  19846  530  19847  19844  565
-CONVEX 1949    'GT_PK(2,2)'      605  19848  583  19849  19850  641
-CONVEX 1950    'GT_PK(2,2)'      15098  19479  15145  19851  19639  15191
-CONVEX 1951    'GT_PK(2,2)'      15237  19852  15280  19640  19853  15191
-CONVEX 1952    'GT_PK(2,2)'      15280  19854  15233  19853  19855  15191
-CONVEX 1953    'GT_PK(2,2)'      15280  19856  15325  19857  19858  15365
-CONVEX 1954    'GT_PK(2,2)'      15280  19857  15365  19859  19860  15321
-CONVEX 1955    'GT_PK(2,2)'      15233  19854  15280  16524  19859  15321
-CONVEX 1956    'GT_PK(2,2)'      20  19861  439  19862  19863  18
-CONVEX 1957    'GT_PK(2,2)'      494  19864  517  19865  19841  474
-CONVEX 1958    'GT_PK(2,2)'      424  19866  457  16434  19867  440
-CONVEX 1959    'GT_PK(2,2)'      457  19868  477  19867  19869  440
-CONVEX 1960    'GT_PK(2,2)'      456  19870  443  19871  17515  427
-CONVEX 1961    'GT_PK(2,2)'      440  19872  456  16436  19871  427
-CONVEX 1962    'GT_PK(2,2)'      477  19873  456  19869  19872  440
-CONVEX 1963    'GT_PK(2,2)'      494  19874  456  19875  19873  477
-CONVEX 1964    'GT_PK(2,2)'      443  19870  456  17516  19876  474
-CONVEX 1965    'GT_PK(2,2)'      456  19874  494  19876  19865  474
-CONVEX 1966    'GT_PK(2,2)'      635  19877  667  19878  19879  698
-CONVEX 1967    'GT_PK(2,2)'      667  19880  605  19881  19849  641
-CONVEX 1968    'GT_PK(2,2)'      667  19877  635  19880  19882  605
-CONVEX 1969    'GT_PK(2,2)'      519  19883  494  19884  19875  477
-CONVEX 1970    'GT_PK(2,2)'      734  19885  703  19886  19887  770
-CONVEX 1971    'GT_PK(2,2)'      808  19888  776  19889  19890  848
-CONVEX 1972    'GT_PK(2,2)'      15325  19856  15280  19891  19852  15237
-CONVEX 1973    'GT_PK(2,2)'      15401  19892  15442  19893  19894  15480
-CONVEX 1974    'GT_PK(2,2)'      15442  19895  15519  19894  19896  15480
-CONVEX 1975    'GT_PK(2,2)'      15442  19897  15361  19898  19899  15403
-CONVEX 1976    'GT_PK(2,2)'      15361  19897  15442  19900  19892  15401
-CONVEX 1977    'GT_PK(2,2)'      15519  19895  15442  19901  19902  15483
-CONVEX 1978    'GT_PK(2,2)'      7934  19903  8075  17546  19904  8081
-CONVEX 1979    'GT_PK(2,2)'      8080  19905  8075  19906  19907  7932
-CONVEX 1980    'GT_PK(2,2)'      8075  19908  7921  19907  19909  7932
-CONVEX 1981    'GT_PK(2,2)'      8075  19903  7934  19908  17539  7921
-CONVEX 1982    'GT_PK(2,2)'      6861  19910  6935  19911  19912  7008
-CONVEX 1983    'GT_PK(2,2)'      7090  19913  7015  19914  19915  7163
-CONVEX 1984    'GT_PK(2,2)'      7015  19913  7090  19916  19917  6939
-CONVEX 1985    'GT_PK(2,2)'      7588  19918  7533  19919  19920  7666
-CONVEX 1986    'GT_PK(2,2)'      7533  19918  7588  19921  19922  7450
-CONVEX 1987    'GT_PK(2,2)'      6420  19923  6491  19924  19925  6344
-CONVEX 1988    'GT_PK(2,2)'      3791  19926  3925  19927  19928  3859
-CONVEX 1989    'GT_PK(2,2)'      3925  19926  3791  19929  19930  3857
-CONVEX 1990    'GT_PK(2,2)'      3919  19931  3851  19932  17559  3986
-CONVEX 1991    'GT_PK(2,2)'      4258  19933  4190  19934  19935  4120
-CONVEX 1992    'GT_PK(2,2)'      4678  19936  4538  19937  17557  4607
-CONVEX 1993    'GT_PK(2,2)'      3917  19938  4053  17560  19939  3986
-CONVEX 1994    'GT_PK(2,2)'      4190  19940  4053  19935  19941  4120
-CONVEX 1995    'GT_PK(2,2)'      3782  19942  3851  19943  19944  3716
-CONVEX 1996    'GT_PK(2,2)'      3782  19945  3917  19942  17558  3851
-CONVEX 1997    'GT_PK(2,2)'      3917  19945  3782  19946  19947  3849
-CONVEX 1998    'GT_PK(2,2)'      4051  19948  3915  19949  19950  3982
-CONVEX 1999    'GT_PK(2,2)'      3984  19951  4051  19952  19953  4120
-CONVEX 2000    'GT_PK(2,2)'      4053  19954  3984  19941  19952  4120
-CONVEX 2001    'GT_PK(2,2)'      3984  19954  4053  19955  19938  3917
-CONVEX 2002    'GT_PK(2,2)'      3984  19955  3917  19956  19946  3849
-CONVEX 2003    'GT_PK(2,2)'      3915  19957  3984  19958  19956  3849
-CONVEX 2004    'GT_PK(2,2)'      3984  19957  3915  19951  19948  4051
-CONVEX 2005    'GT_PK(2,2)'      4051  19959  4188  19953  19960  4120
-CONVEX 2006    'GT_PK(2,2)'      4327  19961  4188  19962  19963  4256
-CONVEX 2007    'GT_PK(2,2)'      4188  19964  4258  19960  19934  4120
-CONVEX 2008    'GT_PK(2,2)'      4258  19964  4188  19965  19961  4327
-CONVEX 2009    'GT_PK(2,2)'      3925  19966  3994  19928  19967  3859
-CONVEX 2010    'GT_PK(2,2)'      3994  19966  3925  19968  19969  4061
-CONVEX 2011    'GT_PK(2,2)'      4546  19970  4407  19971  19972  4475
-CONVEX 2012    'GT_PK(2,2)'      3724  19973  3659  19974  19975  3592
-CONVEX 2013    'GT_PK(2,2)'      3724  19976  3791  19977  19927  3859
-CONVEX 2014    'GT_PK(2,2)'      2160  19978  2216  19979  19980  2104
-CONVEX 2015    'GT_PK(2,2)'      3064  19981  3127  19982  19983  3191
-CONVEX 2016    'GT_PK(2,2)'      3127  19984  3256  19983  19985  3191
-CONVEX 2017    'GT_PK(2,2)'      3193  19986  3258  19987  19988  3323
-CONVEX 2018    'GT_PK(2,2)'      2567  19989  2506  19990  19991  2627
-CONVEX 2019    'GT_PK(2,2)'      2690  19992  2567  19993  19990  2627
-CONVEX 2020    'GT_PK(2,2)'      2752  19994  2690  19995  19993  2627
-CONVEX 2021    'GT_PK(2,2)'      4035  19996  4103  19997  19998  4173
-CONVEX 2022    'GT_PK(2,2)'      4030  19999  4167  20000  20001  4099
-CONVEX 2023    'GT_PK(2,2)'      4097  20002  4030  16439  20003  3961
-CONVEX 2024    'GT_PK(2,2)'      4167  19999  4030  17574  20002  4097
-CONVEX 2025    'GT_PK(2,2)'      3706  20004  3639  20005  20006  3772
-CONVEX 2026    'GT_PK(2,2)'      4186  20007  4049  17564  20008  4116
-CONVEX 2027    'GT_PK(2,2)'      4118  20009  4051  20010  19949  3982
-CONVEX 2028    'GT_PK(2,2)'      4049  20011  4118  20012  20010  3982
-CONVEX 2029    'GT_PK(2,2)'      4118  20011  4049  20013  20007  4186
-CONVEX 2030    'GT_PK(2,2)'      4118  20013  4186  20014  20015  4256
-CONVEX 2031    'GT_PK(2,2)'      4188  20016  4118  19963  20014  4256
-CONVEX 2032    'GT_PK(2,2)'      4118  20016  4188  20009  19959  4051
-CONVEX 2033    'GT_PK(2,2)'      4116  20017  4184  17566  20018  4254
-CONVEX 2034    'GT_PK(2,2)'      3776  20019  3708  20020  20021  3842
-CONVEX 2035    'GT_PK(2,2)'      3911  20022  3776  20023  20020  3842
-CONVEX 2036    'GT_PK(2,2)'      3776  20022  3911  20024  20025  3845
-CONVEX 2037    'GT_PK(2,2)'      3641  20026  3575  20027  20028  3508
-CONVEX 2038    'GT_PK(2,2)'      3575  20026  3641  20029  20030  3708
-CONVEX 2039    'GT_PK(2,2)'      3313  20031  3250  20032  20033  3183
-CONVEX 2040    'GT_PK(2,2)'      3313  20034  3379  20031  17567  3250
-CONVEX 2041    'GT_PK(2,2)'      3651  20035  3584  20036  20037  3716
-CONVEX 2042    'GT_PK(2,2)'      3780  20038  3915  20039  19958  3849
-CONVEX 2043    'GT_PK(2,2)'      3647  20040  3582  20041  20042  3514
-CONVEX 2044    'GT_PK(2,2)'      3780  20043  3647  20044  20045  3712
-CONVEX 2045    'GT_PK(2,2)'      3580  20046  3647  20047  20041  3514
-CONVEX 2046    'GT_PK(2,2)'      3647  20046  3580  20045  20048  3712
-CONVEX 2047    'GT_PK(2,2)'      3379  20049  3446  17569  20050  3315
-CONVEX 2048    'GT_PK(2,2)'      3446  20051  3381  20050  20052  3315
-CONVEX 2049    'GT_PK(2,2)'      3185  20053  3250  20054  17568  3315
-CONVEX 2050    'GT_PK(2,2)'      4513  20055  4374  16444  20056  4442
-CONVEX 2051    'GT_PK(2,2)'      4235  20057  4374  17572  20058  4306
-CONVEX 2052    'GT_PK(2,2)'      4374  20059  4444  20058  20060  4306
-CONVEX 2053    'GT_PK(2,2)'      4444  20059  4374  20061  20055  4513
-CONVEX 2054    'GT_PK(2,2)'      4442  20062  4304  20063  20064  4372
-CONVEX 2055    'GT_PK(2,2)'      4374  20065  4304  20056  20062  4442
-CONVEX 2056    'GT_PK(2,2)'      4304  20065  4374  20066  20057  4235
-CONVEX 2057    'GT_PK(2,2)'      4510  20067  4371  20068  20069  4439
-CONVEX 2058    'GT_PK(2,2)'      4371  20070  4302  20071  20072  4231
-CONVEX 2059    'GT_PK(2,2)'      4376  20073  4444  20074  20075  4515
-CONVEX 2060    'GT_PK(2,2)'      4444  20073  4376  20060  20076  4306
-CONVEX 2061    'GT_PK(2,2)'      4444  20077  4583  20075  20078  4515
-CONVEX 2062    'GT_PK(2,2)'      4725  20079  4583  17577  20080  4654
-CONVEX 2063    'GT_PK(2,2)'      4583  20081  4513  20080  16441  4654
-CONVEX 2064    'GT_PK(2,2)'      4583  20077  4444  20081  20061  4513
-CONVEX 2065    'GT_PK(2,2)'      8727  20082  8877  20083  20084  8808
-CONVEX 2066    'GT_PK(2,2)'      8877  20085  8797  20086  20087  8948
-CONVEX 2067    'GT_PK(2,2)'      8797  20085  8877  20088  20082  8727
-CONVEX 2068    'GT_PK(2,2)'      9019  20089  9096  20090  20091  8948
-CONVEX 2069    'GT_PK(2,2)'      9463  20092  9390  20093  20094  9318
-CONVEX 2070    'GT_PK(2,2)'      9463  20095  9537  20096  20097  9606
-CONVEX 2071    'GT_PK(2,2)'      9390  20098  9246  20094  20099  9318
-CONVEX 2072    'GT_PK(2,2)'      7573  20100  7515  20101  20102  7434
-CONVEX 2073    'GT_PK(2,2)'      7573  20103  7650  20100  20104  7515
-CONVEX 2074    'GT_PK(2,2)'      7650  20103  7573  20105  20106  7705
-CONVEX 2075    'GT_PK(2,2)'      7285  20107  7359  20108  20109  7218
-CONVEX 2076    'GT_PK(2,2)'      7359  20107  7285  20110  20111  7427
-CONVEX 2077    'GT_PK(2,2)'      7895  20112  7745  20113  20114  7823
-CONVEX 2078    'GT_PK(2,2)'      8507  20115  8434  20116  20117  8355
-CONVEX 2079    'GT_PK(2,2)'      8434  20115  8507  20118  20119  8588
-CONVEX 2080    'GT_PK(2,2)'      6128  20120  6202  20121  20122  6055
-CONVEX 2081    'GT_PK(2,2)'      6647  20123  6573  20124  20125  6722
-CONVEX 2082    'GT_PK(2,2)'      6497  20126  6573  20127  20123  6647
-CONVEX 2083    'GT_PK(2,2)'      6573  20126  6497  20128  20129  6426
-CONVEX 2084    'GT_PK(2,2)'      7153  20130  7075  20131  20132  7218
-CONVEX 2085    'GT_PK(2,2)'      6852  20133  6992  20134  17578  6925
-CONVEX 2086    'GT_PK(2,2)'      6852  20135  6783  20136  20137  6709
-CONVEX 2087    'GT_PK(2,2)'      6783  20135  6852  20138  20134  6925
-CONVEX 2088    'GT_PK(2,2)'      6634  20139  6486  20140  20141  6560
-CONVEX 2089    'GT_PK(2,2)'      6414  20142  6486  20143  20144  6340
-CONVEX 2090    'GT_PK(2,2)'      6486  20142  6414  20141  20145  6560
-CONVEX 2091    'GT_PK(2,2)'      6484  20146  6414  20147  20148  6338
-CONVEX 2092    'GT_PK(2,2)'      6414  20146  6484  20145  20149  6560
-CONVEX 2093    'GT_PK(2,2)'      6337  20150  6411  20151  17584  6483
-CONVEX 2094    'GT_PK(2,2)'      6048  20152  5899  20153  20154  5973
-CONVEX 2095    'GT_PK(2,2)'      5899  20155  5826  20154  20156  5973
-CONVEX 2096    'GT_PK(2,2)'      6191  20157  6264  20158  20159  6338
-CONVEX 2097    'GT_PK(2,2)'      7364  20160  7291  20161  20162  7444
-CONVEX 2098    'GT_PK(2,2)'      6853  20163  6707  20164  20165  6781
-CONVEX 2099    'GT_PK(2,2)'      7514  20166  7364  20167  20161  7444
-CONVEX 2100    'GT_PK(2,2)'      7435  20168  7514  20169  20170  7585
-CONVEX 2101    'GT_PK(2,2)'      7514  20168  7435  20166  20171  7364
-CONVEX 2102    'GT_PK(2,2)'      7291  20172  7217  20173  20174  7144
-CONVEX 2103    'GT_PK(2,2)'      7217  20172  7291  20175  20160  7364
-CONVEX 2104    'GT_PK(2,2)'      6631  20176  6557  20177  17582  6482
-CONVEX 2105    'GT_PK(2,2)'      6557  20176  6631  17589  20178  6705
-CONVEX 2106    'GT_PK(2,2)'      6997  20179  7073  20180  20181  7144
-CONVEX 2107    'GT_PK(2,2)'      4325  20182  4186  20183  17565  4254
-CONVEX 2108    'GT_PK(2,2)'      4186  20182  4325  20015  20184  4256
-CONVEX 2109    'GT_PK(2,2)'      4395  20185  4327  20186  19962  4256
-CONVEX 2110    'GT_PK(2,2)'      4325  20187  4395  20184  20186  4256
-CONVEX 2111    'GT_PK(2,2)'      4395  20187  4325  20188  20189  4463
-CONVEX 2112    'GT_PK(2,2)'      5460  20190  5387  20191  20192  5533
-CONVEX 2113    'GT_PK(2,2)'      5387  20190  5460  20193  20194  5317
-CONVEX 2114    'GT_PK(2,2)'      4661  20195  4592  20196  20197  4521
-CONVEX 2115    'GT_PK(2,2)'      4592  20198  4451  20197  20199  4521
-CONVEX 2116    'GT_PK(2,2)'      4451  20200  4522  20201  20202  4383
-CONVEX 2117    'GT_PK(2,2)'      4522  20200  4451  20203  20198  4592
-CONVEX 2118    'GT_PK(2,2)'      6930  20204  7005  20205  20206  6856
-CONVEX 2119    'GT_PK(2,2)'      6411  20207  6335  17583  20208  6482
-CONVEX 2120    'GT_PK(2,2)'      7944  20209  8012  17590  20210  8091
-CONVEX 2121    'GT_PK(2,2)'      8088  20211  8012  17600  20212  7936
-CONVEX 2122    'GT_PK(2,2)'      9738  20213  9810  20214  20215  9663
-CONVEX 2123    'GT_PK(2,2)'      9809  20216  9737  20217  17593  9662
-CONVEX 2124    'GT_PK(2,2)'      9442  20218  9373  20219  20220  9518
-CONVEX 2125    'GT_PK(2,2)'      9309  20221  9373  17616  20222  9233
-CONVEX 2126    'GT_PK(2,2)'      9373  20223  9452  20220  20224  9518
-CONVEX 2127    'GT_PK(2,2)'      9452  20223  9373  20225  20221  9309
-CONVEX 2128    'GT_PK(2,2)'      9442  20226  9514  20227  20228  9365
-CONVEX 2129    'GT_PK(2,2)'      9588  20229  9514  20230  20231  9663
-CONVEX 2130    'GT_PK(2,2)'      9590  20232  9738  20233  20214  9663
-CONVEX 2131    'GT_PK(2,2)'      9514  20234  9590  20231  20233  9663
-CONVEX 2132    'GT_PK(2,2)'      9590  20234  9514  20235  20226  9442
-CONVEX 2133    'GT_PK(2,2)'      9590  20235  9442  20236  20219  9518
-CONVEX 2134    'GT_PK(2,2)'      9291  20237  9217  20238  20239  9365
-CONVEX 2135    'GT_PK(2,2)'      9588  20240  9736  20241  20242  9662
-CONVEX 2136    'GT_PK(2,2)'      9736  20243  9809  20242  20217  9662
-CONVEX 2137    'GT_PK(2,2)'      9809  20243  9736  20244  20245  9883
-CONVEX 2138    'GT_PK(2,2)'      9736  20240  9588  20246  20230  9663
-CONVEX 2139    'GT_PK(2,2)'      9810  20247  9736  20215  20246  9663
-CONVEX 2140    'GT_PK(2,2)'      9736  20247  9810  20245  20248  9883
-CONVEX 2141    'GT_PK(2,2)'      8007  20249  7933  17544  20250  7859
-CONVEX 2142    'GT_PK(2,2)'      8085  20251  8293  20252  20253  8197
-CONVEX 2143    'GT_PK(2,2)'      8010  20254  8085  17598  20252  8197
-CONVEX 2144    'GT_PK(2,2)'      8085  20255  7933  20256  20249  8007
-CONVEX 2145    'GT_PK(2,2)'      7933  20255  8085  20257  20254  8010
-CONVEX 2146    'GT_PK(2,2)'      9595  20258  9520  20259  17602  9446
-CONVEX 2147    'GT_PK(2,2)'      9370  20260  9297  17603  20261  9446
-CONVEX 2148    'GT_PK(2,2)'      9297  20260  9370  20262  20263  9222
-CONVEX 2149    'GT_PK(2,2)'      7613  20264  7538  20265  20266  7688
-CONVEX 2150    'GT_PK(2,2)'      6857  20267  7006  20268  20269  6929
-CONVEX 2151    'GT_PK(2,2)'      6776  20270  6857  20271  20268  6929
-CONVEX 2152    'GT_PK(2,2)'      6415  20272  6489  20273  17606  6563
-CONVEX 2153    'GT_PK(2,2)'      6487  20274  6415  20275  20273  6563
-CONVEX 2154    'GT_PK(2,2)'      6415  20274  6487  20276  17612  6339
-CONVEX 2155    'GT_PK(2,2)'      6343  20277  6417  20278  20279  6268
-CONVEX 2156    'GT_PK(2,2)'      6417  20277  6343  20280  20281  6490
-CONVEX 2157    'GT_PK(2,2)'      6413  20282  6263  17613  20283  6339
-CONVEX 2158    'GT_PK(2,2)'      6485  20284  6413  20285  17610  6562
-CONVEX 2159    'GT_PK(2,2)'      6934  20286  7088  20287  20288  7009
-CONVEX 2160    'GT_PK(2,2)'      6487  20289  6637  17611  20290  6562
-CONVEX 2161    'GT_PK(2,2)'      6637  20289  6487  20291  20275  6563
-CONVEX 2162    'GT_PK(2,2)'      6860  20292  6934  20293  20294  6785
-CONVEX 2163    'GT_PK(2,2)'      6860  20295  6786  20296  20297  6939
-CONVEX 2164    'GT_PK(2,2)'      6713  20298  6563  20299  17607  6638
-CONVEX 2165    'GT_PK(2,2)'      6713  20300  6637  20298  20291  6563
-CONVEX 2166    'GT_PK(2,2)'      6637  20300  6713  20301  20302  6786
-CONVEX 2167    'GT_PK(2,2)'      6406  20303  6330  20304  20305  6257
-CONVEX 2168    'GT_PK(2,2)'      6332  20306  6260  20307  20308  6409
-CONVEX 2169    'GT_PK(2,2)'      6332  20309  6406  20310  20304  6257
-CONVEX 2170    'GT_PK(2,2)'      6120  20311  6194  16445  20312  6268
-CONVEX 2171    'GT_PK(2,2)'      6194  20313  6343  20312  20278  6268
-CONVEX 2172    'GT_PK(2,2)'      6343  20314  6419  20281  20315  6490
-CONVEX 2173    'GT_PK(2,2)'      6491  20316  6419  19925  20317  6344
-CONVEX 2174    'GT_PK(2,2)'      9666  20318  9590  20319  20236  9518
-CONVEX 2175    'GT_PK(2,2)'      9590  20318  9666  20232  20320  9738
-CONVEX 2176    'GT_PK(2,2)'      9743  20321  9818  20322  20323  9889
-CONVEX 2177    'GT_PK(2,2)'      9818  20321  9743  20324  20325  9673
-CONVEX 2178    'GT_PK(2,2)'      9167  20326  9024  17619  20327  9098
-CONVEX 2179    'GT_PK(2,2)'      9601  20328  9526  20329  20330  9460
-CONVEX 2180    'GT_PK(2,2)'      9526  20328  9601  20331  20332  9673
-CONVEX 2181    'GT_PK(2,2)'      9242  20333  9384  17620  20334  9309
-CONVEX 2182    'GT_PK(2,2)'      9384  20335  9452  20334  20225  9309
-CONVEX 2183    'GT_PK(2,2)'      9384  20336  9526  20335  20337  9452
-CONVEX 2184    'GT_PK(2,2)'      9526  20336  9384  20330  20338  9460
-CONVEX 2185    'GT_PK(2,2)'      9737  20339  9664  17595  20340  9589
-CONVEX 2186    'GT_PK(2,2)'      9664  20341  9516  20340  20342  9589
-CONVEX 2187    'GT_PK(2,2)'      10036  20343  10111  20344  20345  10184
-CONVEX 2188    'GT_PK(2,2)'      10112  20346  10036  20347  20344  10184
-CONVEX 2189    'GT_PK(2,2)'      10256  20348  10109  20349  20350  10181
-CONVEX 2190    'GT_PK(2,2)'      10107  20351  9959  20352  20353  10032
-CONVEX 2191    'GT_PK(2,2)'      9811  20354  9664  20355  20339  9737
-CONVEX 2192    'GT_PK(2,2)'      9664  20354  9811  20356  20357  9739
-CONVEX 2193    'GT_PK(2,2)'      9028  20358  8888  20359  20360  8958
-CONVEX 2194    'GT_PK(2,2)'      8877  20361  8954  20084  20362  8808
-CONVEX 2195    'GT_PK(2,2)'      9315  20363  9241  20364  20365  9164
-CONVEX 2196    'GT_PK(2,2)'      10509  20366  10432  19668  20367  10579
-CONVEX 2197    'GT_PK(2,2)'      10432  20366  10509  20368  19661  10361
-CONVEX 2198    'GT_PK(2,2)'      9968  20369  9893  20370  20371  9821
-CONVEX 2199    'GT_PK(2,2)'      9895  20372  9968  20373  20370  9821
-CONVEX 2200    'GT_PK(2,2)'      9968  20372  9895  20374  20375  10042
-CONVEX 2201    'GT_PK(2,2)'      10037  20376  9961  20377  20378  9889
-CONVEX 2202    'GT_PK(2,2)'      10924  20379  10780  20380  20381  10852
-CONVEX 2203    'GT_PK(2,2)'      10706  20382  10633  20383  20384  10559
-CONVEX 2204    'GT_PK(2,2)'      10260  20385  10112  20386  20347  10184
-CONVEX 2205    'GT_PK(2,2)'      10555  20387  10408  20388  20389  10483
-CONVEX 2206    'GT_PK(2,2)'      10555  20390  10485  20387  20391  10408
-CONVEX 2207    'GT_PK(2,2)'      10183  20392  10111  20393  20394  10035
-CONVEX 2208    'GT_PK(2,2)'      10109  20395  10183  20396  20393  10035
-CONVEX 2209    'GT_PK(2,2)'      10183  20395  10109  20397  20348  10256
-CONVEX 2210    'GT_PK(2,2)'      9686  20398  9613  20399  19131  9761
-CONVEX 2211    'GT_PK(2,2)'      9613  20398  9686  20400  20401  9538
-CONVEX 2212    'GT_PK(2,2)'      10129  20402  10054  20403  20404  10203
-CONVEX 2213    'GT_PK(2,2)'      8292  20405  8441  20406  20407  8365
-CONVEX 2214    'GT_PK(2,2)'      8220  20408  8033  20409  20410  8140
-CONVEX 2215    'GT_PK(2,2)'      8292  20411  8220  20412  20409  8140
-CONVEX 2216    'GT_PK(2,2)'      8220  20411  8292  20413  20406  8365
-CONVEX 2217    'GT_PK(2,2)'      8669  20414  8749  20415  20416  8822
-CONVEX 2218    'GT_PK(2,2)'      8749  20414  8669  20417  20418  8594
-CONVEX 2219    'GT_PK(2,2)'      8913  20419  8839  17633  20420  8989
-CONVEX 2220    'GT_PK(2,2)'      10759  20421  10687  20422  20423  10612
-CONVEX 2221    'GT_PK(2,2)'      10687  20421  10759  20424  20425  10832
-CONVEX 2222    'GT_PK(2,2)'      12849  20426  12717  17645  20427  12783
-CONVEX 2223    'GT_PK(2,2)'      13110  20428  13174  20429  20430  13046
-CONVEX 2224    'GT_PK(2,2)'      13174  20428  13110  19391  20431  13238
-CONVEX 2225    'GT_PK(2,2)'      13110  20432  13173  20431  19368  13238
-CONVEX 2226    'GT_PK(2,2)'      13173  20432  13110  19349  20433  13045
-CONVEX 2227    'GT_PK(2,2)'      13045  20434  12980  17226  20435  12915
-CONVEX 2228    'GT_PK(2,2)'      12980  20436  12849  20435  17644  12915
-CONVEX 2229    'GT_PK(2,2)'      13110  20437  12980  20433  20434  13045
-CONVEX 2230    'GT_PK(2,2)'      12980  20437  13110  20438  20429  13046
-CONVEX 2231    'GT_PK(2,2)'      12786  20439  12850  20440  20441  12918
-CONVEX 2232    'GT_PK(2,2)'      12653  20442  12786  17661  20443  12720
-CONVEX 2233    'GT_PK(2,2)'      12850  20439  12786  20444  20445  12718
-CONVEX 2234    'GT_PK(2,2)'      12786  20442  12653  20445  20446  12718
-CONVEX 2235    'GT_PK(2,2)'      12850  20447  12982  20441  20448  12918
-CONVEX 2236    'GT_PK(2,2)'      12982  20449  13047  20448  17649  12918
-CONVEX 2237    'GT_PK(2,2)'      12716  20450  12848  20451  16456  12783
-CONVEX 2238    'GT_PK(2,2)'      12782  20452  12716  20453  20454  12648
-CONVEX 2239    'GT_PK(2,2)'      12716  20452  12782  20450  17653  12848
-CONVEX 2240    'GT_PK(2,2)'      12381  20455  12448  20456  20457  12313
-CONVEX 2241    'GT_PK(2,2)'      12448  20455  12381  20458  20459  12515
-CONVEX 2242    'GT_PK(2,2)'      12512  20460  12573  20461  20462  12642
-CONVEX 2243    'GT_PK(2,2)'      12568  20463  12701  20464  19784  12637
-CONVEX 2244    'GT_PK(2,2)'      12701  20463  12568  20465  20466  12633
-CONVEX 2245    'GT_PK(2,2)'      12568  20467  12500  20466  20468  12633
-CONVEX 2246    'GT_PK(2,2)'      12903  20469  12836  17658  20470  12966
-CONVEX 2247    'GT_PK(2,2)'      12836  20471  12901  20470  19791  12966
-CONVEX 2248    'GT_PK(2,2)'      12901  20471  12836  19788  20472  12769
-CONVEX 2249    'GT_PK(2,2)'      12381  20473  12447  20459  20474  12515
-CONVEX 2250    'GT_PK(2,2)'      12447  20473  12381  20475  20476  12311
-CONVEX 2251    'GT_PK(2,2)'      12512  20477  12446  20478  20479  12377
-CONVEX 2252    'GT_PK(2,2)'      12037  20480  11897  20481  20482  11966
-CONVEX 2253    'GT_PK(2,2)'      11897  20480  12037  20483  20484  11967
-CONVEX 2254    'GT_PK(2,2)'      12653  20485  12586  20446  20486  12718
-CONVEX 2255    'GT_PK(2,2)'      12586  20485  12653  20487  17659  12519
-CONVEX 2256    'GT_PK(2,2)'      12518  20488  12449  20489  20490  12584
-CONVEX 2257    'GT_PK(2,2)'      12449  20491  12516  20490  20492  12584
-CONVEX 2258    'GT_PK(2,2)'      12385  20493  12454  20494  17211  12318
-CONVEX 2259    'GT_PK(2,2)'      12454  20493  12385  17207  20495  12519
-CONVEX 2260    'GT_PK(2,2)'      12249  20496  12385  20497  20494  12318
-CONVEX 2261    'GT_PK(2,2)'      12385  20496  12249  20498  20499  12316
-CONVEX 2262    'GT_PK(2,2)'      12316  20499  12249  20500  20501  12180
-CONVEX 2263    'GT_PK(2,2)'      12249  20502  12112  20501  20503  12180
-CONVEX 2264    'GT_PK(2,2)'      12179  20504  12317  17665  20505  12247
-CONVEX 2265    'GT_PK(2,2)'      12317  20506  12384  20505  20507  12247
-CONVEX 2266    'GT_PK(2,2)'      12386  20508  12250  17212  20509  12318
-CONVEX 2267    'GT_PK(2,2)'      12317  20510  12250  20511  20508  12386
-CONVEX 2268    'GT_PK(2,2)'      12250  20510  12317  20512  20504  12179
-CONVEX 2269    'GT_PK(2,2)'      11968  20513  12040  17199  20514  12108
-CONVEX 2270    'GT_PK(2,2)'      12040  20515  12179  20514  17663  12108
-CONVEX 2271    'GT_PK(2,2)'      11972  20516  12040  20517  20518  11900
-CONVEX 2272    'GT_PK(2,2)'      12040  20513  11968  20518  20519  11900
-CONVEX 2273    'GT_PK(2,2)'      11111  20520  11176  20521  17258  11026
-CONVEX 2274    'GT_PK(2,2)'      11832  20522  11972  20523  20517  11900
-CONVEX 2275    'GT_PK(2,2)'      11760  20524  11832  20525  20523  11900
-CONVEX 2276    'GT_PK(2,2)'      9916  20526  9989  17666  20527  10064
-CONVEX 2277    'GT_PK(2,2)'      9769  20528  9916  20529  17668  9844
-CONVEX 2278    'GT_PK(2,2)'      9627  20530  9700  20531  20532  9775
-CONVEX 2279    'GT_PK(2,2)'      7459  20533  7527  20534  20535  7604
-CONVEX 2280    'GT_PK(2,2)'      8632  20536  8707  20537  20538  8785
-CONVEX 2281    'GT_PK(2,2)'      8261  20539  8196  20540  20541  8333
-CONVEX 2282    'GT_PK(2,2)'      8121  20542  8261  20543  20544  8199
-CONVEX 2283    'GT_PK(2,2)'      8261  20542  8121  20539  20545  8196
-CONVEX 2284    'GT_PK(2,2)'      6772  20546  6922  20547  20548  6844
-CONVEX 2285    'GT_PK(2,2)'      7601  20549  7524  20550  20551  7453
-CONVEX 2286    'GT_PK(2,2)'      7524  20549  7601  20552  20553  7677
-CONVEX 2287    'GT_PK(2,2)'      7748  20554  7826  20555  20556  7898
-CONVEX 2288    'GT_PK(2,2)'      7826  20554  7748  20557  20558  7677
-CONVEX 2289    'GT_PK(2,2)'      7151  20559  7228  20560  20561  7074
-CONVEX 2290    'GT_PK(2,2)'      7228  20559  7151  20562  20563  7305
-CONVEX 2291    'GT_PK(2,2)'      9142  20564  9220  16461  20565  9294
-CONVEX 2292    'GT_PK(2,2)'      9070  20566  9220  17677  20564  9142
-CONVEX 2293    'GT_PK(2,2)'      7581  20567  7659  20568  20569  7733
-CONVEX 2294    'GT_PK(2,2)'      8263  20570  8119  20571  20572  8199
-CONVEX 2295    'GT_PK(2,2)'      8119  20573  8200  17680  20574  8039
-CONVEX 2296    'GT_PK(2,2)'      8269  20575  8200  20576  20577  8340
-CONVEX 2297    'GT_PK(2,2)'      8200  20578  8263  20577  20579  8340
-CONVEX 2298    'GT_PK(2,2)'      8263  20578  8200  20570  20573  8119
-CONVEX 2299    'GT_PK(2,2)'      8042  20580  7965  20581  20582  7892
-CONVEX 2300    'GT_PK(2,2)'      8042  20583  8119  20580  17678  7965
-CONVEX 2301    'GT_PK(2,2)'      8119  20583  8042  20572  20584  8199
-CONVEX 2302    'GT_PK(2,2)'      8042  20585  8121  20584  20543  8199
-CONVEX 2303    'GT_PK(2,2)'      8031  20586  8110  20587  20588  8205
-CONVEX 2304    'GT_PK(2,2)'      5582  20589  5653  20590  20591  5508
-CONVEX 2305    'GT_PK(2,2)'      2576  20592  2635  20593  17682  2691
-CONVEX 2306    'GT_PK(2,2)'      2576  20594  2518  20595  20596  2460
-CONVEX 2307    'GT_PK(2,2)'      2520  20597  2576  20598  20595  2460
-CONVEX 2308    'GT_PK(2,2)'      2576  20597  2520  20592  20599  2635
-CONVEX 2309    'GT_PK(2,2)'      2459  20600  2516  20601  20602  2400
-CONVEX 2310    'GT_PK(2,2)'      3055  20603  2992  20604  20605  3118
-CONVEX 2311    'GT_PK(2,2)'      2743  20606  2865  20607  20608  2802
-CONVEX 2312    'GT_PK(2,2)'      2455  20609  2507  20610  20611  2396
-CONVEX 2313    'GT_PK(2,2)'      2507  20609  2455  20612  20613  2566
-CONVEX 2314    'GT_PK(2,2)'      2682  20614  2743  20615  20607  2802
-CONVEX 2315    'GT_PK(2,2)'      2740  20616  2682  20617  20615  2802
-CONVEX 2316    'GT_PK(2,2)'      2868  20618  2804  20619  20620  2746
-CONVEX 2317    'GT_PK(2,2)'      2804  20618  2868  20621  20622  2928
-CONVEX 2318    'GT_PK(2,2)'      2865  20623  2804  20624  20621  2928
-CONVEX 2319    'GT_PK(2,2)'      2804  20623  2865  20625  20606  2743
-CONVEX 2320    'GT_PK(2,2)'      5793  20626  5866  20627  20628  5940
-CONVEX 2321    'GT_PK(2,2)'      5285  20629  5142  20630  20631  5215
-CONVEX 2322    'GT_PK(2,2)'      5142  20629  5285  20632  20633  5212
-CONVEX 2323    'GT_PK(2,2)'      4518  20634  4658  20635  20636  4586
-CONVEX 2324    'GT_PK(2,2)'      4375  20637  4307  20638  20639  4445
-CONVEX 2325    'GT_PK(2,2)'      4307  20640  4377  20639  20641  4445
-CONVEX 2326    'GT_PK(2,2)'      4377  20640  4307  20642  20643  4239
-CONVEX 2327    'GT_PK(2,2)'      4716  20644  4785  20645  20646  4646
-CONVEX 2328    'GT_PK(2,2)'      6043  20647  5967  20648  20649  5893
-CONVEX 2329    'GT_PK(2,2)'      5967  20650  5820  20649  20651  5893
-CONVEX 2330    'GT_PK(2,2)'      6266  20652  6415  20653  20276  6339
-CONVEX 2331    'GT_PK(2,2)'      6045  20654  6120  20655  16446  6192
-CONVEX 2332    'GT_PK(2,2)'      5970  20656  6043  20657  20648  5893
-CONVEX 2333    'GT_PK(2,2)'      6045  20658  5970  20659  20660  5896
-CONVEX 2334    'GT_PK(2,2)'      5032  20661  4890  20662  20663  4961
-CONVEX 2335    'GT_PK(2,2)'      4470  20664  4539  20665  20666  4400
-CONVEX 2336    'GT_PK(2,2)'      4539  20664  4470  20667  20668  4610
-CONVEX 2337    'GT_PK(2,2)'      1832  20669  1886  20670  20671  1940
-CONVEX 2338    'GT_PK(2,2)'      1942  20672  1997  20673  20674  1888
-CONVEX 2339    'GT_PK(2,2)'      1997  20672  1942  20675  20676  2052
-CONVEX 2340    'GT_PK(2,2)'      2572  20677  2512  20678  20679  2451
-CONVEX 2341    'GT_PK(2,2)'      3475  20680  3602  20681  17687  3536
-CONVEX 2342    'GT_PK(2,2)'      3407  20682  3475  18005  20681  3536
-CONVEX 2343    'GT_PK(2,2)'      3543  20683  3475  20684  20685  3415
-CONVEX 2344    'GT_PK(2,2)'      3475  20683  3543  20680  20686  3602
-CONVEX 2345    'GT_PK(2,2)'      3221  20687  3350  20688  16462  3283
-CONVEX 2346    'GT_PK(2,2)'      3221  20689  3092  20690  20691  3159
-CONVEX 2347    'GT_PK(2,2)'      2966  20692  3029  20693  20694  2902
-CONVEX 2348    'GT_PK(2,2)'      3029  20692  2966  20695  20696  3092
-CONVEX 2349    'GT_PK(2,2)'      2848  20697  2789  20698  20699  2914
-CONVEX 2350    'GT_PK(2,2)'      3420  20700  3549  20701  20702  3482
-CONVEX 2351    'GT_PK(2,2)'      3747  20703  3815  17692  20704  3879
-CONVEX 2352    'GT_PK(2,2)'      3883  20705  3815  17715  20706  3750
-CONVEX 2353    'GT_PK(2,2)'      3677  20707  3747  20708  17690  3810
-CONVEX 2354    'GT_PK(2,2)'      3677  20708  3810  20709  20710  3741
-CONVEX 2355    'GT_PK(2,2)'      3677  20711  3610  20712  20713  3547
-CONVEX 2356    'GT_PK(2,2)'      3610  20711  3677  20714  20709  3741
-CONVEX 2357    'GT_PK(2,2)'      3417  20715  3480  20716  20717  3350
-CONVEX 2358    'GT_PK(2,2)'      3543  20718  3480  20719  20720  3610
-CONVEX 2359    'GT_PK(2,2)'      3610  20720  3480  20713  20721  3547
-CONVEX 2360    'GT_PK(2,2)'      3480  20715  3417  20721  17694  3547
-CONVEX 2361    'GT_PK(2,2)'      3350  20717  3480  16464  20722  3415
-CONVEX 2362    'GT_PK(2,2)'      3480  20718  3543  20722  20684  3415
-CONVEX 2363    'GT_PK(2,2)'      3286  20723  3417  20724  20716  3350
-CONVEX 2364    'GT_PK(2,2)'      3286  20725  3221  20726  20690  3159
-CONVEX 2365    'GT_PK(2,2)'      3221  20725  3286  20687  20724  3350
-CONVEX 2366    'GT_PK(2,2)'      4018  20727  3883  20728  17710  3952
-CONVEX 2367    'GT_PK(2,2)'      2977  20729  3038  20730  20731  2914
-CONVEX 2368    'GT_PK(2,2)'      3100  20732  3038  20733  20734  3164
-CONVEX 2369    'GT_PK(2,2)'      3168  20735  3103  20736  20737  3042
-CONVEX 2370    'GT_PK(2,2)'      3103  20738  2977  20737  20739  3042
-CONVEX 2371    'GT_PK(2,2)'      3038  20740  3103  20734  20741  3164
-CONVEX 2372    'GT_PK(2,2)'      3103  20740  3038  20738  20729  2977
-CONVEX 2373    'GT_PK(2,2)'      1869  20742  1811  20743  17716  1760
-CONVEX 2374    'GT_PK(2,2)'      1811  20742  1869  17721  20744  1919
-CONVEX 2375    'GT_PK(2,2)'      1869  20745  1978  20744  16471  1919
-CONVEX 2376    'GT_PK(2,2)'      1978  20745  1869  17725  20746  1941
-CONVEX 2377    'GT_PK(2,2)'      1811  20747  1754  17718  20748  1699
-CONVEX 2378    'GT_PK(2,2)'      1754  20749  1864  20750  20751  1806
-CONVEX 2379    'GT_PK(2,2)'      1864  20749  1754  17719  20747  1811
-CONVEX 2380    'GT_PK(2,2)'      1287  20752  1338  20753  20754  1246
-CONVEX 2381    'GT_PK(2,2)'      2048  20755  2153  17723  20756  2089
-CONVEX 2382    'GT_PK(2,2)'      2507  20757  2447  20611  20758  2396
-CONVEX 2383    'GT_PK(2,2)'      2447  20759  2338  20758  20760  2396
-CONVEX 2384    'GT_PK(2,2)'      2447  20757  2507  20761  20762  2560
-CONVEX 2385    'GT_PK(2,2)'      2447  20763  2386  20759  20764  2338
-CONVEX 2386    'GT_PK(2,2)'      2153  20765  2201  20756  20766  2089
-CONVEX 2387    'GT_PK(2,2)'      2433  20767  2376  20768  20769  2494
-CONVEX 2388    'GT_PK(2,2)'      2433  20770  2317  20767  20771  2376
-CONVEX 2389    'GT_PK(2,2)'      15442  19898  15403  19902  20772  15483
-CONVEX 2390    'GT_PK(2,2)'      15403  19899  15361  20773  16521  15321
-CONVEX 2391    'GT_PK(2,2)'      101  20774  99  20775  17740  1744
-CONVEX 2392    'GT_PK(2,2)'      1906  20776  1798  20777  17747  1858
-CONVEX 2393    'GT_PK(2,2)'      1965  20778  1906  20779  20777  1858
-CONVEX 2394    'GT_PK(2,2)'      1906  20778  1965  20780  20781  2016
-CONVEX 2395    'GT_PK(2,2)'      1542  20782  1494  20783  20784  1438
-CONVEX 2396    'GT_PK(2,2)'      1494  20782  1542  20785  20786  1596
-CONVEX 2397    'GT_PK(2,2)'      15317  16526  15361  20787  19900  15401
-CONVEX 2398    'GT_PK(2,2)'      15182  16554  15227  20788  16556  15270
-CONVEX 2399    'GT_PK(2,2)'      691  20789  58  18045  20790  56
-CONVEX 2400    'GT_PK(2,2)'      15091  16555  15182  20791  20792  15138
-CONVEX 2401    'GT_PK(2,2)'      15182  20788  15270  20793  20794  15228
-CONVEX 2402    'GT_PK(2,2)'      2173  20795  2288  20796  20797  2228
-CONVEX 2403    'GT_PK(2,2)'      1836  20798  1945  20799  20800  1890
-CONVEX 2404    'GT_PK(2,2)'      2056  20801  2000  20802  20803  1946
-CONVEX 2405    'GT_PK(2,2)'      2000  20801  2056  20804  20805  2113
-CONVEX 2406    'GT_PK(2,2)'      2003  20806  2056  20807  20802  1946
-CONVEX 2407    'GT_PK(2,2)'      1526  20808  1480  20809  20810  1581
-CONVEX 2408    'GT_PK(2,2)'      1842  20811  1736  20812  20813  1791
-CONVEX 2409    'GT_PK(2,2)'      1842  20814  1787  20811  20815  1736
-CONVEX 2410    'GT_PK(2,2)'      812  20816  887  20817  20818  851
-CONVEX 2411    'GT_PK(2,2)'      812  20819  743  20820  16132  774
-CONVEX 2412    'GT_PK(2,2)'      779  20821  812  16503  20817  851
-CONVEX 2413    'GT_PK(2,2)'      812  20821  779  20819  16498  743
-CONVEX 2414    'GT_PK(2,2)'      606  20822  666  17496  20823  637
-CONVEX 2415    'GT_PK(2,2)'      1320  20824  1273  20825  17782  1227
-CONVEX 2416    'GT_PK(2,2)'      1271  20826  1320  17750  20825  1227
-CONVEX 2417    'GT_PK(2,2)'      1084  20827  1129  20828  20829  1043
-CONVEX 2418    'GT_PK(2,2)'      1126  20830  1084  20831  20832  1040
-CONVEX 2419    'GT_PK(2,2)'      1129  20827  1084  17759  20833  1172
-CONVEX 2420    'GT_PK(2,2)'      1084  20830  1126  20833  20834  1172
-CONVEX 2421    'GT_PK(2,2)'      1047  20835  1135  20836  17762  1093
-CONVEX 2422    'GT_PK(2,2)'      1008  20837  1047  17780  20836  1093
-CONVEX 2423    'GT_PK(2,2)'      965  20838  1047  20839  20837  1008
-CONVEX 2424    'GT_PK(2,2)'      1047  20838  965  20840  20841  1003
-CONVEX 2425    'GT_PK(2,2)'      1088  20842  1129  20843  17760  1178
-CONVEX 2426    'GT_PK(2,2)'      1135  20844  1088  17764  20843  1178
-CONVEX 2427    'GT_PK(2,2)'      1129  20842  1088  20829  20845  1043
-CONVEX 2428    'GT_PK(2,2)'      1047  20846  1088  20835  20844  1135
-CONVEX 2429    'GT_PK(2,2)'      1088  20847  1003  20845  20848  1043
-CONVEX 2430    'GT_PK(2,2)'      1088  20846  1047  20847  20840  1003
-CONVEX 2431    'GT_PK(2,2)'      1417  20849  1463  20850  20851  1517
-CONVEX 2432    'GT_PK(2,2)'      1613  20852  1719  20853  20854  1667
-CONVEX 2433    'GT_PK(2,2)'      1726  20855  1675  20856  17685  1623
-CONVEX 2434    'GT_PK(2,2)'      1674  20857  1726  17771  20856  1623
-CONVEX 2435    'GT_PK(2,2)'      1568  20858  1621  20859  16479  1517
-CONVEX 2436    'GT_PK(2,2)'      1463  20860  1568  20851  20859  1517
-CONVEX 2437    'GT_PK(2,2)'      1672  20861  1619  20862  20863  1565
-CONVEX 2438    'GT_PK(2,2)'      1621  20864  1673  17768  20865  1725
-CONVEX 2439    'GT_PK(2,2)'      1673  20866  1778  20865  20867  1725
-CONVEX 2440    'GT_PK(2,2)'      1568  20868  1673  20858  20864  1621
-CONVEX 2441    'GT_PK(2,2)'      1673  20868  1568  20869  20870  1619
-CONVEX 2442    'GT_PK(2,2)'      1465  20871  1417  20872  20850  1517
-CONVEX 2443    'GT_PK(2,2)'      1571  20873  1465  16480  20872  1517
-CONVEX 2444    'GT_PK(2,2)'      1013  20874  1052  20875  20876  1097
-CONVEX 2445    'GT_PK(2,2)'      1010  20877  1050  20878  20879  1094
-CONVEX 2446    'GT_PK(2,2)'      1052  20880  1010  20881  20878  1094
-CONVEX 2447    'GT_PK(2,2)'      1058  20882  1103  20883  20884  1018
-CONVEX 2448    'GT_PK(2,2)'      1101  20885  1058  20886  20887  1016
-CONVEX 2449    'GT_PK(2,2)'      975  20888  1058  20889  20883  1018
-CONVEX 2450    'GT_PK(2,2)'      1058  20888  975  20887  20890  1016
-CONVEX 2451    'GT_PK(2,2)'      822  20891  857  20892  20893  897
-CONVEX 2452    'GT_PK(2,2)'      1181  20894  1136  17763  20895  1093
-CONVEX 2453    'GT_PK(2,2)'      1136  20896  1182  20897  20898  1094
-CONVEX 2454    'GT_PK(2,2)'      1136  20894  1181  20899  17749  1227
-CONVEX 2455    'GT_PK(2,2)'      1182  20896  1136  17783  20899  1227
-CONVEX 2456    'GT_PK(2,2)'      1136  20900  1050  20895  17779  1093
-CONVEX 2457    'GT_PK(2,2)'      1050  20900  1136  20879  20897  1094
-CONVEX 2458    'GT_PK(2,2)'      1182  20901  1140  20898  20902  1094
-CONVEX 2459    'GT_PK(2,2)'      1052  20903  1140  20876  20904  1097
-CONVEX 2460    'GT_PK(2,2)'      1140  20903  1052  20902  20881  1094
-CONVEX 2461    'GT_PK(2,2)'      571  20905  544  20906  16629  523
-CONVEX 2462    'GT_PK(2,2)'      656  20907  688  20908  20909  627
-CONVEX 2463    'GT_PK(2,2)'      829  20910  760  20911  20912  792
-CONVEX 2464    'GT_PK(2,2)'      15182  20793  15228  20792  20913  15138
-CONVEX 2465    'GT_PK(2,2)'      14149  20914  14082  20915  20916  14143
-CONVEX 2466    'GT_PK(2,2)'      14149  20915  14143  20917  20918  14253
-CONVEX 2467    'GT_PK(2,2)'      14149  20917  14253  20919  20920  309
-CONVEX 2468    'GT_PK(2,2)'      306  20921  14149  20922  20919  309
-CONVEX 2469    'GT_PK(2,2)'      14082  20914  14149  20923  20924  14069
-CONVEX 2470    'GT_PK(2,2)'      322  20925  14642  20926  20927  320
-CONVEX 2471    'GT_PK(2,2)'      14149  20921  306  20924  20928  14069
-CONVEX 2472    'GT_PK(2,2)'      14947  20929  14901  20930  20931  15002
-CONVEX 2473    'GT_PK(2,2)'      14901  20932  14955  20931  20933  15002
-CONVEX 2474    'GT_PK(2,2)'      14901  20934  14855  20932  20935  14955
-CONVEX 2475    'GT_PK(2,2)'      14534  20936  14586  20937  20938  14478
-CONVEX 2476    'GT_PK(2,2)'      14425  20939  14534  20940  20937  14478
-CONVEX 2477    'GT_PK(2,2)'      14534  20939  14425  20941  20942  14480
-CONVEX 2478    'GT_PK(2,2)'      14534  20941  14480  20943  20944  14589
-CONVEX 2479    'GT_PK(2,2)'      14641  20945  14534  20946  20943  14589
-CONVEX 2480    'GT_PK(2,2)'      14534  20945  14641  20936  17862  14586
-CONVEX 2481    'GT_PK(2,2)'      14531  20947  14423  20948  20949  14478
-CONVEX 2482    'GT_PK(2,2)'      14531  20950  14586  20951  17860  14634
-CONVEX 2483    'GT_PK(2,2)'      14586  20950  14531  20938  20948  14478
-CONVEX 2484    'GT_PK(2,2)'      14901  20929  14947  20952  20953  14848
-CONVEX 2485    'GT_PK(2,2)'      14855  20934  14901  20954  20955  14798
-CONVEX 2486    'GT_PK(2,2)'      339  20956  15218  20957  20958  338
-CONVEX 2487    'GT_PK(2,2)'      14798  20955  14901  20959  20952  14848
-CONVEX 2488    'GT_PK(2,2)'      5185  20960  5114  20961  20962  5258
-CONVEX 2489    'GT_PK(2,2)'      334  20963  336  17834  20964  15099
-CONVEX 2490    'GT_PK(2,2)'      5330  20965  5185  20966  20961  5258
-CONVEX 2491    'GT_PK(2,2)'      349  20967  15474  20968  20969  15434
-CONVEX 2492    'GT_PK(2,2)'      5259  20970  5185  20971  20965  5330
-CONVEX 2493    'GT_PK(2,2)'      15393  20972  15351  20973  17838  345
-CONVEX 2494    'GT_PK(2,2)'      15353  20974  15393  20975  20976  15434
-CONVEX 2495    'GT_PK(2,2)'      15351  20972  15393  17842  20977  15310
-CONVEX 2496    'GT_PK(2,2)'      15393  20974  15353  20977  20978  15310
-CONVEX 2497    'GT_PK(2,2)'      15099  20979  15014  17835  20980  15043
-CONVEX 2498    'GT_PK(2,2)'      14836  20981  14783  16532  20982  14736
-CONVEX 2499    'GT_PK(2,2)'      14852  20983  14783  17869  20981  14836
-CONVEX 2500    'GT_PK(2,2)'      14951  20984  14852  20985  17870  14898
-CONVEX 2501    'GT_PK(2,2)'      14951  20986  14993  20987  16538  15043
-CONVEX 2502    'GT_PK(2,2)'      14993  20986  14951  16543  20985  14898
-CONVEX 2503    'GT_PK(2,2)'      15014  20988  14951  20980  20987  15043
-CONVEX 2504    'GT_PK(2,2)'      15542  20989  15612  17884  20990  15577
-CONVEX 2505    'GT_PK(2,2)'      15579  20991  15612  17877  20989  15542
-CONVEX 2506    'GT_PK(2,2)'      15612  20991  15579  20992  20993  15648
-CONVEX 2507    'GT_PK(2,2)'      15679  20994  15612  17892  20992  15648
-CONVEX 2508    'GT_PK(2,2)'      15612  20995  15647  20990  17898  15577
-CONVEX 2509    'GT_PK(2,2)'      15647  20995  15612  20996  20994  15679
-CONVEX 2510    'GT_PK(2,2)'      15388  20997  15425  20998  20999  15346
-CONVEX 2511    'GT_PK(2,2)'      15425  20997  15388  17881  21000  15466
-CONVEX 2512    'GT_PK(2,2)'      15258  21001  15344  21002  21003  15303
-CONVEX 2513    'GT_PK(2,2)'      15344  21001  15258  21004  21005  15298
-CONVEX 2514    'GT_PK(2,2)'      15831  21006  15803  17979  21007  15851
-CONVEX 2515    'GT_PK(2,2)'      15803  21008  15825  21007  21009  15851
-CONVEX 2516    'GT_PK(2,2)'      15803  21010  15745  21011  21012  15772
-CONVEX 2517    'GT_PK(2,2)'      15825  21008  15803  21013  21011  15772
-CONVEX 2518    'GT_PK(2,2)'      15744  21014  15799  17895  21015  15770
-CONVEX 2519    'GT_PK(2,2)'      15710  21016  15744  21017  17896  15682
-CONVEX 2520    'GT_PK(2,2)'      15710  21018  15649  21019  21020  15680
-CONVEX 2521    'GT_PK(2,2)'      15649  21018  15710  21021  21017  15682
-CONVEX 2522    'GT_PK(2,2)'      15615  21022  15682  21023  17889  15648
-CONVEX 2523    'GT_PK(2,2)'      15615  21024  15649  21022  21021  15682
-CONVEX 2524    'GT_PK(2,2)'      15649  21024  15615  21025  21026  15578
-CONVEX 2525    'GT_PK(2,2)'      15579  21027  15615  20993  21023  15648
-CONVEX 2526    'GT_PK(2,2)'      15578  21026  15615  21028  21029  15543
-CONVEX 2527    'GT_PK(2,2)'      15615  21027  15579  21029  17875  15543
-CONVEX 2528    'GT_PK(2,2)'      15713  21030  15647  21031  20996  15679
-CONVEX 2529    'GT_PK(2,2)'      15739  21032  15713  17903  21031  15679
-CONVEX 2530    'GT_PK(2,2)'      15647  21030  15713  17900  21033  15681
-CONVEX 2531    'GT_PK(2,2)'      15713  21032  15739  21034  21035  15772
-CONVEX 2532    'GT_PK(2,2)'      15713  21036  15745  21033  17885  15681
-CONVEX 2533    'GT_PK(2,2)'      15745  21036  15713  21012  21034  15772
-CONVEX 2534    'GT_PK(2,2)'      15739  21037  15796  21035  21038  15772
-CONVEX 2535    'GT_PK(2,2)'      15796  21039  15825  21038  21013  15772
-CONVEX 2536    'GT_PK(2,2)'      15825  21039  15796  21040  21041  15845
-CONVEX 2537    'GT_PK(2,2)'      15796  21037  15739  21042  17902  15770
-CONVEX 2538    'GT_PK(2,2)'      15430  21043  15348  21044  21045  15390
-CONVEX 2539    'GT_PK(2,2)'      14872  21046  14929  21047  21048  14827
-CONVEX 2540    'GT_PK(2,2)'      15125  21049  15171  21050  21051  15078
-CONVEX 2541    'GT_PK(2,2)'      15029  21052  15125  21053  21050  15078
-CONVEX 2542    'GT_PK(2,2)'      15124  21054  15077  21055  21056  15170
-CONVEX 2543    'GT_PK(2,2)'      14883  21057  14982  21058  21059  14934
-CONVEX 2544    'GT_PK(2,2)'      15171  21060  15126  21051  21061  15078
-CONVEX 2545    'GT_PK(2,2)'      15077  21062  15126  21056  21063  15170
-CONVEX 2546    'GT_PK(2,2)'      15126  21064  15216  21063  21065  15170
-CONVEX 2547    'GT_PK(2,2)'      15216  21064  15126  21066  21060  15171
-CONVEX 2548    'GT_PK(2,2)'      14833  21067  14921  21068  17910  14868
-CONVEX 2549    'GT_PK(2,2)'      14779  21069  14833  21070  21068  14868
-CONVEX 2550    'GT_PK(2,2)'      14833  21069  14779  21071  17917  14731
-CONVEX 2551    'GT_PK(2,2)'      14833  21071  14731  21072  17912  14784
-CONVEX 2552    'GT_PK(2,2)'      14351  21073  14461  21074  17915  14406
-CONVEX 2553    'GT_PK(2,2)'      14916  21075  14962  21076  21077  15006
-CONVEX 2554    'GT_PK(2,2)'      14962  21075  14916  17911  21078  14868
-CONVEX 2555    'GT_PK(2,2)'      14960  21079  14916  21080  21076  15006
-CONVEX 2556    'GT_PK(2,2)'      14570  21081  14673  21082  21083  14622
-CONVEX 2557    'GT_PK(2,2)'      13133  21084  13262  17064  21085  13198
-CONVEX 2558    'GT_PK(2,2)'      13262  21086  13325  21085  21087  13198
-CONVEX 2559    'GT_PK(2,2)'      13200  21088  13262  21089  21084  13133
-CONVEX 2560    'GT_PK(2,2)'      13386  21090  13323  19614  21091  13450
-CONVEX 2561    'GT_PK(2,2)'      13323  21090  13386  21092  21093  13258
-CONVEX 2562    'GT_PK(2,2)'      15649  21094  15613  21020  21095  15680
-CONVEX 2563    'GT_PK(2,2)'      15613  21094  15649  21096  21025  15578
-CONVEX 2564    'GT_PK(2,2)'      15792  21097  15767  21098  21099  15819
-CONVEX 2565    'GT_PK(2,2)'      15675  21100  15607  21101  21102  15641
-CONVEX 2566    'GT_PK(2,2)'      15708  21103  15675  21104  21101  15641
-CONVEX 2567    'GT_PK(2,2)'      388  21105  15899  21106  21107  386
-CONVEX 2568    'GT_PK(2,2)'      5185  20970  5259  21108  21109  5115
-CONVEX 2569    'GT_PK(2,2)'      5185  21108  5115  21110  21111  5043
-CONVEX 2570    'GT_PK(2,2)'      15899  21112  15910  21113  21114  15867
-CONVEX 2571    'GT_PK(2,2)'      15923  21115  15910  21116  21117  390
-CONVEX 2572    'GT_PK(2,2)'      15910  21118  388  21117  21119  390
-CONVEX 2573    'GT_PK(2,2)'      388  21118  15910  21105  21112  15899
-CONVEX 2574    'GT_PK(2,2)'      15923  21120  392  21121  21122  15919
-CONVEX 2575    'GT_PK(2,2)'      392  21123  394  21122  17930  15919
-CONVEX 2576    'GT_PK(2,2)'      392  21120  15923  21124  21116  390
-CONVEX 2577    'GT_PK(2,2)'      5114  20960  5185  21125  21110  5043
-CONVEX 2578    'GT_PK(2,2)'      8285  21126  8361  21127  21128  8215
-CONVEX 2579    'GT_PK(2,2)'      8361  21126  8285  21129  21130  8436
-CONVEX 2580    'GT_PK(2,2)'      396  21131  15939  21132  17920  15930
-CONVEX 2581    'GT_PK(2,2)'      394  21133  396  17929  21132  15930
-CONVEX 2582    'GT_PK(2,2)'      396  21134  398  21131  17928  15939
-CONVEX 2583    'GT_PK(2,2)'      8361  21129  8436  21135  21136  8512
-CONVEX 2584    'GT_PK(2,2)'      8361  21135  8512  21137  21138  8437
-CONVEX 2585    'GT_PK(2,2)'      8215  21128  8361  21139  21140  8287
-CONVEX 2586    'GT_PK(2,2)'      8287  21140  8361  21141  21137  8437
-CONVEX 2587    'GT_PK(2,2)'      15470  21142  15390  21143  17945  15431
-CONVEX 2588    'GT_PK(2,2)'      15470  21144  15430  21142  21044  15390
-CONVEX 2589    'GT_PK(2,2)'      8285  21145  8096  21146  21147  8212
-CONVEX 2590    'GT_PK(2,2)'      8096  21148  8016  21147  21149  8212
-CONVEX 2591    'GT_PK(2,2)'      8096  21150  7941  21148  21151  8016
-CONVEX 2592    'GT_PK(2,2)'      369  21152  15753  21153  21154  367
-CONVEX 2593    'GT_PK(2,2)'      15189  21155  15101  21156  21157  15148
-CONVEX 2594    'GT_PK(2,2)'      15523  21158  15595  21159  21160  15555
-CONVEX 2595    'GT_PK(2,2)'      15587  21161  15656  21162  21163  15620
-CONVEX 2596    'GT_PK(2,2)'      8096  21145  8285  21164  21127  8215
-CONVEX 2597    'GT_PK(2,2)'      8096  21164  8215  21165  21166  8014
-CONVEX 2598    'GT_PK(2,2)'      15782  21167  15723  21168  21169  15752
-CONVEX 2599    'GT_PK(2,2)'      15723  21167  15782  21170  21171  15755
-CONVEX 2600    'GT_PK(2,2)'      7941  21150  8096  21172  21165  8014
-CONVEX 2601    'GT_PK(2,2)'      8436  21130  8285  21173  21174  8359
-CONVEX 2602    'GT_PK(2,2)'      379  21175  15859  21176  21177  377
-CONVEX 2603    'GT_PK(2,2)'      15127  21178  15217  21179  21180  15169
-CONVEX 2604    'GT_PK(2,2)'      15174  21181  15217  21182  21178  15127
-CONVEX 2605    'GT_PK(2,2)'      15111  21183  15079  21184  21185  15169
-CONVEX 2606    'GT_PK(2,2)'      15079  21186  15127  21185  21179  15169
-CONVEX 2607    'GT_PK(2,2)'      15127  21186  15079  21187  21188  15033
-CONVEX 2608    'GT_PK(2,2)'      15060  21189  15111  21190  21191  15148
-CONVEX 2609    'GT_PK(2,2)'      15060  21192  15101  21193  21194  15011
-CONVEX 2610    'GT_PK(2,2)'      15101  21192  15060  21157  21190  15148
-CONVEX 2611    'GT_PK(2,2)'      14014  21195  14130  21196  21197  14072
-CONVEX 2612    'GT_PK(2,2)'      14014  21198  13896  21199  21200  13956
-CONVEX 2613    'GT_PK(2,2)'      14073  21201  14014  21202  21199  13956
-CONVEX 2614    'GT_PK(2,2)'      14014  21201  14073  21195  21203  14130
-CONVEX 2615    'GT_PK(2,2)'      14016  21204  13957  21205  21206  13898
-CONVEX 2616    'GT_PK(2,2)'      13958  21207  14016  21208  21205  13898
-CONVEX 2617    'GT_PK(2,2)'      13958  21209  13900  21210  21211  14018
-CONVEX 2618    'GT_PK(2,2)'      13409  21212  13534  18187  21213  13471
-CONVEX 2619    'GT_PK(2,2)'      13534  21212  13409  21214  21215  13472
-CONVEX 2620    'GT_PK(2,2)'      13839  21216  13958  21217  21208  13898
-CONVEX 2621    'GT_PK(2,2)'      13958  21216  13839  21209  21218  13900
-CONVEX 2622    'GT_PK(2,2)'      15306  21219  15349  21220  17944  15390
-CONVEX 2623    'GT_PK(2,2)'      15348  21221  15306  21045  21220  15390
-CONVEX 2624    'GT_PK(2,2)'      15349  21222  15391  17946  21223  15431
-CONVEX 2625    'GT_PK(2,2)'      355  21224  15548  21225  21226  353
-CONVEX 2626    'GT_PK(2,2)'      8359  21174  8285  21227  21146  8212
-CONVEX 2627    'GT_PK(2,2)'      8553  21228  8612  21229  21230  8523
-CONVEX 2628    'GT_PK(2,2)'      8448  21231  8553  21232  21229  8523
-CONVEX 2629    'GT_PK(2,2)'      15472  21233  15392  21234  21235  15433
-CONVEX 2630    'GT_PK(2,2)'      15392  21233  15472  21236  21237  15432
-CONVEX 2631    'GT_PK(2,2)'      15392  21238  15352  21235  21239  15433
-CONVEX 2632    'GT_PK(2,2)'      15934  21240  15921  21241  17947  15953
-CONVEX 2633    'GT_PK(2,2)'      15961  21242  15934  17959  21241  15953
-CONVEX 2634    'GT_PK(2,2)'      15934  21242  15961  21243  17965  15941
-CONVEX 2635    'GT_PK(2,2)'      15921  21240  15934  21244  21245  15894
-CONVEX 2636    'GT_PK(2,2)'      8553  21246  8687  21228  21247  8612
-CONVEX 2637    'GT_PK(2,2)'      8515  21248  8553  21249  21231  8448
-CONVEX 2638    'GT_PK(2,2)'      15953  21250  412  17961  21251  414
-CONVEX 2639    'GT_PK(2,2)'      15958  21252  412  17950  21250  15953
-CONVEX 2640    'GT_PK(2,2)'      410  21253  412  21254  21252  15958
-CONVEX 2641    'GT_PK(2,2)'      8687  21246  8553  21255  21256  8616
-CONVEX 2642    'GT_PK(2,2)'      8616  21256  8553  21257  21248  8515
-CONVEX 2643    'GT_PK(2,2)'      15926  21258  15907  17958  21259  15941
-CONVEX 2644    'GT_PK(2,2)'      15934  21260  15907  21245  21261  15894
-CONVEX 2645    'GT_PK(2,2)'      15907  21260  15934  21259  21243  15941
-CONVEX 2646    'GT_PK(2,2)'      15956  21262  15943  16563  21263  15963
-CONVEX 2647    'GT_PK(2,2)'      15943  21264  15959  21263  17952  15963
-CONVEX 2648    'GT_PK(2,2)'      15959  21264  15943  17956  21265  15926
-CONVEX 2649    'GT_PK(2,2)'      9936  21266  9788  21267  21268  9863
-CONVEX 2650    'GT_PK(2,2)'      9788  21269  9716  21268  21270  9863
-CONVEX 2651    'GT_PK(2,2)'      9788  21271  9862  21272  21273  9713
-CONVEX 2652    'GT_PK(2,2)'      15962  21274  419  21275  21276  417
-CONVEX 2653    'GT_PK(2,2)'      15962  21277  15956  21274  16560  419
-CONVEX 2654    'GT_PK(2,2)'      15962  21278  15940  21277  21279  15956
-CONVEX 2655    'GT_PK(2,2)'      15645  21280  15681  21281  17886  15715
-CONVEX 2656    'GT_PK(2,2)'      15645  21282  15611  21280  17899  15681
-CONVEX 2657    'GT_PK(2,2)'      15256  21283  15297  21284  21285  15210
-CONVEX 2658    'GT_PK(2,2)'      404  21286  15948  21287  21288  402
-CONVEX 2659    'GT_PK(2,2)'      15949  21289  15954  21290  17974  408
-CONVEX 2660    'GT_PK(2,2)'      410  21291  15949  21292  21290  408
-CONVEX 2661    'GT_PK(2,2)'      15949  21291  410  21293  21254  15958
-CONVEX 2662    'GT_PK(2,2)'      15949  21293  15958  21294  17951  15936
-CONVEX 2663    'GT_PK(2,2)'      15918  21295  15949  21296  21294  15936
-CONVEX 2664    'GT_PK(2,2)'      15929  21297  15949  21298  21295  15918
-CONVEX 2665    'GT_PK(2,2)'      15949  21297  15929  21289  21299  15954
-CONVEX 2666    'GT_PK(2,2)'      15877  21300  15921  21301  21244  15894
-CONVEX 2667    'GT_PK(2,2)'      15831  21302  15855  21303  21304  15804
-CONVEX 2668    'GT_PK(2,2)'      15878  21305  15855  17977  21302  15831
-CONVEX 2669    'GT_PK(2,2)'      15911  21306  15924  21307  21308  15887
-CONVEX 2670    'GT_PK(2,2)'      15871  21309  15911  17982  21307  15887
-CONVEX 2671    'GT_PK(2,2)'      12929  21310  13060  21311  21312  12994
-CONVEX 2672    'GT_PK(2,2)'      12929  21313  12797  21314  21315  12865
-CONVEX 2673    'GT_PK(2,2)'      12797  21316  12732  21315  21317  12865
-CONVEX 2674    'GT_PK(2,2)'      13196  21318  13066  21319  21320  13131
-CONVEX 2675    'GT_PK(2,2)'      13196  21321  13323  21322  21092  13258
-CONVEX 2676    'GT_PK(2,2)'      13060  21323  12996  17987  21324  13125
-CONVEX 2677    'GT_PK(2,2)'      12996  21325  12929  21326  21314  12865
-CONVEX 2678    'GT_PK(2,2)'      12929  21325  12996  21310  21323  13060
-CONVEX 2679    'GT_PK(2,2)'      12935  21327  13000  21328  21329  12869
-CONVEX 2680    'GT_PK(2,2)'      13000  21327  12935  21330  21331  13066
-CONVEX 2681    'GT_PK(2,2)'      14057  21332  13941  21333  17989  14001
-CONVEX 2682    'GT_PK(2,2)'      13575  21334  13638  21335  21336  13699
-CONVEX 2683    'GT_PK(2,2)'      13638  21334  13575  21337  21338  13512
-CONVEX 2684    'GT_PK(2,2)'      13880  21339  13940  21340  21341  13820
-CONVEX 2685    'GT_PK(2,2)'      13880  21342  13821  21343  17992  13941
-CONVEX 2686    'GT_PK(2,2)'      14117  21344  14057  21345  21333  14001
-CONVEX 2687    'GT_PK(2,2)'      14057  21344  14117  21346  21347  14175
-CONVEX 2688    'GT_PK(2,2)'      13881  21348  13942  17990  21349  14001
-CONVEX 2689    'GT_PK(2,2)'      12793  21350  12860  21351  21352  12925
-CONVEX 2690    'GT_PK(2,2)'      12659  21353  12791  21354  21355  12724
-CONVEX 2691    'GT_PK(2,2)'      12791  21356  12856  21355  17993  12724
-CONVEX 2692    'GT_PK(2,2)'      13056  21357  13121  21358  21359  13186
-CONVEX 2693    'GT_PK(2,2)'      13317  21360  13254  21361  19610  13383
-CONVEX 2694    'GT_PK(2,2)'      13317  21362  13381  21363  21364  13252
-CONVEX 2695    'GT_PK(2,2)'      13190  21365  13317  21366  21363  13252
-CONVEX 2696    'GT_PK(2,2)'      13254  21360  13317  17983  21365  13190
-CONVEX 2697    'GT_PK(2,2)'      13446  21367  13508  19616  21368  13383
-CONVEX 2698    'GT_PK(2,2)'      13508  21367  13446  21369  21370  13573
-CONVEX 2699    'GT_PK(2,2)'      13123  21371  13060  21372  17986  13190
-CONVEX 2700    'GT_PK(2,2)'      13123  21372  13190  21373  21366  13252
-CONVEX 2701    'GT_PK(2,2)'      13188  21374  13123  21375  21373  13252
-CONVEX 2702    'GT_PK(2,2)'      13060  21371  13123  21312  21376  12994
-CONVEX 2703    'GT_PK(2,2)'      13441  21377  13379  21378  21379  13505
-CONVEX 2704    'GT_PK(2,2)'      13315  21380  13188  21381  21375  13252
-CONVEX 2705    'GT_PK(2,2)'      13381  21382  13315  21364  21381  13252
-CONVEX 2706    'GT_PK(2,2)'      13379  21383  13443  21379  21384  13505
-CONVEX 2707    'GT_PK(2,2)'      13507  21385  13443  21386  21387  13381
-CONVEX 2708    'GT_PK(2,2)'      13443  21388  13315  21387  21382  13381
-CONVEX 2709    'GT_PK(2,2)'      13315  21388  13443  21389  21383  13379
-CONVEX 2710    'GT_PK(2,2)'      13627  21390  13500  21391  21392  13565
-CONVEX 2711    'GT_PK(2,2)'      9641  21393  9788  16749  21272  9713
-CONVEX 2712    'GT_PK(2,2)'      9788  21393  9641  21269  21394  9716
-CONVEX 2713    'GT_PK(2,2)'      9862  21271  9788  21395  21266  9936
-CONVEX 2714    'GT_PK(2,2)'      143  21396  3728  21397  21398  145
-CONVEX 2715    'GT_PK(2,2)'      3728  21399  3801  21398  21400  145
-CONVEX 2716    'GT_PK(2,2)'      7200  21401  7349  21402  21403  7273
-CONVEX 2717    'GT_PK(2,2)'      7125  21404  7200  21405  21402  7273
-CONVEX 2718    'GT_PK(2,2)'      4017  21406  149  21407  21408  3932
-CONVEX 2719    'GT_PK(2,2)'      7050  21409  7200  21410  21404  7125
-CONVEX 2720    'GT_PK(2,2)'      3801  21411  147  21400  21412  145
-CONVEX 2721    'GT_PK(2,2)'      7349  21401  7200  21413  21414  7271
-CONVEX 2722    'GT_PK(2,2)'      7271  21414  7200  21415  21416  7123
-CONVEX 2723    'GT_PK(2,2)'      149  21417  147  21408  21418  3932
-CONVEX 2724    'GT_PK(2,2)'      147  21411  3801  21418  21419  3932
-CONVEX 2725    'GT_PK(2,2)'      2358  21420  2473  21421  21422  2413
-CONVEX 2726    'GT_PK(2,2)'      2592  21423  2473  21424  21425  2533
-CONVEX 2727    'GT_PK(2,2)'      3346  21426  3475  21427  20682  3407
-CONVEX 2728    'GT_PK(2,2)'      3346  21428  3283  21429  16463  3415
-CONVEX 2729    'GT_PK(2,2)'      3475  21426  3346  20685  21429  3415
-CONVEX 2730    'GT_PK(2,2)'      3279  21430  3407  21431  18006  3339
-CONVEX 2731    'GT_PK(2,2)'      3214  21432  3279  21433  21431  3339
-CONVEX 2732    'GT_PK(2,2)'      3279  21432  3214  21434  21435  3152
-CONVEX 2733    'GT_PK(2,2)'      3279  21436  3346  21430  21427  3407
-CONVEX 2734    'GT_PK(2,2)'      2707  21437  2648  21438  21439  2771
-CONVEX 2735    'GT_PK(2,2)'      2707  21440  2769  21441  21442  2646
-CONVEX 2736    'GT_PK(2,2)'      2587  21443  2707  21444  21441  2646
-CONVEX 2737    'GT_PK(2,2)'      2707  21443  2587  21437  21445  2648
-CONVEX 2738    'GT_PK(2,2)'      2956  21446  2896  21447  21448  3022
-CONVEX 2739    'GT_PK(2,2)'      2956  21449  3019  21450  21451  2893
-CONVEX 2740    'GT_PK(2,2)'      3019  21452  2955  21451  21453  2893
-CONVEX 2741    'GT_PK(2,2)'      3143  21454  3208  21455  18017  134
-CONVEX 2742    'GT_PK(2,2)'      3143  21456  132  21457  21458  3018
-CONVEX 2743    'GT_PK(2,2)'      132  21456  3143  21459  21455  134
-CONVEX 2744    'GT_PK(2,2)'      3143  21460  3271  21454  21461  3208
-CONVEX 2745    'GT_PK(2,2)'      3080  21462  3143  18016  21457  3018
-CONVEX 2746    'GT_PK(2,2)'      7200  21409  7050  21416  21463  7123
-CONVEX 2747    'GT_PK(2,2)'      7349  21413  7271  21464  21465  7420
-CONVEX 2748    'GT_PK(2,2)'      7349  21464  7420  21466  21467  7498
-CONVEX 2749    'GT_PK(2,2)'      132  21468  130  21458  21469  3018
-CONVEX 2750    'GT_PK(2,2)'      130  21470  2954  21469  18015  3018
-CONVEX 2751    'GT_PK(2,2)'      130  21471  128  21470  21472  2954
-CONVEX 2752    'GT_PK(2,2)'      7422  21473  7349  21474  21466  7498
-CONVEX 2753    'GT_PK(2,2)'      7349  21473  7422  21403  21475  7273
-CONVEX 2754    'GT_PK(2,2)'      7384  21476  7232  21477  21478  7306
-CONVEX 2755    'GT_PK(2,2)'      2314  21479  116  21480  21481  114
-CONVEX 2756    'GT_PK(2,2)'      7384  21477  7306  21482  21483  7458
-CONVEX 2757    'GT_PK(2,2)'      7308  21484  7384  21485  21486  7460
-CONVEX 2758    'GT_PK(2,2)'      2586  21487  2651  21488  21489  122
-CONVEX 2759    'GT_PK(2,2)'      2314  21490  2301  21491  21492  2413
-CONVEX 2760    'GT_PK(2,2)'      2301  21493  2358  21492  21421  2413
-CONVEX 2761    'GT_PK(2,2)'      1961  21494  107  21495  21496  105
-CONVEX 2762    'GT_PK(2,2)'      1476  21497  1526  21498  21499  1577
-CONVEX 2763    'GT_PK(2,2)'      1324  21500  1277  21501  21502  1229
-CONVEX 2764    'GT_PK(2,2)'      1275  21503  1324  21504  21501  1229
-CONVEX 2765    'GT_PK(2,2)'      972  21505  932  21506  21507  895
-CONVEX 2766    'GT_PK(2,2)'      932  21508  856  21507  16605  895
-CONVEX 2767    'GT_PK(2,2)'      694  21509  762  21510  21511  724
-CONVEX 2768    'GT_PK(2,2)'      661  21512  694  18047  21510  724
-CONVEX 2769    'GT_PK(2,2)'      694  21512  661  21513  18048  633
-CONVEX 2770    'GT_PK(2,2)'      62  21514  786  21515  21516  64
-CONVEX 2771    'GT_PK(2,2)'      786  21517  821  21516  16602  64
-CONVEX 2772    'GT_PK(2,2)'      762  21518  795  21511  21519  724
-CONVEX 2773    'GT_PK(2,2)'      830  21520  795  18051  21521  869
-CONVEX 2774    'GT_PK(2,2)'      753  21522  62  21523  21524  60
-CONVEX 2775    'GT_PK(2,2)'      753  21525  786  21522  21514  62
-CONVEX 2776    'GT_PK(2,2)'      786  21525  753  21526  21527  824
-CONVEX 2777    'GT_PK(2,2)'      235  21528  10103  21529  21530  233
-CONVEX 2778    'GT_PK(2,2)'      7460  21486  7384  21531  21532  7534
-CONVEX 2779    'GT_PK(2,2)'      7534  21532  7384  21533  21482  7458
-CONVEX 2780    'GT_PK(2,2)'      7384  21484  7308  21476  21534  7232
-CONVEX 2781    'GT_PK(2,2)'      7609  21535  7756  21536  21537  7684
-CONVEX 2782    'GT_PK(2,2)'      7756  21538  7832  21537  21539  7684
-CONVEX 2783    'GT_PK(2,2)'      9349  21540  223  21541  21542  225
-CONVEX 2784    'GT_PK(2,2)'      7834  21543  7756  21544  21545  7686
-CONVEX 2785    'GT_PK(2,2)'      7756  21535  7609  21545  21546  7686
-CONVEX 2786    'GT_PK(2,2)'      7756  21547  7907  21538  21548  7832
-CONVEX 2787    'GT_PK(2,2)'      7756  21543  7834  21547  21549  7907
-CONVEX 2788    'GT_PK(2,2)'      227  21550  9504  21551  21552  225
-CONVEX 2789    'GT_PK(2,2)'      9504  21553  9349  21552  21541  225
-CONVEX 2790    'GT_PK(2,2)'      231  21554  9805  21555  21556  229
-CONVEX 2791    'GT_PK(2,2)'      229  21557  9655  21558  21559  227
-CONVEX 2792    'GT_PK(2,2)'      9655  21560  9504  21559  21550  227
-CONVEX 2793    'GT_PK(2,2)'      9504  21560  9655  21561  21562  9507
-CONVEX 2794    'GT_PK(2,2)'      9805  21563  9655  21556  21557  229
-CONVEX 2795    'GT_PK(2,2)'      10458  21564  10524  21565  21566  10605
-CONVEX 2796    'GT_PK(2,2)'      10173  21567  10097  21568  21569  10239
-CONVEX 2797    'GT_PK(2,2)'      10173  21570  10248  21571  21572  10101
-CONVEX 2798    'GT_PK(2,2)'      9877  21573  9800  21574  21575  9720
-CONVEX 2799    'GT_PK(2,2)'      10534  21576  10608  21577  21578  10679
-CONVEX 2800    'GT_PK(2,2)'      10608  21576  10534  21579  18085  10462
-CONVEX 2801    'GT_PK(2,2)'      7358  16573  7283  21580  21581  7206
-CONVEX 2802    'GT_PK(2,2)'      7432  16149  7358  21582  21583  7280
-CONVEX 2803    'GT_PK(2,2)'      272  21584  12445  21585  21586  270
-CONVEX 2804    'GT_PK(2,2)'      12521  21587  12445  18082  21584  272
-CONVEX 2805    'GT_PK(2,2)'      13152  21588  13038  18224  21589  13091
-CONVEX 2806    'GT_PK(2,2)'      11257  21590  11184  21591  21592  11114
-CONVEX 2807    'GT_PK(2,2)'      10541  21593  10469  21594  21595  10397
-CONVEX 2808    'GT_PK(2,2)'      10467  21596  10541  21597  21594  10397
-CONVEX 2809    'GT_PK(2,2)'      254  21598  256  21599  21600  11493
-CONVEX 2810    'GT_PK(2,2)'      256  21601  11624  21600  21602  11493
-CONVEX 2811    'GT_PK(2,2)'      11624  21601  256  21603  21604  258
-CONVEX 2812    'GT_PK(2,2)'      11256  21605  11185  18103  21606  11117
-CONVEX 2813    'GT_PK(2,2)'      10524  21607  10674  21566  21608  10605
-CONVEX 2814    'GT_PK(2,2)'      7280  21583  7358  21609  21580  7206
-CONVEX 2815    'GT_PK(2,2)'      6924  21610  6773  21611  21612  6846
-CONVEX 2816    'GT_PK(2,2)'      11030  21613  11191  21614  18102  11117
-CONVEX 2817    'GT_PK(2,2)'      10965  21615  11030  21616  21614  11117
-CONVEX 2818    'GT_PK(2,2)'      11030  21615  10965  21617  21618  10885
-CONVEX 2819    'GT_PK(2,2)'      11323  21619  11399  21620  21621  11256
-CONVEX 2820    'GT_PK(2,2)'      11191  21622  11323  18101  21620  11256
-CONVEX 2821    'GT_PK(2,2)'      5055  21623  5117  21624  18108  5189
-CONVEX 2822    'GT_PK(2,2)'      4994  21625  4875  21626  17006  166
-CONVEX 2823    'GT_PK(2,2)'      4994  21626  166  21627  21628  168
-CONVEX 2824    'GT_PK(2,2)'      5117  21629  4994  21630  21627  168
-CONVEX 2825    'GT_PK(2,2)'      5055  21631  4994  21623  21629  5117
-CONVEX 2826    'GT_PK(2,2)'      172  21632  174  18112  21633  5400
-CONVEX 2827    'GT_PK(2,2)'      174  21634  5499  21633  21635  5400
-CONVEX 2828    'GT_PK(2,2)'      5499  21634  174  21636  21637  175
-CONVEX 2829    'GT_PK(2,2)'      170  21638  172  21639  18111  5256
-CONVEX 2830    'GT_PK(2,2)'      170  21640  5117  21641  21630  168
-CONVEX 2831    'GT_PK(2,2)'      5117  21640  170  18110  21639  5256
-CONVEX 2832    'GT_PK(2,2)'      6132  21642  183  18114  21643  185
-CONVEX 2833    'GT_PK(2,2)'      6924  21611  6846  21644  21645  6998
-CONVEX 2834    'GT_PK(2,2)'      6924  21644  6998  21646  21647  7076
-CONVEX 2835    'GT_PK(2,2)'      1252  21648  1207  21649  21650  1300
-CONVEX 2836    'GT_PK(2,2)'      1207  21648  1252  21651  18164  1161
-CONVEX 2837    'GT_PK(2,2)'      1119  21652  1207  16695  21651  1161
-CONVEX 2838    'GT_PK(2,2)'      1165  21653  1207  18122  21652  1119
-CONVEX 2839    'GT_PK(2,2)'      1030  21654  990  21655  21656  1073
-CONVEX 2840    'GT_PK(2,2)'      990  21657  1032  21656  18126  1073
-CONVEX 2841    'GT_PK(2,2)'      990  21654  1030  21658  16721  949
-CONVEX 2842    'GT_PK(2,2)'      990  21659  75  21657  18143  1032
-CONVEX 2843    'GT_PK(2,2)'      1488  21660  1589  21661  18140  1539
-CONVEX 2844    'GT_PK(2,2)'      1488  21662  1538  21660  18137  1589
-CONVEX 2845    'GT_PK(2,2)'      1488  21663  1439  21662  18147  1538
-CONVEX 2846    'GT_PK(2,2)'      1439  21663  1488  18146  21664  1391
-CONVEX 2847    'GT_PK(2,2)'      1464  21665  1416  21666  21667  1367
-CONVEX 2848    'GT_PK(2,2)'      1418  21668  1464  21669  21666  1367
-CONVEX 2849    'GT_PK(2,2)'      989  21670  909  16722  21671  949
-CONVEX 2850    'GT_PK(2,2)'      909  21672  71  21671  21673  949
-CONVEX 2851    'GT_PK(2,2)'      71  21672  909  21674  21675  69
-CONVEX 2852    'GT_PK(2,2)'      6924  21646  7076  21676  21677  7002
-CONVEX 2853    'GT_PK(2,2)'      6850  21678  6924  21679  21676  7002
-CONVEX 2854    'GT_PK(2,2)'      6773  21610  6924  21680  21678  6850
-CONVEX 2855    'GT_PK(2,2)'      13213  21681  13275  21682  21683  13147
-CONVEX 2856    'GT_PK(2,2)'      13083  21684  13213  21685  21682  13147
-CONVEX 2857    'GT_PK(2,2)'      71  21686  73  21673  21687  949
-CONVEX 2858    'GT_PK(2,2)'      73  21688  990  21687  21658  949
-CONVEX 2859    'GT_PK(2,2)'      990  21688  73  21659  21689  75
-CONVEX 2860    'GT_PK(2,2)'      1255  21690  1349  21691  21692  1300
-CONVEX 2861    'GT_PK(2,2)'      1207  21693  1255  21650  21691  1300
-CONVEX 2862    'GT_PK(2,2)'      1255  21693  1207  21694  21653  1165
-CONVEX 2863    'GT_PK(2,2)'      1394  21695  1347  18349  21696  1443
-CONVEX 2864    'GT_PK(2,2)'      1347  21695  1394  21697  18351  1297
-CONVEX 2865    'GT_PK(2,2)'      1252  21698  1347  18168  21697  1297
-CONVEX 2866    'GT_PK(2,2)'      1347  21698  1252  21699  21649  1300
-CONVEX 2867    'GT_PK(2,2)'      1396  21700  1349  21701  21702  1446
-CONVEX 2868    'GT_PK(2,2)'      1496  21703  1396  18345  21701  1446
-CONVEX 2869    'GT_PK(2,2)'      1396  21703  1496  21704  18342  1443
-CONVEX 2870    'GT_PK(2,2)'      1347  21705  1396  21696  21704  1443
-CONVEX 2871    'GT_PK(2,2)'      1349  21700  1396  21692  21706  1300
-CONVEX 2872    'GT_PK(2,2)'      1396  21705  1347  21706  21699  1300
-CONVEX 2873    'GT_PK(2,2)'      1250  21707  1205  21708  18167  1297
-CONVEX 2874    'GT_PK(2,2)'      1343  21709  1250  18352  21708  1297
-CONVEX 2875    'GT_PK(2,2)'      1250  21709  1343  21710  18150  1295
-CONVEX 2876    'GT_PK(2,2)'      1117  21711  1159  18127  21712  1073
-CONVEX 2877    'GT_PK(2,2)'      1205  21713  1159  18166  21711  1117
-CONVEX 2878    'GT_PK(2,2)'      1250  21714  1159  21707  21713  1205
-CONVEX 2879    'GT_PK(2,2)'      1031  21715  1072  21716  18176  1115
-CONVEX 2880    'GT_PK(2,2)'      1072  21715  1031  18178  21717  989
-CONVEX 2881    'GT_PK(2,2)'      12494  21718  12562  17103  21719  12629
-CONVEX 2882    'GT_PK(2,2)'      12697  21720  12630  21721  21722  12764
-CONVEX 2883    'GT_PK(2,2)'      12697  21723  12562  21720  21724  12630
-CONVEX 2884    'GT_PK(2,2)'      12697  21725  12762  21726  17105  12629
-CONVEX 2885    'GT_PK(2,2)'      12562  21723  12697  21719  21726  12629
-CONVEX 2886    'GT_PK(2,2)'      14132  21727  14075  21728  21729  14020
-CONVEX 2887    'GT_PK(2,2)'      14078  21730  14021  21731  21732  14135
-CONVEX 2888    'GT_PK(2,2)'      14021  21730  14078  21733  21734  13961
-CONVEX 2889    'GT_PK(2,2)'      14078  21735  14132  21736  21728  14020
-CONVEX 2890    'GT_PK(2,2)'      13961  21734  14078  21737  21736  14020
-CONVEX 2891    'GT_PK(2,2)'      13902  21738  13961  21739  21737  14020
-CONVEX 2892    'GT_PK(2,2)'      13411  21740  13536  21741  21742  13472
-CONVEX 2893    'GT_PK(2,2)'      13959  21743  14076  21744  21745  14018
-CONVEX 2894    'GT_PK(2,2)'      13900  21746  13959  21211  21744  14018
-CONVEX 2895    'GT_PK(2,2)'      13659  21747  13781  21748  21749  13719
-CONVEX 2896    'GT_PK(2,2)'      14132  21750  14190  21751  21752  14246
-CONVEX 2897    'GT_PK(2,2)'      14190  21753  14301  21752  21754  14246
-CONVEX 2898    'GT_PK(2,2)'      14078  21755  14190  21735  21750  14132
-CONVEX 2899    'GT_PK(2,2)'      14190  21755  14078  21756  21731  14135
-CONVEX 2900    'GT_PK(2,2)'      14357  21757  14412  21758  21759  14467
-CONVEX 2901    'GT_PK(2,2)'      14357  21760  14302  21757  21761  14412
-CONVEX 2902    'GT_PK(2,2)'      14412  21762  14521  21759  21763  14467
-CONVEX 2903    'GT_PK(2,2)'      14521  21764  14574  21765  21766  14627
-CONVEX 2904    'GT_PK(2,2)'      15263  21767  15306  21768  21769  15219
-CONVEX 2905    'GT_PK(2,2)'      15306  21767  15263  21219  21770  15349
-CONVEX 2906    'GT_PK(2,2)'      15083  21771  14987  21772  21773  15034
-CONVEX 2907    'GT_PK(2,2)'      13542  21774  13418  21775  21776  13482
-CONVEX 2908    'GT_PK(2,2)'      13605  21777  13542  21778  21775  13482
-CONVEX 2909    'GT_PK(2,2)'      13601  21779  13477  21780  18180  13540
-CONVEX 2910    'GT_PK(2,2)'      13663  21781  13601  21782  21780  13540
-CONVEX 2911    'GT_PK(2,2)'      13416  21783  13480  18181  21784  13540
-CONVEX 2912    'GT_PK(2,2)'      13542  21785  13480  21774  21786  13418
-CONVEX 2913    'GT_PK(2,2)'      13096  21787  13225  21788  21789  13160
-CONVEX 2914    'GT_PK(2,2)'      12767  21790  12900  21791  21792  12833
-CONVEX 2915    'GT_PK(2,2)'      12700  21793  12767  21794  21791  12833
-CONVEX 2916    'GT_PK(2,2)'      12767  21793  12700  21795  21796  12634
-CONVEX 2917    'GT_PK(2,2)'      12900  21790  12767  21797  21798  12835
-CONVEX 2918    'GT_PK(2,2)'      12698  21799  12832  21800  21801  12764
-CONVEX 2919    'GT_PK(2,2)'      12630  21802  12698  21722  21800  12764
-CONVEX 2920    'GT_PK(2,2)'      12832  21803  12897  21801  21804  12764
-CONVEX 2921    'GT_PK(2,2)'      13093  21805  13221  21806  21807  13156
-CONVEX 2922    'GT_PK(2,2)'      13093  21808  13158  21805  21809  13221
-CONVEX 2923    'GT_PK(2,2)'      13347  21810  13411  21811  21741  13472
-CONVEX 2924    'GT_PK(2,2)'      13347  21812  13409  21813  18188  13282
-CONVEX 2925    'GT_PK(2,2)'      13409  21812  13347  21215  21811  13472
-CONVEX 2926    'GT_PK(2,2)'      13787  21814  13727  21815  21816  13849
-CONVEX 2927    'GT_PK(2,2)'      13666  21817  13787  21818  21819  13725
-CONVEX 2928    'GT_PK(2,2)'      13666  21820  13542  21821  21777  13605
-CONVEX 2929    'GT_PK(2,2)'      13727  21822  13666  21823  21821  13605
-CONVEX 2930    'GT_PK(2,2)'      13666  21822  13727  21817  21814  13787
-CONVEX 2931    'GT_PK(2,2)'      13785  21824  13904  21825  21826  13844
-CONVEX 2932    'GT_PK(2,2)'      13785  21827  13663  21828  21829  13725
-CONVEX 2933    'GT_PK(2,2)'      13787  21830  13846  21819  21831  13725
-CONVEX 2934    'GT_PK(2,2)'      13846  21832  13785  21831  21828  13725
-CONVEX 2935    'GT_PK(2,2)'      13785  21832  13846  21824  21833  13904
-CONVEX 2936    'GT_PK(2,2)'      12721  21834  276  21835  21836  278
-CONVEX 2937    'GT_PK(2,2)'      12721  21837  12651  21834  18189  276
-CONVEX 2938    'GT_PK(2,2)'      12651  21837  12721  18194  21838  12585
-CONVEX 2939    'GT_PK(2,2)'      285  21839  13177  21840  18223  13091
-CONVEX 2940    'GT_PK(2,2)'      283  21841  285  21842  21840  13091
-CONVEX 2941    'GT_PK(2,2)'      13213  21684  13083  21843  21844  13148
-CONVEX 2942    'GT_PK(2,2)'      13340  21845  13213  21846  21847  13277
-CONVEX 2943    'GT_PK(2,2)'      13213  21843  13148  21847  21848  13277
-CONVEX 2944    'GT_PK(2,2)'      13275  21681  13213  21849  21845  13340
-CONVEX 2945    'GT_PK(2,2)'      13544  21850  13605  21851  21778  13482
-CONVEX 2946    'GT_PK(2,2)'      14535  21852  14642  21853  21854  14589
-CONVEX 2947    'GT_PK(2,2)'      14535  21855  14480  21856  21857  14426
-CONVEX 2948    'GT_PK(2,2)'      14480  21855  14535  20944  21853  14589
-CONVEX 2949    'GT_PK(2,2)'      12466  21858  12399  21859  21860  12534
-CONVEX 2950    'GT_PK(2,2)'      12601  21861  12466  21862  21859  12534
-CONVEX 2951    'GT_PK(2,2)'      316  21863  318  21864  21865  14533
-CONVEX 2952    'GT_PK(2,2)'      291  21866  293  21867  18212  13475
-CONVEX 2953    'GT_PK(2,2)'      12466  21861  12601  21868  21869  12532
-CONVEX 2954    'GT_PK(2,2)'      12330  21870  12466  21871  21872  12397
-CONVEX 2955    'GT_PK(2,2)'      12397  21872  12466  21873  21868  12532
-CONVEX 2956    'GT_PK(2,2)'      13287  21874  13229  21875  21876  13164
-CONVEX 2957    'GT_PK(2,2)'      13287  21877  13339  21878  18220  13415
-CONVEX 2958    'GT_PK(2,2)'      291  21879  13367  21880  21881  289
-CONVEX 2959    'GT_PK(2,2)'      13339  21882  13367  18219  21883  13475
-CONVEX 2960    'GT_PK(2,2)'      13367  21879  291  21883  21867  13475
-CONVEX 2961    'GT_PK(2,2)'      13038  21884  13099  21885  21886  12972
-CONVEX 2962    'GT_PK(2,2)'      13099  21884  13038  21887  21588  13152
-CONVEX 2963    'GT_PK(2,2)'      12703  21888  12839  21889  21890  12774
-CONVEX 2964    'GT_PK(2,2)'      12839  21891  12907  21890  18235  12774
-CONVEX 2965    'GT_PK(2,2)'      12907  21891  12839  21892  21893  12972
-CONVEX 2966    'GT_PK(2,2)'      12907  21894  13035  18238  21895  12971
-CONVEX 2967    'GT_PK(2,2)'      13035  21894  12907  21896  21892  12972
-CONVEX 2968    'GT_PK(2,2)'      13099  21897  13035  21886  21896  12972
-CONVEX 2969    'GT_PK(2,2)'      13035  21897  13099  21898  21899  13164
-CONVEX 2970    'GT_PK(2,2)'      10821  21900  10748  21901  21902  10893
-CONVEX 2971    'GT_PK(2,2)'      10750  21903  10604  21904  21905  10679
-CONVEX 2972    'GT_PK(2,2)'      10604  21906  10534  21905  21577  10679
-CONVEX 2973    'GT_PK(2,2)'      13036  21907  13166  21908  21909  13101
-CONVEX 2974    'GT_PK(2,2)'      12306  21910  12443  21911  21912  12376
-CONVEX 2975    'GT_PK(2,2)'      12302  21913  12369  21914  21915  12438
-CONVEX 2976    'GT_PK(2,2)'      12302  21916  12164  21917  21918  12232
-CONVEX 2977    'GT_PK(2,2)'      12369  21913  12302  21919  21917  12232
-CONVEX 2978    'GT_PK(2,2)'      13105  21920  13167  18230  21921  13233
-CONVEX 2979    'GT_PK(2,2)'      13167  21920  13105  21922  18232  13039
-CONVEX 2980    'GT_PK(2,2)'      13107  21923  13043  21924  21925  12977
-CONVEX 2981    'GT_PK(2,2)'      12845  21926  12780  21927  21928  12713
-CONVEX 2982    'GT_PK(2,2)'      12780  21929  12646  21928  21930  12713
-CONVEX 2983    'GT_PK(2,2)'      12778  21931  12845  21932  21927  12713
-CONVEX 2984    'GT_PK(2,2)'      12913  21933  12978  21934  21935  12846
-CONVEX 2985    'GT_PK(2,2)'      12780  21936  12913  21937  21934  12846
-CONVEX 2986    'GT_PK(2,2)'      12913  21936  12780  21938  21926  12845
-CONVEX 2987    'GT_PK(2,2)'      12913  21938  12845  21939  21940  12977
-CONVEX 2988    'GT_PK(2,2)'      13043  21941  12913  21925  21939  12977
-CONVEX 2989    'GT_PK(2,2)'      12913  21941  13043  21933  21942  12978
-CONVEX 2990    'GT_PK(2,2)'      12974  21943  12911  21944  21945  12843
-CONVEX 2991    'GT_PK(2,2)'      12845  21946  12911  21940  21947  12977
-CONVEX 2992    'GT_PK(2,2)'      12911  21948  12778  21945  21949  12843
-CONVEX 2993    'GT_PK(2,2)'      12778  21948  12911  21931  21946  12845
-CONVEX 2994    'GT_PK(2,2)'      13041  21950  12974  21951  18231  13105
-CONVEX 2995    'GT_PK(2,2)'      13041  21952  13107  21953  21924  12977
-CONVEX 2996    'GT_PK(2,2)'      12911  21954  13041  21947  21953  12977
-CONVEX 2997    'GT_PK(2,2)'      13041  21954  12911  21950  21943  12974
-CONVEX 2998    'GT_PK(2,2)'      13107  21952  13041  21955  21956  13170
-CONVEX 2999    'GT_PK(2,2)'      13041  21951  13105  21956  18228  13170
-CONVEX 3000    'GT_PK(2,2)'      12909  21957  12974  21958  21944  12843
-CONVEX 3001    'GT_PK(2,2)'      12909  21959  12842  21960  18237  12971
-CONVEX 3002    'GT_PK(2,2)'      12909  21960  12971  21961  21962  13039
-CONVEX 3003    'GT_PK(2,2)'      12974  21957  12909  18233  21961  13039
-CONVEX 3004    'GT_PK(2,2)'      12033  21963  12104  21964  21965  12171
-CONVEX 3005    'GT_PK(2,2)'      12033  21966  11958  21967  21968  11888
-CONVEX 3006    'GT_PK(2,2)'      11889  21969  11959  21970  18247  11819
-CONVEX 3007    'GT_PK(2,2)'      11537  21971  11609  18242  21972  11681
-CONVEX 3008    'GT_PK(2,2)'      11539  21973  11469  21974  21975  11610
-CONVEX 3009    'GT_PK(2,2)'      11746  21976  11676  21977  21978  11610
-CONVEX 3010    'GT_PK(2,2)'      11676  21979  11539  21978  21974  11610
-CONVEX 3011    'GT_PK(2,2)'      11676  21976  11746  21980  21981  11816
-CONVEX 3012    'GT_PK(2,2)'      11539  21979  11676  21982  21983  11607
-CONVEX 3013    'GT_PK(2,2)'      11747  21984  11676  21985  21980  11816
-CONVEX 3014    'GT_PK(2,2)'      11676  21984  11747  21983  21986  11607
-CONVEX 3015    'GT_PK(2,2)'      11467  21987  11609  21988  21971  11537
-CONVEX 3016    'GT_PK(2,2)'      11468  21989  11539  21990  21982  11607
-CONVEX 3017    'GT_PK(2,2)'      12029  21991  12169  21992  21993  12098
-CONVEX 3018    'GT_PK(2,2)'      12169  21991  12029  21994  21995  12101
-CONVEX 3019    'GT_PK(2,2)'      12442  21996  12510  21997  21998  12576
-CONVEX 3020    'GT_PK(2,2)'      12510  21999  12443  22000  22001  12578
-CONVEX 3021    'GT_PK(2,2)'      12443  21999  12510  21912  22002  12376
-CONVEX 3022    'GT_PK(2,2)'      12510  21996  12442  22002  22003  12376
-CONVEX 3023    'GT_PK(2,2)'      12645  22004  12510  22005  22000  12578
-CONVEX 3024    'GT_PK(2,2)'      12510  22004  12645  21998  22006  12576
-CONVEX 3025    'GT_PK(2,2)'      12506  22007  12439  22008  22009  12574
-CONVEX 3026    'GT_PK(2,2)'      12439  22010  12508  22009  22011  12574
-CONVEX 3027    'GT_PK(2,2)'      12508  22012  12442  22013  21997  12576
-CONVEX 3028    'GT_PK(2,2)'      12508  22014  12643  22011  22015  12574
-CONVEX 3029    'GT_PK(2,2)'      12643  22014  12508  22016  22013  12576
-CONVEX 3030    'GT_PK(2,2)'      11608  22017  11680  16753  22018  11536
-CONVEX 3031    'GT_PK(2,2)'      11752  22019  11680  18253  22017  11608
-CONVEX 3032    'GT_PK(2,2)'      11606  22020  11751  22021  22022  11677
-CONVEX 3033    'GT_PK(2,2)'      11680  22023  11606  22018  22024  11536
-CONVEX 3034    'GT_PK(2,2)'      11606  22023  11680  22020  22025  11751
-CONVEX 3035    'GT_PK(2,2)'      10967  22026  11037  22027  22028  10893
-CONVEX 3036    'GT_PK(2,2)'      11108  22029  11037  22030  22031  11180
-CONVEX 3037    'GT_PK(2,2)'      11394  22032  11324  18255  22033  11466
-CONVEX 3038    'GT_PK(2,2)'      11324  22034  11180  22035  22036  11253
-CONVEX 3039    'GT_PK(2,2)'      10744  22037  10889  22038  22039  10817
-CONVEX 3040    'GT_PK(2,2)'      10889  22040  10963  22041  22042  11034
-CONVEX 3041    'GT_PK(2,2)'      3162  22043  3227  22044  18259  3099
-CONVEX 3042    'GT_PK(2,2)'      3035  22045  3162  22046  22044  3099
-CONVEX 3043    'GT_PK(2,2)'      3225  22047  3162  18294  22048  3098
-CONVEX 3044    'GT_PK(2,2)'      3162  22045  3035  22048  22049  3098
-CONVEX 3045    'GT_PK(2,2)'      3035  22050  2972  22051  22052  2910
-CONVEX 3046    'GT_PK(2,2)'      2972  22053  2847  22052  22054  2910
-CONVEX 3047    'GT_PK(2,2)'      2972  22050  3035  22055  22046  3099
-CONVEX 3048    'GT_PK(2,2)'      2972  22055  3099  22056  16212  3036
-CONVEX 3049    'GT_PK(2,2)'      2422  22057  2541  22058  22059  2481
-CONVEX 3050    'GT_PK(2,2)'      2601  22060  2542  22061  22062  2481
-CONVEX 3051    'GT_PK(2,2)'      2541  22063  2601  22059  22061  2481
-CONVEX 3052    'GT_PK(2,2)'      2601  22063  2541  22064  22065  2661
-CONVEX 3053    'GT_PK(2,2)'      3095  22066  3033  22067  22068  2969
-CONVEX 3054    'GT_PK(2,2)'      3160  22069  3095  18304  22070  3223
-CONVEX 3055    'GT_PK(2,2)'      3095  22069  3160  22066  18295  3033
-CONVEX 3056    'GT_PK(2,2)'      2722  22071  2783  22072  22073  2661
-CONVEX 3057    'GT_PK(2,2)'      2843  22074  2906  22075  22076  2782
-CONVEX 3058    'GT_PK(2,2)'      2906  22074  2843  22077  22078  2967
-CONVEX 3059    'GT_PK(2,2)'      3030  22079  2965  22080  18279  3091
-CONVEX 3060    'GT_PK(2,2)'      3220  22081  3349  22082  22083  3285
-CONVEX 3061    'GT_PK(2,2)'      3416  22084  3349  16883  22085  3479
-CONVEX 3062    'GT_PK(2,2)'      3349  22084  3416  22083  16884  3285
-CONVEX 3063    'GT_PK(2,2)'      3349  22081  3220  22086  18290  3282
-CONVEX 3064    'GT_PK(2,2)'      3341  22087  3405  18268  22088  3471
-CONVEX 3065    'GT_PK(2,2)'      3405  22089  3537  22088  22090  3471
-CONVEX 3066    'GT_PK(2,2)'      3086  22091  3149  22092  18274  3215
-CONVEX 3067    'GT_PK(2,2)'      3086  22093  2960  22094  22095  3023
-CONVEX 3068    'GT_PK(2,2)'      3149  22091  3086  22096  22094  3023
-CONVEX 3069    'GT_PK(2,2)'      3217  22097  3153  22098  18286  3089
-CONVEX 3070    'GT_PK(2,2)'      3347  22099  3217  22100  22101  3280
-CONVEX 3071    'GT_PK(2,2)'      3217  22099  3347  22102  22103  3282
-CONVEX 3072    'GT_PK(2,2)'      3153  22097  3217  18291  22102  3282
-CONVEX 3073    'GT_PK(2,2)'      2483  22104  2424  18305  22105  2543
-CONVEX 3074    'GT_PK(2,2)'      2543  22105  2424  16764  22106  2482
-CONVEX 3075    'GT_PK(2,2)'      2424  22107  2364  22106  22108  2482
-CONVEX 3076    'GT_PK(2,2)'      2424  22104  2483  22109  22110  2365
-CONVEX 3077    'GT_PK(2,2)'      94  22111  1536  22112  18316  92
-CONVEX 3078    'GT_PK(2,2)'      12399  21858  12466  22113  21870  12330
-CONVEX 3079    'GT_PK(2,2)'      11004  22114  10857  22115  22116  10932
-CONVEX 3080    'GT_PK(2,2)'      10932  22116  10857  22117  22118  10787
-CONVEX 3081    'GT_PK(2,2)'      1748  22119  1697  22120  22121  1804
-CONVEX 3082    'GT_PK(2,2)'      1694  22122  1748  16818  22123  1802
-CONVEX 3083    'GT_PK(2,2)'      1748  22122  1694  22124  16249  1643
-CONVEX 3084    'GT_PK(2,2)'      1697  22119  1748  18334  22124  1643
-CONVEX 3085    'GT_PK(2,2)'      1808  22125  1753  18337  22126  1701
-CONVEX 3086    'GT_PK(2,2)'      1697  22127  1753  22121  22128  1804
-CONVEX 3087    'GT_PK(2,2)'      1753  22129  1646  22126  16232  1701
-CONVEX 3088    'GT_PK(2,2)'      1753  22127  1697  22129  18335  1646
-CONVEX 3089    'GT_PK(2,2)'      1601  22130  1705  22131  18353  1651
-CONVEX 3090    'GT_PK(2,2)'      1548  22132  1601  18161  22131  1651
-CONVEX 3091    'GT_PK(2,2)'      1573  22133  1601  22134  22135  1498
-CONVEX 3092    'GT_PK(2,2)'      1601  22132  1548  22135  18159  1498
-CONVEX 3093    'GT_PK(2,2)'      1809  22136  1862  22137  18339  1756
-CONVEX 3094    'GT_PK(2,2)'      1705  22138  1809  18354  22137  1756
-CONVEX 3095    'GT_PK(2,2)'      1654  22139  1601  22140  22133  1573
-CONVEX 3096    'GT_PK(2,2)'      1601  22139  1654  22130  22141  1705
-CONVEX 3097    'GT_PK(2,2)'      1547  22142  1485  16238  22143  1486
-CONVEX 3098    'GT_PK(2,2)'      1485  22144  1390  22143  18356  1486
-CONVEX 3099    'GT_PK(2,2)'      1531  22145  1485  22146  22142  1547
-CONVEX 3100    'GT_PK(2,2)'      1390  22144  1485  22147  22148  1432
-CONVEX 3101    'GT_PK(2,2)'      1485  22145  1531  22148  22149  1432
-CONVEX 3102    'GT_PK(2,2)'      1531  22150  1469  22149  22151  1432
-CONVEX 3103    'GT_PK(2,2)'      1469  22152  1369  22151  22153  1432
-CONVEX 3104    'GT_PK(2,2)'      1469  22154  1573  22155  22134  1498
-CONVEX 3105    'GT_PK(2,2)'      1469  22150  1531  22154  22156  1573
-CONVEX 3106    'GT_PK(2,2)'      2185  22157  2073  18359  22158  2127
-CONVEX 3107    'GT_PK(2,2)'      2073  22159  2015  22158  22160  2127
-CONVEX 3108    'GT_PK(2,2)'      2352  22161  2295  22162  18378  2237
-CONVEX 3109    'GT_PK(2,2)'      2293  22163  2352  22164  22162  2237
-CONVEX 3110    'GT_PK(2,2)'      2352  22163  2293  22165  22166  2410
-CONVEX 3111    'GT_PK(2,2)'      2352  22165  2410  22167  22168  2471
-CONVEX 3112    'GT_PK(2,2)'      2124  22169  2181  22170  18380  2239
-CONVEX 3113    'GT_PK(2,2)'      3611  22171  3744  18384  22172  3678
-CONVEX 3114    'GT_PK(2,2)'      3881  22173  3744  22174  22175  3811
-CONVEX 3115    'GT_PK(2,2)'      3744  22176  3814  22172  16897  3678
-CONVEX 3116    'GT_PK(2,2)'      3744  22173  3881  22176  18563  3814
-CONVEX 3117    'GT_PK(2,2)'      3545  22177  3611  22178  18383  3479
-CONVEX 3118    'GT_PK(2,2)'      3738  22179  3669  22180  22181  3805
-CONVEX 3119    'GT_PK(2,2)'      3669  22182  3737  22181  22183  3805
-CONVEX 3120    'GT_PK(2,2)'      2775  22184  2654  22185  16803  2714
-CONVEX 3121    'GT_PK(2,2)'      2837  22186  2775  16844  22185  2714
-CONVEX 3122    'GT_PK(2,2)'      2775  22186  2837  22187  18272  2899
-CONVEX 3123    'GT_PK(2,2)'      2839  22188  2775  18397  22187  2899
-CONVEX 3124    'GT_PK(2,2)'      2841  22189  2778  16801  22190  2901
-CONVEX 3125    'GT_PK(2,2)'      2778  22191  2839  22190  18395  2901
-CONVEX 3126    'GT_PK(2,2)'      2412  22192  2352  22193  22167  2471
-CONVEX 3127    'GT_PK(2,2)'      2352  22192  2412  22161  22194  2295
-CONVEX 3128    'GT_PK(2,2)'      2653  22195  2774  22196  16843  2714
-CONVEX 3129    'GT_PK(2,2)'      2591  22197  2653  16804  22196  2714
-CONVEX 3130    'GT_PK(2,2)'      2180  22198  2293  22199  22164  2237
-CONVEX 3131    'GT_PK(2,2)'      2410  22200  2351  22201  22202  2469
-CONVEX 3132    'GT_PK(2,2)'      2293  22203  2351  22166  22200  2410
-CONVEX 3133    'GT_PK(2,2)'      1795  22204  1850  18406  22205  1904
-CONVEX 3134    'GT_PK(2,2)'      1955  22206  1850  22207  22208  104
-CONVEX 3135    'GT_PK(2,2)'      1850  22206  1955  22205  22209  1904
-CONVEX 3136    'GT_PK(2,2)'      1741  22210  1794  22211  18376  1676
-CONVEX 3137    'GT_PK(2,2)'      1795  22212  1741  22213  22214  100
-CONVEX 3138    'GT_PK(2,2)'      1794  22210  1741  18374  22215  1848
-CONVEX 3139    'GT_PK(2,2)'      1741  22212  1795  22215  18407  1848
-CONVEX 3140    'GT_PK(2,2)'      1741  22216  98  22214  22217  100
-CONVEX 3141    'GT_PK(2,2)'      1741  22211  1676  22216  18327  98
-CONVEX 3142    'GT_PK(2,2)'      108  22218  2069  22219  22220  2010
-CONVEX 3143    'GT_PK(2,2)'      106  22221  108  22222  22219  2010
-CONVEX 3144    'GT_PK(2,2)'      106  22223  1955  22224  22207  104
-CONVEX 3145    'GT_PK(2,2)'      1955  22223  106  22225  22222  2010
-CONVEX 3146    'GT_PK(2,2)'      10787  22118  10857  22226  22227  10713
-CONVEX 3147    'GT_PK(2,2)'      10857  22228  10931  22229  22230  10786
-CONVEX 3148    'GT_PK(2,2)'      10857  22229  10786  22227  18890  10713
-CONVEX 3149    'GT_PK(2,2)'      1904  22231  2011  16808  22232  1957
-CONVEX 3150    'GT_PK(2,2)'      1955  22233  2011  22209  22231  1904
-CONVEX 3151    'GT_PK(2,2)'      2019  22234  2076  22235  22236  1962
-CONVEX 3152    'GT_PK(2,2)'      2019  22237  1908  22238  18427  1964
-CONVEX 3153    'GT_PK(2,2)'      1908  22237  2019  22239  22235  1962
-CONVEX 3154    'GT_PK(2,2)'      1801  22240  1854  22241  22242  1910
-CONVEX 3155    'GT_PK(2,2)'      1799  22243  1745  16821  22244  1692
-CONVEX 3156    'GT_PK(2,2)'      1745  22245  1640  22244  18139  1692
-CONVEX 3157    'GT_PK(2,2)'      1857  22246  1911  22247  18424  1802
-CONVEX 3158    'GT_PK(2,2)'      1748  22248  1857  22123  22247  1802
-CONVEX 3159    'GT_PK(2,2)'      1857  22248  1748  22249  22120  1804
-CONVEX 3160    'GT_PK(2,2)'      1911  22246  1857  18454  22250  1967
-CONVEX 3161    'GT_PK(2,2)'      1913  22251  1857  22252  22249  1804
-CONVEX 3162    'GT_PK(2,2)'      1857  22251  1913  22250  18419  1967
-CONVEX 3163    'GT_PK(2,2)'      1853  22253  1908  22254  22239  1962
-CONVEX 3164    'GT_PK(2,2)'      1908  22253  1853  18426  22255  1799
-CONVEX 3165    'GT_PK(2,2)'      1853  22256  1745  22255  22243  1799
-CONVEX 3166    'GT_PK(2,2)'      1745  22256  1853  22257  22258  1800
-CONVEX 3167    'GT_PK(2,2)'      2248  22259  2138  22260  18437  2190
-CONVEX 3168    'GT_PK(2,2)'      2138  22259  2248  16828  22261  2193
-CONVEX 3169    'GT_PK(2,2)'      2248  22262  2305  22261  18447  2193
-CONVEX 3170    'GT_PK(2,2)'      2244  22263  2129  22264  22265  2185
-CONVEX 3171    'GT_PK(2,2)'      2129  22266  2073  22265  22157  2185
-CONVEX 3172    'GT_PK(2,2)'      2075  22267  2129  18362  22268  2186
-CONVEX 3173    'GT_PK(2,2)'      2129  22263  2244  22268  18429  2186
-CONVEX 3174    'GT_PK(2,2)'      2241  22269  2299  18357  22270  2185
-CONVEX 3175    'GT_PK(2,2)'      2299  22271  2244  22270  22264  2185
-CONVEX 3176    'GT_PK(2,2)'      2361  22272  2245  22273  18434  2302
-CONVEX 3177    'GT_PK(2,2)'      2081  22274  1971  18440  22275  2023
-CONVEX 3178    'GT_PK(2,2)'      1971  22274  2081  22276  18441  2026
-CONVEX 3179    'GT_PK(2,2)'      1916  22277  1971  16779  22276  2026
-CONVEX 3180    'GT_PK(2,2)'      1862  22278  1971  18341  22277  1916
-CONVEX 3181    'GT_PK(2,2)'      2251  22279  2308  18444  22280  2192
-CONVEX 3182    'GT_PK(2,2)'      2308  22281  2249  22280  18449  2192
-CONVEX 3183    'GT_PK(2,2)'      2249  22281  2308  22282  22283  2364
-CONVEX 3184    'GT_PK(2,2)'      2363  22284  2251  22285  18446  2305
-CONVEX 3185    'GT_PK(2,2)'      2363  22286  2422  22287  22058  2481
-CONVEX 3186    'GT_PK(2,2)'      2363  22285  2305  22286  22288  2422
-CONVEX 3187    'GT_PK(2,2)'      2363  22289  2308  22284  22279  2251
-CONVEX 3188    'GT_PK(2,2)'      2249  22290  2191  18448  22291  2135
-CONVEX 3189    'GT_PK(2,2)'      2959  22292  2835  22293  22294  2895
-CONVEX 3190    'GT_PK(2,2)'      2835  22295  2772  22294  22296  2895
-CONVEX 3191    'GT_PK(2,2)'      2898  22297  2837  22298  16842  2774
-CONVEX 3192    'GT_PK(2,2)'      2835  22299  2898  22300  22298  2774
-CONVEX 3193    'GT_PK(2,2)'      2898  22299  2835  22301  22292  2959
-CONVEX 3194    'GT_PK(2,2)'      2898  22301  2959  22302  22303  3023
-CONVEX 3195    'GT_PK(2,2)'      2960  22304  2898  22095  22302  3023
-CONVEX 3196    'GT_PK(2,2)'      2898  22304  2960  22297  18271  2837
-CONVEX 3197    'GT_PK(2,2)'      3021  22305  2959  22306  22293  2895
-CONVEX 3198    'GT_PK(2,2)'      3028  22307  2904  18546  22308  2968
-CONVEX 3199    'GT_PK(2,2)'      2904  22309  2853  22308  18485  2968
-CONVEX 3200    'GT_PK(2,2)'      2834  22310  2958  22311  22312  2894
-CONVEX 3201    'GT_PK(2,2)'      2904  22313  2963  22314  22315  2838
-CONVEX 3202    'GT_PK(2,2)'      2963  22316  3028  22317  18463  3088
-CONVEX 3203    'GT_PK(2,2)'      2963  22313  2904  22316  22307  3028
-CONVEX 3204    'GT_PK(2,2)'      3409  22318  3472  18494  22319  3342
-CONVEX 3205    'GT_PK(2,2)'      3531  22320  3662  16850  22321  3612
-CONVEX 3206    'GT_PK(2,2)'      3662  22322  142  22323  22324  144
-CONVEX 3207    'GT_PK(2,2)'      142  22322  3662  18497  22320  3531
-CONVEX 3208    'GT_PK(2,2)'      3734  22325  3679  22326  18513  3612
-CONVEX 3209    'GT_PK(2,2)'      3679  22325  3734  22327  22328  3803
-CONVEX 3210    'GT_PK(2,2)'      3662  22329  3734  22321  22326  3612
-CONVEX 3211    'GT_PK(2,2)'      3734  22329  3662  22330  22331  3798
-CONVEX 3212    'GT_PK(2,2)'      10857  22114  11004  22228  22332  10931
-CONVEX 3213    'GT_PK(2,2)'      5073  22333  4931  22334  22335  5002
-CONVEX 3214    'GT_PK(2,2)'      3474  22336  3412  22337  22338  3541
-CONVEX 3215    'GT_PK(2,2)'      3474  22339  3409  22340  18493  3344
-CONVEX 3216    'GT_PK(2,2)'      3412  22336  3474  18496  22340  3344
-CONVEX 3217    'GT_PK(2,2)'      3679  22341  3746  18514  22342  3615
-CONVEX 3218    'GT_PK(2,2)'      3746  22343  3680  22342  22344  3615
-CONVEX 3219    'GT_PK(2,2)'      3746  22345  3803  22346  22347  3876
-CONVEX 3220    'GT_PK(2,2)'      3746  22341  3679  22345  22327  3803
-CONVEX 3221    'GT_PK(2,2)'      3348  22348  3412  22349  18495  3281
-CONVEX 3222    'GT_PK(2,2)'      3348  22349  3281  22350  16840  3219
-CONVEX 3223    'GT_PK(2,2)'      3284  22351  3348  22352  22350  3219
-CONVEX 3224    'GT_PK(2,2)'      3410  22353  3348  18517  22351  3284
-CONVEX 3225    'GT_PK(2,2)'      3157  22354  3094  22355  18537  3231
-CONVEX 3226    'GT_PK(2,2)'      3094  22354  3157  18534  22356  3044
-CONVEX 3227    'GT_PK(2,2)'      3284  22357  3157  16865  22355  3231
-CONVEX 3228    'GT_PK(2,2)'      3157  22357  3284  22358  22352  3219
-CONVEX 3229    'GT_PK(2,2)'      3096  22359  3157  18542  22358  3219
-CONVEX 3230    'GT_PK(2,2)'      3157  22359  3096  22356  18544  3044
-CONVEX 3231    'GT_PK(2,2)'      3821  22360  3753  22361  18548  3887
-CONVEX 3232    'GT_PK(2,2)'      3956  22362  3821  22363  22361  3887
-CONVEX 3233    'GT_PK(2,2)'      3821  22362  3956  22364  18796  3889
-CONVEX 3234    'GT_PK(2,2)'      3227  22365  3356  18261  22366  3292
-CONVEX 3235    'GT_PK(2,2)'      3551  22367  3618  22368  18551  3685
-CONVEX 3236    'GT_PK(2,2)'      3618  22367  3551  18561  22369  3484
-CONVEX 3237    'GT_PK(2,2)'      3753  22370  3619  18550  22371  3685
-CONVEX 3238    'GT_PK(2,2)'      3619  22372  3551  22371  22368  3685
-CONVEX 3239    'GT_PK(2,2)'      3551  22372  3619  22373  22374  3486
-CONVEX 3240    'GT_PK(2,2)'      3881  22375  4016  18564  22376  3950
-CONVEX 3241    'GT_PK(2,2)'      4019  22377  3951  22378  18572  3882
-CONVEX 3242    'GT_PK(2,2)'      4019  22378  3882  22379  16900  3950
-CONVEX 3243    'GT_PK(2,2)'      4019  22380  4155  22381  18602  4088
-CONVEX 3244    'GT_PK(2,2)'      3951  22377  4019  18589  22381  4088
-CONVEX 3245    'GT_PK(2,2)'      3956  22382  4023  18795  22383  4092
-CONVEX 3246    'GT_PK(2,2)'      4023  22382  3956  22384  22363  3887
-CONVEX 3247    'GT_PK(2,2)'      3954  22385  4023  18575  22384  3887
-CONVEX 3248    'GT_PK(2,2)'      4023  22385  3954  22386  18576  4091
-CONVEX 3249    'GT_PK(2,2)'      3953  22387  4089  18595  22388  4022
-CONVEX 3250    'GT_PK(2,2)'      4020  22389  4089  18585  22387  3953
-CONVEX 3251    'GT_PK(2,2)'      4225  22390  4363  22391  22392  4296
-CONVEX 3252    'GT_PK(2,2)'      4363  22393  4433  22394  22395  4502
-CONVEX 3253    'GT_PK(2,2)'      4363  22390  4225  22396  18601  4294
-CONVEX 3254    'GT_PK(2,2)'      4433  22393  4363  22397  22396  4294
-CONVEX 3255    'GT_PK(2,2)'      7553  22398  7668  22399  22400  7544
-CONVEX 3256    'GT_PK(2,2)'      7425  22401  7553  18609  22399  7544
-CONVEX 3257    'GT_PK(2,2)'      7553  22402  7703  22398  18623  7668
-CONVEX 3258    'GT_PK(2,2)'      7247  22403  7169  18615  22404  7316
-CONVEX 3259    'GT_PK(2,2)'      7028  22405  7169  18678  22406  7021
-CONVEX 3260    'GT_PK(2,2)'      7021  22406  7169  18681  22407  7098
-CONVEX 3261    'GT_PK(2,2)'      7169  22403  7247  22407  18619  7098
-CONVEX 3262    'GT_PK(2,2)'      7169  22408  7178  22404  16920  7316
-CONVEX 3263    'GT_PK(2,2)'      7169  22405  7028  22408  18669  7178
-CONVEX 3264    'GT_PK(2,2)'      7778  22409  7930  22410  22411  7854
-CONVEX 3265    'GT_PK(2,2)'      7703  22412  7778  18622  22410  7854
-CONVEX 3266    'GT_PK(2,2)'      207  22413  7778  22414  22415  205
-CONVEX 3267    'GT_PK(2,2)'      7930  22409  7778  16925  22413  207
-CONVEX 3268    'GT_PK(2,2)'      7930  22416  8005  22411  22417  7854
-CONVEX 3269    'GT_PK(2,2)'      8756  22418  8683  22419  22420  8833
-CONVEX 3270    'GT_PK(2,2)'      8607  22421  8756  22422  22423  8681
-CONVEX 3271    'GT_PK(2,2)'      8756  22421  8607  22418  22424  8683
-CONVEX 3272    'GT_PK(2,2)'      7245  22425  7396  18635  22426  7319
-CONVEX 3273    'GT_PK(2,2)'      7321  22427  7396  18625  22425  7245
-CONVEX 3274    'GT_PK(2,2)'      7396  22427  7321  22428  22429  7471
-CONVEX 3275    'GT_PK(2,2)'      7624  22430  7772  22431  22432  7699
-CONVEX 3276    'GT_PK(2,2)'      7624  22433  7696  22430  22434  7772
-CONVEX 3277    'GT_PK(2,2)'      7323  22435  7248  22436  18628  7172
-CONVEX 3278    'GT_PK(2,2)'      7249  22437  7323  16947  22436  7172
-CONVEX 3279    'GT_PK(2,2)'      7668  22438  7620  22400  22439  7544
-CONVEX 3280    'GT_PK(2,2)'      7696  22440  7842  22434  22441  7772
-CONVEX 3281    'GT_PK(2,2)'      7842  22442  7920  22441  22443  7772
-CONVEX 3282    'GT_PK(2,2)'      6733  22444  6886  22445  22446  6809
-CONVEX 3283    'GT_PK(2,2)'      6886  22444  6733  22447  22448  6810
-CONVEX 3284    'GT_PK(2,2)'      6060  22449  5913  22450  22451  5985
-CONVEX 3285    'GT_PK(2,2)'      6062  22452  5992  22453  22454  5917
-CONVEX 3286    'GT_PK(2,2)'      7071  22455  7142  16935  22456  6973
-CONVEX 3287    'GT_PK(2,2)'      6973  22456  7142  16928  22457  7049
-CONVEX 3288    'GT_PK(2,2)'      7142  22458  7216  22457  22459  7049
-CONVEX 3289    'GT_PK(2,2)'      7216  22458  7142  22460  22461  7318
-CONVEX 3290    'GT_PK(2,2)'      7841  22462  7691  22463  22464  7767
-CONVEX 3291    'GT_PK(2,2)'      7763  22465  7691  22466  22462  7841
-CONVEX 3292    'GT_PK(2,2)'      7049  22467  6966  16930  22468  6891
-CONVEX 3293    'GT_PK(2,2)'      6966  22469  6810  22468  22470  6891
-CONVEX 3294    'GT_PK(2,2)'      6966  22471  6886  22469  22447  6810
-CONVEX 3295    'GT_PK(2,2)'      7168  22472  7243  18655  22473  7071
-CONVEX 3296    'GT_PK(2,2)'      7142  22474  7243  22461  22475  7318
-CONVEX 3297    'GT_PK(2,2)'      7243  22474  7142  22473  22455  7071
-CONVEX 3298    'GT_PK(2,2)'      7243  22472  7168  22476  18634  7319
-CONVEX 3299    'GT_PK(2,2)'      8267  22477  8342  22478  22479  8207
-CONVEX 3300    'GT_PK(2,2)'      8388  22480  8538  22481  22482  8464
-CONVEX 3301    'GT_PK(2,2)'      7337  22483  7263  22484  22485  7188
-CONVEX 3302    'GT_PK(2,2)'      7186  22486  7112  22487  22488  7037
-CONVEX 3303    'GT_PK(2,2)'      7337  22489  7412  22490  22491  7488
-CONVEX 3304    'GT_PK(2,2)'      7722  22492  7565  18636  22493  7647
-CONVEX 3305    'GT_PK(2,2)'      7565  22494  7491  22493  18639  7647
-CONVEX 3306    'GT_PK(2,2)'      7565  22495  7412  22494  22496  7491
-CONVEX 3307    'GT_PK(2,2)'      7412  22495  7565  22491  22497  7488
-CONVEX 3308    'GT_PK(2,2)'      7675  22498  7582  22499  22500  7508
-CONVEX 3309    'GT_PK(2,2)'      7582  22498  7675  22501  22502  7742
-CONVEX 3310    'GT_PK(2,2)'      7647  22503  7728  18638  22504  7802
-CONVEX 3311    'GT_PK(2,2)'      7728  22503  7647  22505  18640  7571
-CONVEX 3312    'GT_PK(2,2)'      7657  22506  7582  22507  22501  7742
-CONVEX 3313    'GT_PK(2,2)'      7814  22508  7657  22509  22507  7742
-CONVEX 3314    'GT_PK(2,2)'      7657  22510  7728  22511  22505  7571
-CONVEX 3315    'GT_PK(2,2)'      7728  22510  7657  22512  22508  7814
-CONVEX 3316    'GT_PK(2,2)'      8211  22513  8329  22514  22515  8267
-CONVEX 3317    'GT_PK(2,2)'      4986  22516  4916  22517  22518  5058
-CONVEX 3318    'GT_PK(2,2)'      4429  22519  4567  18790  22520  4497
-CONVEX 3319    'GT_PK(2,2)'      4567  22519  4429  22521  18792  4495
-CONVEX 3320    'GT_PK(2,2)'      4635  22522  4567  22523  22521  4495
-CONVEX 3321    'GT_PK(2,2)'      4705  22524  4567  22525  22522  4635
-CONVEX 3322    'GT_PK(2,2)'      5619  22526  175  22527  22528  177
-CONVEX 3323    'GT_PK(2,2)'      5619  22529  5499  22526  21636  175
-CONVEX 3324    'GT_PK(2,2)'      6205  22530  6280  22531  16677  6353
-CONVEX 3325    'GT_PK(2,2)'      6205  22532  6132  22530  18113  6280
-CONVEX 3326    'GT_PK(2,2)'      6500  22533  6353  22534  16678  6428
-CONVEX 3327    'GT_PK(2,2)'      6576  22535  6500  16960  22534  6428
-CONVEX 3328    'GT_PK(2,2)'      6650  22536  6500  22537  22535  6576
-CONVEX 3329    'GT_PK(2,2)'      6500  22536  6650  22538  22539  6544
-CONVEX 3330    'GT_PK(2,2)'      6521  22540  6596  22541  22542  6436
-CONVEX 3331    'GT_PK(2,2)'      6748  22543  6671  18661  22544  6845
-CONVEX 3332    'GT_PK(2,2)'      6298  22545  6445  22546  22547  6373
-CONVEX 3333    'GT_PK(2,2)'      6595  22548  6445  22549  22550  6519
-CONVEX 3334    'GT_PK(2,2)'      6445  22551  6371  22550  22552  6519
-CONVEX 3335    'GT_PK(2,2)'      6445  22545  6298  22551  22553  6371
-CONVEX 3336    'GT_PK(2,2)'      5782  22554  5857  22555  22556  5711
-CONVEX 3337    'GT_PK(2,2)'      5642  22557  5569  22558  18799  5496
-CONVEX 3338    'GT_PK(2,2)'      5421  22559  5278  22560  18805  5349
-CONVEX 3339    'GT_PK(2,2)'      5277  22561  5206  22562  18726  5133
-CONVEX 3340    'GT_PK(2,2)'      5206  22561  5277  18806  22563  5349
-CONVEX 3341    'GT_PK(2,2)'      5563  22564  5492  22565  18650  5418
-CONVEX 3342    'GT_PK(2,2)'      5782  22566  5636  22567  22568  5709
-CONVEX 3343    'GT_PK(2,2)'      5636  22569  5563  22568  22570  5709
-CONVEX 3344    'GT_PK(2,2)'      5563  22569  5636  22564  22571  5492
-CONVEX 3345    'GT_PK(2,2)'      5636  22566  5782  22572  22555  5711
-CONVEX 3346    'GT_PK(2,2)'      5277  22573  5420  22563  22574  5349
-CONVEX 3347    'GT_PK(2,2)'      5492  22575  5420  18649  22576  5347
-CONVEX 3348    'GT_PK(2,2)'      5420  22573  5277  22576  22577  5347
-CONVEX 3349    'GT_PK(2,2)'      7023  22578  6872  22579  18667  6948
-CONVEX 3350    'GT_PK(2,2)'      7096  22580  7023  18629  22581  7172
-CONVEX 3351    'GT_PK(2,2)'      7023  22582  7099  22581  16946  7172
-CONVEX 3352    'GT_PK(2,2)'      7099  22582  7023  16942  22579  6948
-CONVEX 3353    'GT_PK(2,2)'      6946  22583  7096  22584  16940  7019
-CONVEX 3354    'GT_PK(2,2)'      6946  22584  7019  22585  18665  6845
-CONVEX 3355    'GT_PK(2,2)'      6946  22586  7023  22583  22580  7096
-CONVEX 3356    'GT_PK(2,2)'      7023  22586  6946  22578  22587  6872
-CONVEX 3357    'GT_PK(2,2)'      6728  22588  6578  22589  16956  191
-CONVEX 3358    'GT_PK(2,2)'      193  22590  6728  22591  22589  191
-CONVEX 3359    'GT_PK(2,2)'      6878  22592  6728  18673  22590  193
-CONVEX 3360    'GT_PK(2,2)'      6873  22593  6878  22594  18677  7021
-CONVEX 3361    'GT_PK(2,2)'      6949  22595  6873  18679  22594  7021
-CONVEX 3362    'GT_PK(2,2)'      6873  22596  6728  22593  22592  6878
-CONVEX 3363    'GT_PK(2,2)'      6873  22595  6949  22597  18684  6800
-CONVEX 3364    'GT_PK(2,2)'      4014  22598  3878  22599  22600  3948
-CONVEX 3365    'GT_PK(2,2)'      4014  22599  3948  22601  18689  4083
-CONVEX 3366    'GT_PK(2,2)'      4014  22602  4082  22603  16994  3945
-CONVEX 3367    'GT_PK(2,2)'      3878  22598  4014  18687  22603  3945
-CONVEX 3368    'GT_PK(2,2)'      3680  22604  3544  22344  22605  3615
-CONVEX 3369    'GT_PK(2,2)'      3615  22605  3544  16860  22606  3478
-CONVEX 3370    'GT_PK(2,2)'      3544  22607  3410  22606  18516  3478
-CONVEX 3371    'GT_PK(2,2)'      3878  22608  3812  22600  22609  3948
-CONVEX 3372    'GT_PK(2,2)'      4015  22610  3946  18693  22611  4081
-CONVEX 3373    'GT_PK(2,2)'      4008  22612  3946  22613  22614  3876
-CONVEX 3374    'GT_PK(2,2)'      3946  22612  4008  22611  17040  4081
-CONVEX 3375    'GT_PK(2,2)'      4493  22615  4632  16992  22616  4562
-CONVEX 3376    'GT_PK(2,2)'      4632  22617  4704  22616  18699  4562
-CONVEX 3377    'GT_PK(2,2)'      4632  22615  4493  22618  16986  4564
-CONVEX 3378    'GT_PK(2,2)'      4990  22619  4921  22620  18735  4848
-CONVEX 3379    'GT_PK(2,2)'      5063  22621  4990  18727  22622  5133
-CONVEX 3380    'GT_PK(2,2)'      4990  22621  5063  22619  22623  4921
-CONVEX 3381    'GT_PK(2,2)'      4362  22624  4431  22625  18703  4501
-CONVEX 3382    'GT_PK(2,2)'      4362  22626  4433  22627  22397  4294
-CONVEX 3383    'GT_PK(2,2)'      4433  22626  4362  22628  22625  4501
-CONVEX 3384    'GT_PK(2,2)'      4223  22629  4362  18599  22627  4294
-CONVEX 3385    'GT_PK(2,2)'      4362  22629  4223  22630  22631  4292
-CONVEX 3386    'GT_PK(2,2)'      4431  22624  4362  22632  22630  4292
-CONVEX 3387    'GT_PK(2,2)'      4639  22633  4780  22634  18744  4709
-CONVEX 3388    'GT_PK(2,2)'      4569  22635  4639  18764  22634  4709
-CONVEX 3389    'GT_PK(2,2)'      4639  22635  4569  22636  22637  4498
-CONVEX 3390    'GT_PK(2,2)'      4780  22633  4639  18724  22638  4708
-CONVEX 3391    'GT_PK(2,2)'      4568  22639  4639  18719  22636  4498
-CONVEX 3392    'GT_PK(2,2)'      4639  22639  4568  22638  18715  4708
-CONVEX 3393    'GT_PK(2,2)'      5425  22640  5570  22641  22642  5500
-CONVEX 3394    'GT_PK(2,2)'      4354  22643  4494  22644  22645  4426
-CONVEX 3395    'GT_PK(2,2)'      4494  22646  4568  22645  18717  4426
-CONVEX 3396    'GT_PK(2,2)'      4568  22646  4494  18714  22647  4637
-CONVEX 3397    'GT_PK(2,2)'      4494  22643  4354  22648  22649  4422
-CONVEX 3398    'GT_PK(2,2)'      4563  22650  4494  18712  22648  4422
-CONVEX 3399    'GT_PK(2,2)'      4494  22650  4563  22647  18707  4637
-CONVEX 3400    'GT_PK(2,2)'      4991  22651  4849  22652  18731  4921
-CONVEX 3401    'GT_PK(2,2)'      5063  22653  4991  22623  22652  4921
-CONVEX 3402    'GT_PK(2,2)'      4849  22651  4991  18722  22654  4922
-CONVEX 3403    'GT_PK(2,2)'      4700  22655  4560  22656  18643  4628
-CONVEX 3404    'GT_PK(2,2)'      4565  22657  4421  22658  17042  4491
-CONVEX 3405    'GT_PK(2,2)'      4421  22657  4565  17005  22659  4495
-CONVEX 3406    'GT_PK(2,2)'      4565  22660  4635  22659  22523  4495
-CONVEX 3407    'GT_PK(2,2)'      4560  22661  4631  18835  22662  4491
-CONVEX 3408    'GT_PK(2,2)'      4631  22663  4565  22662  22658  4491
-CONVEX 3409    'GT_PK(2,2)'      4700  22664  4631  22655  22661  4560
-CONVEX 3410    'GT_PK(2,2)'      4631  22664  4700  22665  22666  4771
-CONVEX 3411    'GT_PK(2,2)'      4916  22667  4985  22518  22668  5058
-CONVEX 3412    'GT_PK(2,2)'      4287  22669  4149  22670  18775  4219
-CONVEX 3413    'GT_PK(2,2)'      4287  22671  4425  22672  16988  4355
-CONVEX 3414    'GT_PK(2,2)'      4215  22673  4287  22674  22672  4355
-CONVEX 3415    'GT_PK(2,2)'      4149  22669  4287  22675  22673  4215
-CONVEX 3416    'GT_PK(2,2)'      4425  22671  4287  16999  22676  4357
-CONVEX 3417    'GT_PK(2,2)'      4287  22670  4219  22676  18780  4357
-CONVEX 3418    'GT_PK(2,2)'      4706  22677  4636  22678  22679  4773
-CONVEX 3419    'GT_PK(2,2)'      4567  22680  4636  22520  22681  4497
-CONVEX 3420    'GT_PK(2,2)'      4636  22682  4705  22679  22683  4773
-CONVEX 3421    'GT_PK(2,2)'      4636  22680  4567  22682  22524  4705
-CONVEX 3422    'GT_PK(2,2)'      4845  22684  4706  22685  22678  4773
-CONVEX 3423    'GT_PK(2,2)'      4916  22686  4845  22687  22685  4773
-CONVEX 3424    'GT_PK(2,2)'      4845  22686  4916  22688  22516  4986
-CONVEX 3425    'GT_PK(2,2)'      4845  22689  4774  22684  22690  4706
-CONVEX 3426    'GT_PK(2,2)'      4151  22691  4289  22692  18779  4219
-CONVEX 3427    'GT_PK(2,2)'      4151  22693  4014  22694  22601  4083
-CONVEX 3428    'GT_PK(2,2)'      4151  22692  4219  22695  18776  4082
-CONVEX 3429    'GT_PK(2,2)'      4014  22693  4151  22602  22695  4082
-CONVEX 3430    'GT_PK(2,2)'      4289  22696  4220  18786  22697  4359
-CONVEX 3431    'GT_PK(2,2)'      4152  22698  4220  18692  22699  4083
-CONVEX 3432    'GT_PK(2,2)'      4220  22700  4151  22699  22694  4083
-CONVEX 3433    'GT_PK(2,2)'      4151  22700  4220  22691  22696  4289
-CONVEX 3434    'GT_PK(2,2)'      4428  22701  4566  18787  22702  4496
-CONVEX 3435    'GT_PK(2,2)'      4566  22701  4428  22703  18783  4497
-CONVEX 3436    'GT_PK(2,2)'      4636  22704  4566  22681  22703  4497
-CONVEX 3437    'GT_PK(2,2)'      4566  22704  4636  22705  22677  4706
-CONVEX 3438    'GT_PK(2,2)'      4288  22706  4429  22707  18789  4359
-CONVEX 3439    'GT_PK(2,2)'      4288  22708  4220  22709  22698  4152
-CONVEX 3440    'GT_PK(2,2)'      4220  22708  4288  22697  22707  4359
-CONVEX 3441    'GT_PK(2,2)'      4288  22709  4152  22710  16965  4216
-CONVEX 3442    'GT_PK(2,2)'      4356  22711  4288  17000  22710  4216
-CONVEX 3443    'GT_PK(2,2)'      4429  22706  4288  18791  22711  4356
-CONVEX 3444    'GT_PK(2,2)'      3958  22712  4025  22713  22714  4094
-CONVEX 3445    'GT_PK(2,2)'      4025  22712  3958  18797  22715  3889
-CONVEX 3446    'GT_PK(2,2)'      4027  22716  3958  22717  22713  4094
-CONVEX 3447    'GT_PK(2,2)'      4161  22718  4025  22719  18794  4092
-CONVEX 3448    'GT_PK(2,2)'      4161  22720  4231  22721  22722  4094
-CONVEX 3449    'GT_PK(2,2)'      4025  22718  4161  22714  22721  4094
-CONVEX 3450    'GT_PK(2,2)'      3688  22723  3556  22724  22725  3621
-CONVEX 3451    'GT_PK(2,2)'      4231  22726  4163  22722  22727  4094
-CONVEX 3452    'GT_PK(2,2)'      4163  22728  4027  22727  22717  4094
-CONVEX 3453    'GT_PK(2,2)'      4302  22729  4163  20072  22726  4231
-CONVEX 3454    'GT_PK(2,2)'      5423  22730  5351  18800  22731  5496
-CONVEX 3455    'GT_PK(2,2)'      5351  22732  5421  22731  22733  5496
-CONVEX 3456    'GT_PK(2,2)'      5278  22734  5351  22735  22736  5207
-CONVEX 3457    'GT_PK(2,2)'      5421  22732  5351  22559  22734  5278
-CONVEX 3458    'GT_PK(2,2)'      5353  22737  5281  22738  16977  5210
-CONVEX 3459    'GT_PK(2,2)'      5353  22739  5425  22737  22740  5281
-CONVEX 3460    'GT_PK(2,2)'      4993  22741  5065  18803  22742  4923
-CONVEX 3461    'GT_PK(2,2)'      5065  22743  4995  22742  18749  4923
-CONVEX 3462    'GT_PK(2,2)'      5138  22744  5065  16978  22745  5210
-CONVEX 3463    'GT_PK(2,2)'      4995  22743  5065  18754  22744  5138
-CONVEX 3464    'GT_PK(2,2)'      5065  22746  5137  22745  22747  5210
-CONVEX 3465    'GT_PK(2,2)'      5137  22746  5065  22748  22741  4993
-CONVEX 3466    'GT_PK(2,2)'      6522  22749  6447  22750  22751  6373
-CONVEX 3467    'GT_PK(2,2)'      6670  22752  6522  22753  22754  6595
-CONVEX 3468    'GT_PK(2,2)'      6445  22755  6522  22547  22750  6373
-CONVEX 3469    'GT_PK(2,2)'      6522  22755  6445  22754  22548  6595
-CONVEX 3470    'GT_PK(2,2)'      6447  22756  6524  22757  22758  6375
-CONVEX 3471    'GT_PK(2,2)'      6744  22759  6670  22760  22761  6818
-CONVEX 3472    'GT_PK(2,2)'      6672  22762  6819  22763  22764  6747
-CONVEX 3473    'GT_PK(2,2)'      6744  22765  6819  22766  22762  6672
-CONVEX 3474    'GT_PK(2,2)'      7116  22767  7190  22768  22769  7265
-CONVEX 3475    'GT_PK(2,2)'      7194  22770  7116  22771  22768  7265
-CONVEX 3476    'GT_PK(2,2)'      7116  22772  7042  22767  22773  7190
-CONVEX 3477    'GT_PK(2,2)'      7042  22772  7116  22774  22775  6968
-CONVEX 3478    'GT_PK(2,2)'      6225  22776  6153  22777  18808  6077
-CONVEX 3479    'GT_PK(2,2)'      6225  22778  6298  22779  22546  6373
-CONVEX 3480    'GT_PK(2,2)'      6150  22780  6225  22781  22777  6077
-CONVEX 3481    'GT_PK(2,2)'      6298  22778  6225  22782  22780  6150
-CONVEX 3482    'GT_PK(2,2)'      6447  22783  6301  22751  22784  6373
-CONVEX 3483    'GT_PK(2,2)'      6301  22785  6225  22784  22779  6373
-CONVEX 3484    'GT_PK(2,2)'      6225  22785  6301  22776  22786  6153
-CONVEX 3485    'GT_PK(2,2)'      6153  22786  6301  18811  22787  6228
-CONVEX 3486    'GT_PK(2,2)'      6301  22783  6447  22788  22757  6375
-CONVEX 3487    'GT_PK(2,2)'      6228  22787  6301  22789  22788  6375
-CONVEX 3488    'GT_PK(2,2)'      5716  22790  5570  22791  22792  5644
-CONVEX 3489    'GT_PK(2,2)'      5788  22793  5860  22794  22795  5935
-CONVEX 3490    'GT_PK(2,2)'      5788  22796  5716  22797  22791  5644
-CONVEX 3491    'GT_PK(2,2)'      5569  22798  5714  22799  22800  5644
-CONVEX 3492    'GT_PK(2,2)'      5714  22801  5788  22800  22797  5644
-CONVEX 3493    'GT_PK(2,2)'      5788  22801  5714  22793  22802  5860
-CONVEX 3494    'GT_PK(2,2)'      5860  22802  5714  22803  22804  5786
-CONVEX 3495    'GT_PK(2,2)'      5642  22805  5714  22557  22798  5569
-CONVEX 3496    'GT_PK(2,2)'      5714  22805  5642  22804  22806  5786
-CONVEX 3497    'GT_PK(2,2)'      5932  22807  5860  22808  22803  5786
-CONVEX 3498    'GT_PK(2,2)'      5932  22809  6004  22810  18809  6080
-CONVEX 3499    'GT_PK(2,2)'      6004  22809  5932  18646  22811  5858
-CONVEX 3500    'GT_PK(2,2)'      5932  22808  5786  22811  22812  5858
-CONVEX 3501    'GT_PK(2,2)'      5860  22813  6006  22795  22814  5935
-CONVEX 3502    'GT_PK(2,2)'      6006  22815  5932  22816  22810  6080
-CONVEX 3503    'GT_PK(2,2)'      5932  22815  6006  22807  22813  5860
-CONVEX 3504    'GT_PK(2,2)'      6528  22817  6380  22818  22819  6453
-CONVEX 3505    'GT_PK(2,2)'      6378  22820  6526  22821  22822  6453
-CONVEX 3506    'GT_PK(2,2)'      5140  22823  5283  22824  22825  5213
-CONVEX 3507    'GT_PK(2,2)'      5354  22826  5425  22827  22641  5500
-CONVEX 3508    'GT_PK(2,2)'      5425  22826  5354  22740  22828  5281
-CONVEX 3509    'GT_PK(2,2)'      4783  22829  4854  18741  22830  4712
-CONVEX 3510    'GT_PK(2,2)'      4854  22829  4783  22831  18736  4925
-CONVEX 3511    'GT_PK(2,2)'      4507  22832  4439  22833  22834  4369
-CONVEX 3512    'GT_PK(2,2)'      4578  22835  4510  22836  20068  4439
-CONVEX 3513    'GT_PK(2,2)'      4507  22837  4578  22832  22836  4439
-CONVEX 3514    'GT_PK(2,2)'      4578  22837  4507  22838  22839  4649
-CONVEX 3515    'GT_PK(2,2)'      4875  22840  4759  17008  22841  164
-CONVEX 3516    'GT_PK(2,2)'      4759  22842  162  22841  22843  164
-CONVEX 3517    'GT_PK(2,2)'      4559  22844  4697  22845  18822  4629
-CONVEX 3518    'GT_PK(2,2)'      4559  22845  4629  22846  18773  4485
-CONVEX 3519    'GT_PK(2,2)'      4559  22846  4485  22847  22848  4410
-CONVEX 3520    'GT_PK(2,2)'      4508  22849  4559  18814  22847  4410
-CONVEX 3521    'GT_PK(2,2)'      4418  22850  4485  22851  18774  4557
-CONVEX 3522    'GT_PK(2,2)'      4489  22852  4418  17047  22851  4557
-CONVEX 3523    'GT_PK(2,2)'      4075  22853  4004  18830  22854  4142
-CONVEX 3524    'GT_PK(2,2)'      4351  22855  4420  22856  18833  4279
-CONVEX 3525    'GT_PK(2,2)'      4420  22855  4351  18836  22857  4489
-CONVEX 3526    'GT_PK(2,2)'      4351  22858  4418  22857  22852  4489
-CONVEX 3527    'GT_PK(2,2)'      12810  22859  12744  18910  22860  12877
-CONVEX 3528    'GT_PK(2,2)'      12744  22861  12812  22860  22862  12877
-CONVEX 3529    'GT_PK(2,2)'      12744  22863  12679  22861  22864  12812
-CONVEX 3530    'GT_PK(2,2)'      12679  22863  12744  18855  22865  12611
-CONVEX 3531    'GT_PK(2,2)'      12679  22866  12746  22864  22867  12812
-CONVEX 3532    'GT_PK(2,2)'      11857  22868  11926  22869  22870  11786
-CONVEX 3533    'GT_PK(2,2)'      11857  22871  11788  22872  22873  11928
-CONVEX 3534    'GT_PK(2,2)'      11510  22874  11367  22875  22876  11440
-CONVEX 3535    'GT_PK(2,2)'      11438  22877  11510  22878  22879  11579
-CONVEX 3536    'GT_PK(2,2)'      11510  22877  11438  22874  22880  11367
-CONVEX 3537    'GT_PK(2,2)'      11862  22881  11932  22882  17050  11791
-CONVEX 3538    'GT_PK(2,2)'      11722  22883  11862  22884  22882  11791
-CONVEX 3539    'GT_PK(2,2)'      11932  22881  11862  18875  22885  12002
-CONVEX 3540    'GT_PK(2,2)'      11862  22883  11722  22886  22887  11793
-CONVEX 3541    'GT_PK(2,2)'      11862  22888  11933  22885  22889  12002
-CONVEX 3542    'GT_PK(2,2)'      11933  22888  11862  22890  22886  11793
-CONVEX 3543    'GT_PK(2,2)'      11724  22891  11583  22892  22893  11654
-CONVEX 3544    'GT_PK(2,2)'      11581  22894  11510  22895  22875  11440
-CONVEX 3545    'GT_PK(2,2)'      11722  22896  11652  22887  22897  11793
-CONVEX 3546    'GT_PK(2,2)'      11652  22898  11724  22897  22899  11793
-CONVEX 3547    'GT_PK(2,2)'      11724  22898  11652  22891  22900  11583
-CONVEX 3548    'GT_PK(2,2)'      11581  22901  11652  22902  22896  11722
-CONVEX 3549    'GT_PK(2,2)'      12204  22903  12066  18837  22904  12137
-CONVEX 3550    'GT_PK(2,2)'      12066  22905  11998  22904  18885  12137
-CONVEX 3551    'GT_PK(2,2)'      11998  22905  12066  22906  22907  11928
-CONVEX 3552    'GT_PK(2,2)'      12548  22908  12413  18864  22909  12482
-CONVEX 3553    'GT_PK(2,2)'      12413  22910  12346  22909  18871  12482
-CONVEX 3554    'GT_PK(2,2)'      12413  22908  12548  22911  22912  12480
-CONVEX 3555    'GT_PK(2,2)'      12278  22913  12346  22914  22915  12208
-CONVEX 3556    'GT_PK(2,2)'      12141  22916  12278  18880  22914  12208
-CONVEX 3557    'GT_PK(2,2)'      12346  22913  12278  18872  22917  12415
-CONVEX 3558    'GT_PK(2,2)'      12278  22918  12348  22917  18888  12415
-CONVEX 3559    'GT_PK(2,2)'      11933  22919  12072  22889  22920  12002
-CONVEX 3560    'GT_PK(2,2)'      12072  22921  12141  22920  18878  12002
-CONVEX 3561    'GT_PK(2,2)'      12004  22922  12072  22923  22919  11933
-CONVEX 3562    'GT_PK(2,2)'      12072  22922  12004  22924  22925  12143
-CONVEX 3563    'GT_PK(2,2)'      12619  22926  12752  22927  22928  12685
-CONVEX 3564    'GT_PK(2,2)'      12552  22929  12619  17062  22930  12484
-CONVEX 3565    'GT_PK(2,2)'      12550  22931  12619  18869  22927  12685
-CONVEX 3566    'GT_PK(2,2)'      12619  22931  12550  22930  17056  12484
-CONVEX 3567    'GT_PK(2,2)'      12687  22932  12619  22933  22929  12552
-CONVEX 3568    'GT_PK(2,2)'      12619  22932  12687  22926  22934  12752
-CONVEX 3569    'GT_PK(2,2)'      10277  22935  10423  22936  22937  10350
-CONVEX 3570    'GT_PK(2,2)'      10202  22938  10277  22939  22936  10350
-CONVEX 3571    'GT_PK(2,2)'      10277  22938  10202  22940  22941  10129
-CONVEX 3572    'GT_PK(2,2)'      10277  22940  10129  22942  20403  10203
-CONVEX 3573    'GT_PK(2,2)'      10423  22943  10498  22937  22944  10350
-CONVEX 3574    'GT_PK(2,2)'      10202  22945  10275  22946  22947  10127
-CONVEX 3575    'GT_PK(2,2)'      10275  22945  10202  22948  22939  10350
-CONVEX 3576    'GT_PK(2,2)'      10567  22949  10713  22950  18891  10640
-CONVEX 3577    'GT_PK(2,2)'      10418  22951  10566  22952  22953  10493
-CONVEX 3578    'GT_PK(2,2)'      10712  22954  10566  18894  22955  10640
-CONVEX 3579    'GT_PK(2,2)'      10782  22956  10710  18901  22957  10854
-CONVEX 3580    'GT_PK(2,2)'      11711  22958  11641  22959  22960  11782
-CONVEX 3581    'GT_PK(2,2)'      11851  22961  11711  22962  22959  11782
-CONVEX 3582    'GT_PK(2,2)'      11000  22963  10926  22964  18900  10854
-CONVEX 3583    'GT_PK(2,2)'      10929  22965  11000  22966  22964  10854
-CONVEX 3584    'GT_PK(2,2)'      11214  22967  11287  22968  22969  11357
-CONVEX 3585    'GT_PK(2,2)'      11287  22967  11214  22970  22971  11144
-CONVEX 3586    'GT_PK(2,2)'      11000  22972  11072  22973  22974  11144
-CONVEX 3587    'GT_PK(2,2)'      11072  22972  11000  22975  22965  10929
-CONVEX 3588    'GT_PK(2,2)'      12812  22976  12943  22862  22977  12877
-CONVEX 3589    'GT_PK(2,2)'      12943  22978  13009  22977  18912  12877
-CONVEX 3590    'GT_PK(2,2)'      13070  22979  13200  22980  21089  13133
-CONVEX 3591    'GT_PK(2,2)'      13070  22981  12939  22982  18914  13006
-CONVEX 3592    'GT_PK(2,2)'      12336  22983  12403  22984  22985  12267
-CONVEX 3593    'GT_PK(2,2)'      12403  22983  12336  22986  22987  12472
-CONVEX 3594    'GT_PK(2,2)'      12875  22988  12742  18917  22989  12810
-CONVEX 3595    'GT_PK(2,2)'      13272  22990  13143  22991  18918  13209
-CONVEX 3596    'GT_PK(2,2)'      12881  22992  13013  22993  18922  12945
-CONVEX 3597    'GT_PK(2,2)'      13264  22994  13329  22995  22996  13392
-CONVEX 3598    'GT_PK(2,2)'      14186  22997  14243  22998  22999  14299
-CONVEX 3599    'GT_PK(2,2)'      14242  23000  14186  23001  22998  14299
-CONVEX 3600    'GT_PK(2,2)'      14128  23002  14242  23003  23004  14185
-CONVEX 3601    'GT_PK(2,2)'      14242  23002  14128  23000  23005  14186
-CONVEX 3602    'GT_PK(2,2)'      13896  23006  13837  21200  23007  13956
-CONVEX 3603    'GT_PK(2,2)'      14126  23008  14184  23009  23010  14067
-CONVEX 3604    'GT_PK(2,2)'      13952  23011  14010  23012  23013  13891
-CONVEX 3605    'GT_PK(2,2)'      14010  23014  14126  23015  23009  14067
-CONVEX 3606    'GT_PK(2,2)'      13833  23016  13952  23017  23012  13891
-CONVEX 3607    'GT_PK(2,2)'      13833  23018  13712  23019  23020  13773
-CONVEX 3608    'GT_PK(2,2)'      13772  23021  13833  23022  23017  13891
-CONVEX 3609    'GT_PK(2,2)'      13833  23021  13772  23018  23023  13712
-CONVEX 3610    'GT_PK(2,2)'      14356  23024  14468  23025  18927  14411
-CONVEX 3611    'GT_PK(2,2)'      14356  23026  14243  23027  23028  14300
-CONVEX 3612    'GT_PK(2,2)'      14356  23027  14300  23029  23030  14414
-CONVEX 3613    'GT_PK(2,2)'      14468  23024  14356  23031  23029  14414
-CONVEX 3614    'GT_PK(2,2)'      14356  23025  14411  23032  23033  14299
-CONVEX 3615    'GT_PK(2,2)'      14243  23026  14356  22999  23032  14299
-CONVEX 3616    'GT_PK(2,2)'      14625  23034  14573  18933  23035  14679
-CONVEX 3617    'GT_PK(2,2)'      14573  23036  14628  23035  18931  14679
-CONVEX 3618    'GT_PK(2,2)'      14628  23036  14573  18929  23037  14520
-CONVEX 3619    'GT_PK(2,2)'      14573  23038  14465  23037  17066  14520
-CONVEX 3620    'GT_PK(2,2)'      14570  23039  14624  21081  23040  14673
-CONVEX 3621    'GT_PK(2,2)'      9843  23041  9915  23042  18936  9768
-CONVEX 3622    'GT_PK(2,2)'      9695  23043  9843  23044  23042  9768
-CONVEX 3623    'GT_PK(2,2)'      9915  23045  9988  18935  23046  9841
-CONVEX 3624    'GT_PK(2,2)'      9988  23047  10063  23048  23049  10137
-CONVEX 3625    'GT_PK(2,2)'      10063  23047  9988  23050  23045  9915
-CONVEX 3626    'GT_PK(2,2)'      10136  23051  10209  23052  17125  10060
-CONVEX 3627    'GT_PK(2,2)'      9986  23053  10136  23054  23052  10060
-CONVEX 3628    'GT_PK(2,2)'      9911  23055  9986  23056  23054  10060
-CONVEX 3629    'GT_PK(2,2)'      9985  23057  9911  19168  23056  10060
-CONVEX 3630    'GT_PK(2,2)'      9911  23058  9838  23059  19173  9764
-CONVEX 3631    'GT_PK(2,2)'      9911  23057  9985  23058  19167  9838
-CONVEX 3632    'GT_PK(2,2)'      9693  23060  9766  18946  23061  9618
-CONVEX 3633    'GT_PK(2,2)'      9766  23060  9693  23062  18943  9841
-CONVEX 3634    'GT_PK(2,2)'      10362  23063  10287  23064  18938  10214
-CONVEX 3635    'GT_PK(2,2)'      10362  23065  10436  23066  23067  10510
-CONVEX 3636    'GT_PK(2,2)'      10731  23068  10658  23069  23070  10586
-CONVEX 3637    'GT_PK(2,2)'      9620  23071  9693  23072  18945  9545
-CONVEX 3638    'GT_PK(2,2)'      9472  23073  9620  18947  23072  9545
-CONVEX 3639    'GT_PK(2,2)'      9693  23071  9620  18944  23074  9768
-CONVEX 3640    'GT_PK(2,2)'      9547  23075  9620  23076  23073  9472
-CONVEX 3641    'GT_PK(2,2)'      9620  23077  9695  23074  23044  9768
-CONVEX 3642    'GT_PK(2,2)'      9620  23075  9547  23077  23078  9695
-CONVEX 3643    'GT_PK(2,2)'      9622  23079  9547  23080  23081  9474
-CONVEX 3644    'GT_PK(2,2)'      9547  23079  9622  23078  23082  9695
-CONVEX 3645    'GT_PK(2,2)'      9548  23083  9622  23084  23080  9474
-CONVEX 3646    'GT_PK(2,2)'      9622  23083  9548  23085  23086  9698
-CONVEX 3647    'GT_PK(2,2)'      6162  23087  6309  23088  23089  6236
-CONVEX 3648    'GT_PK(2,2)'      8257  23090  8334  23091  23092  8408
-CONVEX 3649    'GT_PK(2,2)'      8634  23093  8480  18992  23094  8559
-CONVEX 3650    'GT_PK(2,2)'      8332  23095  8257  23096  23091  8408
-CONVEX 3651    'GT_PK(2,2)'      8114  23097  8037  23098  23099  8165
-CONVEX 3652    'GT_PK(2,2)'      8111  23100  8037  17080  23101  7963
-CONVEX 3653    'GT_PK(2,2)'      8037  23100  8111  23099  23102  8165
-CONVEX 3654    'GT_PK(2,2)'      8167  23103  8257  23104  23105  8118
-CONVEX 3655    'GT_PK(2,2)'      8257  23103  8167  23090  23106  8334
-CONVEX 3656    'GT_PK(2,2)'      8622  23107  8545  23108  23109  8700
-CONVEX 3657    'GT_PK(2,2)'      8545  23110  8625  23109  23111  8700
-CONVEX 3658    'GT_PK(2,2)'      8107  23112  8264  18953  23113  8164
-CONVEX 3659    'GT_PK(2,2)'      7959  23114  8034  23115  17077  7886
-CONVEX 3660    'GT_PK(2,2)'      7959  23116  8107  23114  18952  8034
-CONVEX 3661    'GT_PK(2,2)'      8874  23117  9026  23118  18954  8950
-CONVEX 3662    'GT_PK(2,2)'      8262  23119  8111  23120  17081  8164
-CONVEX 3663    'GT_PK(2,2)'      8111  23119  8262  23102  23121  8165
-CONVEX 3664    'GT_PK(2,2)'      8260  23122  8114  23123  23098  8165
-CONVEX 3665    'GT_PK(2,2)'      8167  23124  8260  23106  23125  8334
-CONVEX 3666    'GT_PK(2,2)'      8260  23124  8167  23122  23126  8114
-CONVEX 3667    'GT_PK(2,2)'      9021  23127  8864  23128  23129  8945
-CONVEX 3668    'GT_PK(2,2)'      9097  23130  9021  23131  23128  8945
-CONVEX 3669    'GT_PK(2,2)'      9022  23132  9097  23133  23131  8945
-CONVEX 3670    'GT_PK(2,2)'      9097  23132  9022  23134  18959  9176
-CONVEX 3671    'GT_PK(2,2)'      8938  23135  9093  23136  23137  9013
-CONVEX 3672    'GT_PK(2,2)'      8859  23138  8938  23139  23136  9013
-CONVEX 3673    'GT_PK(2,2)'      8938  23138  8859  23140  23141  8787
-CONVEX 3674    'GT_PK(2,2)'      8938  23140  8787  23142  18983  8863
-CONVEX 3675    'GT_PK(2,2)'      9016  23143  8938  23144  23142  8863
-CONVEX 3676    'GT_PK(2,2)'      8938  23143  9016  23135  23145  9093
-CONVEX 3677    'GT_PK(2,2)'      9395  23146  9244  17072  23147  9321
-CONVEX 3678    'GT_PK(2,2)'      9323  23148  9472  23149  18948  9397
-CONVEX 3679    'GT_PK(2,2)'      9248  23150  9323  18961  23149  9397
-CONVEX 3680    'GT_PK(2,2)'      8505  23151  8428  23152  23153  8582
-CONVEX 3681    'GT_PK(2,2)'      8112  23154  8038  23155  23156  8207
-CONVEX 3682    'GT_PK(2,2)'      8038  23154  8112  23157  18963  7957
-CONVEX 3683    'GT_PK(2,2)'      6901  23158  6826  23159  23160  6752
-CONVEX 3684    'GT_PK(2,2)'      7959  23161  8032  23116  23162  8107
-CONVEX 3685    'GT_PK(2,2)'      7569  23163  7418  23164  23165  7492
-CONVEX 3686    'GT_PK(2,2)'      9528  23166  9453  23167  18970  9378
-CONVEX 3687    'GT_PK(2,2)'      9528  23168  9454  23169  19126  9604
-CONVEX 3688    'GT_PK(2,2)'      9454  23168  9528  18966  23167  9378
-CONVEX 3689    'GT_PK(2,2)'      8999  23170  9150  18976  23171  9076
-CONVEX 3690    'GT_PK(2,2)'      9227  23172  9150  18975  23173  9303
-CONVEX 3691    'GT_PK(2,2)'      9150  23172  9227  23171  23174  9076
-CONVEX 3692    'GT_PK(2,2)'      9150  23175  9226  23173  17086  9303
-CONVEX 3693    'GT_PK(2,2)'      8551  23176  8478  18990  23177  8631
-CONVEX 3694    'GT_PK(2,2)'      8478  23178  8556  23177  23179  8631
-CONVEX 3695    'GT_PK(2,2)'      8556  23178  8478  23180  23181  8404
-CONVEX 3696    'GT_PK(2,2)'      8480  23182  8556  23183  23180  8404
-CONVEX 3697    'GT_PK(2,2)'      8556  23182  8480  23184  23093  8634
-CONVEX 3698    'GT_PK(2,2)'      8859  23185  8709  23141  23186  8787
-CONVEX 3699    'GT_PK(2,2)'      8709  23187  8634  23186  18993  8787
-CONVEX 3700    'GT_PK(2,2)'      8709  23188  8556  23187  23184  8634
-CONVEX 3701    'GT_PK(2,2)'      8556  23188  8709  23179  23189  8631
-CONVEX 3702    'GT_PK(2,2)'      8562  23190  8714  23191  23192  8637
-CONVEX 3703    'GT_PK(2,2)'      9082  23193  9162  23194  23195  9238
-CONVEX 3704    'GT_PK(2,2)'      9162  23193  9082  23196  23197  9009
-CONVEX 3705    'GT_PK(2,2)'      9541  23198  9393  19001  23199  9468
-CONVEX 3706    'GT_PK(2,2)'      9466  23200  9393  19136  23198  9541
-CONVEX 3707    'GT_PK(2,2)'      9087  23201  9162  23202  23196  9009
-CONVEX 3708    'GT_PK(2,2)'      9162  23201  9087  23203  23204  9240
-CONVEX 3709    'GT_PK(2,2)'      9082  23205  8930  23197  23206  9009
-CONVEX 3710    'GT_PK(2,2)'      8930  23207  8856  23206  23208  9009
-CONVEX 3711    'GT_PK(2,2)'      8856  23207  8930  19005  23209  8780
-CONVEX 3712    'GT_PK(2,2)'      8473  23210  8321  23211  23212  8396
-CONVEX 3713    'GT_PK(2,2)'      8546  23213  8473  23214  23211  8396
-CONVEX 3714    'GT_PK(2,2)'      8172  23215  8127  23216  23217  8247
-CONVEX 3715    'GT_PK(2,2)'      8326  23218  8172  23219  23216  8247
-CONVEX 3716    'GT_PK(2,2)'      8127  23215  8172  19009  23220  8049
-CONVEX 3717    'GT_PK(2,2)'      8172  23218  8326  23221  19011  8254
-CONVEX 3718    'GT_PK(2,2)'      8172  23222  8122  23220  23223  8049
-CONVEX 3719    'GT_PK(2,2)'      8122  23222  8172  23224  23221  8254
-CONVEX 3720    'GT_PK(2,2)'      8400  23225  8326  23226  23219  8247
-CONVEX 3721    'GT_PK(2,2)'      8400  23227  8473  23228  23229  8550
-CONVEX 3722    'GT_PK(2,2)'      8477  23230  8400  23231  23228  8550
-CONVEX 3723    'GT_PK(2,2)'      8400  23230  8477  23225  19017  8326
-CONVEX 3724    'GT_PK(2,2)'      8321  23232  8400  23233  23226  8247
-CONVEX 3725    'GT_PK(2,2)'      8473  23227  8400  23210  23232  8321
-CONVEX 3726    'GT_PK(2,2)'      6853  23234  6928  23235  23236  7000
-CONVEX 3727    'GT_PK(2,2)'      6928  23234  6853  23237  20164  6781
-CONVEX 3728    'GT_PK(2,2)'      8477  23238  8557  19018  23239  8405
-CONVEX 3729    'GT_PK(2,2)'      8557  23240  8483  23239  23241  8405
-CONVEX 3730    'GT_PK(2,2)'      8557  23242  8708  23243  19015  8635
-CONVEX 3731    'GT_PK(2,2)'      8483  23240  8557  18979  23243  8635
-CONVEX 3732    'GT_PK(2,2)'      9849  23244  9995  23245  23246  9920
-CONVEX 3733    'GT_PK(2,2)'      9995  23247  10068  23246  19023  9920
-CONVEX 3734    'GT_PK(2,2)'      9922  23248  9995  19040  23244  9849
-CONVEX 3735    'GT_PK(2,2)'      9256  23249  9405  23250  23251  9330
-CONVEX 3736    'GT_PK(2,2)'      9405  23252  9332  23253  19059  9480
-CONVEX 3737    'GT_PK(2,2)'      9332  23252  9405  23254  23249  9256
-CONVEX 3738    'GT_PK(2,2)'      9846  23255  9774  19021  23256  9920
-CONVEX 3739    'GT_PK(2,2)'      9774  23257  9849  23256  23245  9920
-CONVEX 3740    'GT_PK(2,2)'      10515  23258  10367  23259  19028  10443
-CONVEX 3741    'GT_PK(2,2)'      10515  23260  10441  23258  23261  10367
-CONVEX 3742    'GT_PK(2,2)'      9109  23262  9184  23263  19035  9258
-CONVEX 3743    'GT_PK(2,2)'      9184  23262  9109  23264  23265  9034
-CONVEX 3744    'GT_PK(2,2)'      9181  23266  9256  23267  23250  9330
-CONVEX 3745    'GT_PK(2,2)'      9181  23268  9108  23266  23269  9256
-CONVEX 3746    'GT_PK(2,2)'      9997  23270  9922  23271  19043  9851
-CONVEX 3747    'GT_PK(2,2)'      9997  23272  9926  23273  23274  10072
-CONVEX 3748    'GT_PK(2,2)'      9926  23272  9997  19037  23271  9851
-CONVEX 3749    'GT_PK(2,2)'      9703  23275  9631  19053  23276  9778
-CONVEX 3750    'GT_PK(2,2)'      9631  23275  9703  23277  19052  9556
-CONVEX 3751    'GT_PK(2,2)'      10148  23278  10221  23279  23280  10072
-CONVEX 3752    'GT_PK(2,2)'      10294  23281  10221  19030  23282  10370
-CONVEX 3753    'GT_PK(2,2)'      10445  23283  10372  23284  23285  10520
-CONVEX 3754    'GT_PK(2,2)'      10296  23286  10148  23287  23288  10223
-CONVEX 3755    'GT_PK(2,2)'      10372  23289  10296  23290  23287  10223
-CONVEX 3756    'GT_PK(2,2)'      10296  23289  10372  23291  23283  10445
-CONVEX 3757    'GT_PK(2,2)'      10296  23291  10445  23292  19062  10370
-CONVEX 3758    'GT_PK(2,2)'      10221  23293  10296  23282  23292  10370
-CONVEX 3759    'GT_PK(2,2)'      10296  23293  10221  23286  23278  10148
-CONVEX 3760    'GT_PK(2,2)'      10445  23294  10591  19061  23295  10518
-CONVEX 3761    'GT_PK(2,2)'      10591  23294  10445  23296  23284  10520
-CONVEX 3762    'GT_PK(2,2)'      10666  23297  10591  19026  23296  10520
-CONVEX 3763    'GT_PK(2,2)'      10591  23297  10666  23298  23299  10736
-CONVEX 3764    'GT_PK(2,2)'      10373  23300  10225  19065  23301  10299
-CONVEX 3765    'GT_PK(2,2)'      10521  23302  10373  23303  19063  10448
-CONVEX 3766    'GT_PK(2,2)'      12353  23304  12286  19085  23305  12422
-CONVEX 3767    'GT_PK(2,2)'      12286  23306  12218  23307  16300  12355
-CONVEX 3768    'GT_PK(2,2)'      12422  23305  12286  17093  23307  12355
-CONVEX 3769    'GT_PK(2,2)'      12286  23304  12353  23308  23309  12217
-CONVEX 3770    'GT_PK(2,2)'      12009  23310  11870  23311  23312  11941
-CONVEX 3771    'GT_PK(2,2)'      12491  23313  12625  17095  23314  12557
-CONVEX 3772    'GT_PK(2,2)'      12348  23315  12280  18889  23316  12417
-CONVEX 3773    'GT_PK(2,2)'      12280  23317  12349  23316  19091  12417
-CONVEX 3774    'GT_PK(2,2)'      12349  23317  12280  19093  23318  12212
-CONVEX 3775    'GT_PK(2,2)'      12212  23318  12280  23319  23320  12143
-CONVEX 3776    'GT_PK(2,2)'      12554  23321  12419  17100  23322  12488
-CONVEX 3777    'GT_PK(2,2)'      12419  23323  12351  23322  19096  12488
-CONVEX 3778    'GT_PK(2,2)'      12419  23321  12554  23324  23325  12486
-CONVEX 3779    'GT_PK(2,2)'      12351  23323  12419  23326  23327  12282
-CONVEX 3780    'GT_PK(2,2)'      12349  23328  12419  19092  23324  12486
-CONVEX 3781    'GT_PK(2,2)'      12419  23328  12349  23327  19094  12282
-CONVEX 3782    'GT_PK(2,2)'      12146  23329  12075  23330  23331  12007
-CONVEX 3783    'GT_PK(2,2)'      12077  23332  12146  23333  23330  12007
-CONVEX 3784    'GT_PK(2,2)'      12146  23332  12077  23334  23335  12217
-CONVEX 3785    'GT_PK(2,2)'      12005  23336  11935  23337  23338  11866
-CONVEX 3786    'GT_PK(2,2)'      13089  23339  13024  16728  23340  12959
-CONVEX 3787    'GT_PK(2,2)'      13024  23339  13089  23341  16729  13154
-CONVEX 3788    'GT_PK(2,2)'      12827  23342  12761  19098  23343  12695
-CONVEX 3789    'GT_PK(2,2)'      12356  23344  12289  19103  23345  12425
-CONVEX 3790    'GT_PK(2,2)'      12222  23346  12289  19110  23347  12152
-CONVEX 3791    'GT_PK(2,2)'      12425  23345  12289  17113  23348  12358
-CONVEX 3792    'GT_PK(2,2)'      12289  23346  12222  23348  23349  12358
-CONVEX 3793    'GT_PK(2,2)'      12152  23350  12220  17116  23351  12081
-CONVEX 3794    'GT_PK(2,2)'      12220  23352  12356  23353  19107  12287
-CONVEX 3795    'GT_PK(2,2)'      12289  23354  12220  23347  23350  12152
-CONVEX 3796    'GT_PK(2,2)'      12220  23354  12289  23352  23344  12356
-CONVEX 3797    'GT_PK(2,2)'      12220  23355  12150  23351  19069  12081
-CONVEX 3798    'GT_PK(2,2)'      12150  23355  12220  19066  23353  12287
-CONVEX 3799    'GT_PK(2,2)'      12012  23356  11874  19113  23357  11944
-CONVEX 3800    'GT_PK(2,2)'      11942  23358  11874  19116  23356  12012
-CONVEX 3801    'GT_PK(2,2)'      9611  23359  9759  23360  23361  9684
-CONVEX 3802    'GT_PK(2,2)'      9534  23362  9611  19119  23360  9684
-CONVEX 3803    'GT_PK(2,2)'      9686  23363  9611  20401  23364  9538
-CONVEX 3804    'GT_PK(2,2)'      9611  23363  9686  23359  23365  9759
-CONVEX 3805    'GT_PK(2,2)'      9235  23366  9308  23367  23368  9154
-CONVEX 3806    'GT_PK(2,2)'      9308  23369  9228  23368  19150  9154
-CONVEX 3807    'GT_PK(2,2)'      9683  23370  9530  23371  19123  9610
-CONVEX 3808    'GT_PK(2,2)'      9758  23372  9683  19128  23371  9610
-CONVEX 3809    'GT_PK(2,2)'      9683  23372  9758  23373  23374  9830
-CONVEX 3810    'GT_PK(2,2)'      9530  23370  9683  19127  23375  9604
-CONVEX 3811    'GT_PK(2,2)'      10054  23376  9979  23377  23378  9906
-CONVEX 3812    'GT_PK(2,2)'      9979  23376  10054  23379  20402  10129
-CONVEX 3813    'GT_PK(2,2)'      9683  23380  9756  23375  23381  9604
-CONVEX 3814    'GT_PK(2,2)'      9756  23380  9683  23382  23373  9830
-CONVEX 3815    'GT_PK(2,2)'      9388  23383  9312  23384  23385  9238
-CONVEX 3816    'GT_PK(2,2)'      9540  23386  9688  23387  19130  9613
-CONVEX 3817    'GT_PK(2,2)'      9540  23388  9388  23389  23390  9466
-CONVEX 3818    'GT_PK(2,2)'      9688  23386  9540  19135  23391  9615
-CONVEX 3819    'GT_PK(2,2)'      9540  23389  9466  23391  19137  9615
-CONVEX 3820    'GT_PK(2,2)'      8849  23392  8777  23393  23394  8699
-CONVEX 3821    'GT_PK(2,2)'      8849  23393  8699  23395  23396  8774
-CONVEX 3822    'GT_PK(2,2)'      8849  23397  8999  23398  18977  8926
-CONVEX 3823    'GT_PK(2,2)'      8777  23392  8849  23399  23398  8926
-CONVEX 3824    'GT_PK(2,2)'      8923  23400  8849  19143  23395  8774
-CONVEX 3825    'GT_PK(2,2)'      8999  23397  8849  23401  23400  8923
-CONVEX 3826    'GT_PK(2,2)'      8699  23402  8623  23396  23403  8774
-CONVEX 3827    'GT_PK(2,2)'      8546  23404  8623  23405  23402  8699
-CONVEX 3828    'GT_PK(2,2)'      8775  23406  8622  23407  23108  8700
-CONVEX 3829    'GT_PK(2,2)'      8850  23408  8775  23409  23407  8700
-CONVEX 3830    'GT_PK(2,2)'      9381  23410  9534  23411  19120  9457
-CONVEX 3831    'GT_PK(2,2)'      9381  23411  9457  23412  17118  9306
-CONVEX 3832    'GT_PK(2,2)'      9228  23413  9381  19153  23412  9306
-CONVEX 3833    'GT_PK(2,2)'      9308  23414  9381  23369  23413  9228
-CONVEX 3834    'GT_PK(2,2)'      9080  23415  9235  23416  23367  9154
-CONVEX 3835    'GT_PK(2,2)'      9001  23417  9080  19155  23416  9154
-CONVEX 3836    'GT_PK(2,2)'      10796  23418  10651  23419  23420  10724
-CONVEX 3837    'GT_PK(2,2)'      10722  23421  10649  23422  23423  10576
-CONVEX 3838    'GT_PK(2,2)'      10651  23424  10722  23425  23422  10576
-CONVEX 3839    'GT_PK(2,2)'      10722  23424  10651  23426  23418  10796
-CONVEX 3840    'GT_PK(2,2)'      10649  23427  10503  23423  23428  10576
-CONVEX 3841    'GT_PK(2,2)'      10503  23429  10429  23428  23430  10576
-CONVEX 3842    'GT_PK(2,2)'      10429  23429  10503  19157  23431  10355
-CONVEX 3843    'GT_PK(2,2)'      10574  23432  10503  23433  23427  10649
-CONVEX 3844    'GT_PK(2,2)'      10209  23434  10357  17124  23435  10282
-CONVEX 3845    'GT_PK(2,2)'      10357  23436  10429  23435  19156  10282
-CONVEX 3846    'GT_PK(2,2)'      10063  23437  10212  23049  23438  10137
-CONVEX 3847    'GT_PK(2,2)'      10287  23439  10212  18940  23440  10139
-CONVEX 3848    'GT_PK(2,2)'      10212  23437  10063  23440  23441  10139
-CONVEX 3849    'GT_PK(2,2)'      10433  23442  10508  23443  23444  10581
-CONVEX 3850    'GT_PK(2,2)'      10728  23445  10656  19158  23446  10802
-CONVEX 3851    'GT_PK(2,2)'      10802  23446  10656  19180  23447  10729
-CONVEX 3852    'GT_PK(2,2)'      10510  23448  10656  23449  23450  10582
-CONVEX 3853    'GT_PK(2,2)'      10656  23445  10728  23450  23451  10582
-CONVEX 3854    'GT_PK(2,2)'      9835  23452  9908  23453  23454  9761
-CONVEX 3855    'GT_PK(2,2)'      9688  23455  9835  19132  23453  9761
-CONVEX 3856    'GT_PK(2,2)'      9835  23455  9688  23456  19133  9763
-CONVEX 3857    'GT_PK(2,2)'      9910  23457  9835  19162  23456  9763
-CONVEX 3858    'GT_PK(2,2)'      10800  23458  10728  23459  19159  10872
-CONVEX 3859    'GT_PK(2,2)'      11092  23460  11018  23461  17131  10948
-CONVEX 3860    'GT_PK(2,2)'      11306  23462  11235  23463  23464  11377
-CONVEX 3861    'GT_PK(2,2)'      10661  23465  10731  23466  23069  10586
-CONVEX 3862    'GT_PK(2,2)'      11374  23467  11447  17138  23468  11517
-CONVEX 3863    'GT_PK(2,2)'      11868  23469  11937  23470  23471  11797
-CONVEX 3864    'GT_PK(2,2)'      12005  23472  11937  23473  23474  12075
-CONVEX 3865    'GT_PK(2,2)'      12075  23474  11937  23331  23475  12007
-CONVEX 3866    'GT_PK(2,2)'      11937  23469  11868  23475  23476  12007
-CONVEX 3867    'GT_PK(2,2)'      11797  23471  11937  23477  23478  11866
-CONVEX 3868    'GT_PK(2,2)'      11937  23472  12005  23478  23337  11866
-CONVEX 3869    'GT_PK(2,2)'      11868  23479  11939  23476  23480  12007
-CONVEX 3870    'GT_PK(2,2)'      11939  23481  12077  23480  23333  12007
-CONVEX 3871    'GT_PK(2,2)'      12009  23482  11939  23310  23483  11870
-CONVEX 3872    'GT_PK(2,2)'      11939  23482  12009  23481  23484  12077
-CONVEX 3873    'GT_PK(2,2)'      11728  23485  11868  23486  23470  11797
-CONVEX 3874    'GT_PK(2,2)'      11584  23487  11726  23488  23489  11654
-CONVEX 3875    'GT_PK(2,2)'      11726  23490  11797  23491  23477  11866
-CONVEX 3876    'GT_PK(2,2)'      11372  23492  11515  19189  23493  11443
-CONVEX 3877    'GT_PK(2,2)'      11515  23494  11584  23493  23495  11443
-CONVEX 3878    'GT_PK(2,2)'      11515  23492  11372  23496  17141  11445
-CONVEX 3879    'GT_PK(2,2)'      11586  23497  11515  19184  23496  11445
-CONVEX 3880    'GT_PK(2,2)'      10717  23498  10861  23499  23500  10789
-CONVEX 3881    'GT_PK(2,2)'      11300  23501  11230  19187  23502  11372
-CONVEX 3882    'GT_PK(2,2)'      11372  23502  11230  17140  23503  11302
-CONVEX 3883    'GT_PK(2,2)'      11230  23504  11159  23503  19186  11302
-CONVEX 3884    'GT_PK(2,2)'      11228  23505  11157  23506  23507  11300
-CONVEX 3885    'GT_PK(2,2)'      11157  23508  11230  23507  23501  11300
-CONVEX 3886    'GT_PK(2,2)'      5073  22334  5002  23509  23510  5145
-CONVEX 3887    'GT_PK(2,2)'      5073  23509  5145  23511  23512  5218
-CONVEX 3888    'GT_PK(2,2)'      5004  23513  5073  23514  23515  5146
-CONVEX 3889    'GT_PK(2,2)'      5146  23515  5073  23516  23511  5218
-CONVEX 3890    'GT_PK(2,2)'      4931  22333  5073  23517  23513  5004
-CONVEX 3891    'GT_PK(2,2)'      6282  23518  6209  23519  23520  6133
-CONVEX 3892    'GT_PK(2,2)'      6133  23520  6209  23521  23522  6060
-CONVEX 3893    'GT_PK(2,2)'      6209  23523  6135  23522  23524  6060
-CONVEX 3894    'GT_PK(2,2)'      204  23525  202  23526  23527  7627
-CONVEX 3895    'GT_PK(2,2)'      7702  23528  7777  23529  23530  7627
-CONVEX 3896    'GT_PK(2,2)'      204  23531  7777  23532  23533  206
-CONVEX 3897    'GT_PK(2,2)'      7777  23531  204  23530  23526  7627
-CONVEX 3898    'GT_PK(2,2)'      7770  23534  7702  23535  23536  7626
-CONVEX 3899    'GT_PK(2,2)'      7702  23537  7552  23536  23538  7626
-CONVEX 3900    'GT_PK(2,2)'      7552  23537  7702  23539  23529  7627
-CONVEX 3901    'GT_PK(2,2)'      7401  23540  7326  23541  23542  7475
-CONVEX 3902    'GT_PK(2,2)'      6653  23543  6801  19205  23544  6840
-CONVEX 3903    'GT_PK(2,2)'      7022  23545  194  23546  17144  6840
-CONVEX 3904    'GT_PK(2,2)'      7022  23547  196  23545  23548  194
-CONVEX 3905    'GT_PK(2,2)'      7026  23549  6952  23550  23551  6876
-CONVEX 3906    'GT_PK(2,2)'      7027  23552  6952  19203  23553  7102
-CONVEX 3907    'GT_PK(2,2)'      6952  23549  7026  23553  23554  7102
-CONVEX 3908    'GT_PK(2,2)'      6531  23555  6376  23556  23557  6448
-CONVEX 3909    'GT_PK(2,2)'      7326  23558  7400  23542  23559  7475
-CONVEX 3910    'GT_PK(2,2)'      7400  23560  7550  23559  23561  7475
-CONVEX 3911    'GT_PK(2,2)'      8220  23562  8142  20408  23563  8033
-CONVEX 3912    'GT_PK(2,2)'      8803  23564  8892  23565  23566  8953
-CONVEX 3913    'GT_PK(2,2)'      8445  23567  8371  23568  23569  8296
-CONVEX 3914    'GT_PK(2,2)'      8370  23570  8445  23571  23568  8296
-CONVEX 3915    'GT_PK(2,2)'      8223  23572  8150  23573  19213  8069
-CONVEX 3916    'GT_PK(2,2)'      8371  23574  8223  23569  23575  8296
-CONVEX 3917    'GT_PK(2,2)'      8149  23576  8223  23577  23573  8069
-CONVEX 3918    'GT_PK(2,2)'      8223  23576  8149  23575  23578  8296
-CONVEX 3919    'GT_PK(2,2)'      6756  23579  6828  23580  19207  6681
-CONVEX 3920    'GT_PK(2,2)'      6608  23581  6756  23582  23580  6681
-CONVEX 3921    'GT_PK(2,2)'      5806  23583  5731  23584  23585  5660
-CONVEX 3922    'GT_PK(2,2)'      5731  23583  5806  23586  23587  5877
-CONVEX 3923    'GT_PK(2,2)'      5728  23588  5584  23589  23590  5658
-CONVEX 3924    'GT_PK(2,2)'      6905  23591  6756  23592  23593  6831
-CONVEX 3925    'GT_PK(2,2)'      6828  23594  6905  23595  23596  6977
-CONVEX 3926    'GT_PK(2,2)'      6756  23591  6905  23579  23594  6828
-CONVEX 3927    'GT_PK(2,2)'      8587  23597  8663  23598  23599  8743
-CONVEX 3928    'GT_PK(2,2)'      8587  23600  8509  23601  23602  8433
-CONVEX 3929    'GT_PK(2,2)'      8504  23603  8585  23604  23605  8431
-CONVEX 3930    'GT_PK(2,2)'      8585  23603  8504  23606  23607  8658
-CONVEX 3931    'GT_PK(2,2)'      8579  23608  8499  23609  23610  8653
-CONVEX 3932    'GT_PK(2,2)'      8499  23608  8579  23611  23612  8426
-CONVEX 3933    'GT_PK(2,2)'      8504  23613  8579  23607  23614  8658
-CONVEX 3934    'GT_PK(2,2)'      8579  23613  8504  23612  23615  8426
-CONVEX 3935    'GT_PK(2,2)'      6679  23616  6606  23617  23618  6754
-CONVEX 3936    'GT_PK(2,2)'      6754  23618  6606  19208  23619  6681
-CONVEX 3937    'GT_PK(2,2)'      6084  23620  6161  23621  23622  6232
-CONVEX 3938    'GT_PK(2,2)'      6011  23623  5940  23624  23625  6087
-CONVEX 3939    'GT_PK(2,2)'      6161  23626  6011  23627  23624  6087
-CONVEX 3940    'GT_PK(2,2)'      6084  23628  6011  23620  23626  6161
-CONVEX 3941    'GT_PK(2,2)'      6011  23628  6084  23629  23630  5937
-CONVEX 3942    'GT_PK(2,2)'      6379  23631  6305  23632  23633  6232
-CONVEX 3943    'GT_PK(2,2)'      6443  23634  6295  23635  23636  6372
-CONVEX 3944    'GT_PK(2,2)'      6151  23637  6224  23638  23639  6074
-CONVEX 3945    'GT_PK(2,2)'      6295  23640  6224  23636  23641  6372
-CONVEX 3946    'GT_PK(2,2)'      7246  23642  7397  23643  23644  7324
-CONVEX 3947    'GT_PK(2,2)'      7174  23645  7246  23646  23643  7324
-CONVEX 3948    'GT_PK(2,2)'      7246  23647  7320  23642  23648  7397
-CONVEX 3949    'GT_PK(2,2)'      7320  23649  7170  23650  17146  7244
-CONVEX 3950    'GT_PK(2,2)'      7320  23647  7246  23649  23651  7170
-CONVEX 3951    'GT_PK(2,2)'      7694  23652  7543  23653  23654  7617
-CONVEX 3952    'GT_PK(2,2)'      7768  23655  7843  23656  19216  7918
-CONVEX 3953    'GT_PK(2,2)'      7768  23657  7694  23658  23653  7617
-CONVEX 3954    'GT_PK(2,2)'      7692  23659  7768  23660  23658  7617
-CONVEX 3955    'GT_PK(2,2)'      7768  23659  7692  23655  23661  7843
-CONVEX 3956    'GT_PK(2,2)'      7543  23662  7467  23654  23663  7617
-CONVEX 3957    'GT_PK(2,2)'      7097  23664  7020  23665  19220  7170
-CONVEX 3958    'GT_PK(2,2)'      7246  23666  7097  23651  23665  7170
-CONVEX 3959    'GT_PK(2,2)'      7097  23666  7246  23667  23645  7174
-CONVEX 3960    'GT_PK(2,2)'      6882  23668  6804  19222  23669  6955
-CONVEX 3961    'GT_PK(2,2)'      6880  23670  6804  23671  23672  6729
-CONVEX 3962    'GT_PK(2,2)'      6804  23670  6880  23669  23673  6955
-CONVEX 3963    'GT_PK(2,2)'      6958  23674  6882  23675  19223  7033
-CONVEX 3964    'GT_PK(2,2)'      7214  23676  7317  23677  19218  7167
-CONVEX 3965    'GT_PK(2,2)'      7214  23677  7167  23678  17153  7055
-CONVEX 3966    'GT_PK(2,2)'      7121  23679  7214  23680  23678  7055
-CONVEX 3967    'GT_PK(2,2)'      7106  23681  7184  19232  23682  7033
-CONVEX 3968    'GT_PK(2,2)'      7184  23681  7106  23683  19234  7257
-CONVEX 3969    'GT_PK(2,2)'      7180  23684  7031  23685  23686  7105
-CONVEX 3970    'GT_PK(2,2)'      5776  23687  5703  23688  23689  5850
-CONVEX 3971    'GT_PK(2,2)'      5922  23690  5776  23691  23688  5850
-CONVEX 3972    'GT_PK(2,2)'      6072  23692  6147  23693  23694  6220
-CONVEX 3973    'GT_PK(2,2)'      6147  23695  6295  23694  23696  6220
-CONVEX 3974    'GT_PK(2,2)'      6224  23697  6147  23639  23698  6074
-CONVEX 3975    'GT_PK(2,2)'      6147  23697  6224  23695  23640  6295
-CONVEX 3976    'GT_PK(2,2)'      5993  23699  6066  23700  23701  5919
-CONVEX 3977    'GT_PK(2,2)'      6880  23702  7030  23673  23703  6955
-CONVEX 3978    'GT_PK(2,2)'      7030  23704  7106  23703  19231  6955
-CONVEX 3979    'GT_PK(2,2)'      7106  23704  7030  19233  23705  7181
-CONVEX 3980    'GT_PK(2,2)'      7181  23705  7030  23706  23707  7103
-CONVEX 3981    'GT_PK(2,2)'      7030  23708  6953  23707  23709  7103
-CONVEX 3982    'GT_PK(2,2)'      6953  23708  7030  23710  23702  6880
-CONVEX 3983    'GT_PK(2,2)'      8282  23711  8356  23712  23713  8433
-CONVEX 3984    'GT_PK(2,2)'      8356  23714  8508  23713  23715  8433
-CONVEX 3985    'GT_PK(2,2)'      8508  23716  8587  23715  23601  8433
-CONVEX 3986    'GT_PK(2,2)'      8587  23716  8508  23597  23717  8663
-CONVEX 3987    'GT_PK(2,2)'      8508  23718  8585  23717  23719  8663
-CONVEX 3988    'GT_PK(2,2)'      8508  23714  8356  23720  23721  8431
-CONVEX 3989    'GT_PK(2,2)'      8585  23718  8508  23605  23720  8431
-CONVEX 3990    'GT_PK(2,2)'      8666  23722  8587  23723  23598  8743
-CONVEX 3991    'GT_PK(2,2)'      8587  23722  8666  23600  23724  8509
-CONVEX 3992    'GT_PK(2,2)'      6209  23725  6357  23726  23727  6284
-CONVEX 3993    'GT_PK(2,2)'      4970  23728  4792  23729  23730  4853
-CONVEX 3994    'GT_PK(2,2)'      4270  23731  4140  23732  23733  4293
-CONVEX 3995    'GT_PK(2,2)'      6209  23726  6284  23523  23734  6135
-CONVEX 3996    'GT_PK(2,2)'      6209  23518  6282  23725  23735  6357
-CONVEX 3997    'GT_PK(2,2)'      12640  23736  12707  23737  23738  12572
-CONVEX 3998    'GT_PK(2,2)'      151  23739  4017  23740  23741  4140
-CONVEX 3999    'GT_PK(2,2)'      4017  23739  151  21406  23742  149
-CONVEX 4000    'GT_PK(2,2)'      178  23743  176  19249  23744  5638
-CONVEX 4001    'GT_PK(2,2)'      12640  23737  12572  23745  23746  12506
-CONVEX 4002    'GT_PK(2,2)'      12640  23745  12506  23747  22008  12574
-CONVEX 4003    'GT_PK(2,2)'      5113  23748  169  23749  23750  167
-CONVEX 4004    'GT_PK(2,2)'      169  23748  5113  23751  23752  5193
-CONVEX 4005    'GT_PK(2,2)'      5335  23753  5410  23754  23755  5265
-CONVEX 4006    'GT_PK(2,2)'      5134  23756  5054  23757  23758  5198
-CONVEX 4007    'GT_PK(2,2)'      5191  23759  5335  23760  23754  5265
-CONVEX 4008    'GT_PK(2,2)'      5261  23761  5191  23762  23763  5118
-CONVEX 4009    'GT_PK(2,2)'      5335  23759  5191  23764  23761  5261
-CONVEX 4010    'GT_PK(2,2)'      3469  23765  3601  18000  23766  3535
-CONVEX 4011    'GT_PK(2,2)'      3601  23767  3667  23766  23768  3535
-CONVEX 4012    'GT_PK(2,2)'      3601  23765  3469  23769  18004  3536
-CONVEX 4013    'GT_PK(2,2)'      3601  23769  3536  23770  17688  3668
-CONVEX 4014    'GT_PK(2,2)'      3600  23771  3468  23772  17997  3535
-CONVEX 4015    'GT_PK(2,2)'      3667  23773  3600  23768  23772  3535
-CONVEX 4016    'GT_PK(2,2)'      4696  23774  4623  23775  23776  4765
-CONVEX 4017    'GT_PK(2,2)'      5729  23777  5575  23778  23779  5641
-CONVEX 4018    'GT_PK(2,2)'      5575  23777  5729  23780  23781  5690
-CONVEX 4019    'GT_PK(2,2)'      5729  23782  5836  23781  23783  5690
-CONVEX 4020    'GT_PK(2,2)'      5836  23782  5729  23784  23785  5871
-CONVEX 4021    'GT_PK(2,2)'      6091  23786  6015  23787  19239  5983
-CONVEX 4022    'GT_PK(2,2)'      5618  23788  5764  23789  19251  5638
-CONVEX 4023    'GT_PK(2,2)'      5764  23788  5618  23790  23791  5692
-CONVEX 4024    'GT_PK(2,2)'      5546  23792  5617  23793  23794  5692
-CONVEX 4025    'GT_PK(2,2)'      5618  23795  5546  23791  23793  5692
-CONVEX 4026    'GT_PK(2,2)'      5546  23795  5618  23796  23797  5473
-CONVEX 4027    'GT_PK(2,2)'      5617  23792  5546  23798  23799  5472
-CONVEX 4028    'GT_PK(2,2)'      5546  23800  5401  23799  23801  5472
-CONVEX 4029    'GT_PK(2,2)'      5401  23800  5546  23802  23796  5473
-CONVEX 4030    'GT_PK(2,2)'      5837  23803  5764  23804  23790  5692
-CONVEX 4031    'GT_PK(2,2)'      5983  23805  5837  23806  23807  5908
-CONVEX 4032    'GT_PK(2,2)'      5837  23805  5983  23808  19240  5910
-CONVEX 4033    'GT_PK(2,2)'      5764  23803  5837  19253  23808  5910
-CONVEX 4034    'GT_PK(2,2)'      12775  23809  12640  23810  23811  12709
-CONVEX 4035    'GT_PK(2,2)'      12709  23811  12640  23812  23747  12574
-CONVEX 4036    'GT_PK(2,2)'      5785  23813  180  19247  23814  178
-CONVEX 4037    'GT_PK(2,2)'      12707  23736  12640  23815  23809  12775
-CONVEX 4038    'GT_PK(2,2)'      14893  23816  14843  23817  23818  14942
-CONVEX 4039    'GT_PK(2,2)'      6015  23819  5927  19241  23820  5910
-CONVEX 4040    'GT_PK(2,2)'      5927  23821  5785  23820  19252  5910
-CONVEX 4041    'GT_PK(2,2)'      180  23822  5927  23823  23824  182
-CONVEX 4042    'GT_PK(2,2)'      5927  23822  180  23821  23813  5785
-CONVEX 4043    'GT_PK(2,2)'      14843  16575  14891  23818  23825  14942
-CONVEX 4044    'GT_PK(2,2)'      14843  23816  14893  23826  23827  14792
-CONVEX 4045    'GT_PK(2,2)'      14740  16580  14843  23828  23826  14792
-CONVEX 4046    'GT_PK(2,2)'      15479  23829  15437  23830  23831  15514
-CONVEX 4047    'GT_PK(2,2)'      15553  23832  15479  23833  23830  15514
-CONVEX 4048    'GT_PK(2,2)'      15661  23834  15593  17177  23835  15626
-CONVEX 4049    'GT_PK(2,2)'      15593  23836  15553  23835  23837  15626
-CONVEX 4050    'GT_PK(2,2)'      15437  23838  15473  23831  23839  15514
-CONVEX 4051    'GT_PK(2,2)'      15473  23840  15550  23839  23841  15514
-CONVEX 4052    'GT_PK(2,2)'      15314  23842  15356  23843  23844  15272
-CONVEX 4053    'GT_PK(2,2)'      15356  23845  15318  23844  23846  15272
-CONVEX 4054    'GT_PK(2,2)'      14550  23847  14655  23848  23849  14623
-CONVEX 4055    'GT_PK(2,2)'      14491  23850  14550  17312  23851  14443
-CONVEX 4056    'GT_PK(2,2)'      14655  23852  14730  23849  23853  14623
-CONVEX 4057    'GT_PK(2,2)'      14994  23854  15089  19258  23855  15039
-CONVEX 4058    'GT_PK(2,2)'      15089  23856  15173  23857  19260  335
-CONVEX 4059    'GT_PK(2,2)'      15039  23855  15089  16644  23858  333
-CONVEX 4060    'GT_PK(2,2)'      15089  23857  335  23858  23859  333
-CONVEX 4061    'GT_PK(2,2)'      15312  23860  15267  23861  23862  15226
-CONVEX 4062    'GT_PK(2,2)'      15220  23863  15267  19256  23864  340
-CONVEX 4063    'GT_PK(2,2)'      15274  23865  15312  23866  23861  15226
-CONVEX 4064    'GT_PK(2,2)'      14742  23867  14794  23868  23869  14691
-CONVEX 4065    'GT_PK(2,2)'      15267  23870  342  23864  23871  340
-CONVEX 4066    'GT_PK(2,2)'      342  23870  15267  23872  23860  15312
-CONVEX 4067    'GT_PK(2,2)'      14691  23869  14794  23873  23874  14743
-CONVEX 4068    'GT_PK(2,2)'      14794  23875  14844  23874  23876  14743
-CONVEX 4069    'GT_PK(2,2)'      14895  23877  14794  23878  23879  14845
-CONVEX 4070    'GT_PK(2,2)'      313  23880  14422  23881  23882  315
-CONVEX 4071    'GT_PK(2,2)'      14422  23883  14482  23882  23884  315
-CONVEX 4072    'GT_PK(2,2)'      14422  23880  313  23885  19266  14317
-CONVEX 4073    'GT_PK(2,2)'      14794  23877  14895  23875  23886  14844
-CONVEX 4074    'GT_PK(2,2)'      14794  23867  14742  23879  23887  14845
-CONVEX 4075    'GT_PK(2,2)'      14482  23888  317  23884  23889  315
-CONVEX 4076    'GT_PK(2,2)'      15036  23890  14940  23891  23892  14987
-CONVEX 4077    'GT_PK(2,2)'      14940  23890  15036  23893  23894  14989
-CONVEX 4078    'GT_PK(2,2)'      14891  16171  14940  23895  23893  14989
-CONVEX 4079    'GT_PK(2,2)'      14693  23896  14639  23897  23898  14587
-CONVEX 4080    'GT_PK(2,2)'      14693  23899  323  23900  23901  321
-CONVEX 4081    'GT_PK(2,2)'      14639  23896  14693  19272  23900  321
-CONVEX 4082    'GT_PK(2,2)'      14912  23902  14837  16654  23903  14889
-CONVEX 4083    'GT_PK(2,2)'      14837  23904  14787  23903  19276  14889
-CONVEX 4084    'GT_PK(2,2)'      14684  23905  14730  23906  23907  14789
-CONVEX 4085    'GT_PK(2,2)'      14684  23908  14572  23909  23910  14623
-CONVEX 4086    'GT_PK(2,2)'      14730  23905  14684  23853  23909  14623
-CONVEX 4087    'GT_PK(2,2)'      14127  23911  14241  23912  23913  14187
-CONVEX 4088    'GT_PK(2,2)'      13547  23914  13487  23915  23916  13422
-CONVEX 4089    'GT_PK(2,2)'      13487  23917  13361  23916  19365  13422
-CONVEX 4090    'GT_PK(2,2)'      13361  23917  13487  19372  23918  13427
-CONVEX 4091    'GT_PK(2,2)'      13487  23914  13547  23919  23920  13612
-CONVEX 4092    'GT_PK(2,2)'      13215  23921  13280  17395  23922  13153
-CONVEX 4093    'GT_PK(2,2)'      13159  23923  13031  23924  23925  13094
-CONVEX 4094    'GT_PK(2,2)'      13222  23926  13159  23927  23924  13094
-CONVEX 4095    'GT_PK(2,2)'      13031  23923  13159  17414  23928  13097
-CONVEX 4096    'GT_PK(2,2)'      13541  23929  13478  23930  23931  13602
-CONVEX 4097    'GT_PK(2,2)'      11828  23932  11896  23933  19321  11745
-CONVEX 4098    'GT_PK(2,2)'      11828  23934  11760  23935  20525  11900
-CONVEX 4099    'GT_PK(2,2)'      11968  23936  11828  20519  23935  11900
-CONVEX 4100    'GT_PK(2,2)'      11896  23932  11828  19308  23936  11968
-CONVEX 4101    'GT_PK(2,2)'      11798  23937  11695  19317  23938  11665
-CONVEX 4102    'GT_PK(2,2)'      11695  23939  11593  23938  19323  11665
-CONVEX 4103    'GT_PK(2,2)'      11695  23940  11765  23941  19316  11655
-CONVEX 4104    'GT_PK(2,2)'      11593  23939  11695  23942  23941  11655
-CONVEX 4105    'GT_PK(2,2)'      11835  23943  11798  23944  19322  11963
-CONVEX 4106    'GT_PK(2,2)'      11835  23945  11695  23943  23937  11798
-CONVEX 4107    'GT_PK(2,2)'      11765  23946  11835  19313  23947  11905
-CONVEX 4108    'GT_PK(2,2)'      11695  23945  11835  23940  23946  11765
-CONVEX 4109    'GT_PK(2,2)'      12655  23948  12784  19329  23949  277
-CONVEX 4110    'GT_PK(2,2)'      12784  23950  279  23949  23951  277
-CONVEX 4111    'GT_PK(2,2)'      279  23950  12784  19409  23952  12853
-CONVEX 4112    'GT_PK(2,2)'      12582  23953  275  23954  23955  273
-CONVEX 4113    'GT_PK(2,2)'      12582  23956  12655  23953  19327  275
-CONVEX 4114    'GT_PK(2,2)'      12451  23957  12582  17215  23954  273
-CONVEX 4115    'GT_PK(2,2)'      12317  23958  12453  20506  23959  12384
-CONVEX 4116    'GT_PK(2,2)'      12453  23958  12317  23960  20511  12386
-CONVEX 4117    'GT_PK(2,2)'      12520  23961  12454  23962  17208  12587
-CONVEX 4118    'GT_PK(2,2)'      12520  23963  12386  23961  17210  12454
-CONVEX 4119    'GT_PK(2,2)'      12520  23964  12453  23963  23960  12386
-CONVEX 4120    'GT_PK(2,2)'      12787  23965  12917  23966  23967  12853
-CONVEX 4121    'GT_PK(2,2)'      12981  23968  281  23969  19408  12853
-CONVEX 4122    'GT_PK(2,2)'      12917  23970  12981  23967  23969  12853
-CONVEX 4123    'GT_PK(2,2)'      13491  23971  13552  23972  19392  13429
-CONVEX 4124    'GT_PK(2,2)'      13553  23973  13491  17242  23974  13428
-CONVEX 4125    'GT_PK(2,2)'      13491  23973  13553  23975  19388  13615
-CONVEX 4126    'GT_PK(2,2)'      13552  23971  13491  19397  23975  13615
-CONVEX 4127    'GT_PK(2,2)'      13047  23976  13111  17648  23977  13176
-CONVEX 4128    'GT_PK(2,2)'      13111  23978  13239  23977  23979  13176
-CONVEX 4129    'GT_PK(2,2)'      12982  23980  13111  20449  23976  13047
-CONVEX 4130    'GT_PK(2,2)'      13111  23980  12982  23981  23982  13046
-CONVEX 4131    'GT_PK(2,2)'      13174  23983  13111  20430  23981  13046
-CONVEX 4132    'GT_PK(2,2)'      13239  23978  13111  19398  23983  13174
-CONVEX 4133    'GT_PK(2,2)'      290  23984  13365  19400  23985  13429
-CONVEX 4134    'GT_PK(2,2)'      10927  23986  10873  23987  23988  11026
-CONVEX 4135    'GT_PK(2,2)'      10927  23987  11026  23989  17259  11086
-CONVEX 4136    'GT_PK(2,2)'      10927  23990  10837  23991  23992  10766
-CONVEX 4137    'GT_PK(2,2)'      10873  23986  10927  19423  23991  10766
-CONVEX 4138    'GT_PK(2,2)'      11413  23993  11341  19303  23994  11303
-CONVEX 4139    'GT_PK(2,2)'      11341  23995  11223  23994  19426  11303
-CONVEX 4140    'GT_PK(2,2)'      11223  23995  11341  19453  23996  11270
-CONVEX 4141    'GT_PK(2,2)'      11270  23997  253  23998  23999  251
-CONVEX 4142    'GT_PK(2,2)'      14940  16172  14887  23892  24000  14987
-CONVEX 4143    'GT_PK(2,2)'      1026  24001  947  24002  24003  985
-CONVEX 4144    'GT_PK(2,2)'      1064  24004  1026  24005  24002  985
-CONVEX 4145    'GT_PK(2,2)'      11483  24006  11593  24007  23942  11655
-CONVEX 4146    'GT_PK(2,2)'      11593  24006  11483  19326  24008  11413
-CONVEX 4147    'GT_PK(2,2)'      11483  24009  11341  24008  23993  11413
-CONVEX 4148    'GT_PK(2,2)'      10369  24010  10440  24011  24012  10474
-CONVEX 4149    'GT_PK(2,2)'      10440  24013  10562  24012  19433  10474
-CONVEX 4150    'GT_PK(2,2)'      10390  24014  10318  24015  24016  10465
-CONVEX 4151    'GT_PK(2,2)'      9881  24017  9880  24018  24019  9733
-CONVEX 4152    'GT_PK(2,2)'      10426  24020  10369  24021  24011  10474
-CONVEX 4153    'GT_PK(2,2)'      10369  24020  10426  19429  24022  10303
-CONVEX 4154    'GT_PK(2,2)'      240  24023  10466  24024  24025  10606
-CONVEX 4155    'GT_PK(2,2)'      242  24026  240  24027  24024  10606
-CONVEX 4156    'GT_PK(2,2)'      1026  24004  1064  24028  24029  1108
-CONVEX 4157    'GT_PK(2,2)'      1026  24028  1108  24030  24031  1067
-CONVEX 4158    'GT_PK(2,2)'      947  24001  1026  24032  24033  986
-CONVEX 4159    'GT_PK(2,2)'      11054  24034  249  24035  24036  247
-CONVEX 4160    'GT_PK(2,2)'      10907  24037  11054  19454  24035  247
-CONVEX 4161    'GT_PK(2,2)'      10765  24038  10691  24039  24040  10837
-CONVEX 4162    'GT_PK(2,2)'      10691  24041  10620  24042  17262  10766
-CONVEX 4163    'GT_PK(2,2)'      10837  24040  10691  23992  24042  10766
-CONVEX 4164    'GT_PK(2,2)'      10752  24043  242  24044  24027  10606
-CONVEX 4165    'GT_PK(2,2)'      242  24043  10752  24045  24046  244
-CONVEX 4166    'GT_PK(2,2)'      10752  24047  10907  24046  19455  244
-CONVEX 4167    'GT_PK(2,2)'      10752  24048  10765  24047  24049  10907
-CONVEX 4168    'GT_PK(2,2)'      9509  24050  9359  19483  24051  9433
-CONVEX 4169    'GT_PK(2,2)'      9359  24050  9509  24052  19484  9437
-CONVEX 4170    'GT_PK(2,2)'      9130  24053  222  24054  24055  220
-CONVEX 4171    'GT_PK(2,2)'      9130  24056  9280  24053  19486  222
-CONVEX 4172    'GT_PK(2,2)'      218  24057  8980  24058  24059  220
-CONVEX 4173    'GT_PK(2,2)'      8980  24060  9130  24059  24054  220
-CONVEX 4174    'GT_PK(2,2)'      986  24033  1026  24061  24030  1067
-CONVEX 4175    'GT_PK(2,2)'      586  16046  562  16584  24062  525
-CONVEX 4176    'GT_PK(2,2)'      545  24063  514  16597  24064  562
-CONVEX 4177    'GT_PK(2,2)'      208  24065  8079  24066  24067  15966
-CONVEX 4178    'GT_PK(2,2)'      514  24063  545  24068  24069  499
-CONVEX 4179    'GT_PK(2,2)'      522  24070  545  24071  16596  570
-CONVEX 4180    'GT_PK(2,2)'      545  24070  522  24069  24072  499
-CONVEX 4181    'GT_PK(2,2)'      562  24064  514  24062  24073  525
-CONVEX 4182    'GT_PK(2,2)'      9580  24074  9430  19494  24075  9437
-CONVEX 4183    'GT_PK(2,2)'      9280  24076  9430  19488  24077  224
-CONVEX 4184    'GT_PK(2,2)'      9430  24078  226  24077  24079  224
-CONVEX 4185    'GT_PK(2,2)'      9430  24074  9580  24078  19496  226
-CONVEX 4186    'GT_PK(2,2)'      9580  24080  9730  19495  24081  228
-CONVEX 4187    'GT_PK(2,2)'      228  24081  9730  24082  24083  230
-CONVEX 4188    'GT_PK(2,2)'      9730  24084  9585  24085  17275  9733
-CONVEX 4189    'GT_PK(2,2)'      9730  24080  9580  24084  19493  9585
-CONVEX 4190    'GT_PK(2,2)'      9880  24086  9730  24019  24085  9733
-CONVEX 4191    'GT_PK(2,2)'      9730  24086  9880  24083  19437  230
-CONVEX 4192    'GT_PK(2,2)'      12384  24087  12312  20507  24088  12247
-CONVEX 4193    'GT_PK(2,2)'      12451  24089  12312  24090  24087  12384
-CONVEX 4194    'GT_PK(2,2)'      12108  24091  12176  17201  24092  12036
-CONVEX 4195    'GT_PK(2,2)'      12176  24093  12090  24092  19503  12036
-CONVEX 4196    'GT_PK(2,2)'      12176  24091  12108  24094  17664  12247
-CONVEX 4197    'GT_PK(2,2)'      12312  24095  12176  24088  24094  12247
-CONVEX 4198    'GT_PK(2,2)'      12090  24096  12017  19502  24097  11963
-CONVEX 4199    'GT_PK(2,2)'      11835  24098  12017  23947  24099  11905
-CONVEX 4200    'GT_PK(2,2)'      12017  24098  11835  24097  23944  11963
-CONVEX 4201    'GT_PK(2,2)'      12017  24100  263  24099  16011  11905
-CONVEX 4202    'GT_PK(2,2)'      12017  24101  265  24100  24102  263
-CONVEX 4203    'GT_PK(2,2)'      15000  24103  14950  24104  24105  15047
-CONVEX 4204    'GT_PK(2,2)'      14950  24103  15000  19511  24106  14903
-CONVEX 4205    'GT_PK(2,2)'      14105  24107  14166  19522  24108  14058
-CONVEX 4206    'GT_PK(2,2)'      14230  24109  14166  24110  24111  14274
-CONVEX 4207    'GT_PK(2,2)'      14274  24112  14216  17310  24113  14326
-CONVEX 4208    'GT_PK(2,2)'      14216  24114  14105  24115  19526  14159
-CONVEX 4209    'GT_PK(2,2)'      14166  24116  14216  24111  24112  14274
-CONVEX 4210    'GT_PK(2,2)'      14216  24116  14166  24114  24107  14105
-CONVEX 4211    'GT_PK(2,2)'      14216  24117  14264  24113  19531  14326
-CONVEX 4212    'GT_PK(2,2)'      14264  24117  14216  17319  24115  14159
-CONVEX 4213    'GT_PK(2,2)'      14045  24118  13987  19523  24119  14100
-CONVEX 4214    'GT_PK(2,2)'      13928  24120  13987  24121  24122  13876
-CONVEX 4215    'GT_PK(2,2)'      14100  24119  13987  17318  24123  14041
-CONVEX 4216    'GT_PK(2,2)'      13987  24120  13928  24123  19546  14041
-CONVEX 4217    'GT_PK(2,2)'      13936  24124  14045  24125  19527  13997
-CONVEX 4218    'GT_PK(2,2)'      13936  24126  13884  24127  19520  13823
-CONVEX 4219    'GT_PK(2,2)'      13884  24126  13936  19518  24125  13997
-CONVEX 4220    'GT_PK(2,2)'      13936  24127  13823  24128  19538  13876
-CONVEX 4221    'GT_PK(2,2)'      13987  24129  13936  24122  24128  13876
-CONVEX 4222    'GT_PK(2,2)'      13936  24129  13987  24124  24118  14045
-CONVEX 4223    'GT_PK(2,2)'      13889  24130  13770  19532  24131  13828
-CONVEX 4224    'GT_PK(2,2)'      13708  24132  13770  16095  24133  13649
-CONVEX 4225    'GT_PK(2,2)'      13828  24131  13770  17299  24132  13708
-CONVEX 4226    'GT_PK(2,2)'      13520  24134  13581  24135  19542  13643
-CONVEX 4227    'GT_PK(2,2)'      13520  24136  13460  24137  17405  13397
-CONVEX 4228    'GT_PK(2,2)'      13520  24137  13397  24138  24139  13457
-CONVEX 4229    'GT_PK(2,2)'      13581  24134  13520  19556  24138  13457
-CONVEX 4230    'GT_PK(2,2)'      13520  24135  13643  24140  17324  13584
-CONVEX 4231    'GT_PK(2,2)'      13460  24136  13520  17410  24140  13584
-CONVEX 4232    'GT_PK(2,2)'      14039  24141  14099  24142  19565  14156
-CONVEX 4233    'GT_PK(2,2)'      14099  24141  14039  19559  24143  13982
-CONVEX 4234    'GT_PK(2,2)'      13867  24144  13755  24145  17389  13809
-CONVEX 4235    'GT_PK(2,2)'      13755  24144  13867  19750  24146  13812
-CONVEX 4236    'GT_PK(2,2)'      14152  24147  14206  24148  17295  14094
-CONVEX 4237    'GT_PK(2,2)'      14206  24147  14152  17340  24149  14265
-CONVEX 4238    'GT_PK(2,2)'      14152  24150  14211  24149  17349  14265
-CONVEX 4239    'GT_PK(2,2)'      13926  24151  13867  24152  24153  13983
-CONVEX 4240    'GT_PK(2,2)'      13867  24151  13926  24146  24154  13812
-CONVEX 4241    'GT_PK(2,2)'      13928  24155  13869  19545  24156  13984
-CONVEX 4242    'GT_PK(2,2)'      13869  24157  13758  24158  19753  13812
-CONVEX 4243    'GT_PK(2,2)'      13926  24159  13869  24154  24158  13812
-CONVEX 4244    'GT_PK(2,2)'      13869  24159  13926  24156  24160  13984
-CONVEX 4245    'GT_PK(2,2)'      13818  24161  13928  24162  24121  13876
-CONVEX 4246    'GT_PK(2,2)'      13762  24163  13818  19539  24162  13876
-CONVEX 4247    'GT_PK(2,2)'      13818  24163  13762  24164  19540  13701
-CONVEX 4248    'GT_PK(2,2)'      13758  24165  13818  17327  24164  13701
-CONVEX 4249    'GT_PK(2,2)'      13869  24166  13818  24157  24165  13758
-CONVEX 4250    'GT_PK(2,2)'      13818  24166  13869  24161  24155  13928
-CONVEX 4251    'GT_PK(2,2)'      13395  24167  13518  24168  19555  13457
-CONVEX 4252    'GT_PK(2,2)'      13518  24167  13395  24169  24170  13455
-CONVEX 4253    'GT_PK(2,2)'      12950  24171  12888  24172  19737  12820
-CONVEX 4254    'GT_PK(2,2)'      12888  24171  12950  19732  24173  13017
-CONVEX 4255    'GT_PK(2,2)'      13017  24174  13079  17423  24175  13144
-CONVEX 4256    'GT_PK(2,2)'      13079  24176  13207  24175  19552  13144
-CONVEX 4257    'GT_PK(2,2)'      12950  24177  13079  24173  24174  13017
-CONVEX 4258    'GT_PK(2,2)'      13332  24178  13271  24179  19551  13207
-CONVEX 4259    'GT_PK(2,2)'      13332  24180  13395  24181  24168  13457
-CONVEX 4260    'GT_PK(2,2)'      13397  24182  13332  24139  24181  13457
-CONVEX 4261    'GT_PK(2,2)'      13271  24178  13332  19550  24182  13397
-CONVEX 4262    'GT_PK(2,2)'      13807  24183  13923  24184  19568  13865
-CONVEX 4263    'GT_PK(2,2)'      13923  24183  13807  24185  24186  13863
-CONVEX 4264    'GT_PK(2,2)'      13923  24187  13981  19567  24188  14040
-CONVEX 4265    'GT_PK(2,2)'      13981  24187  13923  24189  24185  13863
-CONVEX 4266    'GT_PK(2,2)'      14098  24190  14036  24191  19573  14155
-CONVEX 4267    'GT_PK(2,2)'      14098  24192  13981  24190  24193  14036
-CONVEX 4268    'GT_PK(2,2)'      14098  24194  14157  24195  19563  14040
-CONVEX 4269    'GT_PK(2,2)'      13981  24192  14098  24188  24195  14040
-CONVEX 4270    'GT_PK(2,2)'      14035  24196  13977  24197  24198  14093
-CONVEX 4271    'GT_PK(2,2)'      14035  24199  13920  24196  24200  13977
-CONVEX 4272    'GT_PK(2,2)'      14035  24201  14095  24202  19571  13979
-CONVEX 4273    'GT_PK(2,2)'      13920  24199  14035  24203  24202  13979
-CONVEX 4274    'GT_PK(2,2)'      14800  24204  14850  19575  24205  14900
-CONVEX 4275    'GT_PK(2,2)'      14899  24206  14850  24207  24208  14799
-CONVEX 4276    'GT_PK(2,2)'      14319  24209  14375  24210  24211  14429
-CONVEX 4277    'GT_PK(2,2)'      14374  24212  14319  24213  24210  14429
-CONVEX 4278    'GT_PK(2,2)'      14319  24214  14264  24215  17320  14207
-CONVEX 4279    'GT_PK(2,2)'      14319  24212  14374  24214  19530  14264
-CONVEX 4280    'GT_PK(2,2)'      14436  24216  14489  17353  24217  14379
-CONVEX 4281    'GT_PK(2,2)'      14437  24218  14383  19592  24219  14327
-CONVEX 4282    'GT_PK(2,2)'      14327  24219  14383  24220  24221  14270
-CONVEX 4283    'GT_PK(2,2)'      14438  24222  14383  19605  24223  14492
-CONVEX 4284    'GT_PK(2,2)'      14383  24218  14437  24223  19597  14492
-CONVEX 4285    'GT_PK(2,2)'      14383  24224  14328  24221  17344  14270
-CONVEX 4286    'GT_PK(2,2)'      14383  24222  14438  24224  19583  14328
-CONVEX 4287    'GT_PK(2,2)'      14268  24225  14380  24226  19591  14327
-CONVEX 4288    'GT_PK(2,2)'      13861  24227  13920  24228  24203  13979
-CONVEX 4289    'GT_PK(2,2)'      13629  24229  13689  24230  24231  13572
-CONVEX 4290    'GT_PK(2,2)'      13689  24229  13629  24232  24233  13745
-CONVEX 4291    'GT_PK(2,2)'      13386  24234  13321  21093  24235  13258
-CONVEX 4292    'GT_PK(2,2)'      13321  24236  13384  24237  19607  13256
-CONVEX 4293    'GT_PK(2,2)'      13448  24238  13386  24239  19612  13512
-CONVEX 4294    'GT_PK(2,2)'      13575  24240  13448  21338  24239  13512
-CONVEX 4295    'GT_PK(2,2)'      13321  24241  13448  24236  24242  13384
-CONVEX 4296    'GT_PK(2,2)'      13448  24241  13321  24238  24234  13386
-CONVEX 4297    'GT_PK(2,2)'      13697  24243  13634  24244  24245  13573
-CONVEX 4298    'GT_PK(2,2)'      13634  24246  13508  24245  21369  13573
-CONVEX 4299    'GT_PK(2,2)'      13759  24247  13819  24248  24249  13696
-CONVEX 4300    'GT_PK(2,2)'      13634  24250  13759  24251  24248  13696
-CONVEX 4301    'GT_PK(2,2)'      13759  24250  13634  24252  24243  13697
-CONVEX 4302    'GT_PK(2,2)'      13759  24252  13697  24253  24254  13820
-CONVEX 4303    'GT_PK(2,2)'      13697  24255  13760  24254  24256  13820
-CONVEX 4304    'GT_PK(2,2)'      13821  24257  13760  24258  24259  13699
-CONVEX 4305    'GT_PK(2,2)'      13760  24260  13880  24256  21340  13820
-CONVEX 4306    'GT_PK(2,2)'      13880  24260  13760  21342  24257  13821
-CONVEX 4307    'GT_PK(2,2)'      13636  24261  13697  24262  24244  13573
-CONVEX 4308    'GT_PK(2,2)'      13636  24263  13575  24264  21335  13699
-CONVEX 4309    'GT_PK(2,2)'      13760  24265  13636  24259  24264  13699
-CONVEX 4310    'GT_PK(2,2)'      13636  24265  13760  24261  24255  13697
-CONVEX 4311    'GT_PK(2,2)'      13819  24266  13757  24249  24267  13696
-CONVEX 4312    'GT_PK(2,2)'      13693  24268  13754  24269  24270  13630
-CONVEX 4313    'GT_PK(2,2)'      13939  24271  13999  19618  24272  14055
-CONVEX 4314    'GT_PK(2,2)'      13940  24273  13879  21341  24274  13820
-CONVEX 4315    'GT_PK(2,2)'      13879  24275  13939  24276  24277  13819
-CONVEX 4316    'GT_PK(2,2)'      13999  24278  13879  24279  24273  13940
-CONVEX 4317    'GT_PK(2,2)'      13879  24278  13999  24275  24271  13939
-CONVEX 4318    'GT_PK(2,2)'      13879  24280  13759  24274  24253  13820
-CONVEX 4319    'GT_PK(2,2)'      13759  24280  13879  24247  24276  13819
-CONVEX 4320    'GT_PK(2,2)'      14232  24281  14287  24282  24283  14175
-CONVEX 4321    'GT_PK(2,2)'      14117  24284  14232  21347  24282  14175
-CONVEX 4322    'GT_PK(2,2)'      14287  24285  14231  24283  24286  14175
-CONVEX 4323    'GT_PK(2,2)'      14453  24287  14398  24288  24289  14507
-CONVEX 4324    'GT_PK(2,2)'      13873  24290  13933  24291  24292  13813
-CONVEX 4325    'GT_PK(2,2)'      14167  24293  14222  24294  24295  14108
-CONVEX 4326    'GT_PK(2,2)'      14279  24296  14222  24297  24293  14167
-CONVEX 4327    'GT_PK(2,2)'      13871  24298  13749  24299  24300  13811
-CONVEX 4328    'GT_PK(2,2)'      13932  24301  13871  24302  24299  13811
-CONVEX 4329    'GT_PK(2,2)'      13371  24303  13432  24304  24305  13310
-CONVEX 4330    'GT_PK(2,2)'      13492  24306  13371  24307  24308  13430
-CONVEX 4331    'GT_PK(2,2)'      13371  24306  13492  24303  24309  13432
-CONVEX 4332    'GT_PK(2,2)'      13432  24310  13373  24305  24311  13310
-CONVEX 4333    'GT_PK(2,2)'      13558  24312  13683  24313  24314  13620
-CONVEX 4334    'GT_PK(2,2)'      13492  24315  13558  24316  24313  13620
-CONVEX 4335    'GT_PK(2,2)'      13494  24317  13558  24318  24319  13430
-CONVEX 4336    'GT_PK(2,2)'      13558  24315  13492  24319  24307  13430
-CONVEX 4337    'GT_PK(2,2)'      14551  24320  14604  24321  24322  14657
-CONVEX 4338    'GT_PK(2,2)'      14604  24320  14551  24323  24324  14497
-CONVEX 4339    'GT_PK(2,2)'      14151  24325  14208  24326  24327  14093
-CONVEX 4340    'GT_PK(2,2)'      14208  24325  14151  24328  24329  14263
-CONVEX 4341    'GT_PK(2,2)'      14151  24330  14033  24331  24332  14092
-CONVEX 4342    'GT_PK(2,2)'      13977  24333  14033  24198  24334  14093
-CONVEX 4343    'GT_PK(2,2)'      14033  24330  14151  24334  24326  14093
-CONVEX 4344    'GT_PK(2,2)'      14209  24335  14092  24336  19629  14154
-CONVEX 4345    'GT_PK(2,2)'      14151  24337  14209  24329  24338  14263
-CONVEX 4346    'GT_PK(2,2)'      14209  24337  14151  24335  24331  14092
-CONVEX 4347    'GT_PK(2,2)'      14541  24339  14592  17358  24340  14647
-CONVEX 4348    'GT_PK(2,2)'      14486  24341  14592  19631  24339  14541
-CONVEX 4349    'GT_PK(2,2)'      13917  24342  13978  24343  24344  14034
-CONVEX 4350    'GT_PK(2,2)'      38  24345  514  17532  24068  499
-CONVEX 4351    'GT_PK(2,2)'      15552  24346  15511  17374  24347  15476
-CONVEX 4352    'GT_PK(2,2)'      15473  24348  15511  23840  24349  15550
-CONVEX 4353    'GT_PK(2,2)'      15626  24350  15588  17172  24351  15659
-CONVEX 4354    'GT_PK(2,2)'      15550  24352  15588  23841  24353  15514
-CONVEX 4355    'GT_PK(2,2)'      15588  24354  15553  24353  23833  15514
-CONVEX 4356    'GT_PK(2,2)'      15553  24354  15588  23837  24350  15626
-CONVEX 4357    'GT_PK(2,2)'      15722  24355  15750  16307  24356  366
-CONVEX 4358    'GT_PK(2,2)'      15689  24357  15750  19633  24355  15722
-CONVEX 4359    'GT_PK(2,2)'      366  24356  15750  24358  24359  368
-CONVEX 4360    'GT_PK(2,2)'      15621  24360  15689  24361  19634  15659
-CONVEX 4361    'GT_PK(2,2)'      15588  24362  15621  24351  24361  15659
-CONVEX 4362    'GT_PK(2,2)'      15621  24362  15588  24363  24352  15550
-CONVEX 4363    'GT_PK(2,2)'      514  24364  39  24073  24365  525
-CONVEX 4364    'GT_PK(2,2)'      15592  24366  15552  24367  17375  15517
-CONVEX 4365    'GT_PK(2,2)'      15557  24368  15592  24369  24367  15517
-CONVEX 4366    'GT_PK(2,2)'      15592  24368  15557  24370  24371  15629
-CONVEX 4367    'GT_PK(2,2)'      15658  24372  15623  24373  24374  15690
-CONVEX 4368    'GT_PK(2,2)'      378  24375  376  24376  24377  15839
-CONVEX 4369    'GT_PK(2,2)'      39  24364  514  24378  24345  38
-CONVEX 4370    'GT_PK(2,2)'      906  24379  947  16641  24032  986
-CONVEX 4371    'GT_PK(2,2)'      947  24379  906  24380  24381  871
-CONVEX 4372    'GT_PK(2,2)'      15835  24382  376  24383  24384  374
-CONVEX 4373    'GT_PK(2,2)'      376  24382  15835  24377  24385  15839
-CONVEX 4374    'GT_PK(2,2)'      906  24386  832  24381  24387  871
-CONVEX 4375    'GT_PK(2,2)'      832  24386  906  16181  16658  867
-CONVEX 4376    'GT_PK(2,2)'      387  24388  15905  24389  24390  389
-CONVEX 4377    'GT_PK(2,2)'      12167  24391  12092  19644  24392  12229
-CONVEX 4378    'GT_PK(2,2)'      12763  24393  12696  19772  24394  12828
-CONVEX 4379    'GT_PK(2,2)'      12156  24395  12088  24396  24397  12019
-CONVEX 4380    'GT_PK(2,2)'      11951  24398  12088  24399  24400  12022
-CONVEX 4381    'GT_PK(2,2)'      11951  24401  11880  24402  24403  12019
-CONVEX 4382    'GT_PK(2,2)'      12088  24398  11951  24397  24402  12019
-CONVEX 4383    'GT_PK(2,2)'      12088  24404  12160  24400  24405  12022
-CONVEX 4384    'GT_PK(2,2)'      12092  24406  12160  24392  24407  12229
-CONVEX 4385    'GT_PK(2,2)'      12160  24406  12092  24405  24408  12022
-CONVEX 4386    'GT_PK(2,2)'      9786  24409  9861  24410  24411  9714
-CONVEX 4387    'GT_PK(2,2)'      9861  24412  9789  24411  24413  9714
-CONVEX 4388    'GT_PK(2,2)'      9789  24412  9861  24414  24415  9937
-CONVEX 4389    'GT_PK(2,2)'      11604  24416  11464  24417  24418  11532
-CONVEX 4390    'GT_PK(2,2)'      11673  24419  11604  24420  24417  11532
-CONVEX 4391    'GT_PK(2,2)'      11604  24419  11673  24421  24422  11743
-CONVEX 4392    'GT_PK(2,2)'      11740  24423  11600  19645  24424  11670
-CONVEX 4393    'GT_PK(2,2)'      11600  24425  11528  24424  24426  11670
-CONVEX 4394    'GT_PK(2,2)'      11600  24427  11673  24428  24420  11532
-CONVEX 4395    'GT_PK(2,2)'      11673  24427  11600  24429  24423  11740
-CONVEX 4396    'GT_PK(2,2)'      11369  24430  11442  19674  24431  11299
-CONVEX 4397    'GT_PK(2,2)'      10871  24432  10947  24433  24434  10801
-CONVEX 4398    'GT_PK(2,2)'      11089  24435  11231  24436  24437  11161
-CONVEX 4399    'GT_PK(2,2)'      10583  24438  10727  24439  24440  10657
-CONVEX 4400    'GT_PK(2,2)'      10657  24440  10727  17380  24441  10801
-CONVEX 4401    'GT_PK(2,2)'      10727  24442  10871  24441  24433  10801
-CONVEX 4402    'GT_PK(2,2)'      10727  24438  10583  24443  19665  10654
-CONVEX 4403    'GT_PK(2,2)'      9994  24444  10142  24445  24446  10069
-CONVEX 4404    'GT_PK(2,2)'      9994  24447  9918  24448  17670  10066
-CONVEX 4405    'GT_PK(2,2)'      10142  24444  9994  19651  24448  10066
-CONVEX 4406    'GT_PK(2,2)'      10069  24449  10218  24450  24451  10145
-CONVEX 4407    'GT_PK(2,2)'      10142  24452  10218  24446  24449  10069
-CONVEX 4408    'GT_PK(2,2)'      10363  24453  10288  24454  19653  10435
-CONVEX 4409    'GT_PK(2,2)'      10288  24453  10363  19655  24455  10215
-CONVEX 4410    'GT_PK(2,2)'      11721  24456  11649  24457  19720  11790
-CONVEX 4411    'GT_PK(2,2)'      11444  24458  11585  24459  24460  11516
-CONVEX 4412    'GT_PK(2,2)'      11945  24461  12015  24462  24463  11878
-CONVEX 4413    'GT_PK(2,2)'      11880  24464  11948  24403  24465  12019
-CONVEX 4414    'GT_PK(2,2)'      11948  24464  11880  24466  19649  11809
-CONVEX 4415    'GT_PK(2,2)'      11878  24467  11948  24468  24466  11809
-CONVEX 4416    'GT_PK(2,2)'      12015  24469  11948  24463  24467  11878
-CONVEX 4417    'GT_PK(2,2)'      11297  24470  11439  19676  24471  11369
-CONVEX 4418    'GT_PK(2,2)'      11366  24472  11437  24473  19714  11509
-CONVEX 4419    'GT_PK(2,2)'      11437  24472  11366  24474  24475  11294
-CONVEX 4420    'GT_PK(2,2)'      11439  24476  11366  24477  24473  11509
-CONVEX 4421    'GT_PK(2,2)'      11366  24476  11439  24478  24470  11297
-CONVEX 4422    'GT_PK(2,2)'      11012  24479  10867  19671  24480  10939
-CONVEX 4423    'GT_PK(2,2)'      11156  24481  11012  24482  19669  11082
-CONVEX 4424    'GT_PK(2,2)'      11227  24483  11156  19677  24482  11082
-CONVEX 4425    'GT_PK(2,2)'      11156  24483  11227  24484  19673  11299
-CONVEX 4426    'GT_PK(2,2)'      11229  24485  11156  24486  24484  11299
-CONVEX 4427    'GT_PK(2,2)'      11152  24487  11080  19694  24488  11008
-CONVEX 4428    'GT_PK(2,2)'      11010  24489  11080  19683  24490  11154
-CONVEX 4429    'GT_PK(2,2)'      11061  24491  10917  24492  19696  10989
-CONVEX 4430    'GT_PK(2,2)'      12260  24493  12329  24494  24495  12192
-CONVEX 4431    'GT_PK(2,2)'      12124  24496  12260  19703  24494  12192
-CONVEX 4432    'GT_PK(2,2)'      11846  24497  11915  24498  19705  11985
-CONVEX 4433    'GT_PK(2,2)'      11846  24499  11777  24500  24501  11706
-CONVEX 4434    'GT_PK(2,2)'      12126  24502  12262  24503  24504  12194
-CONVEX 4435    'GT_PK(2,2)'      12329  24505  12262  24495  24506  12192
-CONVEX 4436    'GT_PK(2,2)'      12262  24502  12126  24506  19710  12192
-CONVEX 4437    'GT_PK(2,2)'      12600  24507  12533  24508  24509  12666
-CONVEX 4438    'GT_PK(2,2)'      12533  24507  12600  24510  24511  12467
-CONVEX 4439    'GT_PK(2,2)'      12258  24512  12188  24513  24514  12325
-CONVEX 4440    'GT_PK(2,2)'      12188  24515  12256  24514  24516  12325
-CONVEX 4441    'GT_PK(2,2)'      11702  24517  11561  24518  24519  11630
-CONVEX 4442    'GT_PK(2,2)'      12256  24520  12186  24521  24522  12323
-CONVEX 4443    'GT_PK(2,2)'      12390  24523  12457  24524  24525  12525
-CONVEX 4444    'GT_PK(2,2)'      12457  24523  12390  24526  24527  12321
-CONVEX 4445    'GT_PK(2,2)'      12595  24528  12660  24529  24530  12727
-CONVEX 4446    'GT_PK(2,2)'      12660  24528  12595  24531  24532  12527
-CONVEX 4447    'GT_PK(2,2)'      12459  24533  12390  24534  24524  12525
-CONVEX 4448    'GT_PK(2,2)'      12390  24533  12459  24535  24536  12323
-CONVEX 4449    'GT_PK(2,2)'      12256  24537  12392  24516  24538  12325
-CONVEX 4450    'GT_PK(2,2)'      12392  24537  12256  24539  24521  12323
-CONVEX 4451    'GT_PK(2,2)'      12459  24540  12392  24536  24539  12323
-CONVEX 4452    'GT_PK(2,2)'      12392  24540  12459  24541  24542  12527
-CONVEX 4453    'GT_PK(2,2)'      11424  24543  11496  24544  24545  11354
-CONVEX 4454    'GT_PK(2,2)'      11647  24546  11578  24547  19712  11507
-CONVEX 4455    'GT_PK(2,2)'      11647  24548  11719  24546  19715  11578
-CONVEX 4456    'GT_PK(2,2)'      12134  24549  11995  24550  24551  12063
-CONVEX 4457    'GT_PK(2,2)'      12065  24552  11995  24553  24549  12134
-CONVEX 4458    'GT_PK(2,2)'      11364  24554  11435  24555  24556  11507
-CONVEX 4459    'GT_PK(2,2)'      11364  24557  11294  24558  19690  11221
-CONVEX 4460    'GT_PK(2,2)'      11437  24559  11364  19713  24555  11507
-CONVEX 4461    'GT_PK(2,2)'      11364  24559  11437  24557  24474  11294
-CONVEX 4462    'GT_PK(2,2)'      11645  24560  11505  24561  24562  11574
-CONVEX 4463    'GT_PK(2,2)'      11292  24563  11149  24564  24565  11219
-CONVEX 4464    'GT_PK(2,2)'      11149  24563  11292  19686  24566  11221
-CONVEX 4465    'GT_PK(2,2)'      11292  24567  11364  24566  24558  11221
-CONVEX 4466    'GT_PK(2,2)'      11364  24567  11292  24554  24568  11435
-CONVEX 4467    'GT_PK(2,2)'      12055  24569  11917  19704  24570  11985
-CONVEX 4468    'GT_PK(2,2)'      11917  24571  11846  24570  24498  11985
-CONVEX 4469    'GT_PK(2,2)'      11846  24571  11917  24499  24572  11777
-CONVEX 4470    'GT_PK(2,2)'      11917  24569  12055  24573  19708  11987
-CONVEX 4471    'GT_PK(2,2)'      11929  24574  11790  24575  19718  11858
-CONVEX 4472    'GT_PK(2,2)'      12680  24576  12745  19759  24577  12811
-CONVEX 4473    'GT_PK(2,2)'      12745  24578  12876  24577  24579  12811
-CONVEX 4474    'GT_PK(2,2)'      12876  24578  12745  24580  24581  12809
-CONVEX 4475    'GT_PK(2,2)'      12408  24582  12542  24583  24584  12477
-CONVEX 4476    'GT_PK(2,2)'      12802  24585  12735  24586  24587  12866
-CONVEX 4477    'GT_PK(2,2)'      12932  24588  12802  24589  24586  12866
-CONVEX 4478    'GT_PK(2,2)'      13126  24590  13189  24591  24592  13253
-CONVEX 4479    'GT_PK(2,2)'      13251  24593  13189  19742  24594  13124
-CONVEX 4480    'GT_PK(2,2)'      13193  24595  13255  24596  24597  13318
-CONVEX 4481    'GT_PK(2,2)'      11640  24598  11501  24599  24600  11569
-CONVEX 4482    'GT_PK(2,2)'      11572  24601  11501  24602  24598  11640
-CONVEX 4483    'GT_PK(2,2)'      11921  24603  11989  24604  24605  12059
-CONVEX 4484    'GT_PK(2,2)'      11995  24606  11925  24551  24607  12063
-CONVEX 4485    'GT_PK(2,2)'      11925  24606  11995  24608  24609  11856
-CONVEX 4486    'GT_PK(2,2)'      12331  24610  12264  24611  24612  12194
-CONVEX 4487    'GT_PK(2,2)'      12262  24613  12331  24504  24611  12194
-CONVEX 4488    'GT_PK(2,2)'      12126  24614  12057  19709  24615  11987
-CONVEX 4489    'GT_PK(2,2)'      12057  24614  12126  24616  24503  12194
-CONVEX 4490    'GT_PK(2,2)'      11989  24617  12128  24605  24618  12059
-CONVEX 4491    'GT_PK(2,2)'      12264  24619  12128  24612  24620  12194
-CONVEX 4492    'GT_PK(2,2)'      12128  24621  12057  24620  24616  12194
-CONVEX 4493    'GT_PK(2,2)'      12057  24621  12128  24622  24617  11989
-CONVEX 4494    'GT_PK(2,2)'      11921  24623  11850  24603  24624  11989
-CONVEX 4495    'GT_PK(2,2)'      12672  24625  12604  24626  24627  12737
-CONVEX 4496    'GT_PK(2,2)'      12535  24628  12600  24629  24630  12668
-CONVEX 4497    'GT_PK(2,2)'      12600  24628  12535  24511  24631  12467
-CONVEX 4498    'GT_PK(2,2)'      12662  24632  12595  24633  24529  12727
-CONVEX 4499    'GT_PK(2,2)'      12595  24632  12662  24634  24635  12529
-CONVEX 4500    'GT_PK(2,2)'      12662  24636  12597  24635  24637  12529
-CONVEX 4501    'GT_PK(2,2)'      12597  24636  12662  24638  24639  12729
-CONVEX 4502    'GT_PK(2,2)'      12930  24640  12997  24641  24642  12866
-CONVEX 4503    'GT_PK(2,2)'      12997  24643  12932  24642  24589  12866
-CONVEX 4504    'GT_PK(2,2)'      12930  24644  12800  19721  24645  12864
-CONVEX 4505    'GT_PK(2,2)'      12800  24644  12930  24646  24641  12866
-CONVEX 4506    'GT_PK(2,2)'      12800  24647  12735  24648  24649  12668
-CONVEX 4507    'GT_PK(2,2)'      12735  24647  12800  24587  24646  12866
-CONVEX 4508    'GT_PK(2,2)'      12469  24650  12602  24651  24652  12537
-CONVEX 4509    'GT_PK(2,2)'      12735  24653  12602  24649  24654  12668
-CONVEX 4510    'GT_PK(2,2)'      12602  24655  12535  24654  24629  12668
-CONVEX 4511    'GT_PK(2,2)'      12535  24655  12602  24656  24650  12469
-CONVEX 4512    'GT_PK(2,2)'      13120  24657  13185  19728  24658  13057
-CONVEX 4513    'GT_PK(2,2)'      12993  24659  12926  19726  24660  13055
-CONVEX 4514    'GT_PK(2,2)'      12928  24661  12993  24662  19727  13057
-CONVEX 4515    'GT_PK(2,2)'      12928  24662  13057  24663  24664  12995
-CONVEX 4516    'GT_PK(2,2)'      12864  24665  12928  19723  24663  12995
-CONVEX 4517    'GT_PK(2,2)'      13059  24666  13187  24667  19741  13124
-CONVEX 4518    'GT_PK(2,2)'      12997  24668  13059  24669  24667  13124
-CONVEX 4519    'GT_PK(2,2)'      13059  24668  12997  24670  24640  12930
-CONVEX 4520    'GT_PK(2,2)'      13059  24670  12930  24671  19722  12995
-CONVEX 4521    'GT_PK(2,2)'      12423  24672  12490  24673  24674  12558
-CONVEX 4522    'GT_PK(2,2)'      12691  24675  12626  24676  24677  12558
-CONVEX 4523    'GT_PK(2,2)'      12691  24678  12755  24679  19739  12822
-CONVEX 4524    'GT_PK(2,2)'      12626  24680  12492  24677  24681  12558
-CONVEX 4525    'GT_PK(2,2)'      12492  24682  12423  24681  24673  12558
-CONVEX 4526    'GT_PK(2,2)'      12423  24682  12492  24683  24684  12357
-CONVEX 4527    'GT_PK(2,2)'      12492  24680  12626  24685  19733  12560
-CONVEX 4528    'GT_PK(2,2)'      12490  24686  12623  24674  24687  12558
-CONVEX 4529    'GT_PK(2,2)'      12623  24688  12691  24687  24676  12558
-CONVEX 4530    'GT_PK(2,2)'      12691  24688  12623  24678  24689  12755
-CONVEX 4531    'GT_PK(2,2)'      13619  24690  13680  24691  24692  13562
-CONVEX 4532    'GT_PK(2,2)'      13255  24693  13380  24597  24694  13318
-CONVEX 4533    'GT_PK(2,2)'      13376  24695  13251  24696  19743  13312
-CONVEX 4534    'GT_PK(2,2)'      13695  24697  13751  17390  24698  13809
-CONVEX 4535    'GT_PK(2,2)'      13635  24699  13751  19745  24697  13695
-CONVEX 4536    'GT_PK(2,2)'      13809  24698  13751  24700  24701  13865
-CONVEX 4537    'GT_PK(2,2)'      13751  24702  13807  24701  24184  13865
-CONVEX 4538    'GT_PK(2,2)'      13393  24703  13515  24704  24705  13455
-CONVEX 4539    'GT_PK(2,2)'      12485  24706  12350  24707  24708  12416
-CONVEX 4540    'GT_PK(2,2)'      12684  24709  12815  24710  24711  12751
-CONVEX 4541    'GT_PK(2,2)'      12551  24712  12485  24713  24707  12416
-CONVEX 4542    'GT_PK(2,2)'      12551  24714  12616  24715  24716  12684
-CONVEX 4543    'GT_PK(2,2)'      12618  24717  12684  24718  24710  12751
-CONVEX 4544    'GT_PK(2,2)'      12686  24719  12618  24720  24718  12751
-CONVEX 4545    'GT_PK(2,2)'      12551  24721  12618  24712  24722  12485
-CONVEX 4546    'GT_PK(2,2)'      12618  24721  12551  24717  24715  12684
-CONVEX 4547    'GT_PK(2,2)'      12963  24723  13028  24724  24725  13094
-CONVEX 4548    'GT_PK(2,2)'      12963  24726  12901  24727  19789  12834
-CONVEX 4549    'GT_PK(2,2)'      13031  24728  12963  23925  24724  13094
-CONVEX 4550    'GT_PK(2,2)'      12901  24726  12963  19790  24728  13031
-CONVEX 4551    'GT_PK(2,2)'      13157  24729  13028  24730  19768  13090
-CONVEX 4552    'GT_PK(2,2)'      13028  24729  13157  24725  24731  13094
-CONVEX 4553    'GT_PK(2,2)'      13157  24732  13222  24731  23927  13094
-CONVEX 4554    'GT_PK(2,2)'      13222  24732  13157  24733  24734  13283
-CONVEX 4555    'GT_PK(2,2)'      12898  24735  12831  24736  19770  12961
-CONVEX 4556    'GT_PK(2,2)'      13028  24737  12898  19769  24736  12961
-CONVEX 4557    'GT_PK(2,2)'      12898  24738  12963  24739  24727  12834
-CONVEX 4558    'GT_PK(2,2)'      12963  24738  12898  24723  24737  13028
-CONVEX 4559    'GT_PK(2,2)'      12365  24740  12298  24741  19643  12229
-CONVEX 4560    'GT_PK(2,2)'      12626  24742  12758  19735  24743  12693
-CONVEX 4561    'GT_PK(2,2)'      12758  24744  12825  24743  24745  12693
-CONVEX 4562    'GT_PK(2,2)'      12758  24746  12890  24744  19798  12825
-CONVEX 4563    'GT_PK(2,2)'      12890  24746  12758  19801  24747  12822
-CONVEX 4564    'GT_PK(2,2)'      12758  24748  12691  24747  24679  12822
-CONVEX 4565    'GT_PK(2,2)'      12691  24748  12758  24675  24742  12626
-CONVEX 4566    'GT_PK(2,2)'      581  24749  643  24750  16044  617
-CONVEX 4567    'GT_PK(2,2)'      563  24751  581  17469  24750  617
-CONVEX 4568    'GT_PK(2,2)'      471  24752  480  17470  24753  513
-CONVEX 4569    'GT_PK(2,2)'      480  24752  471  24754  17475  445
-CONVEX 4570    'GT_PK(2,2)'      468  24755  480  17477  24754  445
-CONVEX 4571    'GT_PK(2,2)'      509  24756  468  24757  17479  492
-CONVEX 4572    'GT_PK(2,2)'      533  24758  509  17504  24757  492
-CONVEX 4573    'GT_PK(2,2)'      554  24759  509  19803  24758  533
-CONVEX 4574    'GT_PK(2,2)'      509  24760  480  24756  24755  468
-CONVEX 4575    'GT_PK(2,2)'      530  24761  551  17512  24762  503
-CONVEX 4576    'GT_PK(2,2)'      551  24763  526  24762  19840  503
-CONVEX 4577    'GT_PK(2,2)'      551  24764  583  24765  19848  605
-CONVEX 4578    'GT_PK(2,2)'      583  24764  551  19846  24761  530
-CONVEX 4579    'GT_PK(2,2)'      666  24766  636  24767  24768  699
-CONVEX 4580    'GT_PK(2,2)'      636  24766  666  24769  20822  606
-CONVEX 4581    'GT_PK(2,2)'      636  24770  578  24771  19827  604
-CONVEX 4582    'GT_PK(2,2)'      578  24770  636  19835  24769  606
-CONVEX 4583    'GT_PK(2,2)'      797  24772  832  16074  16182  761
-CONVEX 4584    'GT_PK(2,2)'      834  24773  797  24774  16072  763
-CONVEX 4585    'GT_PK(2,2)'      667  24775  733  19879  24776  698
-CONVEX 4586    'GT_PK(2,2)'      917  24777  879  24778  24779  842
-CONVEX 4587    'GT_PK(2,2)'      653  24780  624  24781  24782  595
-CONVEX 4588    'GT_PK(2,2)'      624  24780  653  24783  24784  683
-CONVEX 4589    'GT_PK(2,2)'      705  24785  667  24786  19881  641
-CONVEX 4590    'GT_PK(2,2)'      705  24787  733  24785  24775  667
-CONVEX 4591    'GT_PK(2,2)'      676  24788  705  24789  24786  641
-CONVEX 4592    'GT_PK(2,2)'      566  24790  543  24791  24792  518
-CONVEX 4593    'GT_PK(2,2)'      543  24790  566  24793  24794  595
-CONVEX 4594    'GT_PK(2,2)'      519  24795  541  19883  24796  494
-CONVEX 4595    'GT_PK(2,2)'      541  24797  592  24798  24799  565
-CONVEX 4596    'GT_PK(2,2)'      517  24800  541  19845  24798  565
-CONVEX 4597    'GT_PK(2,2)'      494  24796  541  19864  24800  517
-CONVEX 4598    'GT_PK(2,2)'      1416  24801  1319  21667  24802  1367
-CONVEX 4599    'GT_PK(2,2)'      1322  24803  1418  24804  21669  1367
-CONVEX 4600    'GT_PK(2,2)'      703  24805  739  19887  24806  770
-CONVEX 4601    'GT_PK(2,2)'      739  24807  808  24806  24808  770
-CONVEX 4602    'GT_PK(2,2)'      808  24807  739  19888  24809  776
-CONVEX 4603    'GT_PK(2,2)'      614  24810  585  24811  24812  642
-CONVEX 4604    'GT_PK(2,2)'      877  24813  917  24814  24778  842
-CONVEX 4605    'GT_PK(2,2)'      877  24815  840  24816  24817  915
-CONVEX 4606    'GT_PK(2,2)'      840  24818  878  24817  24819  915
-CONVEX 4607    'GT_PK(2,2)'      888  24820  924  24821  24822  848
-CONVEX 4608    'GT_PK(2,2)'      1044  24823  1092  24824  24825  1132
-CONVEX 4609    'GT_PK(2,2)'      453  24826  464  24827  24828  490
-CONVEX 4610    'GT_PK(2,2)'      464  24829  26  24830  24831  28
-CONVEX 4611    'GT_PK(2,2)'      26  24829  464  24832  24826  453
-CONVEX 4612    'GT_PK(2,2)'      32  24833  473  24834  24835  30
-CONVEX 4613    'GT_PK(2,2)'      449  24836  430  24837  24838  462
-CONVEX 4614    'GT_PK(2,2)'      422  24839  424  24840  16413  4
-CONVEX 4615    'GT_PK(2,2)'      422  24840  4  24841  24842  6
-CONVEX 4616    'GT_PK(2,2)'      430  24843  422  24844  24841  6
-CONVEX 4617    'GT_PK(2,2)'      422  24843  430  24845  24836  449
-CONVEX 4618    'GT_PK(2,2)'      6870  24846  6942  24847  24848  7018
-CONVEX 4619    'GT_PK(2,2)'      6870  24849  6796  24850  24851  6721
-CONVEX 4620    'GT_PK(2,2)'      6794  24852  6870  24853  24850  6721
-CONVEX 4621    'GT_PK(2,2)'      6870  24852  6794  24846  24854  6942
-CONVEX 4622    'GT_PK(2,2)'      6942  24854  6794  24855  24856  6866
-CONVEX 4623    'GT_PK(2,2)'      6794  24857  6718  24856  24858  6866
-CONVEX 4624    'GT_PK(2,2)'      6795  24859  6647  24860  20124  6722
-CONVEX 4625    'GT_PK(2,2)'      6943  24861  6869  24862  24863  7017
-CONVEX 4626    'GT_PK(2,2)'      6796  24864  6869  24865  24866  6722
-CONVEX 4627    'GT_PK(2,2)'      6869  24867  6795  24866  24860  6722
-CONVEX 4628    'GT_PK(2,2)'      6795  24867  6869  24868  24861  6943
-CONVEX 4629    'GT_PK(2,2)'      6944  24869  6870  24870  24847  7018
-CONVEX 4630    'GT_PK(2,2)'      6870  24869  6944  24849  24871  6796
-CONVEX 4631    'GT_PK(2,2)'      6869  24872  6944  24863  24873  7017
-CONVEX 4632    'GT_PK(2,2)'      6944  24872  6869  24871  24864  6796
-CONVEX 4633    'GT_PK(2,2)'      7242  24874  7166  24875  24876  7315
-CONVEX 4634    'GT_PK(2,2)'      7166  24877  7238  24876  24878  7315
-CONVEX 4635    'GT_PK(2,2)'      7293  24879  7238  24880  24881  7153
-CONVEX 4636    'GT_PK(2,2)'      7293  24880  7153  24882  20131  7218
-CONVEX 4637    'GT_PK(2,2)'      7293  24883  7359  24884  24885  7434
-CONVEX 4638    'GT_PK(2,2)'      7359  24883  7293  20109  24882  7218
-CONVEX 4639    'GT_PK(2,2)'      7238  24886  7091  24881  24887  7153
-CONVEX 4640    'GT_PK(2,2)'      6942  24888  7091  24848  24889  7018
-CONVEX 4641    'GT_PK(2,2)'      7091  24890  7166  24889  24891  7018
-CONVEX 4642    'GT_PK(2,2)'      7166  24890  7091  24877  24886  7238
-CONVEX 4643    'GT_PK(2,2)'      7515  24892  7377  20102  24893  7434
-CONVEX 4644    'GT_PK(2,2)'      7377  24894  7293  24893  24884  7434
-CONVEX 4645    'GT_PK(2,2)'      7293  24894  7377  24879  24895  7238
-CONVEX 4646    'GT_PK(2,2)'      7238  24895  7377  24878  24896  7315
-CONVEX 4647    'GT_PK(2,2)'      7377  24897  7465  24896  24898  7315
-CONVEX 4648    'GT_PK(2,2)'      7465  24897  7377  24899  24892  7515
-CONVEX 4649    'GT_PK(2,2)'      7390  24900  7242  24901  24875  7315
-CONVEX 4650    'GT_PK(2,2)'      7465  24902  7390  24898  24901  7315
-CONVEX 4651    'GT_PK(2,2)'      7533  24903  7390  24904  24902  7465
-CONVEX 4652    'GT_PK(2,2)'      7390  24903  7533  24905  19921  7450
-CONVEX 4653    'GT_PK(2,2)'      7615  24906  7465  24907  24899  7515
-CONVEX 4654    'GT_PK(2,2)'      7650  24908  7615  20104  24907  7515
-CONVEX 4655    'GT_PK(2,2)'      7533  24909  7615  19920  24910  7666
-CONVEX 4656    'GT_PK(2,2)'      7615  24909  7533  24906  24904  7465
-CONVEX 4657    'GT_PK(2,2)'      7615  24911  7766  24910  17548  7666
-CONVEX 4658    'GT_PK(2,2)'      7615  24908  7650  24911  24912  7766
-CONVEX 4659    'GT_PK(2,2)'      7782  24913  7650  24914  20105  7705
-CONVEX 4660    'GT_PK(2,2)'      7782  24915  7856  24916  24917  7932
-CONVEX 4661    'GT_PK(2,2)'      7856  24915  7782  24918  24914  7705
-CONVEX 4662    'GT_PK(2,2)'      7650  24913  7782  24912  24919  7766
-CONVEX 4663    'GT_PK(2,2)'      7921  24920  7782  19909  24916  7932
-CONVEX 4664    'GT_PK(2,2)'      7766  24919  7782  17550  24920  7921
-CONVEX 4665    'GT_PK(2,2)'      6567  24921  6716  24922  24923  6641
-CONVEX 4666    'GT_PK(2,2)'      6491  24924  6567  24925  24922  6641
-CONVEX 4667    'GT_PK(2,2)'      6567  24924  6491  24926  19923  6420
-CONVEX 4668    'GT_PK(2,2)'      6567  24926  6420  24927  24928  6493
-CONVEX 4669    'GT_PK(2,2)'      6791  24929  6935  24930  19910  6861
-CONVEX 4670    'GT_PK(2,2)'      6716  24931  6791  24932  24930  6861
-CONVEX 4671    'GT_PK(2,2)'      6935  24929  6791  24933  24934  6865
-CONVEX 4672    'GT_PK(2,2)'      7086  24935  7016  24936  24937  7160
-CONVEX 4673    'GT_PK(2,2)'      7016  24935  7086  24938  24939  6941
-CONVEX 4674    'GT_PK(2,2)'      7086  24940  7012  24939  24941  6941
-CONVEX 4675    'GT_PK(2,2)'      7012  24940  7086  24942  24943  7152
-CONVEX 4676    'GT_PK(2,2)'      6791  24944  6717  24934  24945  6865
-CONVEX 4677    'GT_PK(2,2)'      6421  24946  6568  24947  24948  6493
-CONVEX 4678    'GT_PK(2,2)'      6423  24949  6274  24950  24951  6349
-CONVEX 4679    'GT_PK(2,2)'      6349  24952  6201  24953  24954  6276
-CONVEX 4680    'GT_PK(2,2)'      6274  24955  6201  24951  24952  6349
-CONVEX 4681    'GT_PK(2,2)'      7588  24956  7717  24957  24958  7648
-CONVEX 4682    'GT_PK(2,2)'      7717  24956  7588  24959  19919  7666
-CONVEX 4683    'GT_PK(2,2)'      7717  24960  7790  24961  17541  7859
-CONVEX 4684    'GT_PK(2,2)'      7790  24960  7717  17549  24959  7666
-CONVEX 4685    'GT_PK(2,2)'      6420  24962  6346  24928  24963  6493
-CONVEX 4686    'GT_PK(2,2)'      6346  24964  6421  24963  24947  6493
-CONVEX 4687    'GT_PK(2,2)'      6271  24965  6420  24966  19924  6344
-CONVEX 4688    'GT_PK(2,2)'      6196  24967  6271  24968  24966  6344
-CONVEX 4689    'GT_PK(2,2)'      6271  24969  6346  24965  24962  6420
-CONVEX 4690    'GT_PK(2,2)'      6346  24969  6271  24970  24971  6198
-CONVEX 4691    'GT_PK(2,2)'      3992  24972  3925  24973  19929  3857
-CONVEX 4692    'GT_PK(2,2)'      3925  24972  3992  19969  24974  4061
-CONVEX 4693    'GT_PK(2,2)'      4053  24975  4122  19939  24976  3986
-CONVEX 4694    'GT_PK(2,2)'      4122  24975  4053  24977  19940  4190
-CONVEX 4695    'GT_PK(2,2)'      4467  24978  4397  17553  24979  4536
-CONVEX 4696    'GT_PK(2,2)'      4397  24980  4258  24981  19965  4327
-CONVEX 4697    'GT_PK(2,2)'      4335  24982  4473  24983  24984  4405
-CONVEX 4698    'GT_PK(2,2)'      4406  24985  4545  24986  24987  4474
-CONVEX 4699    'GT_PK(2,2)'      3793  24988  3724  24989  19977  3859
-CONVEX 4700    'GT_PK(2,2)'      3724  24988  3793  19973  24990  3659
-CONVEX 4701    'GT_PK(2,2)'      3928  24991  3860  24992  24993  3794
-CONVEX 4702    'GT_PK(2,2)'      3861  24994  3928  24995  24992  3794
-CONVEX 4703    'GT_PK(2,2)'      3996  24996  3928  24997  24994  3861
-CONVEX 4704    'GT_PK(2,2)'      4758  24998  4827  24999  25000  4899
-CONVEX 4705    'GT_PK(2,2)'      4758  25001  4687  25002  25003  4617
-CONVEX 4706    'GT_PK(2,2)'      4897  25004  4827  25005  25006  4756
-CONVEX 4707    'GT_PK(2,2)'      4687  25007  4547  25003  25008  4617
-CONVEX 4708    'GT_PK(2,2)'      4477  25009  4547  25010  25011  4408
-CONVEX 4709    'GT_PK(2,2)'      4547  25009  4477  25008  25012  4617
-CONVEX 4710    'GT_PK(2,2)'      4477  25013  4546  25012  25014  4617
-CONVEX 4711    'GT_PK(2,2)'      4546  25013  4477  19970  25015  4407
-CONVEX 4712    'GT_PK(2,2)'      4407  25016  4337  19972  25017  4475
-CONVEX 4713    'GT_PK(2,2)'      4475  25017  4337  25018  25019  4405
-CONVEX 4714    'GT_PK(2,2)'      4615  25020  4546  25021  19971  4475
-CONVEX 4715    'GT_PK(2,2)'      4546  25022  4686  25014  25023  4617
-CONVEX 4716    'GT_PK(2,2)'      4686  25024  4758  25023  25002  4617
-CONVEX 4717    'GT_PK(2,2)'      4758  25024  4686  24998  25025  4827
-CONVEX 4718    'GT_PK(2,2)'      4827  25025  4686  25006  25026  4756
-CONVEX 4719    'GT_PK(2,2)'      4686  25027  4615  25026  25028  4756
-CONVEX 4720    'GT_PK(2,2)'      4615  25027  4686  25020  25022  4546
-CONVEX 4721    'GT_PK(2,2)'      5037  25029  5109  25030  25031  4966
-CONVEX 4722    'GT_PK(2,2)'      4825  25032  4897  25033  25005  4756
-CONVEX 4723    'GT_PK(2,2)'      4897  25032  4825  25034  25035  4966
-CONVEX 4724    'GT_PK(2,2)'      4823  25036  4754  25037  25038  4682
-CONVEX 4725    'GT_PK(2,2)'      4823  25039  4893  25040  25041  4964
-CONVEX 4726    'GT_PK(2,2)'      3195  25042  3262  25043  25044  3133
-CONVEX 4727    'GT_PK(2,2)'      3657  25045  3724  25046  19974  3592
-CONVEX 4728    'GT_PK(2,2)'      3724  25045  3657  19976  25047  3791
-CONVEX 4729    'GT_PK(2,2)'      3789  25048  3655  25049  25050  3720
-CONVEX 4730    'GT_PK(2,2)'      3456  25051  3523  25052  25053  3391
-CONVEX 4731    'GT_PK(2,2)'      3523  25054  3458  25053  25055  3391
-CONVEX 4732    'GT_PK(2,2)'      2046  25056  2160  25057  19979  2104
-CONVEX 4733    'GT_PK(2,2)'      1992  25058  2046  25059  25057  2104
-CONVEX 4734    'GT_PK(2,2)'      2160  25060  2274  19978  25061  2216
-CONVEX 4735    'GT_PK(2,2)'      2391  25062  2274  25063  25064  2333
-CONVEX 4736    'GT_PK(2,2)'      2634  25065  2759  25066  25067  2697
-CONVEX 4737    'GT_PK(2,2)'      2634  25068  2512  25069  20677  2572
-CONVEX 4738    'GT_PK(2,2)'      3129  25070  3064  25071  19982  3191
-CONVEX 4739    'GT_PK(2,2)'      3258  25072  3129  25073  25071  3191
-CONVEX 4740    'GT_PK(2,2)'      3129  25072  3258  25074  19986  3193
-CONVEX 4741    'GT_PK(2,2)'      3189  25075  3125  25076  25077  3254
-CONVEX 4742    'GT_PK(2,2)'      3189  25078  3256  25079  19984  3127
-CONVEX 4743    'GT_PK(2,2)'      3319  25080  3189  25081  25076  3254
-CONVEX 4744    'GT_PK(2,2)'      3189  25080  3319  25078  25082  3256
-CONVEX 4745    'GT_PK(2,2)'      3325  25083  3262  25084  25042  3195
-CONVEX 4746    'GT_PK(2,2)'      3262  25083  3325  25085  25086  3391
-CONVEX 4747    'GT_PK(2,2)'      3325  25087  3456  25086  25052  3391
-CONVEX 4748    'GT_PK(2,2)'      3456  25087  3325  25088  25089  3389
-CONVEX 4749    'GT_PK(2,2)'      3260  25090  3193  25091  19987  3323
-CONVEX 4750    'GT_PK(2,2)'      3260  25092  3325  25093  25084  3195
-CONVEX 4751    'GT_PK(2,2)'      3260  25094  3131  25090  25095  3193
-CONVEX 4752    'GT_PK(2,2)'      3131  25094  3260  25096  25093  3195
-CONVEX 4753    'GT_PK(2,2)'      3389  25097  3260  17563  25091  3323
-CONVEX 4754    'GT_PK(2,2)'      3325  25092  3260  25089  25097  3389
-CONVEX 4755    'GT_PK(2,2)'      2940  25098  2876  25099  25100  3002
-CONVEX 4756    'GT_PK(2,2)'      2812  25101  2876  25102  25103  2750
-CONVEX 4757    'GT_PK(2,2)'      2689  25104  2752  25105  19995  2627
-CONVEX 4758    'GT_PK(2,2)'      2689  25106  2626  25107  25108  2750
-CONVEX 4759    'GT_PK(2,2)'      2876  25109  2813  25103  25110  2750
-CONVEX 4760    'GT_PK(2,2)'      2813  25111  2689  25110  25107  2750
-CONVEX 4761    'GT_PK(2,2)'      2689  25111  2813  25104  25112  2752
-CONVEX 4762    'GT_PK(2,2)'      2752  25112  2813  25113  25114  2878
-CONVEX 4763    'GT_PK(2,2)'      2813  25115  2940  25114  25116  2878
-CONVEX 4764    'GT_PK(2,2)'      2940  25115  2813  25098  25109  2876
-CONVEX 4765    'GT_PK(2,2)'      2506  25117  2565  19991  25118  2627
-CONVEX 4766    'GT_PK(2,2)'      2565  25119  2689  25118  25105  2627
-CONVEX 4767    'GT_PK(2,2)'      2689  25119  2565  25106  25120  2626
-CONVEX 4768    'GT_PK(2,2)'      3976  25121  4043  25122  25123  4112
-CONVEX 4769    'GT_PK(2,2)'      4045  25124  3976  25125  25122  4112
-CONVEX 4770    'GT_PK(2,2)'      3976  25124  4045  25126  25127  3909
-CONVEX 4771    'GT_PK(2,2)'      4945  25128  4804  25129  25130  4873
-CONVEX 4772    'GT_PK(2,2)'      5016  25131  4945  25132  25129  4873
-CONVEX 4773    'GT_PK(2,2)'      4108  25133  4177  25134  25135  4246
-CONVEX 4774    'GT_PK(2,2)'      4108  25136  4179  25137  25138  4041
-CONVEX 4775    'GT_PK(2,2)'      4179  25136  4108  25139  25134  4246
-CONVEX 4776    'GT_PK(2,2)'      4110  25140  3974  25141  25142  4041
-CONVEX 4777    'GT_PK(2,2)'      4179  25143  4110  25138  25141  4041
-CONVEX 4778    'GT_PK(2,2)'      3974  25140  4110  25144  25145  4043
-CONVEX 4779    'GT_PK(2,2)'      4463  25146  4532  25147  25148  4603
-CONVEX 4780    'GT_PK(2,2)'      4315  25149  4385  25150  25151  4246
-CONVEX 4781    'GT_PK(2,2)'      4177  25152  4315  25135  25150  4246
-CONVEX 4782    'GT_PK(2,2)'      4383  25153  4315  25154  25155  4244
-CONVEX 4783    'GT_PK(2,2)'      4315  25152  4177  25155  25156  4244
-CONVEX 4784    'GT_PK(2,2)'      4451  25157  4381  20199  25158  4521
-CONVEX 4785    'GT_PK(2,2)'      4311  25159  4242  25160  25161  4173
-CONVEX 4786    'GT_PK(2,2)'      4311  25162  4381  25159  25163  4242
-CONVEX 4787    'GT_PK(2,2)'      3966  25164  4103  25165  19996  4035
-CONVEX 4788    'GT_PK(2,2)'      4103  25166  4240  19998  25167  4173
-CONVEX 4789    'GT_PK(2,2)'      4240  25168  4311  25167  25160  4173
-CONVEX 4790    'GT_PK(2,2)'      4311  25168  4240  25169  25170  4379
-CONVEX 4791    'GT_PK(2,2)'      4379  25170  4240  25171  25172  4309
-CONVEX 4792    'GT_PK(2,2)'      4240  25173  4171  25172  25174  4309
-CONVEX 4793    'GT_PK(2,2)'      4171  25173  4240  25175  25166  4103
-CONVEX 4794    'GT_PK(2,2)'      4030  25176  3894  20003  25177  3961
-CONVEX 4795    'GT_PK(2,2)'      3963  25178  4030  25179  20000  4099
-CONVEX 4796    'GT_PK(2,2)'      3963  25180  3895  25181  25182  3827
-CONVEX 4797    'GT_PK(2,2)'      3894  25183  3963  25184  25181  3827
-CONVEX 4798    'GT_PK(2,2)'      3963  25183  3894  25178  25176  4030
-CONVEX 4799    'GT_PK(2,2)'      3829  25185  3964  25186  25187  3897
-CONVEX 4800    'GT_PK(2,2)'      3964  25185  3829  25188  25189  3895
-CONVEX 4801    'GT_PK(2,2)'      3892  25190  4028  25191  16438  3961
-CONVEX 4802    'GT_PK(2,2)'      3959  25192  3892  25193  25194  3824
-CONVEX 4803    'GT_PK(2,2)'      3892  25192  3959  25190  25195  4028
-CONVEX 4804    'GT_PK(2,2)'      3573  25196  3639  25197  20004  3706
-CONVEX 4805    'GT_PK(2,2)'      3573  25198  3641  25199  20027  3508
-CONVEX 4806    'GT_PK(2,2)'      3641  25198  3573  25200  25197  3706
-CONVEX 4807    'GT_PK(2,2)'      3639  25196  3573  25201  25202  3506
-CONVEX 4808    'GT_PK(2,2)'      3058  25203  3185  25204  25205  3123
-CONVEX 4809    'GT_PK(2,2)'      3423  25206  3357  25207  25208  3292
-CONVEX 4810    'GT_PK(2,2)'      3356  25209  3423  22366  25207  3292
-CONVEX 4811    'GT_PK(2,2)'      3423  25209  3356  25210  25211  3486
-CONVEX 4812    'GT_PK(2,2)'      3101  25212  3036  25213  16213  3163
-CONVEX 4813    'GT_PK(2,2)'      4049  25214  3980  20008  25215  4116
-CONVEX 4814    'GT_PK(2,2)'      3911  25216  3980  20025  25217  3845
-CONVEX 4815    'GT_PK(2,2)'      3641  25218  3774  20030  25219  3708
-CONVEX 4816    'GT_PK(2,2)'      3708  25219  3774  20021  25220  3842
-CONVEX 4817    'GT_PK(2,2)'      3774  25221  3909  25220  25222  3842
-CONVEX 4818    'GT_PK(2,2)'      3774  25218  3641  25223  25200  3706
-CONVEX 4819    'GT_PK(2,2)'      3643  25224  3575  25225  20029  3708
-CONVEX 4820    'GT_PK(2,2)'      3776  25226  3643  20019  25225  3708
-CONVEX 4821    'GT_PK(2,2)'      3575  25227  3444  20028  25228  3508
-CONVEX 4822    'GT_PK(2,2)'      3313  25229  3444  20034  25230  3379
-CONVEX 4823    'GT_PK(2,2)'      3248  25231  3313  25232  20032  3183
-CONVEX 4824    'GT_PK(2,2)'      3649  25233  3782  25234  19943  3716
-CONVEX 4825    'GT_PK(2,2)'      3584  25235  3649  20037  25234  3716
-CONVEX 4826    'GT_PK(2,2)'      3518  25236  3651  25237  25238  3586
-CONVEX 4827    'GT_PK(2,2)'      3518  25239  3584  25236  20035  3651
-CONVEX 4828    'GT_PK(2,2)'      3454  25240  3518  25241  25237  3586
-CONVEX 4829    'GT_PK(2,2)'      3915  25242  3847  19950  25243  3982
-CONVEX 4830    'GT_PK(2,2)'      3780  25244  3847  20038  25242  3915
-CONVEX 4831    'GT_PK(2,2)'      3847  25244  3780  25245  20044  3712
-CONVEX 4832    'GT_PK(2,2)'      3778  25246  3847  25247  25245  3712
-CONVEX 4833    'GT_PK(2,2)'      3710  25248  3776  25249  20024  3845
-CONVEX 4834    'GT_PK(2,2)'      3778  25250  3710  25251  25249  3845
-CONVEX 4835    'GT_PK(2,2)'      3643  25252  3710  25253  25254  3578
-CONVEX 4836    'GT_PK(2,2)'      3710  25252  3643  25248  25226  3776
-CONVEX 4837    'GT_PK(2,2)'      3510  25255  3446  25256  20049  3379
-CONVEX 4838    'GT_PK(2,2)'      3444  25257  3510  25230  25256  3379
-CONVEX 4839    'GT_PK(2,2)'      3510  25257  3444  25258  25227  3575
-CONVEX 4840    'GT_PK(2,2)'      3643  25259  3510  25224  25258  3575
-CONVEX 4841    'GT_PK(2,2)'      3446  25255  3510  25260  25261  3578
-CONVEX 4842    'GT_PK(2,2)'      3510  25259  3643  25261  25253  3578
-CONVEX 4843    'GT_PK(2,2)'      3448  25262  3317  25263  25264  3381
-CONVEX 4844    'GT_PK(2,2)'      3448  25265  3580  25266  20047  3514
-CONVEX 4845    'GT_PK(2,2)'      3187  25267  3060  25268  25269  3123
-CONVEX 4846    'GT_PK(2,2)'      3060  25267  3187  25270  25271  3125
-CONVEX 4847    'GT_PK(2,2)'      3125  25271  3187  25077  25272  3254
-CONVEX 4848    'GT_PK(2,2)'      3187  25273  3317  25272  25274  3254
-CONVEX 4849    'GT_PK(2,2)'      1928  25275  1875  25276  25277  1817
-CONVEX 4850    'GT_PK(2,2)'      2037  25278  2150  25279  25280  2095
-CONVEX 4851    'GT_PK(2,2)'      2150  25278  2037  25281  25282  2094
-CONVEX 4852    'GT_PK(2,2)'      2440  25283  2499  25284  25285  2559
-CONVEX 4853    'GT_PK(2,2)'      4166  25286  4235  25287  17573  4097
-CONVEX 4854    'GT_PK(2,2)'      4166  25288  4304  25286  20066  4235
-CONVEX 4855    'GT_PK(2,2)'      4166  25287  4097  25289  16437  4028
-CONVEX 4856    'GT_PK(2,2)'      4512  25290  4442  25291  20063  4372
-CONVEX 4857    'GT_PK(2,2)'      4512  25292  4582  25290  16443  4442
-CONVEX 4858    'GT_PK(2,2)'      4580  25293  4441  25294  25295  4510
-CONVEX 4859    'GT_PK(2,2)'      4441  25296  4371  25295  20067  4510
-CONVEX 4860    'GT_PK(2,2)'      4371  25296  4441  20070  25297  4302
-CONVEX 4861    'GT_PK(2,2)'      4302  25297  4441  25298  25299  4372
-CONVEX 4862    'GT_PK(2,2)'      4441  25300  4512  25299  25291  4372
-CONVEX 4863    'GT_PK(2,2)'      4512  25300  4441  25301  25293  4580
-CONVEX 4864    'GT_PK(2,2)'      4169  25302  4237  25303  25304  4308
-CONVEX 4865    'GT_PK(2,2)'      4237  25305  4376  25304  25306  4308
-CONVEX 4866    'GT_PK(2,2)'      4237  25302  4169  25307  25308  4099
-CONVEX 4867    'GT_PK(2,2)'      4376  25305  4237  20076  25309  4306
-CONVEX 4868    'GT_PK(2,2)'      4237  25310  4167  25309  17571  4306
-CONVEX 4869    'GT_PK(2,2)'      4167  25310  4237  20001  25307  4099
-CONVEX 4870    'GT_PK(2,2)'      8647  25311  8797  25312  20088  8727
-CONVEX 4871    'GT_PK(2,2)'      8647  25313  8496  25314  25315  8567
-CONVEX 4872    'GT_PK(2,2)'      8647  25316  8720  25311  25317  8797
-CONVEX 4873    'GT_PK(2,2)'      8720  25316  8647  25318  25314  8567
-CONVEX 4874    'GT_PK(2,2)'      8641  25319  8720  25320  25318  8567
-CONVEX 4875    'GT_PK(2,2)'      8720  25319  8641  25321  25322  8791
-CONVEX 4876    'GT_PK(2,2)'      8862  25323  8786  25324  25325  8935
-CONVEX 4877    'GT_PK(2,2)'      8791  25326  8862  25327  25328  8940
-CONVEX 4878    'GT_PK(2,2)'      9246  25329  9174  20099  25330  9318
-CONVEX 4879    'GT_PK(2,2)'      9174  25331  9245  25330  25332  9318
-CONVEX 4880    'GT_PK(2,2)'      9245  25331  9174  25333  25334  9100
-CONVEX 4881    'GT_PK(2,2)'      9172  25335  9242  25336  17618  9098
-CONVEX 4882    'GT_PK(2,2)'      9028  25337  9172  25338  25336  9098
-CONVEX 4883    'GT_PK(2,2)'      7780  25339  7856  25340  24918  7705
-CONVEX 4884    'GT_PK(2,2)'      7780  25341  7634  25342  25343  7704
-CONVEX 4885    'GT_PK(2,2)'      7573  25344  7634  20106  25345  7705
-CONVEX 4886    'GT_PK(2,2)'      7634  25341  7780  25345  25340  7705
-CONVEX 4887    'GT_PK(2,2)'      8011  25346  7860  25347  25348  7940
-CONVEX 4888    'GT_PK(2,2)'      7973  25349  7900  25350  17088  8049
-CONVEX 4889    'GT_PK(2,2)'      8122  25351  7973  23223  25350  8049
-CONVEX 4890    'GT_PK(2,2)'      7900  25349  7973  19008  25352  7823
-CONVEX 4891    'GT_PK(2,2)'      7973  25353  7895  25352  20113  7823
-CONVEX 4892    'GT_PK(2,2)'      8954  25354  8882  20362  25355  8808
-CONVEX 4893    'GT_PK(2,2)'      8742  25356  8670  25357  25358  8588
-CONVEX 4894    'GT_PK(2,2)'      8882  25359  8742  25355  25360  8808
-CONVEX 4895    'GT_PK(2,2)'      8603  25361  8670  25362  25363  8746
-CONVEX 4896    'GT_PK(2,2)'      8507  25364  8656  20119  25365  8588
-CONVEX 4897    'GT_PK(2,2)'      8656  25366  8727  25367  20083  8808
-CONVEX 4898    'GT_PK(2,2)'      8742  25368  8656  25360  25367  8808
-CONVEX 4899    'GT_PK(2,2)'      8656  25368  8742  25365  25357  8588
-CONVEX 4900    'GT_PK(2,2)'      8425  25369  8507  25370  20116  8355
-CONVEX 4901    'GT_PK(2,2)'      8275  25371  8425  25372  25370  8355
-CONVEX 4902    'GT_PK(2,2)'      8496  25373  8416  25315  25374  8567
-CONVEX 4903    'GT_PK(2,2)'      8109  25375  8265  25376  25377  8182
-CONVEX 4904    'GT_PK(2,2)'      8109  25378  8030  25379  25380  7961
-CONVEX 4905    'GT_PK(2,2)'      8030  25378  8109  25381  25376  8182
-CONVEX 4906    'GT_PK(2,2)'      8030  25382  7882  25380  25383  7961
-CONVEX 4907    'GT_PK(2,2)'      6125  25384  6052  25385  25386  6199
-CONVEX 4908    'GT_PK(2,2)'      5614  25387  5469  25388  25389  5544
-CONVEX 4909    'GT_PK(2,2)'      5979  25390  5905  25391  25392  6054
-CONVEX 4910    'GT_PK(2,2)'      6644  25393  6719  25394  25395  6570
-CONVEX 4911    'GT_PK(2,2)'      5905  25396  5981  25392  25397  6054
-CONVEX 4912    'GT_PK(2,2)'      5981  25396  5905  25398  25399  5834
-CONVEX 4913    'GT_PK(2,2)'      6497  25400  6350  20129  25401  6426
-CONVEX 4914    'GT_PK(2,2)'      6203  25402  6350  25403  25404  6276
-CONVEX 4915    'GT_PK(2,2)'      6424  25405  6349  25406  24953  6276
-CONVEX 4916    'GT_PK(2,2)'      6350  25407  6424  25404  25406  6276
-CONVEX 4917    'GT_PK(2,2)'      6424  25407  6350  25408  25400  6497
-CONVEX 4918    'GT_PK(2,2)'      7818  25409  7745  25410  20112  7895
-CONVEX 4919    'GT_PK(2,2)'      7435  25411  7505  25412  25413  7360
-CONVEX 4920    'GT_PK(2,2)'      7505  25411  7435  25414  20169  7585
-CONVEX 4921    'GT_PK(2,2)'      7282  25415  7356  25416  25417  7209
-CONVEX 4922    'GT_PK(2,2)'      6999  25418  7075  25419  25420  6933
-CONVEX 4923    'GT_PK(2,2)'      6999  25421  6925  25422  17579  7067
-CONVEX 4924    'GT_PK(2,2)'      7011  25423  7075  25424  20130  7153
-CONVEX 4925    'GT_PK(2,2)'      7011  25425  6942  25426  24855  6866
-CONVEX 4926    'GT_PK(2,2)'      6933  25427  7011  25428  25426  6866
-CONVEX 4927    'GT_PK(2,2)'      7075  25423  7011  25420  25427  6933
-CONVEX 4928    'GT_PK(2,2)'      7091  25429  7011  24887  25424  7153
-CONVEX 4929    'GT_PK(2,2)'      7011  25429  7091  25425  24888  6942
-CONVEX 4930    'GT_PK(2,2)'      7140  25430  7285  25431  20108  7218
-CONVEX 4931    'GT_PK(2,2)'      7075  25432  7140  20132  25431  7218
-CONVEX 4932    'GT_PK(2,2)'      6999  25433  7140  25418  25432  7075
-CONVEX 4933    'GT_PK(2,2)'      7140  25433  6999  25434  25422  7067
-CONVEX 4934    'GT_PK(2,2)'      7211  25435  7140  25436  25434  7067
-CONVEX 4935    'GT_PK(2,2)'      7140  25435  7211  25430  25437  7285
-CONVEX 4936    'GT_PK(2,2)'      7137  25438  7282  25439  25416  7209
-CONVEX 4937    'GT_PK(2,2)'      7065  25440  7137  25441  25439  7209
-CONVEX 4938    'GT_PK(2,2)'      6852  25442  6920  20133  25443  6992
-CONVEX 4939    'GT_PK(2,2)'      6920  25444  7065  25443  25445  6992
-CONVEX 4940    'GT_PK(2,2)'      6414  25446  6265  20148  25447  6338
-CONVEX 4941    'GT_PK(2,2)'      6265  25448  6191  25447  20158  6338
-CONVEX 4942    'GT_PK(2,2)'      6191  25448  6265  25449  25450  6119
-CONVEX 4943    'GT_PK(2,2)'      6265  25446  6414  25451  20143  6340
-CONVEX 4944    'GT_PK(2,2)'      6264  25452  6412  20159  25453  6338
-CONVEX 4945    'GT_PK(2,2)'      6412  25454  6484  25453  20147  6338
-CONVEX 4946    'GT_PK(2,2)'      6412  25455  6337  25456  20151  6483
-CONVEX 4947    'GT_PK(2,2)'      6337  25455  6412  25457  25452  6264
-CONVEX 4948    'GT_PK(2,2)'      6412  25458  6558  25454  25459  6484
-CONVEX 4949    'GT_PK(2,2)'      6630  25460  6558  17587  25461  6483
-CONVEX 4950    'GT_PK(2,2)'      6558  25458  6412  25461  25456  6483
-CONVEX 4951    'GT_PK(2,2)'      6189  25462  6337  25463  25457  6264
-CONVEX 4952    'GT_PK(2,2)'      5826  25464  5680  25465  25466  5751
-CONVEX 4953    'GT_PK(2,2)'      5753  25467  5826  25468  20155  5899
-CONVEX 4954    'GT_PK(2,2)'      5608  25469  5753  25470  25471  5682
-CONVEX 4955    'GT_PK(2,2)'      5680  25472  5753  25473  25469  5608
-CONVEX 4956    'GT_PK(2,2)'      5753  25472  5680  25467  25464  5826
-CONVEX 4957    'GT_PK(2,2)'      5753  25474  5828  25471  25475  5682
-CONVEX 4958    'GT_PK(2,2)'      5828  25474  5753  25476  25468  5899
-CONVEX 4959    'GT_PK(2,2)'      6046  25477  6121  25478  25479  5973
-CONVEX 4960    'GT_PK(2,2)'      6121  25480  6048  25479  20153  5973
-CONVEX 4961    'GT_PK(2,2)'      5826  25481  5897  20156  25482  5973
-CONVEX 4962    'GT_PK(2,2)'      5897  25483  6046  25482  25478  5973
-CONVEX 4963    'GT_PK(2,2)'      5897  25481  5826  25484  25465  5751
-CONVEX 4964    'GT_PK(2,2)'      6044  25485  6191  25486  25449  6119
-CONVEX 4965    'GT_PK(2,2)'      7591  25487  7514  25488  20167  7444
-CONVEX 4966    'GT_PK(2,2)'      7435  25489  7287  20171  25490  7364
-CONVEX 4967    'GT_PK(2,2)'      7287  25491  7217  25490  20175  7364
-CONVEX 4968    'GT_PK(2,2)'      7287  25492  7139  25491  25493  7217
-CONVEX 4969    'GT_PK(2,2)'      7287  25489  7435  25494  25412  7360
-CONVEX 4970    'GT_PK(2,2)'      6848  25495  6919  25496  25497  6775
-CONVEX 4971    'GT_PK(2,2)'      6919  25498  6847  25497  25499  6775
-CONVEX 4972    'GT_PK(2,2)'      6848  25500  6777  25501  25502  6923
-CONVEX 4973    'GT_PK(2,2)'      6777  25503  6630  25504  17588  6705
-CONVEX 4974    'GT_PK(2,2)'      6997  25505  7070  25506  25507  6923
-CONVEX 4975    'GT_PK(2,2)'      7139  25508  7070  25493  25509  7217
-CONVEX 4976    'GT_PK(2,2)'      7217  25509  7070  20174  25510  7144
-CONVEX 4977    'GT_PK(2,2)'      7070  25505  6997  25510  20180  7144
-CONVEX 4978    'GT_PK(2,2)'      6851  25511  6997  25512  25506  6923
-CONVEX 4979    'GT_PK(2,2)'      6851  25513  6777  25514  25504  6705
-CONVEX 4980    'GT_PK(2,2)'      6777  25513  6851  25502  25512  6923
-CONVEX 4981    'GT_PK(2,2)'      4676  25515  4607  25516  17552  4536
-CONVEX 4982    'GT_PK(2,2)'      4605  25517  4676  25518  25516  4536
-CONVEX 4983    'GT_PK(2,2)'      4395  25519  4465  20185  25520  4327
-CONVEX 4984    'GT_PK(2,2)'      4465  25521  4397  25520  24981  4327
-CONVEX 4985    'GT_PK(2,2)'      4465  25522  4605  25523  25518  4536
-CONVEX 4986    'GT_PK(2,2)'      4397  25521  4465  24979  25523  4536
-CONVEX 4987    'GT_PK(2,2)'      4813  25524  4955  25525  25526  4885
-CONVEX 4988    'GT_PK(2,2)'      5243  25527  5387  25528  20193  5317
-CONVEX 4989    'GT_PK(2,2)'      5387  25527  5243  25529  25530  5315
-CONVEX 4990    'GT_PK(2,2)'      5243  25531  5171  25530  25532  5315
-CONVEX 4991    'GT_PK(2,2)'      5171  25531  5243  25533  25534  5100
-CONVEX 4992    'GT_PK(2,2)'      5462  25535  5389  25536  25537  5535
-CONVEX 4993    'GT_PK(2,2)'      5460  25538  5389  20194  25539  5317
-CONVEX 4994    'GT_PK(2,2)'      5389  25538  5460  25537  25540  5535
-CONVEX 4995    'GT_PK(2,2)'      5393  25541  5321  25542  25543  5464
-CONVEX 4996    'GT_PK(2,2)'      4661  25544  4733  20195  25545  4592
-CONVEX 4997    'GT_PK(2,2)'      4804  25546  4733  25130  25547  4873
-CONVEX 4998    'GT_PK(2,2)'      4655  25548  4585  25549  25550  4515
-CONVEX 4999    'GT_PK(2,2)'      4583  25551  4655  20078  25549  4515
-CONVEX 5000    'GT_PK(2,2)'      4655  25551  4583  25552  20079  4725
-CONVEX 5001    'GT_PK(2,2)'      4655  25553  4727  25548  25554  4585
-CONVEX 5002    'GT_PK(2,2)'      5522  25555  5666  25556  25557  5594
-CONVEX 5003    'GT_PK(2,2)'      6707  25558  6629  20165  25559  6781
-CONVEX 5004    'GT_PK(2,2)'      6930  25560  7081  20204  25561  7005
-CONVEX 5005    'GT_PK(2,2)'      6331  25562  6478  25563  25564  6407
-CONVEX 5006    'GT_PK(2,2)'      6478  25565  6552  25566  25567  6627
-CONVEX 5007    'GT_PK(2,2)'      6478  25568  6554  25564  25569  6407
-CONVEX 5008    'GT_PK(2,2)'      6554  25568  6478  25570  25566  6627
-CONVEX 5009    'GT_PK(2,2)'      6930  25571  6780  25572  25573  6854
-CONVEX 5010    'GT_PK(2,2)'      6780  25571  6930  25574  20205  6856
-CONVEX 5011    'GT_PK(2,2)'      6261  25575  6335  25576  25577  6188
-CONVEX 5012    'GT_PK(2,2)'      6116  25578  6041  25579  25580  6188
-CONVEX 5013    'GT_PK(2,2)'      6116  25581  6189  25582  25583  6042
-CONVEX 5014    'GT_PK(2,2)'      5378  25584  5307  25585  25586  5233
-CONVEX 5015    'GT_PK(2,2)'      9146  25587  9010  25588  25589  9072
-CONVEX 5016    'GT_PK(2,2)'      9010  25590  8933  25589  25591  9072
-CONVEX 5017    'GT_PK(2,2)'      8933  25590  9010  25592  25593  8870
-CONVEX 5018    'GT_PK(2,2)'      9084  25594  9010  25595  25587  9146
-CONVEX 5019    'GT_PK(2,2)'      8870  25593  9010  25596  25597  8944
-CONVEX 5020    'GT_PK(2,2)'      9010  25594  9084  25597  25598  8944
-CONVEX 5021    'GT_PK(2,2)'      8811  25599  8949  25600  25601  8867
-CONVEX 5022    'GT_PK(2,2)'      8452  25602  8601  25603  25604  8460
-CONVEX 5023    'GT_PK(2,2)'      8716  25605  8768  25606  25607  8851
-CONVEX 5024    'GT_PK(2,2)'      8293  25608  8203  25609  25610  8376
-CONVEX 5025    'GT_PK(2,2)'      8203  25611  8303  25610  25612  8376
-CONVEX 5026    'GT_PK(2,2)'      8303  25611  8203  25613  25614  8081
-CONVEX 5027    'GT_PK(2,2)'      8085  25615  8203  20251  25608  8293
-CONVEX 5028    'GT_PK(2,2)'      8203  25616  8007  25614  17545  8081
-CONVEX 5029    'GT_PK(2,2)'      8203  25615  8085  25616  20256  8007
-CONVEX 5030    'GT_PK(2,2)'      8075  25617  8195  19904  25618  8081
-CONVEX 5031    'GT_PK(2,2)'      8195  25619  8303  25618  25613  8081
-CONVEX 5032    'GT_PK(2,2)'      9809  25620  9884  20216  25621  9737
-CONVEX 5033    'GT_PK(2,2)'      9884  25622  9811  25621  20355  9737
-CONVEX 5034    'GT_PK(2,2)'      9959  25623  9884  20353  25624  10032
-CONVEX 5035    'GT_PK(2,2)'      9811  25622  9884  25625  25623  9959
-CONVEX 5036    'GT_PK(2,2)'      9810  25626  9958  20248  25627  9883
-CONVEX 5037    'GT_PK(2,2)'      9147  25628  9091  25629  25630  9233
-CONVEX 5038    'GT_PK(2,2)'      9091  25631  9167  25630  17615  9233
-CONVEX 5039    'GT_PK(2,2)'      9024  25632  9091  25633  25634  8949
-CONVEX 5040    'GT_PK(2,2)'      9091  25632  9024  25631  20326  9167
-CONVEX 5041    'GT_PK(2,2)'      8949  25635  9007  25601  25636  8867
-CONVEX 5042    'GT_PK(2,2)'      9091  25637  9007  25634  25635  8949
-CONVEX 5043    'GT_PK(2,2)'      9007  25637  9091  25638  25628  9147
-CONVEX 5044    'GT_PK(2,2)'      9217  25639  9293  20239  25640  9365
-CONVEX 5045    'GT_PK(2,2)'      9147  25641  9293  25642  25639  9217
-CONVEX 5046    'GT_PK(2,2)'      9293  25643  9442  25640  20227  9365
-CONVEX 5047    'GT_PK(2,2)'      9293  25641  9147  25644  25629  9233
-CONVEX 5048    'GT_PK(2,2)'      9373  25645  9293  20222  25644  9233
-CONVEX 5049    'GT_PK(2,2)'      9293  25645  9373  25643  20218  9442
-CONVEX 5050    'GT_PK(2,2)'      9514  25646  9440  20228  25647  9365
-CONVEX 5051    'GT_PK(2,2)'      9440  25648  9291  25647  20238  9365
-CONVEX 5052    'GT_PK(2,2)'      9440  25646  9514  25649  20229  9588
-CONVEX 5053    'GT_PK(2,2)'      9440  25650  9366  25648  25651  9291
-CONVEX 5054    'GT_PK(2,2)'      8303  25652  8449  25612  25653  8376
-CONVEX 5055    'GT_PK(2,2)'      8449  25654  8524  25653  25655  8376
-CONVEX 5056    'GT_PK(2,2)'      10563  25656  10490  25657  25658  10636
-CONVEX 5057    'GT_PK(2,2)'      8773  25659  8846  25660  25661  8921
-CONVEX 5058    'GT_PK(2,2)'      9144  25662  9220  25663  20566  9070
-CONVEX 5059    'GT_PK(2,2)'      7241  25664  7311  25665  25666  7388
-CONVEX 5060    'GT_PK(2,2)'      7241  25665  7388  25667  25668  7314
-CONVEX 5061    'GT_PK(2,2)'      7241  25669  7090  25670  19914  7163
-CONVEX 5062    'GT_PK(2,2)'      7311  25664  7241  25671  25670  7163
-CONVEX 5063    'GT_PK(2,2)'      7164  25672  7241  25673  25667  7314
-CONVEX 5064    'GT_PK(2,2)'      7241  25672  7164  25669  25674  7090
-CONVEX 5065    'GT_PK(2,2)'      7538  25675  7610  20266  25676  7688
-CONVEX 5066    'GT_PK(2,2)'      6776  25677  6703  20270  25678  6857
-CONVEX 5067    'GT_PK(2,2)'      6633  25679  6703  25680  25681  6553
-CONVEX 5068    'GT_PK(2,2)'      6474  25682  6623  25683  25684  6548
-CONVEX 5069    'GT_PK(2,2)'      6623  25685  6699  25686  25687  6772
-CONVEX 5070    'GT_PK(2,2)'      6415  25688  6341  20272  25689  6489
-CONVEX 5071    'GT_PK(2,2)'      6268  25690  6341  16447  25691  6192
-CONVEX 5072    'GT_PK(2,2)'      6341  25692  6266  25691  25693  6192
-CONVEX 5073    'GT_PK(2,2)'      6266  25692  6341  20652  25688  6415
-CONVEX 5074    'GT_PK(2,2)'      6417  25694  6341  20279  25690  6268
-CONVEX 5075    'GT_PK(2,2)'      6341  25694  6417  25689  25695  6489
-CONVEX 5076    'GT_PK(2,2)'      6489  25696  6565  17608  25697  6638
-CONVEX 5077    'GT_PK(2,2)'      6417  25698  6565  25695  25696  6489
-CONVEX 5078    'GT_PK(2,2)'      6565  25698  6417  25699  20280  6490
-CONVEX 5079    'GT_PK(2,2)'      6639  25700  6565  25701  25699  6490
-CONVEX 5080    'GT_PK(2,2)'      6336  25702  6263  25703  20282  6413
-CONVEX 5081    'GT_PK(2,2)'      6485  25704  6336  20284  25703  6413
-CONVEX 5082    'GT_PK(2,2)'      6263  25702  6336  25705  25706  6187
-CONVEX 5083    'GT_PK(2,2)'      6336  25704  6485  25707  25708  6409
-CONVEX 5084    'GT_PK(2,2)'      6336  25709  6260  25706  25710  6187
-CONVEX 5085    'GT_PK(2,2)'      6260  25709  6336  20308  25707  6409
-CONVEX 5086    'GT_PK(2,2)'      7240  25711  7164  25712  25673  7314
-CONVEX 5087    'GT_PK(2,2)'      7164  25711  7240  25713  25714  7088
-CONVEX 5088    'GT_PK(2,2)'      7539  25715  7464  25716  25717  7613
-CONVEX 5089    'GT_PK(2,2)'      7464  25718  7538  25717  20264  7613
-CONVEX 5090    'GT_PK(2,2)'      7388  25719  7464  25668  25720  7314
-CONVEX 5091    'GT_PK(2,2)'      7538  25718  7464  25721  25719  7388
-CONVEX 5092    'GT_PK(2,2)'      7835  25722  7687  25723  25724  7760
-CONVEX 5093    'GT_PK(2,2)'      7758  25725  7687  25726  25722  7835
-CONVEX 5094    'GT_PK(2,2)'      6711  25727  6637  25728  20301  6786
-CONVEX 5095    'GT_PK(2,2)'      6860  25729  6711  20295  25728  6786
-CONVEX 5096    'GT_PK(2,2)'      6637  25727  6711  20290  25730  6562
-CONVEX 5097    'GT_PK(2,2)'      6711  25729  6860  25731  20293  6785
-CONVEX 5098    'GT_PK(2,2)'      7014  25732  7164  25733  25713  7088
-CONVEX 5099    'GT_PK(2,2)'      6934  25734  7014  20286  25733  7088
-CONVEX 5100    'GT_PK(2,2)'      6860  25735  7014  20292  25734  6934
-CONVEX 5101    'GT_PK(2,2)'      7014  25735  6860  25736  20296  6939
-CONVEX 5102    'GT_PK(2,2)'      7090  25737  7014  19917  25736  6939
-CONVEX 5103    'GT_PK(2,2)'      7164  25732  7014  25674  25737  7090
-CONVEX 5104    'GT_PK(2,2)'      6862  25738  7015  25739  19916  6939
-CONVEX 5105    'GT_PK(2,2)'      6786  25740  6862  20297  25739  6939
-CONVEX 5106    'GT_PK(2,2)'      6713  25741  6862  20302  25740  6786
-CONVEX 5107    'GT_PK(2,2)'      6477  25742  6406  25743  25744  6553
-CONVEX 5108    'GT_PK(2,2)'      6477  25745  6330  25742  20303  6406
-CONVEX 5109    'GT_PK(2,2)'      6330  25745  6477  25746  25747  6402
-CONVEX 5110    'GT_PK(2,2)'      6480  25748  6633  25749  25680  6553
-CONVEX 5111    'GT_PK(2,2)'      6406  25750  6480  25744  25749  6553
-CONVEX 5112    'GT_PK(2,2)'      6332  25751  6480  20309  25750  6406
-CONVEX 5113    'GT_PK(2,2)'      6480  25751  6332  25752  20307  6409
-CONVEX 5114    'GT_PK(2,2)'      5898  25753  5825  25754  25755  5752
-CONVEX 5115    'GT_PK(2,2)'      6047  25756  6194  25757  20311  6120
-CONVEX 5116    'GT_PK(2,2)'      6194  25756  6047  25758  25759  6122
-CONVEX 5117    'GT_PK(2,2)'      6269  25760  6419  25761  20314  6343
-CONVEX 5118    'GT_PK(2,2)'      6269  25762  6194  25763  25758  6122
-CONVEX 5119    'GT_PK(2,2)'      6194  25762  6269  20313  25761  6343
-CONVEX 5120    'GT_PK(2,2)'      6196  25764  6269  25765  25763  6122
-CONVEX 5121    'GT_PK(2,2)'      6269  25764  6196  25766  24968  6344
-CONVEX 5122    'GT_PK(2,2)'      6419  25760  6269  20317  25766  6344
-CONVEX 5123    'GT_PK(2,2)'      6566  25767  6419  25768  20316  6491
-CONVEX 5124    'GT_PK(2,2)'      6715  25769  6566  25770  25771  6641
-CONVEX 5125    'GT_PK(2,2)'      6566  25768  6491  25771  24925  6641
-CONVEX 5126    'GT_PK(2,2)'      6639  25772  6566  25773  25769  6715
-CONVEX 5127    'GT_PK(2,2)'      6419  25767  6566  20315  25774  6490
-CONVEX 5128    'GT_PK(2,2)'      6566  25772  6639  25774  25701  6490
-CONVEX 5129    'GT_PK(2,2)'      9092  25775  9019  25776  25777  8940
-CONVEX 5130    'GT_PK(2,2)'      9076  25778  9002  18978  25779  8926
-CONVEX 5131    'GT_PK(2,2)'      9666  25780  9598  25781  25782  9743
-CONVEX 5132    'GT_PK(2,2)'      9526  25783  9598  20337  25784  9452
-CONVEX 5133    'GT_PK(2,2)'      9452  25784  9598  20224  25785  9518
-CONVEX 5134    'GT_PK(2,2)'      9598  25780  9666  25785  20319  9518
-CONVEX 5135    'GT_PK(2,2)'      9743  25782  9598  20325  25786  9673
-CONVEX 5136    'GT_PK(2,2)'      9598  25783  9526  25786  20331  9673
-CONVEX 5137    'GT_PK(2,2)'      9813  25787  9666  25788  25781  9743
-CONVEX 5138    'GT_PK(2,2)'      9961  25789  9813  20378  25790  9889
-CONVEX 5139    'GT_PK(2,2)'      9813  25788  9743  25790  20322  9889
-CONVEX 5140    'GT_PK(2,2)'      9666  25787  9813  20320  25791  9738
-CONVEX 5141    'GT_PK(2,2)'      9818  25792  9747  25793  25794  9893
-CONVEX 5142    'GT_PK(2,2)'      9675  25795  9747  25796  25797  9601
-CONVEX 5143    'GT_PK(2,2)'      9601  25797  9747  20332  25798  9673
-CONVEX 5144    'GT_PK(2,2)'      9747  25792  9818  25798  20324  9673
-CONVEX 5145    'GT_PK(2,2)'      9893  25794  9747  20371  25799  9821
-CONVEX 5146    'GT_PK(2,2)'      9747  25795  9675  25799  25800  9821
-CONVEX 5147    'GT_PK(2,2)'      9533  25801  9675  25802  25796  9601
-CONVEX 5148    'GT_PK(2,2)'      9390  25803  9533  25804  25805  9460
-CONVEX 5149    'GT_PK(2,2)'      9533  25802  9601  25805  20329  9460
-CONVEX 5150    'GT_PK(2,2)'      9675  25801  9533  25806  25807  9606
-CONVEX 5151    'GT_PK(2,2)'      9533  25808  9463  25807  20096  9606
-CONVEX 5152    'GT_PK(2,2)'      9463  25808  9533  20092  25803  9390
-CONVEX 5153    'GT_PK(2,2)'      9024  25809  8957  20327  25810  9098
-CONVEX 5154    'GT_PK(2,2)'      8957  25811  9028  25810  25338  9098
-CONVEX 5155    'GT_PK(2,2)'      9028  25811  8957  20358  25812  8888
-CONVEX 5156    'GT_PK(2,2)'      9297  25813  9372  20261  25814  9446
-CONVEX 5157    'GT_PK(2,2)'      9591  25815  9664  25816  20356  9739
-CONVEX 5158    'GT_PK(2,2)'      9664  25815  9591  20341  25817  9516
-CONVEX 5159    'GT_PK(2,2)'      10109  25818  10033  20350  25819  10181
-CONVEX 5160    'GT_PK(2,2)'      10033  25820  10107  25819  25821  10181
-CONVEX 5161    'GT_PK(2,2)'      10107  25820  10033  20351  25822  9959
-CONVEX 5162    'GT_PK(2,2)'      10111  25823  9962  20394  25824  10035
-CONVEX 5163    'GT_PK(2,2)'      9962  25825  9887  25824  25826  10035
-CONVEX 5164    'GT_PK(2,2)'      9887  25825  9962  25827  25828  9814
-CONVEX 5165    'GT_PK(2,2)'      10036  25829  9962  20343  25823  10111
-CONVEX 5166    'GT_PK(2,2)'      10329  25830  10256  25831  20349  10181
-CONVEX 5167    'GT_PK(2,2)'      10478  25832  10548  17621  25833  10624
-CONVEX 5168    'GT_PK(2,2)'      10990  25834  11060  25835  25836  10916
-CONVEX 5169    'GT_PK(2,2)'      10988  25837  11060  25838  25839  11133
-CONVEX 5170    'GT_PK(2,2)'      11060  25837  10988  25836  25840  10916
-CONVEX 5171    'GT_PK(2,2)'      9023  25841  8954  25842  20361  8877
-CONVEX 5172    'GT_PK(2,2)'      9096  25843  9023  20091  25844  8948
-CONVEX 5173    'GT_PK(2,2)'      9023  25842  8877  25844  20086  8948
-CONVEX 5174    'GT_PK(2,2)'      8954  25841  9023  25845  25846  9100
-CONVEX 5175    'GT_PK(2,2)'      9245  25847  9391  25332  25848  9318
-CONVEX 5176    'GT_PK(2,2)'      9391  25849  9463  25848  20093  9318
-CONVEX 5177    'GT_PK(2,2)'      9463  25849  9391  20095  25850  9537
-CONVEX 5178    'GT_PK(2,2)'      10050  25851  10198  25852  17820  10126
-CONVEX 5179    'GT_PK(2,2)'      9612  25853  9687  25854  25855  9539
-CONVEX 5180    'GT_PK(2,2)'      9681  25856  9757  25857  25858  9608
-CONVEX 5181    'GT_PK(2,2)'      9757  25856  9681  25859  25860  9829
-CONVEX 5182    'GT_PK(2,2)'      9614  25861  9687  25862  25863  9762
-CONVEX 5183    'GT_PK(2,2)'      9687  25861  9614  25855  25864  9539
-CONVEX 5184    'GT_PK(2,2)'      9315  25865  9394  20363  25866  9241
-CONVEX 5185    'GT_PK(2,2)'      9394  25867  9542  25868  25869  9469
-CONVEX 5186    'GT_PK(2,2)'      9619  25870  9544  25871  25872  9692
-CONVEX 5187    'GT_PK(2,2)'      10213  25873  10286  19660  25874  10361
-CONVEX 5188    'GT_PK(2,2)'      10286  25875  10432  25874  20368  10361
-CONVEX 5189    'GT_PK(2,2)'      10358  25876  10286  25877  25878  10211
-CONVEX 5190    'GT_PK(2,2)'      10286  25876  10358  25875  25879  10432
-CONVEX 5191    'GT_PK(2,2)'      9542  25880  9617  25869  25881  9469
-CONVEX 5192    'GT_PK(2,2)'      9617  25882  9544  25881  25883  9469
-CONVEX 5193    'GT_PK(2,2)'      9617  25884  9765  25885  25886  9692
-CONVEX 5194    'GT_PK(2,2)'      9544  25882  9617  25872  25885  9692
-CONVEX 5195    'GT_PK(2,2)'      9971  25887  10119  25888  25889  10044
-CONVEX 5196    'GT_PK(2,2)'      10267  25890  10119  25891  25892  10193
-CONVEX 5197    'GT_PK(2,2)'      10337  25893  10409  25894  17625  10263
-CONVEX 5198    'GT_PK(2,2)'      10558  25895  10704  25896  25897  10632
-CONVEX 5199    'GT_PK(2,2)'      10704  25895  10558  25898  25899  10633
-CONVEX 5200    'GT_PK(2,2)'      10414  25900  10268  25901  25902  10342
-CONVEX 5201    'GT_PK(2,2)'      9895  25903  9969  20375  25904  10042
-CONVEX 5202    'GT_PK(2,2)'      9537  25905  9678  20097  25906  9606
-CONVEX 5203    'GT_PK(2,2)'      9749  25907  9895  25908  20373  9821
-CONVEX 5204    'GT_PK(2,2)'      9675  25909  9749  25800  25908  9821
-CONVEX 5205    'GT_PK(2,2)'      9749  25909  9675  25910  25806  9606
-CONVEX 5206    'GT_PK(2,2)'      9678  25911  9749  25906  25910  9606
-CONVEX 5207    'GT_PK(2,2)'      10116  25912  9968  25913  20374  10042
-CONVEX 5208    'GT_PK(2,2)'      9965  25914  9818  25915  25793  9893
-CONVEX 5209    'GT_PK(2,2)'      9818  25914  9965  20323  25916  9889
-CONVEX 5210    'GT_PK(2,2)'      9965  25917  10037  25916  20377  9889
-CONVEX 5211    'GT_PK(2,2)'      11428  25918  11499  25919  25920  11355
-CONVEX 5212    'GT_PK(2,2)'      11568  25921  11499  25922  25923  11639
-CONVEX 5213    'GT_PK(2,2)'      11210  25924  11140  25925  25926  11283
-CONVEX 5214    'GT_PK(2,2)'      11208  25927  11280  25928  25929  11136
-CONVEX 5215    'GT_PK(2,2)'      11280  25927  11208  25930  25931  11352
-CONVEX 5216    'GT_PK(2,2)'      10706  25932  10778  20382  25933  10633
-CONVEX 5217    'GT_PK(2,2)'      10778  25934  10704  25933  25898  10633
-CONVEX 5218    'GT_PK(2,2)'      12605  25935  12673  25936  25937  12738
-CONVEX 5219    'GT_PK(2,2)'      12671  25938  12605  25939  25936  12738
-CONVEX 5220    'GT_PK(2,2)'      10408  25940  10334  20389  25941  10483
-CONVEX 5221    'GT_PK(2,2)'      10334  25942  10406  25941  25943  10483
-CONVEX 5222    'GT_PK(2,2)'      10406  25942  10334  25944  25945  10260
-CONVEX 5223    'GT_PK(2,2)'      10111  25946  10259  20345  25947  10184
-CONVEX 5224    'GT_PK(2,2)'      10183  25948  10259  20392  25946  10111
-CONVEX 5225    'GT_PK(2,2)'      10332  25949  10405  25950  25951  10481
-CONVEX 5226    'GT_PK(2,2)'      10332  25952  10260  25953  20386  10184
-CONVEX 5227    'GT_PK(2,2)'      10259  25954  10332  25947  25953  10184
-CONVEX 5228    'GT_PK(2,2)'      10332  25954  10259  25949  25955  10405
-CONVEX 5229    'GT_PK(2,2)'      10406  25956  10332  25957  25950  10481
-CONVEX 5230    'GT_PK(2,2)'      10332  25956  10406  25952  25944  10260
-CONVEX 5231    'GT_PK(2,2)'      10405  25958  10552  25951  25959  10481
-CONVEX 5232    'GT_PK(2,2)'      10552  25960  10699  25961  25962  10627
-CONVEX 5233    'GT_PK(2,2)'      10481  25959  10552  25963  25961  10627
-CONVEX 5234    'GT_PK(2,2)'      10552  25964  10626  25960  25965  10699
-CONVEX 5235    'GT_PK(2,2)'      10626  25966  10480  25967  25968  10550
-CONVEX 5236    'GT_PK(2,2)'      10552  25969  10480  25964  25966  10626
-CONVEX 5237    'GT_PK(2,2)'      10480  25969  10552  25970  25958  10405
-CONVEX 5238    'GT_PK(2,2)'      10849  25971  10777  25972  25973  10921
-CONVEX 5239    'GT_PK(2,2)'      10492  25974  10563  25975  25976  10638
-CONVEX 5240    'GT_PK(2,2)'      10995  25977  10849  25978  25972  10921
-CONVEX 5241    'GT_PK(2,2)'      10779  25979  10707  25980  25981  10634
-CONVEX 5242    'GT_PK(2,2)'      10707  25979  10779  25982  25983  10851
-CONVEX 5243    'GT_PK(2,2)'      10629  25984  10555  25985  20388  10483
-CONVEX 5244    'GT_PK(2,2)'      10555  25984  10629  25986  25987  10702
-CONVEX 5245    'GT_PK(2,2)'      10773  25988  10700  25989  25990  10627
-CONVEX 5246    'GT_PK(2,2)'      10773  25991  10843  25992  19695  10917
-CONVEX 5247    'GT_PK(2,2)'      10699  25993  10773  25962  25989  10627
-CONVEX 5248    'GT_PK(2,2)'      10843  25991  10773  25994  25993  10699
-CONVEX 5249    'GT_PK(2,2)'      10777  25995  10847  25973  25996  10921
-CONVEX 5250    'GT_PK(2,2)'      10847  25995  10777  25997  25998  10702
-CONVEX 5251    'GT_PK(2,2)'      11206  25999  11063  26000  26001  11134
-CONVEX 5252    'GT_PK(2,2)'      10991  26002  11061  26003  26004  11134
-CONVEX 5253    'GT_PK(2,2)'      11061  26002  10991  24491  26005  10917
-CONVEX 5254    'GT_PK(2,2)'      11063  26006  10991  26001  26003  11134
-CONVEX 5255    'GT_PK(2,2)'      10991  26006  11063  26007  26008  10919
-CONVEX 5256    'GT_PK(2,2)'      9084  26009  9223  26010  26011  9158
-CONVEX 5257    'GT_PK(2,2)'      9367  26012  9223  26013  26014  9292
-CONVEX 5258    'GT_PK(2,2)'      9223  26015  9146  26014  26016  9292
-CONVEX 5259    'GT_PK(2,2)'      9223  26009  9084  26015  25595  9146
-CONVEX 5260    'GT_PK(2,2)'      8286  26017  8088  26018  17597  8197
-CONVEX 5261    'GT_PK(2,2)'      9017  26019  9084  26020  26010  9158
-CONVEX 5262    'GT_PK(2,2)'      9084  26019  9017  25598  26021  8944
-CONVEX 5263    'GT_PK(2,2)'      9759  26022  9833  26023  26024  9906
-CONVEX 5264    'GT_PK(2,2)'      9686  26025  9833  23365  26022  9759
-CONVEX 5265    'GT_PK(2,2)'      9908  26026  9833  23454  26027  9761
-CONVEX 5266    'GT_PK(2,2)'      9833  26025  9686  26027  20399  9761
-CONVEX 5267    'GT_PK(2,2)'      10352  26028  10277  26029  22942  10203
-CONVEX 5268    'GT_PK(2,2)'      10277  26028  10352  22935  26030  10423
-CONVEX 5269    'GT_PK(2,2)'      9981  26031  9833  26032  26026  9908
-CONVEX 5270    'GT_PK(2,2)'      9981  26033  10054  26034  23377  9906
-CONVEX 5271    'GT_PK(2,2)'      9833  26031  9981  26024  26034  9906
-CONVEX 5272    'GT_PK(2,2)'      10424  26035  10278  26036  26037  10353
-CONVEX 5273    'GT_PK(2,2)'      10278  26038  10205  26037  26039  10353
-CONVEX 5274    'GT_PK(2,2)'      10278  26040  10352  26041  26029  10203
-CONVEX 5275    'GT_PK(2,2)'      10352  26040  10278  26042  26035  10424
-CONVEX 5276    'GT_PK(2,2)'      9835  26043  9983  23452  26044  9908
-CONVEX 5277    'GT_PK(2,2)'      9983  26045  9910  26046  19166  10058
-CONVEX 5278    'GT_PK(2,2)'      9983  26043  9835  26045  23457  9910
-CONVEX 5279    'GT_PK(2,2)'      9732  26047  9836  26048  26049  9924
-CONVEX 5280    'GT_PK(2,2)'      9927  26050  9836  26051  26052  9735
-CONVEX 5281    'GT_PK(2,2)'      9735  26052  9836  17629  26053  9659
-CONVEX 5282    'GT_PK(2,2)'      9836  26047  9732  26053  19460  9659
-CONVEX 5283    'GT_PK(2,2)'      10004  26054  10076  26055  26056  9924
-CONVEX 5284    'GT_PK(2,2)'      9836  26057  10004  26049  26055  9924
-CONVEX 5285    'GT_PK(2,2)'      10004  26057  9836  26058  26050  9927
-CONVEX 5286    'GT_PK(2,2)'      10088  26059  10236  26060  26061  10160
-CONVEX 5287    'GT_PK(2,2)'      8441  26062  8522  20407  26063  8365
-CONVEX 5288    'GT_PK(2,2)'      9050  26064  8899  26065  26066  8975
-CONVEX 5289    'GT_PK(2,2)'      8749  26067  8899  20416  26068  8822
-CONVEX 5290    'GT_PK(2,2)'      8972  26069  8892  26070  26071  8822
-CONVEX 5291    'GT_PK(2,2)'      8899  26072  8972  26068  26070  8822
-CONVEX 5292    'GT_PK(2,2)'      8972  26073  9050  26074  26075  9122
-CONVEX 5293    'GT_PK(2,2)'      8972  26072  8899  26073  26064  9050
-CONVEX 5294    'GT_PK(2,2)'      8892  26076  9039  23566  26077  8953
-CONVEX 5295    'GT_PK(2,2)'      8972  26078  9039  26069  26076  8892
-CONVEX 5296    'GT_PK(2,2)'      9191  26079  9039  26080  26081  9122
-CONVEX 5297    'GT_PK(2,2)'      9039  26078  8972  26081  26074  9122
-CONVEX 5298    'GT_PK(2,2)'      9584  26082  9660  17627  26083  9735
-CONVEX 5299    'GT_PK(2,2)'      9215  26084  9165  26085  26086  9327
-CONVEX 5300    'GT_PK(2,2)'      9165  26084  9215  26087  26088  9066
-CONVEX 5301    'GT_PK(2,2)'      8845  26089  8803  26090  23565  8953
-CONVEX 5302    'GT_PK(2,2)'      8750  26091  8900  26092  26093  8826
-CONVEX 5303    'GT_PK(2,2)'      8974  26094  8900  26095  26096  8824
-CONVEX 5304    'GT_PK(2,2)'      8900  26091  8750  26096  26097  8824
-CONVEX 5305    'GT_PK(2,2)'      8901  26098  8977  26099  26100  8827
-CONVEX 5306    'GT_PK(2,2)'      8977  26098  8901  26101  26102  9052
-CONVEX 5307    'GT_PK(2,2)'      8750  26103  8671  26097  26104  8824
-CONVEX 5308    'GT_PK(2,2)'      9049  26105  8898  26106  26107  8973
-CONVEX 5309    'GT_PK(2,2)'      8898  26108  8974  26109  26095  8824
-CONVEX 5310    'GT_PK(2,2)'      8898  26105  9049  26108  26110  8974
-CONVEX 5311    'GT_PK(2,2)'      8672  26111  8750  26112  26092  8826
-CONVEX 5312    'GT_PK(2,2)'      8219  26113  8292  26114  20412  8140
-CONVEX 5313    'GT_PK(2,2)'      10396  26115  10320  26116  26117  10468
-CONVEX 5314    'GT_PK(2,2)'      10542  26118  10396  26119  26116  10468
-CONVEX 5315    'GT_PK(2,2)'      10170  26120  10024  26121  26122  10096
-CONVEX 5316    'GT_PK(2,2)'      10024  26123  9950  26122  26124  10096
-CONVEX 5317    'GT_PK(2,2)'      10018  26125  10093  26126  26127  9946
-CONVEX 5318    'GT_PK(2,2)'      10977  26128  10905  26129  26130  10832
-CONVEX 5319    'GT_PK(2,2)'      10759  26131  10904  20425  26132  10832
-CONVEX 5320    'GT_PK(2,2)'      10977  26133  10904  26134  26135  11048
-CONVEX 5321    'GT_PK(2,2)'      10904  26133  10977  26132  26129  10832
-CONVEX 5322    'GT_PK(2,2)'      10687  26136  10540  20423  26137  10612
-CONVEX 5323    'GT_PK(2,2)'      10615  26138  10542  26139  26119  10468
-CONVEX 5324    'GT_PK(2,2)'      10540  26140  10615  26141  26139  10468
-CONVEX 5325    'GT_PK(2,2)'      10615  26140  10540  26142  26136  10687
-CONVEX 5326    'GT_PK(2,2)'      12785  26143  12717  26144  20426  12849
-CONVEX 5327    'GT_PK(2,2)'      12785  26145  12850  26146  20444  12718
-CONVEX 5328    'GT_PK(2,2)'      12786  26147  12851  20443  26148  12720
-CONVEX 5329    'GT_PK(2,2)'      12851  26147  12786  26149  20440  12918
-CONVEX 5330    'GT_PK(2,2)'      12851  26150  12787  26148  26151  12720
-CONVEX 5331    'GT_PK(2,2)'      12787  26150  12851  23965  26152  12917
-CONVEX 5332    'GT_PK(2,2)'      12851  26149  12918  26153  17650  12984
-CONVEX 5333    'GT_PK(2,2)'      12917  26152  12851  26154  26153  12984
-CONVEX 5334    'GT_PK(2,2)'      12650  26155  12716  26156  20451  12783
-CONVEX 5335    'GT_PK(2,2)'      12516  26157  12650  20492  26158  12584
-CONVEX 5336    'GT_PK(2,2)'      12717  26159  12650  20427  26156  12783
-CONVEX 5337    'GT_PK(2,2)'      12650  26159  12717  26158  26160  12584
-CONVEX 5338    'GT_PK(2,2)'      12382  26161  12448  26162  26163  12516
-CONVEX 5339    'GT_PK(2,2)'      12382  26164  12449  26165  26166  12315
-CONVEX 5340    'GT_PK(2,2)'      12449  26164  12382  20491  26162  12516
-CONVEX 5341    'GT_PK(2,2)'      12448  26161  12382  20457  26167  12313
-CONVEX 5342    'GT_PK(2,2)'      12448  26168  12583  26163  26169  12516
-CONVEX 5343    'GT_PK(2,2)'      12583  26170  12650  26169  26157  12516
-CONVEX 5344    'GT_PK(2,2)'      12650  26170  12583  26155  26171  12716
-CONVEX 5345    'GT_PK(2,2)'      12716  26171  12583  20454  26172  12648
-CONVEX 5346    'GT_PK(2,2)'      12583  26173  12515  26172  26174  12648
-CONVEX 5347    'GT_PK(2,2)'      12583  26168  12448  26173  20458  12515
-CONVEX 5348    'GT_PK(2,2)'      12440  26175  12512  26176  20478  12377
-CONVEX 5349    'GT_PK(2,2)'      12512  26175  12440  20460  26177  12573
-CONVEX 5350    'GT_PK(2,2)'      12434  26178  12371  26179  26180  12298
-CONVEX 5351    'GT_PK(2,2)'      12568  26181  12434  20467  26182  12500
-CONVEX 5352    'GT_PK(2,2)'      12365  26183  12434  24740  26179  12298
-CONVEX 5353    'GT_PK(2,2)'      12434  26183  12365  26182  26184  12500
-CONVEX 5354    'GT_PK(2,2)'      12573  26185  12706  20462  26186  12642
-CONVEX 5355    'GT_PK(2,2)'      12836  26187  12706  20472  26188  12769
-CONVEX 5356    'GT_PK(2,2)'      12769  26188  12706  19785  26189  12637
-CONVEX 5357    'GT_PK(2,2)'      12706  26185  12573  26189  26190  12637
-CONVEX 5358    'GT_PK(2,2)'      12914  26191  12847  16450  26192  12976
-CONVEX 5359    'GT_PK(2,2)'      12782  26193  12847  17654  26191  12914
-CONVEX 5360    'GT_PK(2,2)'      12581  26194  12447  26195  26196  12513
-CONVEX 5361    'GT_PK(2,2)'      12515  26197  12581  26174  26198  12648
-CONVEX 5362    'GT_PK(2,2)'      12447  26194  12581  20474  26197  12515
-CONVEX 5363    'GT_PK(2,2)'      12378  26199  12446  26200  26201  12513
-CONVEX 5364    'GT_PK(2,2)'      12378  26202  12447  26203  20475  12311
-CONVEX 5365    'GT_PK(2,2)'      12447  26202  12378  26196  26200  12513
-CONVEX 5366    'GT_PK(2,2)'      12446  26204  12309  20479  26205  12377
-CONVEX 5367    'GT_PK(2,2)'      12309  26206  12240  26205  26207  12377
-CONVEX 5368    'GT_PK(2,2)'      12240  26206  12309  26208  26209  12173
-CONVEX 5369    'GT_PK(2,2)'      12378  26210  12309  26199  26204  12446
-CONVEX 5370    'GT_PK(2,2)'      12092  26211  11956  24408  26212  12022
-CONVEX 5371    'GT_PK(2,2)'      12102  26213  12172  26214  26215  12035
-CONVEX 5372    'GT_PK(2,2)'      11757  26216  11616  26217  26218  11685
-CONVEX 5373    'GT_PK(2,2)'      11897  26219  11827  20482  26220  11966
-CONVEX 5374    'GT_PK(2,2)'      11825  26221  11757  26222  26217  11685
-CONVEX 5375    'GT_PK(2,2)'      11327  26223  11252  26224  26225  11396
-CONVEX 5376    'GT_PK(2,2)'      12245  26226  12177  26227  26228  12107
-CONVEX 5377    'GT_PK(2,2)'      12245  26229  12175  26230  26231  12311
-CONVEX 5378    'GT_PK(2,2)'      12175  26229  12245  26232  26227  12107
-CONVEX 5379    'GT_PK(2,2)'      12381  26233  12245  20476  26230  12311
-CONVEX 5380    'GT_PK(2,2)'      12245  26233  12381  26234  20456  12313
-CONVEX 5381    'GT_PK(2,2)'      12177  26226  12245  26235  26234  12313
-CONVEX 5382    'GT_PK(2,2)'      12038  26236  12107  26237  26238  11969
-CONVEX 5383    'GT_PK(2,2)'      12038  26239  12175  26236  26232  12107
-CONVEX 5384    'GT_PK(2,2)'      12038  26240  11899  26241  26242  11967
-CONVEX 5385    'GT_PK(2,2)'      11899  26240  12038  26243  26237  11969
-CONVEX 5386    'GT_PK(2,2)'      12105  26244  12037  26245  20481  11966
-CONVEX 5387    'GT_PK(2,2)'      12105  26246  12172  26247  26248  12240
-CONVEX 5388    'GT_PK(2,2)'      12105  26247  12240  26249  26208  12173
-CONVEX 5389    'GT_PK(2,2)'      12037  26244  12105  26250  26249  12173
-CONVEX 5390    'GT_PK(2,2)'      12105  26245  11966  26251  26252  12035
-CONVEX 5391    'GT_PK(2,2)'      12172  26246  12105  26215  26251  12035
-CONVEX 5392    'GT_PK(2,2)'      12248  26253  12316  26254  20500  12180
-CONVEX 5393    'GT_PK(2,2)'      12383  26255  12449  26256  20488  12518
-CONVEX 5394    'GT_PK(2,2)'      12248  26257  12383  26253  26258  12316
-CONVEX 5395    'GT_PK(2,2)'      12449  26255  12383  26166  26259  12315
-CONVEX 5396    'GT_PK(2,2)'      12383  26257  12248  26259  26260  12315
-CONVEX 5397    'GT_PK(2,2)'      12586  26261  12452  26262  26263  12518
-CONVEX 5398    'GT_PK(2,2)'      12452  26264  12385  26265  20498  12316
-CONVEX 5399    'GT_PK(2,2)'      12452  26261  12586  26266  20487  12519
-CONVEX 5400    'GT_PK(2,2)'      12385  26264  12452  20495  26266  12519
-CONVEX 5401    'GT_PK(2,2)'      12452  26267  12383  26263  26256  12518
-CONVEX 5402    'GT_PK(2,2)'      12383  26267  12452  26258  26265  12316
-CONVEX 5403    'GT_PK(2,2)'      12181  26268  12249  26269  20497  12318
-CONVEX 5404    'GT_PK(2,2)'      12250  26270  12181  20509  26269  12318
-CONVEX 5405    'GT_PK(2,2)'      12249  26268  12181  20502  26271  12112
-CONVEX 5406    'GT_PK(2,2)'      11111  26272  11251  20520  26273  11176
-CONVEX 5407    'GT_PK(2,2)'      11303  26274  11251  19305  26275  11386
-CONVEX 5408    'GT_PK(2,2)'      11176  26273  11251  19427  26274  11303
-CONVEX 5409    'GT_PK(2,2)'      11251  26276  11331  26275  26277  11386
-CONVEX 5410    'GT_PK(2,2)'      11251  26278  11189  26276  26279  11331
-CONVEX 5411    'GT_PK(2,2)'      11189  26278  11251  26280  26272  11111
-CONVEX 5412    'GT_PK(2,2)'      11473  26281  11530  26282  19307  11386
-CONVEX 5413    'GT_PK(2,2)'      11331  26283  11473  26277  26282  11386
-CONVEX 5414    'GT_PK(2,2)'      11687  26284  11828  26285  23933  11745
-CONVEX 5415    'GT_PK(2,2)'      11828  26284  11687  23934  26286  11760
-CONVEX 5416    'GT_PK(2,2)'      9914  26287  10062  26288  26289  9989
-CONVEX 5417    'GT_PK(2,2)'      9918  26290  9773  17672  26291  9844
-CONVEX 5418    'GT_PK(2,2)'      9842  26292  9989  26293  20526  9916
-CONVEX 5419    'GT_PK(2,2)'      9769  26294  9842  20528  26293  9916
-CONVEX 5420    'GT_PK(2,2)'      9842  26294  9769  26295  26296  9694
-CONVEX 5421    'GT_PK(2,2)'      9842  26297  9914  26292  26288  9989
-CONVEX 5422    'GT_PK(2,2)'      9996  26298  10069  26299  24450  10145
-CONVEX 5423    'GT_PK(2,2)'      9850  26300  9996  26301  26302  9925
-CONVEX 5424    'GT_PK(2,2)'      10071  26303  9996  26304  26299  10145
-CONVEX 5425    'GT_PK(2,2)'      9996  26303  10071  26302  26305  9925
-CONVEX 5426    'GT_PK(2,2)'      9852  26306  9929  26307  26308  9781
-CONVEX 5427    'GT_PK(2,2)'      9859  26309  9931  26310  26311  10005
-CONVEX 5428    'GT_PK(2,2)'      9931  26309  9859  26312  26313  9783
-CONVEX 5429    'GT_PK(2,2)'      7527  26314  7679  20535  26315  7604
-CONVEX 5430    'GT_PK(2,2)'      8135  26316  8058  26317  26318  8181
-CONVEX 5431    'GT_PK(2,2)'      7679  26319  7753  26315  26320  7604
-CONVEX 5432    'GT_PK(2,2)'      7753  26319  7679  26321  26322  7825
-CONVEX 5433    'GT_PK(2,2)'      8866  26323  9014  26324  26325  8937
-CONVEX 5434    'GT_PK(2,2)'      9014  26326  8943  26327  26328  9088
-CONVEX 5435    'GT_PK(2,2)'      8943  26326  9014  26329  26323  8866
-CONVEX 5436    'GT_PK(2,2)'      8569  26330  8642  26331  26332  8489
-CONVEX 5437    'GT_PK(2,2)'      8091  26333  8186  17592  26334  8026
-CONVEX 5438    'GT_PK(2,2)'      8186  26335  8108  26334  26336  8026
-CONVEX 5439    'GT_PK(2,2)'      8627  26337  8547  26338  26339  8475
-CONVEX 5440    'GT_PK(2,2)'      8246  26340  8317  26341  26342  8181
-CONVEX 5441    'GT_PK(2,2)'      8782  26343  8707  26344  26345  8629
-CONVEX 5442    'GT_PK(2,2)'      8782  26346  8853  26347  26348  8932
-CONVEX 5443    'GT_PK(2,2)'      9011  26349  8858  26350  26351  8932
-CONVEX 5444    'GT_PK(2,2)'      8858  26352  8782  26351  26347  8932
-CONVEX 5445    'GT_PK(2,2)'      8782  26352  8858  26343  26353  8707
-CONVEX 5446    'GT_PK(2,2)'      8707  26353  8858  20538  26354  8785
-CONVEX 5447    'GT_PK(2,2)'      9011  26355  9083  26356  26357  9164
-CONVEX 5448    'GT_PK(2,2)'      9083  26355  9011  26358  26350  8932
-CONVEX 5449    'GT_PK(2,2)'      9462  26359  9612  26360  25854  9539
-CONVEX 5450    'GT_PK(2,2)'      8263  26361  8414  20579  26362  8340
-CONVEX 5451    'GT_PK(2,2)'      9624  26363  9773  26364  26365  9700
-CONVEX 5452    'GT_PK(2,2)'      8543  26366  8620  26367  26368  8696
-CONVEX 5453    'GT_PK(2,2)'      9149  26369  9078  26370  26371  8997
-CONVEX 5454    'GT_PK(2,2)'      7518  26372  7669  26373  26374  7590
-CONVEX 5455    'GT_PK(2,2)'      7518  26375  7363  26376  26377  7443
-CONVEX 5456    'GT_PK(2,2)'      7669  26378  7741  26374  26379  7590
-CONVEX 5457    'GT_PK(2,2)'      7741  26380  7663  26379  26381  7590
-CONVEX 5458    'GT_PK(2,2)'      7819  26382  7669  26383  26384  7744
-CONVEX 5459    'GT_PK(2,2)'      7741  26385  7819  26386  26387  7892
-CONVEX 5460    'GT_PK(2,2)'      7819  26385  7741  26382  26378  7669
-CONVEX 5461    'GT_PK(2,2)'      8707  26388  8554  26345  26389  8629
-CONVEX 5462    'GT_PK(2,2)'      8554  26388  8707  26390  20536  8632
-CONVEX 5463    'GT_PK(2,2)'      8479  26391  8554  26392  26390  8632
-CONVEX 5464    'GT_PK(2,2)'      8554  26391  8479  26393  26394  8402
-CONVEX 5465    'GT_PK(2,2)'      6922  26395  6995  20548  26396  6844
-CONVEX 5466    'GT_PK(2,2)'      6995  26395  6922  26397  26398  7074
-CONVEX 5467    'GT_PK(2,2)'      6995  26399  6917  26396  26400  6844
-CONVEX 5468    'GT_PK(2,2)'      6917  26399  6995  26401  26402  7068
-CONVEX 5469    'GT_PK(2,2)'      7751  26403  7826  26404  20557  7677
-CONVEX 5470    'GT_PK(2,2)'      7601  26405  7751  20553  26404  7677
-CONVEX 5471    'GT_PK(2,2)'      7826  26403  7751  26406  26407  7903
-CONVEX 5472    'GT_PK(2,2)'      7972  26408  7822  26409  26410  7898
-CONVEX 5473    'GT_PK(2,2)'      7822  26411  7748  26410  20555  7898
-CONVEX 5474    'GT_PK(2,2)'      8240  26412  8135  26413  26317  8181
-CONVEX 5475    'GT_PK(2,2)'      8317  26414  8240  26342  26413  8181
-CONVEX 5476    'GT_PK(2,2)'      8240  26414  8317  26415  26416  8392
-CONVEX 5477    'GT_PK(2,2)'      8240  26415  8392  26417  26418  8314
-CONVEX 5478    'GT_PK(2,2)'      8184  26419  8240  26420  26417  8314
-CONVEX 5479    'GT_PK(2,2)'      8240  26419  8184  26412  26421  8135
-CONVEX 5480    'GT_PK(2,2)'      8184  26422  8061  26421  26423  8135
-CONVEX 5481    'GT_PK(2,2)'      6922  26424  7001  26398  26425  7074
-CONVEX 5482    'GT_PK(2,2)'      7001  26426  7151  26425  20560  7074
-CONVEX 5483    'GT_PK(2,2)'      7006  26427  7080  20269  26428  6929
-CONVEX 5484    'GT_PK(2,2)'      7080  26429  7001  26428  26430  6929
-CONVEX 5485    'GT_PK(2,2)'      7001  26429  7080  26426  26431  7151
-CONVEX 5486    'GT_PK(2,2)'      7379  26432  7228  26433  20562  7305
-CONVEX 5487    'GT_PK(2,2)'      7524  26434  7372  20551  26435  7453
-CONVEX 5488    'GT_PK(2,2)'      7438  26436  7518  26437  26373  7590
-CONVEX 5489    'GT_PK(2,2)'      7518  26436  7438  26375  26438  7363
-CONVEX 5490    'GT_PK(2,2)'      7363  26439  7289  26377  26440  7443
-CONVEX 5491    'GT_PK(2,2)'      7659  26441  7811  20569  26442  7733
-CONVEX 5492    'GT_PK(2,2)'      7958  26443  8110  26444  20586  8031
-CONVEX 5493    'GT_PK(2,2)'      4860  26445  5003  26446  26447  4930
-CONVEX 5494    'GT_PK(2,2)'      4790  26448  4860  26449  26450  4718
-CONVEX 5495    'GT_PK(2,2)'      5003  26451  5071  26447  26452  4930
-CONVEX 5496    'GT_PK(2,2)'      5142  26453  5071  20631  26454  5215
-CONVEX 5497    'GT_PK(2,2)'      5503  26455  5431  26456  26457  5577
-CONVEX 5498    'GT_PK(2,2)'      5291  26458  5433  26459  26460  5361
-CONVEX 5499    'GT_PK(2,2)'      5506  26461  5651  26462  26463  5577
-CONVEX 5500    'GT_PK(2,2)'      5431  26464  5506  26457  26462  5577
-CONVEX 5501    'GT_PK(2,2)'      5506  26464  5431  26465  26466  5361
-CONVEX 5502    'GT_PK(2,2)'      5433  26467  5506  26460  26465  5361
-CONVEX 5503    'GT_PK(2,2)'      5653  26468  5799  26469  26470  5723
-CONVEX 5504    'GT_PK(2,2)'      2632  26471  2576  26472  20593  2691
-CONVEX 5505    'GT_PK(2,2)'      2576  26471  2632  20594  26473  2518
-CONVEX 5506    'GT_PK(2,2)'      2751  26474  2809  17683  26475  2691
-CONVEX 5507    'GT_PK(2,2)'      2629  26476  2688  26477  26478  2746
-CONVEX 5508    'GT_PK(2,2)'      2629  26479  2571  26480  26481  2516
-CONVEX 5509    'GT_PK(2,2)'      2344  26482  2459  26483  20601  2400
-CONVEX 5510    'GT_PK(2,2)'      2459  26484  2574  20600  26485  2516
-CONVEX 5511    'GT_PK(2,2)'      2574  26486  2629  26485  26480  2516
-CONVEX 5512    'GT_PK(2,2)'      2629  26486  2574  26476  26487  2688
-CONVEX 5513    'GT_PK(2,2)'      2574  26488  2632  26487  26489  2688
-CONVEX 5514    'GT_PK(2,2)'      2574  26484  2459  26490  26491  2518
-CONVEX 5515    'GT_PK(2,2)'      2632  26488  2574  26473  26490  2518
-CONVEX 5516    'GT_PK(2,2)'      2347  26492  2285  26493  26494  2228
-CONVEX 5517    'GT_PK(2,2)'      2288  26495  2347  20797  26493  2228
-CONVEX 5518    'GT_PK(2,2)'      2285  26496  2170  26494  26497  2228
-CONVEX 5519    'GT_PK(2,2)'      2056  26498  2170  20805  26499  2113
-CONVEX 5520    'GT_PK(2,2)'      3836  26500  3703  26501  26502  3771
-CONVEX 5521    'GT_PK(2,2)'      2868  26503  2990  20622  26504  2928
-CONVEX 5522    'GT_PK(2,2)'      3116  26505  2990  26506  26507  3055
-CONVEX 5523    'GT_PK(2,2)'      2679  26508  2740  26509  26510  2799
-CONVEX 5524    'GT_PK(2,2)'      2679  26511  2616  26512  26513  2560
-CONVEX 5525    'GT_PK(2,2)'      2342  26514  2455  26515  20610  2396
-CONVEX 5526    'GT_PK(2,2)'      2455  26514  2342  26516  26517  2399
-CONVEX 5527    'GT_PK(2,2)'      2338  26518  2283  20760  26519  2396
-CONVEX 5528    'GT_PK(2,2)'      2283  26520  2342  26519  26515  2396
-CONVEX 5529    'GT_PK(2,2)'      2621  26521  2682  26522  20616  2740
-CONVEX 5530    'GT_PK(2,2)'      2507  26523  2621  20762  26524  2560
-CONVEX 5531    'GT_PK(2,2)'      2621  26523  2507  26525  20612  2566
-CONVEX 5532    'GT_PK(2,2)'      2682  26521  2621  26526  26525  2566
-CONVEX 5533    'GT_PK(2,2)'      2621  26527  2679  26524  26512  2560
-CONVEX 5534    'GT_PK(2,2)'      2679  26527  2621  26508  26522  2740
-CONVEX 5535    'GT_PK(2,2)'      5796  26528  5651  26529  26530  5723
-CONVEX 5536    'GT_PK(2,2)'      5426  26531  5497  26532  26533  5352
-CONVEX 5537    'GT_PK(2,2)'      5136  26534  5209  17698  26535  5279
-CONVEX 5538    'GT_PK(2,2)'      5209  26536  5352  26535  26537  5279
-CONVEX 5539    'GT_PK(2,2)'      5925  26538  5999  26539  26540  6072
-CONVEX 5540    'GT_PK(2,2)'      6147  26541  5999  23698  26542  6074
-CONVEX 5541    'GT_PK(2,2)'      5999  26541  6147  26540  23692  6072
-CONVEX 5542    'GT_PK(2,2)'      5285  26543  5355  20633  26544  5212
-CONVEX 5543    'GT_PK(2,2)'      5426  26545  5355  26546  26547  5501
-CONVEX 5544    'GT_PK(2,2)'      5355  26548  5428  26547  26549  5501
-CONVEX 5545    'GT_PK(2,2)'      5428  26548  5355  26550  26543  5285
-CONVEX 5546    'GT_PK(2,2)'      5648  26551  5503  26552  26456  5577
-CONVEX 5547    'GT_PK(2,2)'      5793  26553  5720  20626  26554  5866
-CONVEX 5548    'GT_PK(2,2)'      5651  26555  5720  26463  26556  5577
-CONVEX 5549    'GT_PK(2,2)'      5720  26557  5648  26556  26552  5577
-CONVEX 5550    'GT_PK(2,2)'      5648  26557  5720  26558  26553  5793
-CONVEX 5551    'GT_PK(2,2)'      5796  26559  5720  26528  26555  5651
-CONVEX 5552    'GT_PK(2,2)'      5720  26559  5796  26554  26560  5866
-CONVEX 5553    'GT_PK(2,2)'      5069  26561  5142  26562  20632  5212
-CONVEX 5554    'GT_PK(2,2)'      4024  26563  3888  26564  26565  3957
-CONVEX 5555    'GT_PK(2,2)'      4093  26566  4162  26567  26568  4229
-CONVEX 5556    'GT_PK(2,2)'      4093  26569  4024  26570  26564  3957
-CONVEX 5557    'GT_PK(2,2)'      4162  26571  4300  26568  26572  4229
-CONVEX 5558    'GT_PK(2,2)'      4447  26573  4518  26574  20635  4586
-CONVEX 5559    'GT_PK(2,2)'      4589  26575  4518  26576  26577  4449
-CONVEX 5560    'GT_PK(2,2)'      4589  26578  4658  26575  20634  4518
-CONVEX 5561    'GT_PK(2,2)'      3967  26579  4102  26580  26581  4033
-CONVEX 5562    'GT_PK(2,2)'      4036  26582  3967  26583  26584  3900
-CONVEX 5563    'GT_PK(2,2)'      3967  26582  4036  26579  26585  4102
-CONVEX 5564    'GT_PK(2,2)'      4236  26586  4375  26587  26588  4305
-CONVEX 5565    'GT_PK(2,2)'      4236  26589  4307  26586  20637  4375
-CONVEX 5566    'GT_PK(2,2)'      3962  26590  3896  26591  26592  4031
-CONVEX 5567    'GT_PK(2,2)'      4375  26593  4443  26588  26594  4305
-CONVEX 5568    'GT_PK(2,2)'      4581  26595  4514  26596  26597  4653
-CONVEX 5569    'GT_PK(2,2)'      4514  26598  4375  26599  20638  4445
-CONVEX 5570    'GT_PK(2,2)'      4514  26600  4443  26598  26593  4375
-CONVEX 5571    'GT_PK(2,2)'      4443  26600  4514  26601  26595  4581
-CONVEX 5572    'GT_PK(2,2)'      4584  26602  4514  26603  26599  4445
-CONVEX 5573    'GT_PK(2,2)'      4514  26602  4584  26597  26604  4653
-CONVEX 5574    'GT_PK(2,2)'      4788  26605  4860  26606  26446  4930
-CONVEX 5575    'GT_PK(2,2)'      4860  26605  4788  26450  26607  4718
-CONVEX 5576    'GT_PK(2,2)'      6115  26608  5967  26609  20647  6043
-CONVEX 5577    'GT_PK(2,2)'      6115  26610  6263  26611  25705  6187
-CONVEX 5578    'GT_PK(2,2)'      5820  26612  5747  20651  26613  5893
-CONVEX 5579    'GT_PK(2,2)'      5676  26614  5747  26615  26616  5602
-CONVEX 5580    'GT_PK(2,2)'      5674  26617  5820  26618  26619  5745
-CONVEX 5581    'GT_PK(2,2)'      5747  26620  5674  26616  26621  5602
-CONVEX 5582    'GT_PK(2,2)'      5674  26620  5747  26617  26612  5820
-CONVEX 5583    'GT_PK(2,2)'      6260  26622  6113  25710  26623  6187
-CONVEX 5584    'GT_PK(2,2)'      6190  26624  6266  26625  20653  6339
-CONVEX 5585    'GT_PK(2,2)'      6263  26626  6190  20283  26625  6339
-CONVEX 5586    'GT_PK(2,2)'      6190  26627  6115  26628  26609  6043
-CONVEX 5587    'GT_PK(2,2)'      6115  26627  6190  26610  26626  6263
-CONVEX 5588    'GT_PK(2,2)'      5970  26629  5822  20660  26630  5896
-CONVEX 5589    'GT_PK(2,2)'      5822  26629  5970  26631  20657  5893
-CONVEX 5590    'GT_PK(2,2)'      5747  26632  5822  26613  26631  5893
-CONVEX 5591    'GT_PK(2,2)'      5822  26632  5747  26633  26614  5676
-CONVEX 5592    'GT_PK(2,2)'      5955  26634  6028  26635  26636  5879
-CONVEX 5593    'GT_PK(2,2)'      5532  26637  5676  26638  26615  5602
-CONVEX 5594    'GT_PK(2,2)'      5457  26639  5532  26640  26638  5602
-CONVEX 5595    'GT_PK(2,2)'      4890  26641  4820  20663  26642  4961
-CONVEX 5596    'GT_PK(2,2)'      4959  26643  4890  26644  20661  5032
-CONVEX 5597    'GT_PK(2,2)'      4402  26645  4263  26646  26647  4334
-CONVEX 5598    'GT_PK(2,2)'      1729  26648  1677  26649  26650  1781
-CONVEX 5599    'GT_PK(2,2)'      1885  26651  1778  26652  26653  1830
-CONVEX 5600    'GT_PK(2,2)'      1887  26654  1832  26655  20670  1940
-CONVEX 5601    'GT_PK(2,2)'      1942  26656  1996  20676  26657  2052
-CONVEX 5602    'GT_PK(2,2)'      2051  26658  1996  26659  26660  1940
-CONVEX 5603    'GT_PK(2,2)'      1996  26661  1887  26660  26655  1940
-CONVEX 5604    'GT_PK(2,2)'      1887  26661  1996  26662  26656  1942
-CONVEX 5605    'GT_PK(2,2)'      2108  26663  2165  26664  26665  2052
-CONVEX 5606    'GT_PK(2,2)'      1996  26666  2108  26657  26664  2052
-CONVEX 5607    'GT_PK(2,2)'      2108  26666  1996  26667  26658  2051
-CONVEX 5608    'GT_PK(2,2)'      1886  26668  1995  20671  26669  1940
-CONVEX 5609    'GT_PK(2,2)'      1995  26670  2051  26669  26659  1940
-CONVEX 5610    'GT_PK(2,2)'      2454  26671  2515  26672  26673  2577
-CONVEX 5611    'GT_PK(2,2)'      2515  26674  2637  26673  26675  2577
-CONVEX 5612    'GT_PK(2,2)'      2637  26674  2515  26676  26677  2575
-CONVEX 5613    'GT_PK(2,2)'      2637  26678  2699  26679  26680  2762
-CONVEX 5614    'GT_PK(2,2)'      2699  26678  2637  26681  26676  2575
-CONVEX 5615    'GT_PK(2,2)'      3132  26682  3071  26683  26684  3196
-CONVEX 5616    'GT_PK(2,2)'      2705  26685  2644  26686  26687  2582
-CONVEX 5617    'GT_PK(2,2)'      3010  26688  2949  26689  26690  2891
-CONVEX 5618    'GT_PK(2,2)'      3071  26691  2949  26692  26688  3010
-CONVEX 5619    'GT_PK(2,2)'      2580  26693  2458  26694  26695  2519
-CONVEX 5620    'GT_PK(2,2)'      2165  26696  2280  26697  26698  2222
-CONVEX 5621    'GT_PK(2,2)'      2517  26699  2454  26700  26672  2577
-CONVEX 5622    'GT_PK(2,2)'      2639  26701  2517  26702  26700  2577
-CONVEX 5623    'GT_PK(2,2)'      1842  26703  1897  26704  26705  1949
-CONVEX 5624    'GT_PK(2,2)'      1897  26703  1842  26706  20812  1791
-CONVEX 5625    'GT_PK(2,2)'      3503  26707  3634  26708  26709  3568
-CONVEX 5626    'GT_PK(2,2)'      3570  26710  3634  26711  26707  3503
-CONVEX 5627    'GT_PK(2,2)'      3705  26712  3839  26713  26714  3771
-CONVEX 5628    'GT_PK(2,2)'      3701  26715  3570  26716  26717  3636
-CONVEX 5629    'GT_PK(2,2)'      3634  26718  3701  26719  26720  3767
-CONVEX 5630    'GT_PK(2,2)'      3701  26718  3634  26715  26710  3570
-CONVEX 5631    'GT_PK(2,2)'      3543  26721  3672  20686  26722  3602
-CONVEX 5632    'GT_PK(2,2)'      3672  26723  3610  26724  20714  3741
-CONVEX 5633    'GT_PK(2,2)'      3672  26721  3543  26723  20719  3610
-CONVEX 5634    'GT_PK(2,2)'      3092  26725  3032  20691  26726  3159
-CONVEX 5635    'GT_PK(2,2)'      2966  26727  3032  20696  26725  3092
-CONVEX 5636    'GT_PK(2,2)'      3032  26728  3097  26726  26729  3159
-CONVEX 5637    'GT_PK(2,2)'      3346  26730  3218  21428  26731  3283
-CONVEX 5638    'GT_PK(2,2)'      3218  26732  3279  26733  21434  3152
-CONVEX 5639    'GT_PK(2,2)'      3279  26732  3218  21436  26730  3346
-CONVEX 5640    'GT_PK(2,2)'      3226  26734  3100  26735  20733  3164
-CONVEX 5641    'GT_PK(2,2)'      3226  26736  3293  26737  17702  3355
-CONVEX 5642    'GT_PK(2,2)'      3293  26736  3226  26738  26735  3164
-CONVEX 5643    'GT_PK(2,2)'      2973  26739  3100  26740  26741  3034
-CONVEX 5644    'GT_PK(2,2)'      2909  26742  2973  26743  26740  3034
-CONVEX 5645    'GT_PK(2,2)'      2973  26742  2909  26744  26745  2848
-CONVEX 5646    'GT_PK(2,2)'      2973  26744  2848  26746  20698  2914
-CONVEX 5647    'GT_PK(2,2)'      3038  26747  2973  20731  26746  2914
-CONVEX 5648    'GT_PK(2,2)'      2973  26747  3038  26739  20732  3100
-CONVEX 5649    'GT_PK(2,2)'      3549  26748  3614  20702  26749  3482
-CONVEX 5650    'GT_PK(2,2)'      3677  26750  3614  20707  26751  3747
-CONVEX 5651    'GT_PK(2,2)'      3482  26749  3614  17695  26752  3547
-CONVEX 5652    'GT_PK(2,2)'      3614  26750  3677  26752  20712  3547
-CONVEX 5653    'GT_PK(2,2)'      3485  26753  3420  26754  26755  3355
-CONVEX 5654    'GT_PK(2,2)'      3485  26756  3549  26753  20700  3420
-CONVEX 5655    'GT_PK(2,2)'      3422  26757  3485  17703  26754  3355
-CONVEX 5656    'GT_PK(2,2)'      3485  26757  3422  26758  17708  3552
-CONVEX 5657    'GT_PK(2,2)'      3485  26759  3617  26756  26760  3549
-CONVEX 5658    'GT_PK(2,2)'      3617  26759  3485  26761  26758  3552
-CONVEX 5659    'GT_PK(2,2)'      3617  26761  3552  26762  16466  3684
-CONVEX 5660    'GT_PK(2,2)'      3750  26763  3617  17714  26762  3684
-CONVEX 5661    'GT_PK(2,2)'      3682  26764  3815  26765  20703  3747
-CONVEX 5662    'GT_PK(2,2)'      3614  26766  3682  26751  26765  3747
-CONVEX 5663    'GT_PK(2,2)'      3682  26766  3614  26767  26748  3549
-CONVEX 5664    'GT_PK(2,2)'      3617  26768  3682  26760  26767  3549
-CONVEX 5665    'GT_PK(2,2)'      3815  26764  3682  20706  26769  3750
-CONVEX 5666    'GT_PK(2,2)'      3682  26768  3617  26769  26763  3750
-CONVEX 5667    'GT_PK(2,2)'      3097  26770  3224  26729  26771  3159
-CONVEX 5668    'GT_PK(2,2)'      3224  26772  3286  26771  20726  3159
-CONVEX 5669    'GT_PK(2,2)'      5201  26773  5127  26774  26775  5057
-CONVEX 5670    'GT_PK(2,2)'      5341  26776  5416  26777  26778  5487
-CONVEX 5671    'GT_PK(2,2)'      5131  26779  5201  26780  26774  5057
-CONVEX 5672    'GT_PK(2,2)'      5131  26781  5275  26779  26782  5201
-CONVEX 5673    'GT_PK(2,2)'      5275  26781  5131  26783  26784  5205
-CONVEX 5674    'GT_PK(2,2)'      3602  26785  3736  17689  26786  3668
-CONVEX 5675    'GT_PK(2,2)'      3672  26787  3736  26722  26785  3602
-CONVEX 5676    'GT_PK(2,2)'      4024  26788  4159  26789  26790  4090
-CONVEX 5677    'GT_PK(2,2)'      4159  26791  4093  26792  26567  4229
-CONVEX 5678    'GT_PK(2,2)'      4093  26791  4159  26569  26788  4024
-CONVEX 5679    'GT_PK(2,2)'      4227  26793  4157  26794  26795  4090
-CONVEX 5680    'GT_PK(2,2)'      4159  26796  4227  26790  26794  4090
-CONVEX 5681    'GT_PK(2,2)'      4300  26797  4367  26572  26798  4229
-CONVEX 5682    'GT_PK(2,2)'      4435  26799  4367  26800  26801  4505
-CONVEX 5683    'GT_PK(2,2)'      4018  26802  3949  20727  26803  3883
-CONVEX 5684    'GT_PK(2,2)'      3949  26804  3815  26803  20705  3883
-CONVEX 5685    'GT_PK(2,2)'      3949  26805  4012  26806  26807  3879
-CONVEX 5686    'GT_PK(2,2)'      3815  26804  3949  20704  26806  3879
-CONVEX 5687    'GT_PK(2,2)'      4427  26808  4291  26809  26810  4361
-CONVEX 5688    'GT_PK(2,2)'      5066  26811  5209  26812  26534  5136
-CONVEX 5689    'GT_PK(2,2)'      3230  26813  3103  26814  20735  3168
-CONVEX 5690    'GT_PK(2,2)'      3293  26815  3230  17701  26816  3358
-CONVEX 5691    'GT_PK(2,2)'      3230  26815  3293  26817  26738  3164
-CONVEX 5692    'GT_PK(2,2)'      3103  26813  3230  20741  26817  3164
-CONVEX 5693    'GT_PK(2,2)'      2977  26818  2917  20739  26819  3042
-CONVEX 5694    'GT_PK(2,2)'      2917  26820  2981  26819  26821  3042
-CONVEX 5695    'GT_PK(2,2)'      2616  26822  2675  26823  26824  2555
-CONVEX 5696    'GT_PK(2,2)'      2613  26825  2494  26826  26827  2555
-CONVEX 5697    'GT_PK(2,2)'      2675  26828  2613  26824  26826  2555
-CONVEX 5698    'GT_PK(2,2)'      1754  26829  1645  20748  26830  1699
-CONVEX 5699    'GT_PK(2,2)'      1645  26831  1594  26830  26832  1699
-CONVEX 5700    'GT_PK(2,2)'      1542  26833  1645  20786  26834  1596
-CONVEX 5701    'GT_PK(2,2)'      1594  26831  1645  26835  26833  1542
-CONVEX 5702    'GT_PK(2,2)'      797  24773  834  26836  26837  871
-CONVEX 5703    'GT_PK(2,2)'      1299  26838  1341  26839  26840  1388
-CONVEX 5704    'GT_PK(2,2)'      1341  26838  1299  26841  26842  1248
-CONVEX 5705    'GT_PK(2,2)'      1389  26843  1299  26844  26839  1388
-CONVEX 5706    'GT_PK(2,2)'      1299  26843  1389  26845  26846  1294
-CONVEX 5707    'GT_PK(2,2)'      1869  26847  1833  20746  26848  1941
-CONVEX 5708    'GT_PK(2,2)'      1833  26847  1869  26849  20743  1760
-CONVEX 5709    'GT_PK(2,2)'      1679  26850  1628  26851  26852  1576
-CONVEX 5710    'GT_PK(2,2)'      2317  26853  2262  20771  26854  2376
-CONVEX 5711    'GT_PK(2,2)'      2262  26855  2153  26856  26857  2217
-CONVEX 5712    'GT_PK(2,2)'      2201  26858  2262  26859  26853  2317
-CONVEX 5713    'GT_PK(2,2)'      2262  26858  2201  26855  20765  2153
-CONVEX 5714    'GT_PK(2,2)'      2325  26860  2262  26861  26856  2217
-CONVEX 5715    'GT_PK(2,2)'      2262  26860  2325  26854  26862  2376
-CONVEX 5716    'GT_PK(2,2)'      2500  26863  2447  26864  20761  2560
-CONVEX 5717    'GT_PK(2,2)'      2500  26865  2386  26863  20763  2447
-CONVEX 5718    'GT_PK(2,2)'      2616  26866  2500  26513  26864  2560
-CONVEX 5719    'GT_PK(2,2)'      2500  26866  2616  26867  26823  2555
-CONVEX 5720    'GT_PK(2,2)'      2057  26868  1953  26869  26870  2009
-CONVEX 5721    'GT_PK(2,2)'      2153  26871  2109  26857  26872  2217
-CONVEX 5722    'GT_PK(2,2)'      2109  26871  2153  26873  20755  2048
-CONVEX 5723    'GT_PK(2,2)'      2109  26874  2167  26872  26875  2217
-CONVEX 5724    'GT_PK(2,2)'      2167  26874  2109  26876  26877  2057
-CONVEX 5725    'GT_PK(2,2)'      2121  26878  2008  26879  26880  2063
-CONVEX 5726    'GT_PK(2,2)'      2551  26881  2433  26882  20768  2494
-CONVEX 5727    'GT_PK(2,2)'      2613  26883  2551  26825  26882  2494
-CONVEX 5728    'GT_PK(2,2)'      1743  26884  1695  26885  26886  1798
-CONVEX 5729    'GT_PK(2,2)'      1695  26887  1751  26886  17746  1798
-CONVEX 5730    'GT_PK(2,2)'      832  24772  797  24387  26836  871
-CONVEX 5731    'GT_PK(2,2)'      908  26888  947  26889  24380  871
-CONVEX 5732    'GT_PK(2,2)'      834  26890  908  26837  26889  871
-CONVEX 5733    'GT_PK(2,2)'      1914  26891  1965  26892  20779  1858
-CONVEX 5734    'GT_PK(2,2)'      1806  26893  1914  17745  26892  1858
-CONVEX 5735    'GT_PK(2,2)'      1864  26894  1914  20751  26893  1806
-CONVEX 5736    'GT_PK(2,2)'      2030  26895  1973  16472  26896  1919
-CONVEX 5737    'GT_PK(2,2)'      1973  26897  1864  26896  17720  1919
-CONVEX 5738    'GT_PK(2,2)'      1973  26898  1914  26897  26894  1864
-CONVEX 5739    'GT_PK(2,2)'      947  26888  908  24003  26899  985
-CONVEX 5740    'GT_PK(2,2)'      868  26900  908  26901  26890  834
-CONVEX 5741    'GT_PK(2,2)'      80  26902  78  26903  26904  1116
-CONVEX 5742    'GT_PK(2,2)'      1071  26905  78  26906  26907  76
-CONVEX 5743    'GT_PK(2,2)'      78  26905  1071  26904  26908  1116
-CONVEX 5744    'GT_PK(2,2)'      908  26900  868  26909  26910  942
-CONVEX 5745    'GT_PK(2,2)'      985  26899  908  26911  26909  942
-CONVEX 5746    'GT_PK(2,2)'      1163  26912  80  26913  26903  1116
-CONVEX 5747    'GT_PK(2,2)'      80  26912  1163  26914  26915  83
-CONVEX 5748    'GT_PK(2,2)'      901  26916  868  26917  26918  828
-CONVEX 5749    'GT_PK(2,2)'      868  26919  796  26918  26920  828
-CONVEX 5750    'GT_PK(2,2)'      868  26916  901  26910  26921  942
-CONVEX 5751    'GT_PK(2,2)'      1677  26922  1626  26923  26924  1574
-CONVEX 5752    'GT_PK(2,2)'      1626  26925  1729  26926  26927  1680
-CONVEX 5753    'GT_PK(2,2)'      1626  26922  1677  26925  26648  1729
-CONVEX 5754    'GT_PK(2,2)'      1525  26928  1477  26929  26930  1427
-CONVEX 5755    'GT_PK(2,2)'      1626  26931  1525  26924  26932  1574
-CONVEX 5756    'GT_PK(2,2)'      1527  26933  1580  26934  26935  1479
-CONVEX 5757    'GT_PK(2,2)'      1580  26936  1529  26935  26937  1479
-CONVEX 5758    'GT_PK(2,2)'      1632  26938  1529  26939  26936  1580
-CONVEX 5759    'GT_PK(2,2)'      1243  26940  1335  26941  26942  1290
-CONVEX 5760    'GT_PK(2,2)'      1280  26943  1238  26944  26945  1190
-CONVEX 5761    'GT_PK(2,2)'      1238  26946  1146  26945  26947  1190
-CONVEX 5762    'GT_PK(2,2)'      1146  26948  1101  26947  17785  1190
-CONVEX 5763    'GT_PK(2,2)'      1058  26949  1146  20882  26950  1103
-CONVEX 5764    'GT_PK(2,2)'      1146  26949  1058  26948  20885  1101
-CONVEX 5765    'GT_PK(2,2)'      1146  26951  1192  26950  26952  1103
-CONVEX 5766    'GT_PK(2,2)'      1192  26951  1146  26953  26946  1238
-CONVEX 5767    'GT_PK(2,2)'      1332  26954  1378  26955  26956  1427
-CONVEX 5768    'GT_PK(2,2)'      1332  26957  1280  26954  26958  1378
-CONVEX 5769    'GT_PK(2,2)'      1280  26957  1332  26943  26959  1238
-CONVEX 5770    'GT_PK(2,2)'      1112  26960  1156  26961  26962  1070
-CONVEX 5771    'GT_PK(2,2)'      2062  26963  1952  26964  26965  2007
-CONVEX 5772    'GT_PK(2,2)'      2173  26966  2230  20795  26967  2288
-CONVEX 5773    'GT_PK(2,2)'      2115  26968  2173  26969  20796  2228
-CONVEX 5774    'GT_PK(2,2)'      2003  26970  2115  20806  26971  2056
-CONVEX 5775    'GT_PK(2,2)'      2170  26972  2115  26497  26969  2228
-CONVEX 5776    'GT_PK(2,2)'      2115  26972  2170  26971  26498  2056
-CONVEX 5777    'GT_PK(2,2)'      1480  26973  1530  20810  26974  1581
-CONVEX 5778    'GT_PK(2,2)'      1787  26975  1683  20815  26976  1736
-CONVEX 5779    'GT_PK(2,2)'      1836  26977  1891  20798  26978  1945
-CONVEX 5780    'GT_PK(2,2)'      2000  26979  1891  20803  26980  1946
-CONVEX 5781    'GT_PK(2,2)'      1891  26979  2000  26978  26981  1945
-CONVEX 5782    'GT_PK(2,2)'      1895  26982  2003  26983  20807  1946
-CONVEX 5783    'GT_PK(2,2)'      1895  26984  1787  26985  20814  1842
-CONVEX 5784    'GT_PK(2,2)'      2003  26982  1895  26986  26987  1949
-CONVEX 5785    'GT_PK(2,2)'      1895  26985  1842  26987  26704  1949
-CONVEX 5786    'GT_PK(2,2)'      1952  26988  1898  26965  26989  2007
-CONVEX 5787    'GT_PK(2,2)'      927  26990  965  26991  20839  1008
-CONVEX 5788    'GT_PK(2,2)'      965  26990  927  26992  26993  887
-CONVEX 5789    'GT_PK(2,2)'      927  26994  891  26995  16505  851
-CONVEX 5790    'GT_PK(2,2)'      887  26993  927  20818  26995  851
-CONVEX 5791    'GT_PK(2,2)'      965  26996  923  20841  26997  1003
-CONVEX 5792    'GT_PK(2,2)'      923  26996  965  26998  26992  887
-CONVEX 5793    'GT_PK(2,2)'      999  26999  1084  27000  20828  1043
-CONVEX 5794    'GT_PK(2,2)'      1084  26999  999  20832  27001  1040
-CONVEX 5795    'GT_PK(2,2)'      1320  27002  1368  20824  27003  1273
-CONVEX 5796    'GT_PK(2,2)'      1368  27002  1320  27004  27005  1417
-CONVEX 5797    'GT_PK(2,2)'      1465  27006  1368  20871  27004  1417
-CONVEX 5798    'GT_PK(2,2)'      1368  27006  1465  27007  27008  1419
-CONVEX 5799    'GT_PK(2,2)'      1318  27009  1364  27010  27011  1415
-CONVEX 5800    'GT_PK(2,2)'      1364  27009  1318  27012  27013  1269
-CONVEX 5801    'GT_PK(2,2)'      1318  27014  1226  27013  16476  1269
-CONVEX 5802    'GT_PK(2,2)'      1318  27015  1271  27014  17751  1226
-CONVEX 5803    'GT_PK(2,2)'      1218  27016  1264  27017  17756  1172
-CONVEX 5804    'GT_PK(2,2)'      1126  27018  1218  20834  27017  1172
-CONVEX 5805    'GT_PK(2,2)'      1218  27019  1311  27016  27020  1264
-CONVEX 5806    'GT_PK(2,2)'      1316  27021  1364  27022  27012  1269
-CONVEX 5807    'GT_PK(2,2)'      1222  27023  1316  17754  27022  1269
-CONVEX 5808    'GT_PK(2,2)'      1316  27023  1222  27024  17755  1264
-CONVEX 5809    'GT_PK(2,2)'      1364  27025  1461  27011  27026  1415
-CONVEX 5810    'GT_PK(2,2)'      1934  27027  1881  27028  27029  1826
-CONVEX 5811    'GT_PK(2,2)'      1881  27030  1935  27031  27032  1827
-CONVEX 5812    'GT_PK(2,2)'      1935  27033  1882  27032  27034  1827
-CONVEX 5813    'GT_PK(2,2)'      1882  27033  1935  27035  27036  1991
-CONVEX 5814    'GT_PK(2,2)'      1935  27037  2045  27036  27038  1991
-CONVEX 5815    'GT_PK(2,2)'      1882  27039  1775  27034  27040  1827
-CONVEX 5816    'GT_PK(2,2)'      1719  27041  1775  20854  27042  1667
-CONVEX 5817    'GT_PK(2,2)'      1775  27041  1719  27040  27043  1827
-CONVEX 5818    'GT_PK(2,2)'      1452  27044  1506  27045  27046  1406
-CONVEX 5819    'GT_PK(2,2)'      1356  27047  1452  27048  27045  1406
-CONVEX 5820    'GT_PK(2,2)'      1562  27049  1613  27050  20853  1667
-CONVEX 5821    'GT_PK(2,2)'      1562  27051  1506  27049  27052  1613
-CONVEX 5822    'GT_PK(2,2)'      1461  27053  1512  27054  27055  1565
-CONVEX 5823    'GT_PK(2,2)'      1880  27056  1934  27057  27028  1826
-CONVEX 5824    'GT_PK(2,2)'      1934  27058  1989  27059  27060  2044
-CONVEX 5825    'GT_PK(2,2)'      1989  27061  1880  27062  27063  1933
-CONVEX 5826    'GT_PK(2,2)'      1880  27061  1989  27056  27058  1934
-CONVEX 5827    'GT_PK(2,2)'      1779  27064  1886  27065  20669  1832
-CONVEX 5828    'GT_PK(2,2)'      1726  27066  1779  27067  27065  1832
-CONVEX 5829    'GT_PK(2,2)'      1779  27068  1674  27069  17767  1725
-CONVEX 5830    'GT_PK(2,2)'      1779  27066  1726  27068  20857  1674
-CONVEX 5831    'GT_PK(2,2)'      1514  27070  1568  27071  20860  1463
-CONVEX 5832    'GT_PK(2,2)'      1514  27072  1461  27073  27054  1565
-CONVEX 5833    'GT_PK(2,2)'      1619  27074  1514  20863  27073  1565
-CONVEX 5834    'GT_PK(2,2)'      1568  27070  1514  20870  27074  1619
-CONVEX 5835    'GT_PK(2,2)'      1514  27071  1463  27075  27076  1415
-CONVEX 5836    'GT_PK(2,2)'      1461  27072  1514  27026  27075  1415
-CONVEX 5837    'GT_PK(2,2)'      1673  27077  1724  20866  27078  1778
-CONVEX 5838    'GT_PK(2,2)'      1778  27078  1724  26653  27079  1830
-CONVEX 5839    'GT_PK(2,2)'      1724  27080  1777  27079  27081  1830
-CONVEX 5840    'GT_PK(2,2)'      1724  27082  1672  27080  27083  1777
-CONVEX 5841    'GT_PK(2,2)'      1672  27082  1724  20861  27084  1619
-CONVEX 5842    'GT_PK(2,2)'      1724  27077  1673  27084  20869  1619
-CONVEX 5843    'GT_PK(2,2)'      1520  27085  1465  27086  20873  1571
-CONVEX 5844    'GT_PK(2,2)'      1520  27086  1571  27087  17770  1623
-CONVEX 5845    'GT_PK(2,2)'      1572  27088  1520  17686  27087  1623
-CONVEX 5846    'GT_PK(2,2)'      1465  27085  1520  27008  27089  1419
-CONVEX 5847    'GT_PK(2,2)'      931  27090  855  27091  16508  892
-CONVEX 5848    'GT_PK(2,2)'      1056  27092  1101  27093  20886  1016
-CONVEX 5849    'GT_PK(2,2)'      1056  27094  1013  27095  20875  1097
-CONVEX 5850    'GT_PK(2,2)'      1143  27096  1056  27097  27095  1097
-CONVEX 5851    'GT_PK(2,2)'      1056  27096  1143  27092  17784  1101
-CONVEX 5852    'GT_PK(2,2)'      853  27098  929  17790  27099  892
-CONVEX 5853    'GT_PK(2,2)'      929  27098  853  27100  17787  891
-CONVEX 5854    'GT_PK(2,2)'      1013  27101  970  20874  27102  1052
-CONVEX 5855    'GT_PK(2,2)'      970  27103  1010  27102  20880  1052
-CONVEX 5856    'GT_PK(2,2)'      970  27104  929  27103  27105  1010
-CONVEX 5857    'GT_PK(2,2)'      931  27106  970  27107  27101  1013
-CONVEX 5858    'GT_PK(2,2)'      970  27106  931  27108  27091  892
-CONVEX 5859    'GT_PK(2,2)'      929  27104  970  27099  27108  892
-CONVEX 5860    'GT_PK(2,2)'      822  27109  861  27110  27111  787
-CONVEX 5861    'GT_PK(2,2)'      861  27109  822  27112  20892  897
-CONVEX 5862    'GT_PK(2,2)'      864  27113  900  27114  27115  941
-CONVEX 5863    'GT_PK(2,2)'      864  27116  829  27117  20911  792
-CONVEX 5864    'GT_PK(2,2)'      900  27118  980  27115  27119  941
-CONVEX 5865    'GT_PK(2,2)'      975  27120  938  27121  27122  897
-CONVEX 5866    'GT_PK(2,2)'      938  27123  861  27122  27112  897
-CONVEX 5867    'GT_PK(2,2)'      861  27123  938  27124  27125  900
-CONVEX 5868    'GT_PK(2,2)'      938  27126  980  27125  27118  900
-CONVEX 5869    'GT_PK(2,2)'      938  27120  975  27127  20889  1018
-CONVEX 5870    'GT_PK(2,2)'      980  27126  938  27128  27127  1018
-CONVEX 5871    'GT_PK(2,2)'      934  27129  975  27130  27121  897
-CONVEX 5872    'GT_PK(2,2)'      857  27131  934  20893  27130  897
-CONVEX 5873    'GT_PK(2,2)'      975  27129  934  20890  27132  1016
-CONVEX 5874    'GT_PK(2,2)'      857  27133  784  27134  27135  820
-CONVEX 5875    'GT_PK(2,2)'      784  27133  857  27136  20891  822
-CONVEX 5876    'GT_PK(2,2)'      571  27137  598  27138  27139  627
-CONVEX 5877    'GT_PK(2,2)'      598  27140  656  27139  20908  627
-CONVEX 5878    'GT_PK(2,2)'      1245  27141  1155  27142  27143  1201
-CONVEX 5879    'GT_PK(2,2)'      632  27144  659  27145  27146  693
-CONVEX 5880    'GT_PK(2,2)'      688  27147  659  20909  27148  627
-CONVEX 5881    'GT_PK(2,2)'      829  27149  903  27150  27151  865
-CONVEX 5882    'GT_PK(2,2)'      864  27152  903  27116  27149  829
-CONVEX 5883    'GT_PK(2,2)'      982  27153  903  27154  27155  941
-CONVEX 5884    'GT_PK(2,2)'      903  27152  864  27155  27114  941
-CONVEX 5885    'GT_PK(2,2)'      655  27156  678  27157  17791  716
-CONVEX 5886    'GT_PK(2,2)'      470  27158  500  17775  27159  478
-CONVEX 5887    'GT_PK(2,2)'      500  27158  470  27160  17773  508
-CONVEX 5888    'GT_PK(2,2)'      15913  27161  15905  27162  27163  15883
-CONVEX 5889    'GT_PK(2,2)'      15905  27161  15913  24390  27164  389
-CONVEX 5890    'GT_PK(2,2)'      868  26901  834  26919  27165  796
-CONVEX 5891    'GT_PK(2,2)'      800  27166  765  27167  27168  730
-CONVEX 5892    'GT_PK(2,2)'      765  27169  697  27168  27170  730
-CONVEX 5893    'GT_PK(2,2)'      411  27171  409  27172  27173  15950
-CONVEX 5894    'GT_PK(2,2)'      765  27174  837  27175  27176  813
-CONVEX 5895    'GT_PK(2,2)'      765  27175  813  27177  27178  744
-CONVEX 5896    'GT_PK(2,2)'      697  27169  765  27179  27177  744
-CONVEX 5897    'GT_PK(2,2)'      322  27180  14707  20925  27181  14642
-CONVEX 5898    'GT_PK(2,2)'      14796  27182  14707  17868  27183  324
-CONVEX 5899    'GT_PK(2,2)'      14707  27180  322  27183  27184  324
-CONVEX 5900    'GT_PK(2,2)'      14642  27181  14707  21854  27185  14589
-CONVEX 5901    'GT_PK(2,2)'      14707  27186  14641  27185  20946  14589
-CONVEX 5902    'GT_PK(2,2)'      14641  27186  14707  17863  27187  14744
-CONVEX 5903    'GT_PK(2,2)'      14707  27182  14796  27187  17866  14744
-CONVEX 5904    'GT_PK(2,2)'      14366  27188  14415  27189  27190  14308
-CONVEX 5905    'GT_PK(2,2)'      14466  27191  14522  27192  27193  14574
-CONVEX 5906    'GT_PK(2,2)'      14521  27194  14466  21764  27192  14574
-CONVEX 5907    'GT_PK(2,2)'      14466  27194  14521  27195  21762  14412
-CONVEX 5908    'GT_PK(2,2)'      14466  27196  14415  27191  27197  14522
-CONVEX 5909    'GT_PK(2,2)'      14578  27198  14531  27199  20951  14634
-CONVEX 5910    'GT_PK(2,2)'      14254  27200  14366  27201  27189  14308
-CONVEX 5911    'GT_PK(2,2)'      341  27202  15264  27203  27204  339
-CONVEX 5912    'GT_PK(2,2)'      15264  27205  15218  27204  20956  339
-CONVEX 5913    'GT_PK(2,2)'      15176  27206  15264  27207  27208  15222
-CONVEX 5914    'GT_PK(2,2)'      15264  27206  15176  27205  27209  15218
-CONVEX 5915    'GT_PK(2,2)'      336  27210  15172  20964  27211  15099
-CONVEX 5916    'GT_PK(2,2)'      15218  27212  15172  20958  27213  338
-CONVEX 5917    'GT_PK(2,2)'      15172  27210  336  27213  27214  338
-CONVEX 5918    'GT_PK(2,2)'      15474  27215  15513  27216  27217  15433
-CONVEX 5919    'GT_PK(2,2)'      15513  27218  15472  27217  21234  15433
-CONVEX 5920    'GT_PK(2,2)'      15472  27218  15513  27219  27220  15548
-CONVEX 5921    'GT_PK(2,2)'      15548  27220  15513  21226  27221  353
-CONVEX 5922    'GT_PK(2,2)'      347  27222  349  27223  20968  15434
-CONVEX 5923    'GT_PK(2,2)'      347  27224  15393  27225  20973  345
-CONVEX 5924    'GT_PK(2,2)'      15393  27224  347  20976  27223  15434
-CONVEX 5925    'GT_PK(2,2)'      837  27174  765  27226  27166  800
-CONVEX 5926    'GT_PK(2,2)'      2260  27227  2319  27228  27229  2377
-CONVEX 5927    'GT_PK(2,2)'      349  27230  351  20967  27231  15474
-CONVEX 5928    'GT_PK(2,2)'      15513  27232  351  27221  27233  353
-CONVEX 5929    'GT_PK(2,2)'      351  27232  15513  27231  27215  15474
-CONVEX 5930    'GT_PK(2,2)'      2377  27229  2319  27234  27235  2435
-CONVEX 5931    'GT_PK(2,2)'      2319  27236  2375  27235  27237  2435
-CONVEX 5932    'GT_PK(2,2)'      14835  27238  14782  27239  27240  14885
-CONVEX 5933    'GT_PK(2,2)'      14732  27241  14782  27242  27238  14835
-CONVEX 5934    'GT_PK(2,2)'      14736  27243  14680  17858  27244  14634
-CONVEX 5935    'GT_PK(2,2)'      14783  27245  14680  20982  27243  14736
-CONVEX 5936    'GT_PK(2,2)'      14680  27246  14578  27244  27199  14634
-CONVEX 5937    'GT_PK(2,2)'      14951  27247  14914  20984  27248  14852
-CONVEX 5938    'GT_PK(2,2)'      14914  27249  14983  27250  27251  14885
-CONVEX 5939    'GT_PK(2,2)'      14914  27252  15014  27249  27253  14983
-CONVEX 5940    'GT_PK(2,2)'      14914  27247  14951  27252  20988  15014
-CONVEX 5941    'GT_PK(2,2)'      15429  27254  15506  27255  17872  15466
-CONVEX 5942    'GT_PK(2,2)'      15388  27256  15429  21000  27255  15466
-CONVEX 5943    'GT_PK(2,2)'      15429  27256  15388  27257  27258  15347
-CONVEX 5944    'GT_PK(2,2)'      15209  27259  15258  27260  27261  15168
-CONVEX 5945    'GT_PK(2,2)'      15258  27259  15209  21005  27262  15298
-CONVEX 5946    'GT_PK(2,2)'      15215  27263  15258  27264  21002  15303
-CONVEX 5947    'GT_PK(2,2)'      15258  27263  15215  27261  27265  15168
-CONVEX 5948    'GT_PK(2,2)'      15215  27266  15125  27265  27267  15168
-CONVEX 5949    'GT_PK(2,2)'      15125  27266  15215  21049  27268  15171
-CONVEX 5950    'GT_PK(2,2)'      15825  27269  15872  21009  27270  15851
-CONVEX 5951    'GT_PK(2,2)'      15872  27271  15845  27272  17981  15887
-CONVEX 5952    'GT_PK(2,2)'      15872  27269  15825  27271  21040  15845
-CONVEX 5953    'GT_PK(2,2)'      15775  27273  15831  27274  21303  15804
-CONVEX 5954    'GT_PK(2,2)'      15775  27275  15803  27273  21006  15831
-CONVEX 5955    'GT_PK(2,2)'      15745  27276  15775  17887  27277  15715
-CONVEX 5956    'GT_PK(2,2)'      15803  27275  15775  21010  27276  15745
-CONVEX 5957    'GT_PK(2,2)'      15868  27278  15852  27279  27280  15822
-CONVEX 5958    'GT_PK(2,2)'      15852  27281  15799  27280  27282  15822
-CONVEX 5959    'GT_PK(2,2)'      15710  27283  15769  21016  27284  15744
-CONVEX 5960    'GT_PK(2,2)'      15799  27285  15769  27282  27286  15822
-CONVEX 5961    'GT_PK(2,2)'      15769  27285  15799  27284  21014  15744
-CONVEX 5962    'GT_PK(2,2)'      15769  27287  15798  27286  27288  15822
-CONVEX 5963    'GT_PK(2,2)'      15823  27289  15871  27290  17980  15845
-CONVEX 5964    'GT_PK(2,2)'      15796  27291  15823  21041  27290  15845
-CONVEX 5965    'GT_PK(2,2)'      15823  27291  15796  27292  21042  15770
-CONVEX 5966    'GT_PK(2,2)'      15799  27293  15823  21015  27292  15770
-CONVEX 5967    'GT_PK(2,2)'      15823  27294  15852  27289  27295  15871
-CONVEX 5968    'GT_PK(2,2)'      15852  27294  15823  27281  27293  15799
-CONVEX 5969    'GT_PK(2,2)'      15374  27296  15326  27297  27298  15305
-CONVEX 5970    'GT_PK(2,2)'      15348  27299  15374  27300  27297  15305
-CONVEX 5971    'GT_PK(2,2)'      15374  27301  15430  27302  27303  15450
-CONVEX 5972    'GT_PK(2,2)'      15374  27299  15348  27301  21043  15430
-CONVEX 5973    'GT_PK(2,2)'      15405  27304  15374  27305  27302  15450
-CONVEX 5974    'GT_PK(2,2)'      15374  27304  15405  27296  27306  15326
-CONVEX 5975    'GT_PK(2,2)'      14872  27307  14820  27308  27309  14923
-CONVEX 5976    'GT_PK(2,2)'      14929  27310  14880  21048  27311  14827
-CONVEX 5977    'GT_PK(2,2)'      14979  27312  14929  27313  27314  15024
-CONVEX 5978    'GT_PK(2,2)'      14979  27315  14880  27312  27310  14929
-CONVEX 5979    'GT_PK(2,2)'      14879  27316  14826  27317  17363  14776
-CONVEX 5980    'GT_PK(2,2)'      14778  27318  14724  27319  27320  14672
-CONVEX 5981    'GT_PK(2,2)'      14724  27321  14617  27320  27322  14672
-CONVEX 5982    'GT_PK(2,2)'      14617  27321  14724  27323  27324  14670
-CONVEX 5983    'GT_PK(2,2)'      14670  27324  14724  19621  27325  14776
-CONVEX 5984    'GT_PK(2,2)'      15347  27326  15261  27327  27328  15303
-CONVEX 5985    'GT_PK(2,2)'      15261  27329  15215  27328  27264  15303
-CONVEX 5986    'GT_PK(2,2)'      15261  27330  15216  27331  21066  15171
-CONVEX 5987    'GT_PK(2,2)'      15215  27329  15261  27268  27331  15171
-CONVEX 5988    'GT_PK(2,2)'      15075  27332  15125  27333  21052  15029
-CONVEX 5989    'GT_PK(2,2)'      15075  27334  14979  27335  27313  15024
-CONVEX 5990    'GT_PK(2,2)'      14979  27334  15075  27336  27333  15029
-CONVEX 5991    'GT_PK(2,2)'      15125  27332  15075  27267  27337  15168
-CONVEX 5992    'GT_PK(2,2)'      14981  27338  15029  27339  21053  15078
-CONVEX 5993    'GT_PK(2,2)'      15028  27340  15071  27341  27342  14978
-CONVEX 5994    'GT_PK(2,2)'      15167  27343  15256  27344  21284  15210
-CONVEX 5995    'GT_PK(2,2)'      15124  27345  15030  21054  27346  15077
-CONVEX 5996    'GT_PK(2,2)'      14982  27347  15030  21059  27348  14934
-CONVEX 5997    'GT_PK(2,2)'      15030  27347  14982  27346  27349  15077
-CONVEX 5998    'GT_PK(2,2)'      14982  27350  15031  27349  27351  15077
-CONVEX 5999    'GT_PK(2,2)'      15126  27352  15031  21061  27353  15078
-CONVEX 6000    'GT_PK(2,2)'      15031  27352  15126  27351  21062  15077
-CONVEX 6001    'GT_PK(2,2)'      15031  27354  14981  27353  27339  15078
-CONVEX 6002    'GT_PK(2,2)'      14713  27355  14664  27356  27357  14622
-CONVEX 6003    'GT_PK(2,2)'      14673  27358  14713  21083  27356  14622
-CONVEX 6004    'GT_PK(2,2)'      14763  27359  14713  27360  27361  14813
-CONVEX 6005    'GT_PK(2,2)'      14713  27359  14763  27355  27362  14664
-CONVEX 6006    'GT_PK(2,2)'      14461  27363  14569  17914  27364  14515
-CONVEX 6007    'GT_PK(2,2)'      14664  27365  14569  27357  27366  14622
-CONVEX 6008    'GT_PK(2,2)'      14867  27367  14765  27368  27369  14814
-CONVEX 6009    'GT_PK(2,2)'      14765  27370  14712  27369  27371  14814
-CONVEX 6010    'GT_PK(2,2)'      14712  27372  14763  27371  27373  14814
-CONVEX 6011    'GT_PK(2,2)'      14763  27372  14712  27362  27374  14664
-CONVEX 6012    'GT_PK(2,2)'      14403  27375  14459  27376  27377  14511
-CONVEX 6013    'GT_PK(2,2)'      14459  27375  14403  27378  27379  14349
-CONVEX 6014    'GT_PK(2,2)'      14614  27380  14715  27381  27382  14668
-CONVEX 6015    'GT_PK(2,2)'      14351  27383  14407  21073  27384  14461
-CONVEX 6016    'GT_PK(2,2)'      14713  27385  14766  27361  27386  14813
-CONVEX 6017    'GT_PK(2,2)'      14766  27385  14713  27387  27358  14673
-CONVEX 6018    'GT_PK(2,2)'      14242  27388  14297  23004  27389  14185
-CONVEX 6019    'GT_PK(2,2)'      13325  27390  13260  21087  27391  13198
-CONVEX 6020    'GT_PK(2,2)'      13196  27392  13260  21321  27393  13323
-CONVEX 6021    'GT_PK(2,2)'      13198  27391  13260  16295  27394  13131
-CONVEX 6022    'GT_PK(2,2)'      13260  27392  13196  27394  21319  13131
-CONVEX 6023    'GT_PK(2,2)'      15495  27395  15569  27396  27397  15535
-CONVEX 6024    'GT_PK(2,2)'      15607  27398  15569  21102  27399  15641
-CONVEX 6025    'GT_PK(2,2)'      15569  27398  15607  27397  27400  15535
-CONVEX 6026    'GT_PK(2,2)'      15495  27401  15459  27402  27403  15415
-CONVEX 6027    'GT_PK(2,2)'      15459  27401  15495  27404  27396  15535
-CONVEX 6028    'GT_PK(2,2)'      15383  27405  15344  27406  21004  15298
-CONVEX 6029    'GT_PK(2,2)'      15540  27407  15613  27408  21096  15578
-CONVEX 6030    'GT_PK(2,2)'      15782  27409  15809  21171  27410  15755
-CONVEX 6031    'GT_PK(2,2)'      15849  27411  15868  27412  27279  15822
-CONVEX 6032    'GT_PK(2,2)'      15798  27413  15849  27288  27412  15822
-CONVEX 6033    'GT_PK(2,2)'      15885  27414  15923  27415  21121  15919
-CONVEX 6034    'GT_PK(2,2)'      15876  27416  15885  27417  27415  15919
-CONVEX 6035    'GT_PK(2,2)'      15910  27418  15885  21114  27419  15867
-CONVEX 6036    'GT_PK(2,2)'      15885  27418  15910  27414  21115  15923
-CONVEX 6037    'GT_PK(2,2)'      15738  27420  15712  27421  27422  15675
-CONVEX 6038    'GT_PK(2,2)'      15708  27423  15738  21103  27421  15675
-CONVEX 6039    'GT_PK(2,2)'      15738  27424  15792  27425  27426  15773
-CONVEX 6040    'GT_PK(2,2)'      15712  27420  15738  27427  27425  15773
-CONVEX 6041    'GT_PK(2,2)'      15792  27424  15738  21097  27428  15767
-CONVEX 6042    'GT_PK(2,2)'      15738  27423  15708  27428  27429  15767
-CONVEX 6043    'GT_PK(2,2)'      15613  27430  15644  21095  27431  15680
-CONVEX 6044    'GT_PK(2,2)'      15644  27432  15607  27433  21100  15675
-CONVEX 6045    'GT_PK(2,2)'      15644  27434  15712  27431  27435  15680
-CONVEX 6046    'GT_PK(2,2)'      15712  27434  15644  27422  27433  15675
-CONVEX 6047    'GT_PK(2,2)'      2319  27436  2202  27437  27438  2259
-CONVEX 6048    'GT_PK(2,2)'      2375  27236  2319  27439  27437  2259
-CONVEX 6049    'GT_PK(2,2)'      2319  27227  2260  27436  27440  2202
-CONVEX 6050    'GT_PK(2,2)'      15899  27441  15902  21107  27442  386
-CONVEX 6051    'GT_PK(2,2)'      15902  27443  384  27442  27444  386
-CONVEX 6052    'GT_PK(2,2)'      384  27443  15902  27445  27446  15884
-CONVEX 6053    'GT_PK(2,2)'      3040  27447  2915  27448  27449  2976
-CONVEX 6054    'GT_PK(2,2)'      3040  27448  2976  27450  27451  3104
-CONVEX 6055    'GT_PK(2,2)'      3040  27452  2978  27447  27453  2915
-CONVEX 6056    'GT_PK(2,2)'      15509  27454  15470  27455  21143  15431
-CONVEX 6057    'GT_PK(2,2)'      15470  27454  15509  27456  27457  15546
-CONVEX 6058    'GT_PK(2,2)'      15585  27458  355  27459  27460  357
-CONVEX 6059    'GT_PK(2,2)'      355  27458  15585  21224  27461  15548
-CONVEX 6060    'GT_PK(2,2)'      15653  27462  359  27463  27464  361
-CONVEX 6061    'GT_PK(2,2)'      3167  27465  3040  27466  27450  3104
-CONVEX 6062    'GT_PK(2,2)'      2978  27452  3040  27467  27468  3105
-CONVEX 6063    'GT_PK(2,2)'      3105  27468  3040  27469  27465  3167
-CONVEX 6064    'GT_PK(2,2)'      2915  27470  2852  27471  27472  2790
-CONVEX 6065    'GT_PK(2,2)'      2790  27472  2852  27473  27474  2729
-CONVEX 6066    'GT_PK(2,2)'      2852  27475  2791  27474  27476  2729
-CONVEX 6067    'GT_PK(2,2)'      363  27477  365  27478  27479  15704
-CONVEX 6068    'GT_PK(2,2)'      365  27480  15725  27479  27481  15704
-CONVEX 6069    'GT_PK(2,2)'      15725  27480  365  27482  27483  367
-CONVEX 6070    'GT_PK(2,2)'      15725  27484  15753  27485  27486  15691
-CONVEX 6071    'GT_PK(2,2)'      15753  27484  15725  21154  27482  367
-CONVEX 6072    'GT_PK(2,2)'      15143  27487  15101  27488  21155  15189
-CONVEX 6073    'GT_PK(2,2)'      15523  27489  15570  21158  27490  15595
-CONVEX 6074    'GT_PK(2,2)'      15595  27490  15570  27491  27492  15639
-CONVEX 6075    'GT_PK(2,2)'      15570  27493  15618  27492  27494  15639
-CONVEX 6076    'GT_PK(2,2)'      15618  27493  15570  27495  27496  15546
-CONVEX 6077    'GT_PK(2,2)'      15470  27497  15502  21144  27498  15430
-CONVEX 6078    'GT_PK(2,2)'      15430  27498  15502  27303  27499  15450
-CONVEX 6079    'GT_PK(2,2)'      15502  27500  15523  27499  27501  15450
-CONVEX 6080    'GT_PK(2,2)'      15502  27502  15570  27500  27489  15523
-CONVEX 6081    'GT_PK(2,2)'      15502  27497  15470  27503  27456  15546
-CONVEX 6082    'GT_PK(2,2)'      15570  27502  15502  27496  27503  15546
-CONVEX 6083    'GT_PK(2,2)'      15656  27504  15687  21163  27505  15620
-CONVEX 6084    'GT_PK(2,2)'      15719  27506  15687  27507  27508  15749
-CONVEX 6085    'GT_PK(2,2)'      15687  27509  15720  27508  27510  15749
-CONVEX 6086    'GT_PK(2,2)'      15720  27509  15687  27511  27504  15656
-CONVEX 6087    'GT_PK(2,2)'      15753  27512  15720  27486  27513  15691
-CONVEX 6088    'GT_PK(2,2)'      15720  27511  15656  27513  27514  15691
-CONVEX 6089    'GT_PK(2,2)'      15624  27515  15587  27516  27517  15555
-CONVEX 6090    'GT_PK(2,2)'      15624  27518  15656  27515  21161  15587
-CONVEX 6091    'GT_PK(2,2)'      15656  27518  15624  27514  27519  15691
-CONVEX 6092    'GT_PK(2,2)'      15595  27520  15624  21160  27516  15555
-CONVEX 6093    'GT_PK(2,2)'      2978  27521  2852  27453  27470  2915
-CONVEX 6094    'GT_PK(2,2)'      2852  27521  2978  27522  27523  2916
-CONVEX 6095    'GT_PK(2,2)'      2791  27475  2852  27524  27522  2916
-CONVEX 6096    'GT_PK(2,2)'      15719  27525  15776  27526  27527  15752
-CONVEX 6097    'GT_PK(2,2)'      15776  27525  15719  27528  27507  15749
-CONVEX 6098    'GT_PK(2,2)'      15551  27529  15586  27530  27531  15622
-CONVEX 6099    'GT_PK(2,2)'      15589  27532  15551  27533  27530  15622
-CONVEX 6100    'GT_PK(2,2)'      15654  27534  15586  27535  27536  15620
-CONVEX 6101    'GT_PK(2,2)'      15687  27537  15654  27505  27535  15620
-CONVEX 6102    'GT_PK(2,2)'      15654  27537  15687  27538  27506  15719
-CONVEX 6103    'GT_PK(2,2)'      15586  27534  15654  27531  27539  15622
-CONVEX 6104    'GT_PK(2,2)'      15654  27540  15688  27539  27541  15622
-CONVEX 6105    'GT_PK(2,2)'      15688  27540  15654  27542  27538  15719
-CONVEX 6106    'GT_PK(2,2)'      15723  27543  15688  21169  27544  15752
-CONVEX 6107    'GT_PK(2,2)'      15688  27542  15719  27544  27526  15752
-CONVEX 6108    'GT_PK(2,2)'      15360  27545  15439  27546  27547  15402
-CONVEX 6109    'GT_PK(2,2)'      15439  27548  15481  27547  27549  15402
-CONVEX 6110    'GT_PK(2,2)'      15262  27550  15174  27551  27552  15219
-CONVEX 6111    'GT_PK(2,2)'      15262  27553  15348  27554  27300  15305
-CONVEX 6112    'GT_PK(2,2)'      15217  27555  15262  27556  27554  15305
-CONVEX 6113    'GT_PK(2,2)'      15262  27555  15217  27550  21181  15174
-CONVEX 6114    'GT_PK(2,2)'      15306  27557  15262  21769  27551  15219
-CONVEX 6115    'GT_PK(2,2)'      15262  27557  15306  27553  21221  15348
-CONVEX 6116    'GT_PK(2,2)'      15326  27558  15245  27298  27559  15305
-CONVEX 6117    'GT_PK(2,2)'      15245  27560  15217  27559  27556  15305
-CONVEX 6118    'GT_PK(2,2)'      15217  27560  15245  21180  27561  15169
-CONVEX 6119    'GT_PK(2,2)'      15032  27562  15079  27563  21183  15111
-CONVEX 6120    'GT_PK(2,2)'      15060  27564  15032  21189  27563  15111
-CONVEX 6121    'GT_PK(2,2)'      13957  27565  13838  21206  27566  13898
-CONVEX 6122    'GT_PK(2,2)'      14074  27567  13957  27568  21204  14016
-CONVEX 6123    'GT_PK(2,2)'      13534  27569  13596  21213  27570  13471
-CONVEX 6124    'GT_PK(2,2)'      13596  27571  13657  27572  27573  13718
-CONVEX 6125    'GT_PK(2,2)'      13657  27571  13596  27574  27569  13534
-CONVEX 6126    'GT_PK(2,2)'      13657  27575  13597  27576  27577  13719
-CONVEX 6127    'GT_PK(2,2)'      13536  27578  13597  21742  27579  13472
-CONVEX 6128    'GT_PK(2,2)'      13597  27580  13534  27579  21214  13472
-CONVEX 6129    'GT_PK(2,2)'      13597  27575  13657  27580  27574  13534
-CONVEX 6130    'GT_PK(2,2)'      13597  27581  13659  27577  21748  13719
-CONVEX 6131    'GT_PK(2,2)'      13597  27578  13536  27581  27582  13659
-CONVEX 6132    'GT_PK(2,2)'      13839  27583  13779  21218  27584  13900
-CONVEX 6133    'GT_PK(2,2)'      13779  27585  13657  27586  27576  13719
-CONVEX 6134    'GT_PK(2,2)'      13657  27585  13779  27573  27587  13718
-CONVEX 6135    'GT_PK(2,2)'      13779  27583  13839  27587  27588  13718
-CONVEX 6136    'GT_PK(2,2)'      15350  27589  15392  27590  21236  15432
-CONVEX 6137    'GT_PK(2,2)'      15391  27591  15350  27592  27590  15432
-CONVEX 6138    'GT_PK(2,2)'      15353  27593  15394  27594  27595  15311
-CONVEX 6139    'GT_PK(2,2)'      15394  27596  15352  27595  27597  15311
-CONVEX 6140    'GT_PK(2,2)'      15352  27596  15394  21239  27598  15433
-CONVEX 6141    'GT_PK(2,2)'      15394  27593  15353  27599  20975  15434
-CONVEX 6142    'GT_PK(2,2)'      15394  27600  15474  27598  27216  15433
-CONVEX 6143    'GT_PK(2,2)'      15474  27600  15394  20969  27599  15434
-CONVEX 6144    'GT_PK(2,2)'      15940  27601  15927  21279  27602  15956
-CONVEX 6145    'GT_PK(2,2)'      15927  27603  15943  27602  21262  15956
-CONVEX 6146    'GT_PK(2,2)'      15960  27604  411  27605  27172  15950
-CONVEX 6147    'GT_PK(2,2)'      15960  27606  413  27604  27607  411
-CONVEX 6148    'GT_PK(2,2)'      2313  27608  2430  27609  27610  2371
-CONVEX 6149    'GT_PK(2,2)'      2313  27609  2371  27611  27612  2255
-CONVEX 6150    'GT_PK(2,2)'      14502  27613  14448  27614  27615  14393
-CONVEX 6151    'GT_PK(2,2)'      14392  27616  14448  27617  27618  14501
-CONVEX 6152    'GT_PK(2,2)'      14448  27619  14338  27615  27620  14393
-CONVEX 6153    'GT_PK(2,2)'      14338  27619  14448  19622  27616  14392
-CONVEX 6154    'GT_PK(2,2)'      14775  27621  14722  27622  17362  14826
-CONVEX 6155    'GT_PK(2,2)'      15677  27623  15709  27624  27625  15643
-CONVEX 6156    'GT_PK(2,2)'      15677  27626  15645  27627  21281  15715
-CONVEX 6157    'GT_PK(2,2)'      15886  27628  15907  27629  21258  15926
-CONVEX 6158    'GT_PK(2,2)'      15504  27630  15463  17880  27631  15425
-CONVEX 6159    'GT_PK(2,2)'      15463  27632  15500  27633  27634  15423
-CONVEX 6160    'GT_PK(2,2)'      15463  27630  15504  27635  17882  15539
-CONVEX 6161    'GT_PK(2,2)'      15500  27632  15463  27636  27635  15539
-CONVEX 6162    'GT_PK(2,2)'      15216  27637  15260  21065  27638  15170
-CONVEX 6163    'GT_PK(2,2)'      15301  27639  15260  27640  27641  15346
-CONVEX 6164    'GT_PK(2,2)'      15341  27642  15423  27643  27644  15381
-CONVEX 6165    'GT_PK(2,2)'      15297  27645  15341  27646  27643  15381
-CONVEX 6166    'GT_PK(2,2)'      15301  27647  15341  27648  27649  15256
-CONVEX 6167    'GT_PK(2,2)'      15341  27645  15297  27649  21283  15256
-CONVEX 6168    'GT_PK(2,2)'      15297  27650  15253  21285  27651  15210
-CONVEX 6169    'GT_PK(2,2)'      15338  27652  15297  27653  27646  15381
-CONVEX 6170    'GT_PK(2,2)'      15253  27654  15338  27655  27656  15294
-CONVEX 6171    'GT_PK(2,2)'      15338  27654  15253  27652  27650  15297
-CONVEX 6172    'GT_PK(2,2)'      15929  27657  15946  21299  27658  15954
-CONVEX 6173    'GT_PK(2,2)'      15946  27659  15948  27660  21286  404
-CONVEX 6174    'GT_PK(2,2)'      15948  27659  15946  27661  27662  15924
-CONVEX 6175    'GT_PK(2,2)'      15946  27660  404  27663  27664  406
-CONVEX 6176    'GT_PK(2,2)'      15954  27658  15946  17976  27663  406
-CONVEX 6177    'GT_PK(2,2)'      15878  27665  15895  27666  27667  15918
-CONVEX 6178    'GT_PK(2,2)'      15895  27668  15929  27667  21298  15918
-CONVEX 6179    'GT_PK(2,2)'      15895  27665  15878  27669  17978  15851
-CONVEX 6180    'GT_PK(2,2)'      15872  27670  15895  27270  27669  15851
-CONVEX 6181    'GT_PK(2,2)'      15900  27671  15878  27672  27666  15918
-CONVEX 6182    'GT_PK(2,2)'      15900  27672  15918  27673  21296  15936
-CONVEX 6183    'GT_PK(2,2)'      15900  27674  15855  27671  21305  15878
-CONVEX 6184    'GT_PK(2,2)'      15855  27674  15900  27675  27676  15877
-CONVEX 6185    'GT_PK(2,2)'      15921  27677  15900  17949  27673  15936
-CONVEX 6186    'GT_PK(2,2)'      15877  27676  15900  21300  27677  15921
-CONVEX 6187    'GT_PK(2,2)'      15944  27678  15948  27679  27661  15924
-CONVEX 6188    'GT_PK(2,2)'      15911  27680  15944  21306  27679  15924
-CONVEX 6189    'GT_PK(2,2)'      15944  27680  15911  27681  27682  15937
-CONVEX 6190    'GT_PK(2,2)'      15948  27678  15944  21288  27683  402
-CONVEX 6191    'GT_PK(2,2)'      402  27683  15944  27684  27685  400
-CONVEX 6192    'GT_PK(2,2)'      15944  27681  15937  27685  17926  400
-CONVEX 6193    'GT_PK(2,2)'      15937  27686  15898  17924  27687  15908
-CONVEX 6194    'GT_PK(2,2)'      15911  27688  15898  27682  27686  15937
-CONVEX 6195    'GT_PK(2,2)'      15898  27689  15868  27687  27690  15908
-CONVEX 6196    'GT_PK(2,2)'      15898  27691  15852  27689  27278  15868
-CONVEX 6197    'GT_PK(2,2)'      15898  27688  15911  27692  21309  15871
-CONVEX 6198    'GT_PK(2,2)'      15852  27691  15898  27295  27692  15871
-CONVEX 6199    'GT_PK(2,2)'      12665  27693  12732  27694  21316  12797
-CONVEX 6200    'GT_PK(2,2)'      13129  27695  13196  27696  21322  13258
-CONVEX 6201    'GT_PK(2,2)'      13196  27695  13129  21318  27697  13066
-CONVEX 6202    'GT_PK(2,2)'      13129  27698  13000  27697  21330  13066
-CONVEX 6203    'GT_PK(2,2)'      12935  27699  13002  21331  27700  13066
-CONVEX 6204    'GT_PK(2,2)'      13002  27701  13068  27702  16294  13131
-CONVEX 6205    'GT_PK(2,2)'      13066  27700  13002  21320  27702  13131
-CONVEX 6206    'GT_PK(2,2)'      12931  27703  12996  27704  21326  12865
-CONVEX 6207    'GT_PK(2,2)'      12996  27705  13062  21324  27706  13125
-CONVEX 6208    'GT_PK(2,2)'      13127  27707  13062  27708  27709  12998
-CONVEX 6209    'GT_PK(2,2)'      13062  27710  12931  27709  27711  12998
-CONVEX 6210    'GT_PK(2,2)'      12931  27710  13062  27703  27705  12996
-CONVEX 6211    'GT_PK(2,2)'      13192  27712  13254  27713  17984  13125
-CONVEX 6212    'GT_PK(2,2)'      13062  27714  13192  27706  27713  13125
-CONVEX 6213    'GT_PK(2,2)'      13192  27714  13062  27715  27707  13127
-CONVEX 6214    'GT_PK(2,2)'      13192  27715  13127  27716  27717  13256
-CONVEX 6215    'GT_PK(2,2)'      13319  27718  13192  19608  27716  13256
-CONVEX 6216    'GT_PK(2,2)'      13192  27718  13319  27712  19609  13254
-CONVEX 6217    'GT_PK(2,2)'      13064  27719  13127  27720  27708  12998
-CONVEX 6218    'GT_PK(2,2)'      13129  27721  13064  27698  27722  13000
-CONVEX 6219    'GT_PK(2,2)'      13821  27723  13761  17991  27724  13881
-CONVEX 6220    'GT_PK(2,2)'      13761  27723  13821  27725  24258  13699
-CONVEX 6221    'GT_PK(2,2)'      13638  27726  13761  21336  27725  13699
-CONVEX 6222    'GT_PK(2,2)'      14119  27727  14060  27728  27729  14003
-CONVEX 6223    'GT_PK(2,2)'      14119  27730  14178  27731  27732  14234
-CONVEX 6224    'GT_PK(2,2)'      14059  27733  14117  27734  21345  14001
-CONVEX 6225    'GT_PK(2,2)'      13942  27735  14059  21349  27734  14001
-CONVEX 6226    'GT_PK(2,2)'      13262  27736  13390  21086  27737  13325
-CONVEX 6227    'GT_PK(2,2)'      13516  27738  13390  27739  27740  13454
-CONVEX 6228    'GT_PK(2,2)'      13517  27741  13454  27742  27743  13392
-CONVEX 6229    'GT_PK(2,2)'      14671  27744  14723  27745  27746  14619
-CONVEX 6230    'GT_PK(2,2)'      14723  27747  14674  27746  27748  14619
-CONVEX 6231    'GT_PK(2,2)'      14830  27749  14780  27750  27751  14883
-CONVEX 6232    'GT_PK(2,2)'      14830  27750  14883  27752  21058  14934
-CONVEX 6233    'GT_PK(2,2)'      14780  27753  14832  27751  27754  14883
-CONVEX 6234    'GT_PK(2,2)'      14458  27755  14512  27756  27757  14402
-CONVEX 6235    'GT_PK(2,2)'      14458  27758  14403  27759  27376  14511
-CONVEX 6236    'GT_PK(2,2)'      14567  27760  14512  27761  27762  14619
-CONVEX 6237    'GT_PK(2,2)'      14510  27763  14567  27764  27765  14621
-CONVEX 6238    'GT_PK(2,2)'      14674  27766  14567  27748  27761  14619
-CONVEX 6239    'GT_PK(2,2)'      14567  27766  14674  27765  27767  14621
-CONVEX 6240    'GT_PK(2,2)'      14457  27768  14510  27769  27770  14401
-CONVEX 6241    'GT_PK(2,2)'      14512  27771  14457  27757  27772  14402
-CONVEX 6242    'GT_PK(2,2)'      14457  27773  14567  27768  27763  14510
-CONVEX 6243    'GT_PK(2,2)'      14567  27773  14457  27760  27771  14512
-CONVEX 6244    'GT_PK(2,2)'      14347  27774  14457  27775  27769  14401
-CONVEX 6245    'GT_PK(2,2)'      14457  27774  14347  27772  27776  14402
-CONVEX 6246    'GT_PK(2,2)'      14512  27777  14566  27762  27778  14619
-CONVEX 6247    'GT_PK(2,2)'      14566  27779  14671  27778  27745  14619
-CONVEX 6248    'GT_PK(2,2)'      14566  27780  14616  27779  27781  14671
-CONVEX 6249    'GT_PK(2,2)'      14616  27780  14566  27782  27783  14511
-CONVEX 6250    'GT_PK(2,2)'      14566  27784  14458  27783  27759  14511
-CONVEX 6251    'GT_PK(2,2)'      14458  27784  14566  27755  27777  14512
-CONVEX 6252    'GT_PK(2,2)'      14563  27785  14614  27786  27381  14668
-CONVEX 6253    'GT_PK(2,2)'      14616  27787  14563  27788  27786  14668
-CONVEX 6254    'GT_PK(2,2)'      14563  27787  14616  27789  27782  14511
-CONVEX 6255    'GT_PK(2,2)'      14459  27790  14563  27377  27789  14511
-CONVEX 6256    'GT_PK(2,2)'      14292  27791  14349  27792  27793  14236
-CONVEX 6257    'GT_PK(2,2)'      14293  27794  14351  27795  21074  14406
-CONVEX 6258    'GT_PK(2,2)'      14350  27796  14293  27797  27795  14406
-CONVEX 6259    'GT_PK(2,2)'      14179  27798  14122  27799  27800  14236
-CONVEX 6260    'GT_PK(2,2)'      13947  27801  13887  27802  27803  14006
-CONVEX 6261    'GT_PK(2,2)'      12726  27804  12659  27805  27806  12592
-CONVEX 6262    'GT_PK(2,2)'      12661  27807  12726  27808  27805  12592
-CONVEX 6263    'GT_PK(2,2)'      12726  27809  12791  27804  21353  12659
-CONVEX 6264    'GT_PK(2,2)'      12726  27807  12661  27810  27811  12793
-CONVEX 6265    'GT_PK(2,2)'      13123  27812  13058  21376  27813  12994
-CONVEX 6266    'GT_PK(2,2)'      13058  27814  13188  27815  27816  13121
-CONVEX 6267    'GT_PK(2,2)'      13058  27812  13123  27814  21374  13188
-CONVEX 6268    'GT_PK(2,2)'      12862  27817  12929  27818  21311  12994
-CONVEX 6269    'GT_PK(2,2)'      12929  27817  12862  21313  27819  12797
-CONVEX 6270    'GT_PK(2,2)'      12665  27820  12730  27821  27822  12596
-CONVEX 6271    'GT_PK(2,2)'      12730  27820  12665  27823  27694  12797
-CONVEX 6272    'GT_PK(2,2)'      12862  27824  12730  27819  27823  12797
-CONVEX 6273    'GT_PK(2,2)'      12728  27825  12860  27826  21350  12793
-CONVEX 6274    'GT_PK(2,2)'      12728  27827  12661  27828  27829  12594
-CONVEX 6275    'GT_PK(2,2)'      12661  27827  12728  27811  27826  12793
-CONVEX 6276    'GT_PK(2,2)'      12259  27830  12189  27831  27832  12121
-CONVEX 6277    'GT_PK(2,2)'      12856  27833  12921  17995  27834  12789
-CONVEX 6278    'GT_PK(2,2)'      12921  27835  12854  27834  27836  12789
-CONVEX 6279    'GT_PK(2,2)'      12988  27837  12921  27838  27833  12856
-CONVEX 6280    'GT_PK(2,2)'      12921  27837  12988  27839  27840  13051
-CONVEX 6281    'GT_PK(2,2)'      13313  27841  13248  27842  27843  13186
-CONVEX 6282    'GT_PK(2,2)'      13248  27841  13313  27844  27845  13377
-CONVEX 6283    'GT_PK(2,2)'      13313  27846  13441  27845  27847  13377
-CONVEX 6284    'GT_PK(2,2)'      13441  27846  13313  21377  27848  13379
-CONVEX 6285    'GT_PK(2,2)'      13117  27849  13182  27850  27851  13051
-CONVEX 6286    'GT_PK(2,2)'      12988  27852  13117  27840  27850  13051
-CONVEX 6287    'GT_PK(2,2)'      13182  27853  13115  27851  27854  13051
-CONVEX 6288    'GT_PK(2,2)'      13246  27855  13375  27856  27857  13309
-CONVEX 6289    'GT_PK(2,2)'      13182  27858  13246  27859  27856  13309
-CONVEX 6290    'GT_PK(2,2)'      13246  27860  13117  27861  27862  13184
-CONVEX 6291    'GT_PK(2,2)'      13117  27860  13246  27849  27858  13182
-CONVEX 6292    'GT_PK(2,2)'      13375  27863  13438  27857  27864  13309
-CONVEX 6293    'GT_PK(2,2)'      13500  27865  13438  21392  27866  13565
-CONVEX 6294    'GT_PK(2,2)'      12791  27867  12923  21356  27868  12856
-CONVEX 6295    'GT_PK(2,2)'      12923  27869  12988  27868  27838  12856
-CONVEX 6296    'GT_PK(2,2)'      13443  27870  13570  21384  27871  13505
-CONVEX 6297    'GT_PK(2,2)'      13570  27870  13443  27872  21385  13507
-CONVEX 6298    'GT_PK(2,2)'      13445  27873  13507  27874  21386  13381
-CONVEX 6299    'GT_PK(2,2)'      13445  27875  13317  27876  21361  13383
-CONVEX 6300    'GT_PK(2,2)'      13317  27875  13445  21362  27874  13381
-CONVEX 6301    'GT_PK(2,2)'      13508  27877  13445  21368  27876  13383
-CONVEX 6302    'GT_PK(2,2)'      13568  27878  13441  27879  21378  13505
-CONVEX 6303    'GT_PK(2,2)'      13568  27880  13693  27881  24269  13630
-CONVEX 6304    'GT_PK(2,2)'      13307  27882  13436  27883  27884  13372
-CONVEX 6305    'GT_PK(2,2)'      13564  27885  13436  27886  27887  13500
-CONVEX 6306    'GT_PK(2,2)'      13627  27888  13564  21390  27886  13500
-CONVEX 6307    'GT_PK(2,2)'      2313  27889  2370  27608  27890  2430
-CONVEX 6308    'GT_PK(2,2)'      138  27891  3402  27892  27893  139
-CONVEX 6309    'GT_PK(2,2)'      2197  27894  2313  27895  27611  2255
-CONVEX 6310    'GT_PK(2,2)'      3728  27896  3599  27897  27898  3664
-CONVEX 6311    'GT_PK(2,2)'      143  27899  3599  21396  27896  3728
-CONVEX 6312    'GT_PK(2,2)'      141  27900  3599  27901  27899  143
-CONVEX 6313    'GT_PK(2,2)'      2587  27902  2531  21445  27903  2648
-CONVEX 6314    'GT_PK(2,2)'      2473  27904  2531  21422  27905  2413
-CONVEX 6315    'GT_PK(2,2)'      2531  27906  2592  27903  27907  2648
-CONVEX 6316    'GT_PK(2,2)'      2592  27906  2531  21423  27904  2473
-CONVEX 6317    'GT_PK(2,2)'      2489  27908  2587  27909  21444  2646
-CONVEX 6318    'GT_PK(2,2)'      2586  27910  2489  27911  27909  2646
-CONVEX 6319    'GT_PK(2,2)'      2655  27912  2716  27913  27914  2777
-CONVEX 6320    'GT_PK(2,2)'      2655  27915  2595  27912  27916  2716
-CONVEX 6321    'GT_PK(2,2)'      2655  27917  2592  27918  21424  2533
-CONVEX 6322    'GT_PK(2,2)'      2595  27915  2655  27919  27918  2533
-CONVEX 6323    'GT_PK(2,2)'      2648  27920  2713  21439  27921  2771
-CONVEX 6324    'GT_PK(2,2)'      2592  27922  2713  27907  27920  2648
-CONVEX 6325    'GT_PK(2,2)'      2713  27923  2655  27924  27913  2777
-CONVEX 6326    'GT_PK(2,2)'      2655  27923  2713  27917  27922  2592
-CONVEX 6327    'GT_PK(2,2)'      3029  27925  2964  20694  27926  2902
-CONVEX 6328    'GT_PK(2,2)'      2716  27927  2840  27914  27928  2777
-CONVEX 6329    'GT_PK(2,2)'      2840  27929  2900  27928  27930  2777
-CONVEX 6330    'GT_PK(2,2)'      2964  27931  2840  27926  27932  2902
-CONVEX 6331    'GT_PK(2,2)'      2840  27931  2964  27929  27933  2900
-CONVEX 6332    'GT_PK(2,2)'      2900  27934  2836  27930  27935  2777
-CONVEX 6333    'GT_PK(2,2)'      2836  27936  2713  27935  27924  2777
-CONVEX 6334    'GT_PK(2,2)'      2836  27937  2896  27938  27939  2771
-CONVEX 6335    'GT_PK(2,2)'      2713  27936  2836  27921  27938  2771
-CONVEX 6336    'GT_PK(2,2)'      2896  27940  2961  21448  27941  3022
-CONVEX 6337    'GT_PK(2,2)'      2836  27942  2961  27937  27940  2896
-CONVEX 6338    'GT_PK(2,2)'      2961  27942  2836  27943  27934  2900
-CONVEX 6339    'GT_PK(2,2)'      2769  27944  2708  21442  27945  2646
-CONVEX 6340    'GT_PK(2,2)'      2708  27946  2586  27945  27911  2646
-CONVEX 6341    'GT_PK(2,2)'      2586  27946  2708  21487  27947  2651
-CONVEX 6342    'GT_PK(2,2)'      2651  27948  124  21489  27949  122
-CONVEX 6343    'GT_PK(2,2)'      2370  27889  2313  27950  27951  2254
-CONVEX 6344    'GT_PK(2,2)'      2254  27951  2313  27952  27894  2197
-CONVEX 6345    'GT_PK(2,2)'      2545  27953  2486  27954  27955  2426
-CONVEX 6346    'GT_PK(2,2)'      2956  27956  2832  21446  27957  2896
-CONVEX 6347    'GT_PK(2,2)'      2896  27957  2832  27939  27958  2771
-CONVEX 6348    'GT_PK(2,2)'      2769  27959  2832  27960  27961  2893
-CONVEX 6349    'GT_PK(2,2)'      2832  27956  2956  27961  21450  2893
-CONVEX 6350    'GT_PK(2,2)'      2832  27962  2707  27958  21438  2771
-CONVEX 6351    'GT_PK(2,2)'      2707  27962  2832  21440  27959  2769
-CONVEX 6352    'GT_PK(2,2)'      3017  27963  3080  27964  18014  2954
-CONVEX 6353    'GT_PK(2,2)'      3600  27965  3534  23771  27966  3468
-CONVEX 6354    'GT_PK(2,2)'      3271  27967  3336  27968  27969  3399
-CONVEX 6355    'GT_PK(2,2)'      3207  27970  3143  27971  21462  3080
-CONVEX 6356    'GT_PK(2,2)'      3143  27970  3207  21460  27972  3271
-CONVEX 6357    'GT_PK(2,2)'      3207  27973  3336  27972  27967  3271
-CONVEX 6358    'GT_PK(2,2)'      2408  27974  116  27975  21479  2314
-CONVEX 6359    'GT_PK(2,2)'      116  27974  2408  27976  27977  118
-CONVEX 6360    'GT_PK(2,2)'      2408  27978  2489  27977  27979  118
-CONVEX 6361    'GT_PK(2,2)'      120  27980  2586  27981  21488  122
-CONVEX 6362    'GT_PK(2,2)'      2485  27982  2545  27983  27954  2426
-CONVEX 6363    'GT_PK(2,2)'      2489  27984  120  27979  27985  118
-CONVEX 6364    'GT_PK(2,2)'      120  27984  2489  27980  27910  2586
-CONVEX 6365    'GT_PK(2,2)'      2605  27986  2545  27987  27982  2485
-CONVEX 6366    'GT_PK(2,2)'      2545  27986  2605  27988  27989  2666
-CONVEX 6367    'GT_PK(2,2)'      2473  27990  2415  21425  27991  2533
-CONVEX 6368    'GT_PK(2,2)'      2415  27990  2473  27992  21420  2358
-CONVEX 6369    'GT_PK(2,2)'      2355  27993  2294  27994  27995  2238
-CONVEX 6370    'GT_PK(2,2)'      2294  27996  2415  27997  27992  2358
-CONVEX 6371    'GT_PK(2,2)'      2415  27996  2294  27998  27993  2355
-CONVEX 6372    'GT_PK(2,2)'      2234  27999  2314  28000  21480  114
-CONVEX 6373    'GT_PK(2,2)'      2234  28001  2301  27999  21490  2314
-CONVEX 6374    'GT_PK(2,2)'      111  28002  2234  28003  28000  114
-CONVEX 6375    'GT_PK(2,2)'      103  28004  1901  28005  28006  105
-CONVEX 6376    'GT_PK(2,2)'      1901  28007  1961  28006  21495  105
-CONVEX 6377    'GT_PK(2,2)'      1575  28008  1627  28009  28010  1678
-CONVEX 6378    'GT_PK(2,2)'      1681  28011  1627  28012  28013  1577
-CONVEX 6379    'GT_PK(2,2)'      1522  28014  1422  28015  28016  1473
-CONVEX 6380    'GT_PK(2,2)'      1575  28017  1522  28018  28015  1473
-CONVEX 6381    'GT_PK(2,2)'      1524  28019  1575  28020  28018  1473
-CONVEX 6382    'GT_PK(2,2)'      1524  28021  1476  28022  21498  1577
-CONVEX 6383    'GT_PK(2,2)'      1627  28023  1524  28013  28022  1577
-CONVEX 6384    'GT_PK(2,2)'      1524  28023  1627  28019  28008  1575
-CONVEX 6385    'GT_PK(2,2)'      1476  28024  1430  21497  28025  1526
-CONVEX 6386    'GT_PK(2,2)'      1480  28026  1430  28027  28028  1383
-CONVEX 6387    'GT_PK(2,2)'      1430  28026  1480  28025  20808  1526
-CONVEX 6388    'GT_PK(2,2)'      1472  28029  1522  28030  28031  1576
-CONVEX 6389    'GT_PK(2,2)'      1522  28029  1472  28014  28032  1422
-CONVEX 6390    'GT_PK(2,2)'      1370  28033  1275  28034  28035  1325
-CONVEX 6391    'GT_PK(2,2)'      1370  28036  1324  28033  21503  1275
-CONVEX 6392    'GT_PK(2,2)'      1422  28037  1370  28038  28034  1325
-CONVEX 6393    'GT_PK(2,2)'      1472  28039  1370  28032  28037  1422
-CONVEX 6394    'GT_PK(2,2)'      899  28040  824  28041  28042  863
-CONVEX 6395    'GT_PK(2,2)'      1275  28043  1231  28035  28044  1325
-CONVEX 6396    'GT_PK(2,2)'      1014  28045  1054  28046  28047  972
-CONVEX 6397    'GT_PK(2,2)'      971  28048  1015  28049  28050  937
-CONVEX 6398    'GT_PK(2,2)'      1015  28048  971  28051  28052  1053
-CONVEX 6399    'GT_PK(2,2)'      74  28053  1025  28054  28055  76
-CONVEX 6400    'GT_PK(2,2)'      1025  28056  1071  28055  26906  76
-CONVEX 6401    'GT_PK(2,2)'      1196  28057  1287  28058  20753  1246
-CONVEX 6402    'GT_PK(2,2)'      544  28059  575  16617  28060  548
-CONVEX 6403    'GT_PK(2,2)'      575  28061  602  28060  18032  548
-CONVEX 6404    'GT_PK(2,2)'      575  28062  632  28061  28063  602
-CONVEX 6405    'GT_PK(2,2)'      760  28064  725  28065  28066  693
-CONVEX 6406    'GT_PK(2,2)'      602  28067  629  18031  28068  573
-CONVEX 6407    'GT_PK(2,2)'      757  28069  795  28070  21520  830
-CONVEX 6408    'GT_PK(2,2)'      757  28071  691  28072  18046  724
-CONVEX 6409    'GT_PK(2,2)'      795  28069  757  21519  28072  724
-CONVEX 6410    'GT_PK(2,2)'      833  28073  795  28074  21518  762
-CONVEX 6411    'GT_PK(2,2)'      795  28073  833  21521  28075  869
-CONVEX 6412    'GT_PK(2,2)'      10251  28076  235  28077  28078  237
-CONVEX 6413    'GT_PK(2,2)'      10251  28079  10103  28076  21528  235
-CONVEX 6414    'GT_PK(2,2)'      10326  28080  10251  28081  28077  237
-CONVEX 6415    'GT_PK(2,2)'      10028  28082  9949  28083  28084  10101
-CONVEX 6416    'GT_PK(2,2)'      10105  28085  9956  28086  28087  10030
-CONVEX 6417    'GT_PK(2,2)'      9779  28088  9854  28089  28090  9941
-CONVEX 6418    'GT_PK(2,2)'      9854  28088  9779  28091  28092  9661
-CONVEX 6419    'GT_PK(2,2)'      2545  28093  2606  27953  28094  2486
-CONVEX 6420    'GT_PK(2,2)'      2606  28093  2545  28095  27988  2666
-CONVEX 6421    'GT_PK(2,2)'      9198  28096  221  28097  28098  223
-CONVEX 6422    'GT_PK(2,2)'      9349  28099  9198  21540  28097  223
-CONVEX 6423    'GT_PK(2,2)'      9360  28100  9504  28101  21561  9507
-CONVEX 6424    'GT_PK(2,2)'      9504  28100  9360  21553  28102  9349
-CONVEX 6425    'GT_PK(2,2)'      9731  28103  9882  28104  28105  9808
-CONVEX 6426    'GT_PK(2,2)'      9956  28106  9882  28087  28107  10030
-CONVEX 6427    'GT_PK(2,2)'      9882  28106  9956  28105  28108  9808
-CONVEX 6428    'GT_PK(2,2)'      9955  28109  231  28110  28111  233
-CONVEX 6429    'GT_PK(2,2)'      9955  28112  9805  28109  21554  231
-CONVEX 6430    'GT_PK(2,2)'      10103  28113  9955  21530  28110  233
-CONVEX 6431    'GT_PK(2,2)'      9955  28113  10103  28114  28115  10030
-CONVEX 6432    'GT_PK(2,2)'      9882  28116  9955  28107  28114  10030
-CONVEX 6433    'GT_PK(2,2)'      9507  28117  9656  28118  28119  9581
-CONVEX 6434    'GT_PK(2,2)'      9655  28120  9656  21562  28117  9507
-CONVEX 6435    'GT_PK(2,2)'      9656  28121  9731  28119  28122  9581
-CONVEX 6436    'GT_PK(2,2)'      9656  28120  9655  28123  21563  9805
-CONVEX 6437    'GT_PK(2,2)'      9356  28124  9432  28125  28126  9281
-CONVEX 6438    'GT_PK(2,2)'      10458  28127  10382  21564  28128  10524
-CONVEX 6439    'GT_PK(2,2)'      10301  28129  10382  28130  28131  10239
-CONVEX 6440    'GT_PK(2,2)'      10315  28132  10458  28133  28134  10392
-CONVEX 6441    'GT_PK(2,2)'      10248  28135  10315  28136  28133  10392
-CONVEX 6442    'GT_PK(2,2)'      10315  28135  10248  28137  21570  10173
-CONVEX 6443    'GT_PK(2,2)'      10315  28137  10173  28138  21568  10239
-CONVEX 6444    'GT_PK(2,2)'      10382  28139  10315  28131  28138  10239
-CONVEX 6445    'GT_PK(2,2)'      10315  28139  10382  28132  28127  10458
-CONVEX 6446    'GT_PK(2,2)'      10250  28140  10323  28141  28142  10397
-CONVEX 6447    'GT_PK(2,2)'      10323  28143  10467  28142  21597  10397
-CONVEX 6448    'GT_PK(2,2)'      10323  28144  10248  28145  28136  10392
-CONVEX 6449    'GT_PK(2,2)'      10467  28143  10323  28146  28145  10392
-CONVEX 6450    'GT_PK(2,2)'      9954  28147  10028  28148  28149  10102
-CONVEX 6451    'GT_PK(2,2)'      9951  28150  9800  28151  21573  9877
-CONVEX 6452    'GT_PK(2,2)'      9874  28152  9951  28153  28154  10023
-CONVEX 6453    'GT_PK(2,2)'      9951  28152  9874  28150  28155  9800
-CONVEX 6454    'GT_PK(2,2)'      9402  28156  9216  28157  28158  9290
-CONVEX 6455    'GT_PK(2,2)'      11469  28159  11541  21975  28160  11610
-CONVEX 6456    'GT_PK(2,2)'      11541  28159  11469  28161  28162  11400
-CONVEX 6457    'GT_PK(2,2)'      11679  28163  11541  28164  28165  11612
-CONVEX 6458    'GT_PK(2,2)'      11679  28166  11746  28167  21977  11610
-CONVEX 6459    'GT_PK(2,2)'      11541  28163  11679  28160  28167  11610
-CONVEX 6460    'GT_PK(2,2)'      11470  28168  11541  28169  28161  11400
-CONVEX 6461    'GT_PK(2,2)'      11541  28168  11470  28165  28170  11612
-CONVEX 6462    'GT_PK(2,2)'      10608  28171  10753  21578  28172  10679
-CONVEX 6463    'GT_PK(2,2)'      11180  28173  11109  22036  28174  11253
-CONVEX 6464    'GT_PK(2,2)'      11109  28175  11037  28176  22026  10967
-CONVEX 6465    'GT_PK(2,2)'      11037  28175  11109  22031  28173  11180
-CONVEX 6466    'GT_PK(2,2)'      10685  28177  10756  28178  28179  10830
-CONVEX 6467    'GT_PK(2,2)'      10684  28180  10610  28181  28182  10539
-CONVEX 6468    'GT_PK(2,2)'      10758  28183  10685  28184  28178  10830
-CONVEX 6469    'GT_PK(2,2)'      12314  28185  268  28186  28187  270
-CONVEX 6470    'GT_PK(2,2)'      12445  28188  12314  21586  28186  270
-CONVEX 6471    'GT_PK(2,2)'      268  28185  12314  18090  28189  12215
-CONVEX 6472    'GT_PK(2,2)'      12450  28190  12521  28191  18193  12585
-CONVEX 6473    'GT_PK(2,2)'      12771  28192  12885  28193  28194  12830
-CONVEX 6474    'GT_PK(2,2)'      12704  28195  12771  28196  28193  12830
-CONVEX 6475    'GT_PK(2,2)'      12905  28197  13038  28198  21885  12972
-CONVEX 6476    'GT_PK(2,2)'      12839  28199  12905  21893  28198  12972
-CONVEX 6477    'GT_PK(2,2)'      10250  28200  10175  28201  28202  10102
-CONVEX 6478    'GT_PK(2,2)'      10172  28203  10249  28204  28205  10319
-CONVEX 6479    'GT_PK(2,2)'      10172  28206  10095  28207  28208  10023
-CONVEX 6480    'GT_PK(2,2)'      10536  28209  10467  28210  28146  10392
-CONVEX 6481    'GT_PK(2,2)'      10536  28211  10458  28212  21565  10605
-CONVEX 6482    'GT_PK(2,2)'      10458  28211  10536  28134  28210  10392
-CONVEX 6483    'GT_PK(2,2)'      11548  28213  11624  28214  28215  11686
-CONVEX 6484    'GT_PK(2,2)'      1106  28216  1023  28217  28218  1067
-CONVEX 6485    'GT_PK(2,2)'      1023  16656  986  28218  24061  1067
-CONVEX 6486    'GT_PK(2,2)'      1023  28216  1106  28219  28220  1063
-CONVEX 6487    'GT_PK(2,2)'      981  16657  1023  28221  28219  1063
-CONVEX 6488    'GT_PK(2,2)'      11615  28222  11548  28223  28214  11686
-CONVEX 6489    'GT_PK(2,2)'      11115  28224  11185  28225  28226  11259
-CONVEX 6490    'GT_PK(2,2)'      11187  28227  11115  28228  28225  11259
-CONVEX 6491    'GT_PK(2,2)'      11115  28229  11045  28230  28231  10973
-CONVEX 6492    'GT_PK(2,2)'      11115  28227  11187  28229  28232  11045
-CONVEX 6493    'GT_PK(2,2)'      11399  28233  11330  21621  28234  11256
-CONVEX 6494    'GT_PK(2,2)'      11330  28235  11185  28234  21605  11256
-CONVEX 6495    'GT_PK(2,2)'      11330  28236  11403  28237  28238  11259
-CONVEX 6496    'GT_PK(2,2)'      11185  28235  11330  28226  28237  11259
-CONVEX 6497    'GT_PK(2,2)'      10580  28239  10674  28240  21607  10524
-CONVEX 6498    'GT_PK(2,2)'      11185  28241  11046  21606  28242  11117
-CONVEX 6499    'GT_PK(2,2)'      11046  28243  10965  28242  21616  11117
-CONVEX 6500    'GT_PK(2,2)'      11046  28244  11115  28245  28230  10973
-CONVEX 6501    'GT_PK(2,2)'      11115  28244  11046  28224  28241  11185
-CONVEX 6502    'GT_PK(2,2)'      10965  28246  10819  21618  28247  10885
-CONVEX 6503    'GT_PK(2,2)'      902  16633  981  28248  28249  939
-CONVEX 6504    'GT_PK(2,2)'      862  16062  902  28250  28248  939
-CONVEX 6505    'GT_PK(2,2)'      11323  28251  11462  21619  28252  11399
-CONVEX 6506    'GT_PK(2,2)'      11462  28253  11548  28252  28254  11399
-CONVEX 6507    'GT_PK(2,2)'      11624  28255  11462  21602  28256  11493
-CONVEX 6508    'GT_PK(2,2)'      11548  28253  11462  28213  28255  11624
-CONVEX 6509    'GT_PK(2,2)'      4915  28257  4759  28258  22840  4875
-CONVEX 6510    'GT_PK(2,2)'      4994  28259  4915  21625  28258  4875
-CONVEX 6511    'GT_PK(2,2)'      4915  28259  4994  28260  21631  5055
-CONVEX 6512    'GT_PK(2,2)'      576  16660  572  28261  28262  47
-CONVEX 6513    'GT_PK(2,2)'      572  28263  45  28262  28264  47
-CONVEX 6514    'GT_PK(2,2)'      572  16174  549  28263  28265  45
-CONVEX 6515    'GT_PK(2,2)'      6057  28266  183  28267  21642  6132
-CONVEX 6516    'GT_PK(2,2)'      6205  28268  6057  22532  28267  6132
-CONVEX 6517    'GT_PK(2,2)'      1464  28269  1513  21665  28270  1416
-CONVEX 6518    'GT_PK(2,2)'      1566  28271  1513  28272  28269  1464
-CONVEX 6519    'GT_PK(2,2)'      535  28273  588  28274  28275  564
-CONVEX 6520    'GT_PK(2,2)'      588  28273  535  16610  28276  570
-CONVEX 6521    'GT_PK(2,2)'      1051  28277  1137  28278  28279  1092
-CONVEX 6522    'GT_PK(2,2)'      710  28280  742  28281  28282  675
-CONVEX 6523    'GT_PK(2,2)'      2134  28283  2077  28284  28285  2189
-CONVEX 6524    'GT_PK(2,2)'      2077  28283  2134  28286  28287  2020
-CONVEX 6525    'GT_PK(2,2)'      2483  28288  2425  22110  28289  2365
-CONVEX 6526    'GT_PK(2,2)'      1856  28290  1801  28291  22241  1910
-CONVEX 6527    'GT_PK(2,2)'      1912  28292  1966  28293  28294  2022
-CONVEX 6528    'GT_PK(2,2)'      2020  28295  1966  28296  28297  1910
-CONVEX 6529    'GT_PK(2,2)'      1966  28298  1856  28297  28291  1910
-CONVEX 6530    'GT_PK(2,2)'      1856  28298  1966  28299  28292  1912
-CONVEX 6531    'GT_PK(2,2)'      1969  28300  1912  28301  28293  2022
-CONVEX 6532    'GT_PK(2,2)'      1696  28302  1747  28303  28304  1801
-CONVEX 6533    'GT_PK(2,2)'      1747  28305  1854  28304  22240  1801
-CONVEX 6534    'GT_PK(2,2)'      1854  28305  1747  28306  28307  1800
-CONVEX 6535    'GT_PK(2,2)'      950  28308  909  28309  21670  989
-CONVEX 6536    'GT_PK(2,2)'      1031  28310  950  21717  28309  989
-CONVEX 6537    'GT_PK(2,2)'      950  28310  1031  28311  28312  991
-CONVEX 6538    'GT_PK(2,2)'      65  28313  67  28314  28315  835
-CONVEX 6539    'GT_PK(2,2)'      785  28316  819  16587  28317  749
-CONVEX 6540    'GT_PK(2,2)'      749  28317  819  28318  28319  780
-CONVEX 6541    'GT_PK(2,2)'      780  28319  819  28320  28321  854
-CONVEX 6542    'GT_PK(2,2)'      819  28322  858  28323  28324  893
-CONVEX 6543    'GT_PK(2,2)'      873  28325  951  28326  28327  912
-CONVEX 6544    'GT_PK(2,2)'      854  28321  819  28328  28323  893
-CONVEX 6545    'GT_PK(2,2)'      1076  28329  1118  28330  28331  1162
-CONVEX 6546    'GT_PK(2,2)'      1642  28332  1747  28333  28302  1696
-CONVEX 6547    'GT_PK(2,2)'      819  28316  785  28322  28334  858
-CONVEX 6548    'GT_PK(2,2)'      1652  28335  1704  28336  16673  1758
-CONVEX 6549    'GT_PK(2,2)'      1755  16669  1704  28337  28338  1649
-CONVEX 6550    'GT_PK(2,2)'      1649  28338  1704  28339  28340  1599
-CONVEX 6551    'GT_PK(2,2)'      1340  28341  1390  28342  22147  1432
-CONVEX 6552    'GT_PK(2,2)'      1369  28343  1340  22153  28342  1432
-CONVEX 6553    'GT_PK(2,2)'      1255  28344  1303  21690  28345  1349
-CONVEX 6554    'GT_PK(2,2)'      1249  28346  1203  18174  28347  1295
-CONVEX 6555    'GT_PK(2,2)'      1203  28348  1250  28347  21710  1295
-CONVEX 6556    'GT_PK(2,2)'      1203  28346  1249  28349  18169  1158
-CONVEX 6557    'GT_PK(2,2)'      1203  28350  1159  28348  21714  1250
-CONVEX 6558    'GT_PK(2,2)'      1159  28351  1114  21712  28352  1073
-CONVEX 6559    'GT_PK(2,2)'      1114  28353  1030  28352  21655  1073
-CONVEX 6560    'GT_PK(2,2)'      1114  28354  1072  28353  18177  1030
-CONVEX 6561    'GT_PK(2,2)'      1072  28354  1114  18175  28355  1158
-CONVEX 6562    'GT_PK(2,2)'      1114  28356  1203  28355  28349  1158
-CONVEX 6563    'GT_PK(2,2)'      1203  28356  1114  28350  28351  1159
-CONVEX 6564    'GT_PK(2,2)'      12829  28357  12697  28358  21721  12764
-CONVEX 6565    'GT_PK(2,2)'      12829  28359  12897  28360  28361  12960
-CONVEX 6566    'GT_PK(2,2)'      12897  28359  12829  21804  28358  12764
-CONVEX 6567    'GT_PK(2,2)'      12895  28362  12829  16734  28360  12960
-CONVEX 6568    'GT_PK(2,2)'      12829  28362  12895  28363  19102  12762
-CONVEX 6569    'GT_PK(2,2)'      12697  28357  12829  21725  28363  12762
-CONVEX 6570    'GT_PK(2,2)'      12427  28364  12494  28365  17112  12358
-CONVEX 6571    'GT_PK(2,2)'      12427  28366  12562  28364  21718  12494
-CONVEX 6572    'GT_PK(2,2)'      12227  28367  12087  28368  28369  12158
-CONVEX 6573    'GT_PK(2,2)'      12228  28370  12296  28371  28372  12158
-CONVEX 6574    'GT_PK(2,2)'      12296  28373  12227  28372  28368  12158
-CONVEX 6575    'GT_PK(2,2)'      12089  28374  12228  28375  28371  12158
-CONVEX 6576    'GT_PK(2,2)'      12228  28374  12089  28376  28377  12161
-CONVEX 6577    'GT_PK(2,2)'      13904  28378  13963  21826  28379  13844
-CONVEX 6578    'GT_PK(2,2)'      14075  28380  13960  21729  28381  14020
-CONVEX 6579    'GT_PK(2,2)'      13960  28382  13902  28381  21739  14020
-CONVEX 6580    'GT_PK(2,2)'      13536  28383  13598  27582  28384  13659
-CONVEX 6581    'GT_PK(2,2)'      14019  28385  13959  28386  28387  13901
-CONVEX 6582    'GT_PK(2,2)'      13960  28388  14019  28389  28386  13901
-CONVEX 6583    'GT_PK(2,2)'      14019  28388  13960  28390  28380  14075
-CONVEX 6584    'GT_PK(2,2)'      13959  28385  14019  21743  28391  14076
-CONVEX 6585    'GT_PK(2,2)'      13840  28392  13959  28393  21746  13900
-CONVEX 6586    'GT_PK(2,2)'      13840  28394  13779  28395  27586  13719
-CONVEX 6587    'GT_PK(2,2)'      13779  28394  13840  27584  28393  13900
-CONVEX 6588    'GT_PK(2,2)'      13959  28392  13840  28387  28396  13901
-CONVEX 6589    'GT_PK(2,2)'      13781  28397  13840  21749  28395  13719
-CONVEX 6590    'GT_PK(2,2)'      13840  28397  13781  28396  28398  13901
-CONVEX 6591    'GT_PK(2,2)'      14302  28399  14193  28400  28401  14251
-CONVEX 6592    'GT_PK(2,2)'      14190  28402  14245  21753  28403  14301
-CONVEX 6593    'GT_PK(2,2)'      14245  28404  14357  28403  28405  14301
-CONVEX 6594    'GT_PK(2,2)'      14245  28402  14190  28406  21756  14135
-CONVEX 6595    'GT_PK(2,2)'      14357  28404  14245  21760  28407  14302
-CONVEX 6596    'GT_PK(2,2)'      14193  28408  14245  28409  28406  14135
-CONVEX 6597    'GT_PK(2,2)'      14245  28408  14193  28407  28399  14302
-CONVEX 6598    'GT_PK(2,2)'      14300  28410  14361  23030  28411  14414
-CONVEX 6599    'GT_PK(2,2)'      14361  28410  14300  28412  28413  14244
-CONVEX 6600    'GT_PK(2,2)'      14077  28414  13958  28415  21210  14018
-CONVEX 6601    'GT_PK(2,2)'      13958  28414  14077  21207  28416  14016
-CONVEX 6602    'GT_PK(2,2)'      14303  28417  14191  28418  28419  14246
-CONVEX 6603    'GT_PK(2,2)'      14191  28420  14132  28419  21751  14246
-CONVEX 6604    'GT_PK(2,2)'      14191  28421  14075  28420  21727  14132
-CONVEX 6605    'GT_PK(2,2)'      14303  28422  14359  28423  28424  14416
-CONVEX 6606    'GT_PK(2,2)'      14301  28425  14359  21754  28426  14246
-CONVEX 6607    'GT_PK(2,2)'      14359  28422  14303  28426  28418  14246
-CONVEX 6608    'GT_PK(2,2)'      14248  28427  14191  28428  28417  14303
-CONVEX 6609    'GT_PK(2,2)'      14575  28429  14523  28430  28431  14467
-CONVEX 6610    'GT_PK(2,2)'      14575  28432  14521  28433  21765  14627
-CONVEX 6611    'GT_PK(2,2)'      14521  28432  14575  21763  28430  14467
-CONVEX 6612    'GT_PK(2,2)'      15086  28434  15040  28435  28436  14989
-CONVEX 6613    'GT_PK(2,2)'      15036  28437  15086  23894  28435  14989
-CONVEX 6614    'GT_PK(2,2)'      15036  23891  14987  28438  21771  15083
-CONVEX 6615    'GT_PK(2,2)'      14983  28439  14937  27251  28440  14885
-CONVEX 6616    'GT_PK(2,2)'      14937  28441  14835  28440  27239  14885
-CONVEX 6617    'GT_PK(2,2)'      14937  28439  14983  28442  28443  15034
-CONVEX 6618    'GT_PK(2,2)'      14987  28444  14937  21773  28442  15034
-CONVEX 6619    'GT_PK(2,2)'      13408  28445  13346  28446  18186  13471
-CONVEX 6620    'GT_PK(2,2)'      13346  28445  13408  16741  28447  13281
-CONVEX 6621    'GT_PK(2,2)'      13717  28448  13838  28449  28450  13777
-CONVEX 6622    'GT_PK(2,2)'      13663  28451  13603  21829  28452  13725
-CONVEX 6623    'GT_PK(2,2)'      13603  28453  13666  28452  21818  13725
-CONVEX 6624    'GT_PK(2,2)'      13666  28453  13603  21820  28454  13542
-CONVEX 6625    'GT_PK(2,2)'      13603  28455  13480  28454  21785  13542
-CONVEX 6626    'GT_PK(2,2)'      13603  28451  13663  28456  21782  13540
-CONVEX 6627    'GT_PK(2,2)'      13480  28455  13603  21784  28456  13540
-CONVEX 6628    'GT_PK(2,2)'      13292  28457  13356  28458  28459  13418
-CONVEX 6629    'GT_PK(2,2)'      13418  28459  13356  21776  28460  13482
-CONVEX 6630    'GT_PK(2,2)'      13227  28461  13098  28462  28463  13163
-CONVEX 6631    'GT_PK(2,2)'      13292  28464  13227  28465  28462  13163
-CONVEX 6632    'GT_PK(2,2)'      13098  28466  13161  28467  28468  13032
-CONVEX 6633    'GT_PK(2,2)'      13161  28469  13096  28468  28470  13032
-CONVEX 6634    'GT_PK(2,2)'      13096  28469  13161  21787  28471  13225
-CONVEX 6635    'GT_PK(2,2)'      13225  28471  13161  28472  28473  13290
-CONVEX 6636    'GT_PK(2,2)'      13161  28474  13227  28473  28475  13290
-CONVEX 6637    'GT_PK(2,2)'      13227  28474  13161  28461  28466  13098
-CONVEX 6638    'GT_PK(2,2)'      13163  28476  13034  28477  28478  13101
-CONVEX 6639    'GT_PK(2,2)'      13098  28479  13034  28463  28476  13163
-CONVEX 6640    'GT_PK(2,2)'      13903  28480  14021  28481  21733  13961
-CONVEX 6641    'GT_PK(2,2)'      13903  28482  13783  28483  28484  13844
-CONVEX 6642    'GT_PK(2,2)'      13963  28485  13903  28379  28483  13844
-CONVEX 6643    'GT_PK(2,2)'      13903  28485  13963  28480  28486  14021
-CONVEX 6644    'GT_PK(2,2)'      13902  28487  13842  21738  28488  13961
-CONVEX 6645    'GT_PK(2,2)'      13842  28489  13903  28488  28481  13961
-CONVEX 6646    'GT_PK(2,2)'      13903  28489  13842  28482  28490  13783
-CONVEX 6647    'GT_PK(2,2)'      13476  28491  13412  28492  28493  13350
-CONVEX 6648    'GT_PK(2,2)'      13414  28494  13476  28495  28492  13350
-CONVEX 6649    'GT_PK(2,2)'      13414  28496  13352  28497  28498  13477
-CONVEX 6650    'GT_PK(2,2)'      13416  28499  13352  28500  28501  13290
-CONVEX 6651    'GT_PK(2,2)'      13352  28499  13416  28498  18179  13477
-CONVEX 6652    'GT_PK(2,2)'      13352  28502  13225  28501  28472  13290
-CONVEX 6653    'GT_PK(2,2)'      13225  28503  13288  21789  28504  13160
-CONVEX 6654    'GT_PK(2,2)'      13288  28505  13414  28506  28495  13350
-CONVEX 6655    'GT_PK(2,2)'      13352  28507  13288  28502  28503  13225
-CONVEX 6656    'GT_PK(2,2)'      13288  28507  13352  28505  28496  13414
-CONVEX 6657    'GT_PK(2,2)'      13723  28508  13783  28509  28510  13661
-CONVEX 6658    'GT_PK(2,2)'      13601  28511  13723  28512  28509  13661
-CONVEX 6659    'GT_PK(2,2)'      13783  28508  13723  28484  28513  13844
-CONVEX 6660    'GT_PK(2,2)'      13723  28511  13601  28514  21781  13663
-CONVEX 6661    'GT_PK(2,2)'      13723  28515  13785  28513  21825  13844
-CONVEX 6662    'GT_PK(2,2)'      13785  28515  13723  21827  28514  13663
-CONVEX 6663    'GT_PK(2,2)'      13353  28516  13480  28517  21783  13416
-CONVEX 6664    'GT_PK(2,2)'      13353  28518  13227  28519  28464  13292
-CONVEX 6665    'GT_PK(2,2)'      13353  28519  13292  28520  28458  13418
-CONVEX 6666    'GT_PK(2,2)'      13480  28516  13353  21786  28520  13418
-CONVEX 6667    'GT_PK(2,2)'      13353  28517  13416  28521  28500  13290
-CONVEX 6668    'GT_PK(2,2)'      13227  28518  13353  28475  28521  13290
-CONVEX 6669    'GT_PK(2,2)'      13030  28522  13096  28523  21788  13160
-CONVEX 6670    'GT_PK(2,2)'      12765  28524  12700  28525  21794  12833
-CONVEX 6671    'GT_PK(2,2)'      12700  28524  12765  28526  28527  12632
-CONVEX 6672    'GT_PK(2,2)'      12765  28528  12698  28527  28529  12632
-CONVEX 6673    'GT_PK(2,2)'      12698  28528  12765  21799  28530  12832
-CONVEX 6674    'GT_PK(2,2)'      12566  28531  12700  28532  28526  12632
-CONVEX 6675    'GT_PK(2,2)'      12700  28531  12566  21796  28533  12634
-CONVEX 6676    'GT_PK(2,2)'      12767  28534  12702  21798  28535  12835
-CONVEX 6677    'GT_PK(2,2)'      12702  28534  12767  28536  21795  12634
-CONVEX 6678    'GT_PK(2,2)'      12564  28537  12698  28538  21802  12630
-CONVEX 6679    'GT_PK(2,2)'      12698  28537  12564  28529  28539  12632
-CONVEX 6680    'GT_PK(2,2)'      13029  28540  13158  28541  21808  13093
-CONVEX 6681    'GT_PK(2,2)'      13027  28542  13093  28543  21806  13156
-CONVEX 6682    'GT_PK(2,2)'      13092  28544  13027  28545  28543  13156
-CONVEX 6683    'GT_PK(2,2)'      13027  28544  13092  28546  18183  12960
-CONVEX 6684    'GT_PK(2,2)'      12897  28547  13027  28361  28546  12960
-CONVEX 6685    'GT_PK(2,2)'      13288  28548  13223  28504  28549  13160
-CONVEX 6686    'GT_PK(2,2)'      13223  28548  13288  28550  28506  13350
-CONVEX 6687    'GT_PK(2,2)'      13221  28551  13285  28552  28553  13348
-CONVEX 6688    'GT_PK(2,2)'      13158  28554  13285  21809  28551  13221
-CONVEX 6689    'GT_PK(2,2)'      13285  28555  13412  28553  28556  13348
-CONVEX 6690    'GT_PK(2,2)'      13223  28557  13285  28558  28554  13158
-CONVEX 6691    'GT_PK(2,2)'      13412  28555  13285  28493  28559  13350
-CONVEX 6692    'GT_PK(2,2)'      13285  28557  13223  28559  28550  13350
-CONVEX 6693    'GT_PK(2,2)'      13347  28560  13284  21810  28561  13411
-CONVEX 6694    'GT_PK(2,2)'      13221  28562  13284  21807  28563  13156
-CONVEX 6695    'GT_PK(2,2)'      13284  28562  13221  28564  28552  13348
-CONVEX 6696    'GT_PK(2,2)'      13411  28561  13284  28565  28564  13348
-CONVEX 6697    'GT_PK(2,2)'      13220  28566  13092  28567  28545  13156
-CONVEX 6698    'GT_PK(2,2)'      13284  28568  13220  28563  28567  13156
-CONVEX 6699    'GT_PK(2,2)'      13220  28568  13284  28569  28560  13347
-CONVEX 6700    'GT_PK(2,2)'      13220  28569  13347  28570  21813  13282
-CONVEX 6701    'GT_PK(2,2)'      13155  28571  13220  16742  28570  13282
-CONVEX 6702    'GT_PK(2,2)'      13092  28566  13220  18184  28571  13155
-CONVEX 6703    'GT_PK(2,2)'      13846  28572  13964  21833  28573  13904
-CONVEX 6704    'GT_PK(2,2)'      13964  28574  14024  28575  28576  14081
-CONVEX 6705    'GT_PK(2,2)'      12721  28577  12649  21838  28578  12585
-CONVEX 6706    'GT_PK(2,2)'      12649  28577  12721  28579  28580  12771
-CONVEX 6707    'GT_PK(2,2)'      12704  28581  12649  28195  28579  12771
-CONVEX 6708    'GT_PK(2,2)'      285  28582  287  21839  28583  13177
-CONVEX 6709    'GT_PK(2,2)'      1704  28335  1652  28340  28584  1599
-CONVEX 6710    'GT_PK(2,2)'      1812  28585  1706  28586  28587  1758
-CONVEX 6711    'GT_PK(2,2)'      1865  28588  1812  16664  28586  1758
-CONVEX 6712    'GT_PK(2,2)'      1812  28588  1865  28589  28590  1920
-CONVEX 6713    'GT_PK(2,2)'      13545  28591  13420  28592  28593  13479
-CONVEX 6714    'GT_PK(2,2)'      13479  28594  13355  28595  28596  13415
-CONVEX 6715    'GT_PK(2,2)'      13355  28597  13287  28596  21878  13415
-CONVEX 6716    'GT_PK(2,2)'      13287  28597  13355  21874  28598  13229
-CONVEX 6717    'GT_PK(2,2)'      13420  28599  13355  28593  28594  13479
-CONVEX 6718    'GT_PK(2,2)'      13529  28600  13479  28601  28595  13415
-CONVEX 6719    'GT_PK(2,2)'      13475  28602  13529  18221  28601  13415
-CONVEX 6720    'GT_PK(2,2)'      13554  28603  13529  18213  28602  13475
-CONVEX 6721    'GT_PK(2,2)'      1812  28604  1866  28605  28606  1759
-CONVEX 6722    'GT_PK(2,2)'      316  28607  14428  28608  28609  314
-CONVEX 6723    'GT_PK(2,2)'      14428  28607  316  28610  21864  14533
-CONVEX 6724    'GT_PK(2,2)'      13234  28611  13297  28612  28613  13168
-CONVEX 6725    'GT_PK(2,2)'      13668  28614  13727  28615  21823  13605
-CONVEX 6726    'GT_PK(2,2)'      13544  28616  13668  21850  28615  13605
-CONVEX 6727    'GT_PK(2,2)'      14085  28617  14147  28618  28619  14030
-CONVEX 6728    'GT_PK(2,2)'      13974  28620  14085  28621  28618  14030
-CONVEX 6729    'GT_PK(2,2)'      14085  28620  13974  28622  28623  305
-CONVEX 6730    'GT_PK(2,2)'      1866  28604  1812  28624  28589  1920
-CONVEX 6731    'GT_PK(2,2)'      307  28625  14085  28626  28622  305
-CONVEX 6732    'GT_PK(2,2)'      14085  28625  307  28617  28627  14147
-CONVEX 6733    'GT_PK(2,2)'      14479  28628  14535  28629  21856  14426
-CONVEX 6734    'GT_PK(2,2)'      14479  28630  14428  28631  28610  14533
-CONVEX 6735    'GT_PK(2,2)'      318  28632  14588  21865  28633  14533
-CONVEX 6736    'GT_PK(2,2)'      14588  28634  14479  28633  28631  14533
-CONVEX 6737    'GT_PK(2,2)'      14479  28634  14588  28628  28635  14535
-CONVEX 6738    'GT_PK(2,2)'      14535  28635  14588  21852  28636  14642
-CONVEX 6739    'GT_PK(2,2)'      14642  28636  14588  20927  28637  320
-CONVEX 6740    'GT_PK(2,2)'      14588  28632  318  28637  28638  320
-CONVEX 6741    'GT_PK(2,2)'      13289  28639  13367  28640  21882  13339
-CONVEX 6742    'GT_PK(2,2)'      13289  28641  13152  28642  18222  13177
-CONVEX 6743    'GT_PK(2,2)'      13367  28639  13289  21881  28643  289
-CONVEX 6744    'GT_PK(2,2)'      13289  28644  287  28643  28645  289
-CONVEX 6745    'GT_PK(2,2)'      287  28644  13289  28583  28642  13177
-CONVEX 6746    'GT_PK(2,2)'      13226  28646  13099  28647  21887  13152
-CONVEX 6747    'GT_PK(2,2)'      13226  28648  13289  28649  28640  13339
-CONVEX 6748    'GT_PK(2,2)'      13289  28648  13226  28641  28647  13152
-CONVEX 6749    'GT_PK(2,2)'      13099  28646  13226  21899  28650  13164
-CONVEX 6750    'GT_PK(2,2)'      13226  28651  13287  28650  21875  13164
-CONVEX 6751    'GT_PK(2,2)'      13287  28651  13226  21877  28649  13339
-CONVEX 6752    'GT_PK(2,2)'      13035  28652  13102  21895  28653  12971
-CONVEX 6753    'GT_PK(2,2)'      12971  28653  13102  21962  28654  13039
-CONVEX 6754    'GT_PK(2,2)'      13229  28655  13102  21876  28656  13164
-CONVEX 6755    'GT_PK(2,2)'      13102  28652  13035  28656  21898  13164
-CONVEX 6756    'GT_PK(2,2)'      13102  28657  13167  28654  21922  13039
-CONVEX 6757    'GT_PK(2,2)'      13167  28657  13102  28658  28655  13229
-CONVEX 6758    'GT_PK(2,2)'      10095  28659  10167  28660  28661  10020
-CONVEX 6759    'GT_PK(2,2)'      10020  28662  9945  28663  28664  9872
-CONVEX 6760    'GT_PK(2,2)'      9945  28665  9795  28664  28666  9872
-CONVEX 6761    'GT_PK(2,2)'      10822  28667  10967  28668  22027  10893
-CONVEX 6762    'GT_PK(2,2)'      10748  28669  10822  21902  28668  10893
-CONVEX 6763    'GT_PK(2,2)'      10895  28670  10822  28671  28672  10750
-CONVEX 6764    'GT_PK(2,2)'      10822  28670  10895  28667  28673  10967
-CONVEX 6765    'GT_PK(2,2)'      10448  28674  10375  28675  28676  10523
-CONVEX 6766    'GT_PK(2,2)'      10375  28674  10448  28677  19064  10299
-CONVEX 6767    'GT_PK(2,2)'      10151  28678  10225  28679  28680  10077
-CONVEX 6768    'GT_PK(2,2)'      10225  28678  10151  23301  28681  10299
-CONVEX 6769    'GT_PK(2,2)'      9857  28682  9782  28683  28684  9709
-CONVEX 6770    'GT_PK(2,2)'      9785  28685  9857  28686  28683  9709
-CONVEX 6771    'GT_PK(2,2)'      9932  28687  9857  28688  28685  9785
-CONVEX 6772    'GT_PK(2,2)'      12646  28689  12714  28690  28691  12578
-CONVEX 6773    'GT_PK(2,2)'      12714  28692  12645  28691  22005  12578
-CONVEX 6774    'GT_PK(2,2)'      12780  28693  12714  21929  28689  12646
-CONVEX 6775    'GT_PK(2,2)'      12714  28693  12780  28694  21937  12846
-CONVEX 6776    'GT_PK(2,2)'      13166  28695  13232  28696  28697  13294
-CONVEX 6777    'GT_PK(2,2)'      13297  28698  13232  28613  28699  13168
-CONVEX 6778    'GT_PK(2,2)'      12296  28700  12364  28701  28702  12432
-CONVEX 6779    'GT_PK(2,2)'      12364  28700  12296  28703  28370  12228
-CONVEX 6780    'GT_PK(2,2)'      11961  28704  12100  28705  28706  12030
-CONVEX 6781    'GT_PK(2,2)'      12170  28707  12101  28708  28709  12030
-CONVEX 6782    'GT_PK(2,2)'      12100  28710  12170  28706  28708  12030
-CONVEX 6783    'GT_PK(2,2)'      12028  28711  11961  28712  28713  11891
-CONVEX 6784    'GT_PK(2,2)'      12168  28714  12028  28715  28716  12097
-CONVEX 6785    'GT_PK(2,2)'      12100  28717  12028  28718  28714  12168
-CONVEX 6786    'GT_PK(2,2)'      12028  28717  12100  28711  28704  11961
-CONVEX 6787    'GT_PK(2,2)'      12028  28719  11959  28716  28720  12097
-CONVEX 6788    'GT_PK(2,2)'      11959  28719  12028  18246  28712  11891
-CONVEX 6789    'GT_PK(2,2)'      12170  28721  12236  28722  28723  12306
-CONVEX 6790    'GT_PK(2,2)'      12236  28724  12100  28725  28718  12168
-CONVEX 6791    'GT_PK(2,2)'      12236  28721  12170  28724  28710  12100
-CONVEX 6792    'GT_PK(2,2)'      12372  28726  12302  28727  21914  12438
-CONVEX 6793    'GT_PK(2,2)'      12509  28728  12372  28729  28727  12438
-CONVEX 6794    'GT_PK(2,2)'      12372  28728  12509  28730  28731  12441
-CONVEX 6795    'GT_PK(2,2)'      12842  28732  12708  18236  28733  12774
-CONVEX 6796    'GT_PK(2,2)'      12505  28734  12369  28735  28736  12435
-CONVEX 6797    'GT_PK(2,2)'      12369  28734  12505  21915  28737  12438
-CONVEX 6798    'GT_PK(2,2)'      12104  28738  12241  21965  28739  12171
-CONVEX 6799    'GT_PK(2,2)'      11960  28740  12033  28741  21967  11888
-CONVEX 6800    'GT_PK(2,2)'      11960  28742  12104  28740  21963  12033
-CONVEX 6801    'GT_PK(2,2)'      11823  28743  11960  28744  28741  11888
-CONVEX 6802    'GT_PK(2,2)'      11746  28745  11887  21981  28746  11816
-CONVEX 6803    'GT_PK(2,2)'      12099  28747  12033  28748  21964  12171
-CONVEX 6804    'GT_PK(2,2)'      12099  28749  11958  28747  21966  12033
-CONVEX 6805    'GT_PK(2,2)'      12239  28750  12099  28751  28748  12171
-CONVEX 6806    'GT_PK(2,2)'      12308  28752  12241  28753  28754  12379
-CONVEX 6807    'GT_PK(2,2)'      12308  28755  12239  28756  28751  12171
-CONVEX 6808    'GT_PK(2,2)'      12241  28752  12308  28739  28756  12171
-CONVEX 6809    'GT_PK(2,2)'      12369  28757  12300  28736  28758  12435
-CONVEX 6810    'GT_PK(2,2)'      12300  28757  12369  28759  21919  12232
-CONVEX 6811    'GT_PK(2,2)'      11889  28760  11749  28761  28762  11818
-CONVEX 6812    'GT_PK(2,2)'      11609  28763  11749  21972  28764  11681
-CONVEX 6813    'GT_PK(2,2)'      11749  28765  11819  28764  18251  11681
-CONVEX 6814    'GT_PK(2,2)'      11749  28760  11889  28765  21970  11819
-CONVEX 6815    'GT_PK(2,2)'      11538  28766  11468  28767  21990  11607
-CONVEX 6816    'GT_PK(2,2)'      11468  28766  11538  28768  28769  11397
-CONVEX 6817    'GT_PK(2,2)'      11538  28770  11467  28769  28771  11397
-CONVEX 6818    'GT_PK(2,2)'      11467  28770  11538  21987  28772  11609
-CONVEX 6819    'GT_PK(2,2)'      12024  28773  11954  28774  28775  12094
-CONVEX 6820    'GT_PK(2,2)'      11887  28776  11954  28746  28777  11816
-CONVEX 6821    'GT_PK(2,2)'      11747  28778  11886  28779  28780  11818
-CONVEX 6822    'GT_PK(2,2)'      11886  28781  11954  28782  28773  12024
-CONVEX 6823    'GT_PK(2,2)'      11886  28778  11747  28783  21985  11816
-CONVEX 6824    'GT_PK(2,2)'      11954  28781  11886  28777  28783  11816
-CONVEX 6825    'GT_PK(2,2)'      12231  28784  12163  28785  28786  12094
-CONVEX 6826    'GT_PK(2,2)'      12163  28787  12024  28786  28774  12094
-CONVEX 6827    'GT_PK(2,2)'      12300  28788  12163  28789  28784  12231
-CONVEX 6828    'GT_PK(2,2)'      12163  28788  12300  28790  28759  12232
-CONVEX 6829    'GT_PK(2,2)'      12163  28791  12095  28787  28792  12024
-CONVEX 6830    'GT_PK(2,2)'      12164  28793  12095  21918  28794  12232
-CONVEX 6831    'GT_PK(2,2)'      12095  28791  12163  28794  28790  12232
-CONVEX 6832    'GT_PK(2,2)'      11398  28795  11469  28796  21973  11539
-CONVEX 6833    'GT_PK(2,2)'      11468  28797  11398  21989  28796  11539
-CONVEX 6834    'GT_PK(2,2)'      11184  28798  11328  28799  28800  11255
-CONVEX 6835    'GT_PK(2,2)'      11328  28801  11398  28800  28802  11255
-CONVEX 6836    'GT_PK(2,2)'      11398  28801  11328  28795  28803  11469
-CONVEX 6837    'GT_PK(2,2)'      11469  28803  11328  28162  28804  11400
-CONVEX 6838    'GT_PK(2,2)'      11328  28805  11257  28804  28806  11400
-CONVEX 6839    'GT_PK(2,2)'      11328  28798  11184  28805  21590  11257
-CONVEX 6840    'GT_PK(2,2)'      11395  28807  11467  28808  21988  11537
-CONVEX 6841    'GT_PK(2,2)'      11395  28809  11324  28810  22035  11253
-CONVEX 6842    'GT_PK(2,2)'      11395  28808  11537  28811  18240  11466
-CONVEX 6843    'GT_PK(2,2)'      11324  28809  11395  22033  28811  11466
-CONVEX 6844    'GT_PK(2,2)'      12165  28812  12233  28813  28814  12093
-CONVEX 6845    'GT_PK(2,2)'      12162  28815  12023  28816  18244  12093
-CONVEX 6846    'GT_PK(2,2)'      12233  28817  12162  28814  28816  12093
-CONVEX 6847    'GT_PK(2,2)'      12091  28818  12230  28819  28820  12161
-CONVEX 6848    'GT_PK(2,2)'      12162  28821  12091  28815  28822  12023
-CONVEX 6849    'GT_PK(2,2)'      12091  28821  12162  28818  28823  12230
-CONVEX 6850    'GT_PK(2,2)'      12237  28824  12306  28825  21911  12376
-CONVEX 6851    'GT_PK(2,2)'      12237  28826  12169  28827  21994  12101
-CONVEX 6852    'GT_PK(2,2)'      12170  28828  12237  28707  28827  12101
-CONVEX 6853    'GT_PK(2,2)'      12237  28828  12170  28824  28722  12306
-CONVEX 6854    'GT_PK(2,2)'      12442  28829  12305  22003  28830  12376
-CONVEX 6855    'GT_PK(2,2)'      12305  28831  12237  28830  28825  12376
-CONVEX 6856    'GT_PK(2,2)'      12237  28831  12305  28826  28832  12169
-CONVEX 6857    'GT_PK(2,2)'      11957  28833  12029  28834  21992  12098
-CONVEX 6858    'GT_PK(2,2)'      11957  28835  11885  28836  28837  11817
-CONVEX 6859    'GT_PK(2,2)'      11890  28838  11957  28839  28836  11817
-CONVEX 6860    'GT_PK(2,2)'      11957  28838  11890  28833  28840  12029
-CONVEX 6861    'GT_PK(2,2)'      12506  23746  12572  28841  28842  12436
-CONVEX 6862    'GT_PK(2,2)'      11675  28843  11534  28844  28845  11605
-CONVEX 6863    'GT_PK(2,2)'      11322  28846  11249  28847  28848  11179
-CONVEX 6864    'GT_PK(2,2)'      11249  28846  11322  28849  28850  11393
-CONVEX 6865    'GT_PK(2,2)'      11605  28851  11535  28852  28853  11677
-CONVEX 6866    'GT_PK(2,2)'      11535  28854  11606  28853  22021  11677
-CONVEX 6867    'GT_PK(2,2)'      11680  28855  11821  22025  28856  11751
-CONVEX 6868    'GT_PK(2,2)'      11961  28857  11821  28713  28858  11891
-CONVEX 6869    'GT_PK(2,2)'      11821  28859  11752  28858  18249  11891
-CONVEX 6870    'GT_PK(2,2)'      11821  28855  11680  28859  22019  11752
-CONVEX 6871    'GT_PK(2,2)'      11036  28860  10963  28861  28862  10891
-CONVEX 6872    'GT_PK(2,2)'      11036  28863  11108  28864  28865  11179
-CONVEX 6873    'GT_PK(2,2)'      11250  28866  11108  28867  22030  11180
-CONVEX 6874    'GT_PK(2,2)'      11250  28868  11324  28869  22032  11394
-CONVEX 6875    'GT_PK(2,2)'      11324  28868  11250  22034  28867  11180
-CONVEX 6876    'GT_PK(2,2)'      11322  28870  11250  28871  28869  11394
-CONVEX 6877    'GT_PK(2,2)'      11108  28866  11250  28865  28872  11179
-CONVEX 6878    'GT_PK(2,2)'      11250  28870  11322  28872  28847  11179
-CONVEX 6879    'GT_PK(2,2)'      10966  28873  10821  28874  21901  10893
-CONVEX 6880    'GT_PK(2,2)'      11037  28875  10966  22028  28874  10893
-CONVEX 6881    'GT_PK(2,2)'      10966  28875  11037  28876  22029  11108
-CONVEX 6882    'GT_PK(2,2)'      11036  28877  10966  28863  28876  11108
-CONVEX 6883    'GT_PK(2,2)'      10821  28873  10966  18227  28878  10891
-CONVEX 6884    'GT_PK(2,2)'      10966  28877  11036  28878  28861  10891
-CONVEX 6885    'GT_PK(2,2)'      10818  28879  10889  28880  22037  10744
-CONVEX 6886    'GT_PK(2,2)'      10889  28879  10818  22040  28881  10963
-CONVEX 6887    'GT_PK(2,2)'      10818  28882  10746  28883  18226  10891
-CONVEX 6888    'GT_PK(2,2)'      10963  28881  10818  28862  28883  10891
-CONVEX 6889    'GT_PK(2,2)'      3162  28884  3290  22043  28885  3227
-CONVEX 6890    'GT_PK(2,2)'      3290  28886  3356  28885  22365  3227
-CONVEX 6891    'GT_PK(2,2)'      3354  28887  3290  18301  28888  3225
-CONVEX 6892    'GT_PK(2,2)'      3290  28884  3162  28888  22047  3225
-CONVEX 6893    'GT_PK(2,2)'      2480  28889  2541  28890  22057  2422
-CONVEX 6894    'GT_PK(2,2)'      2601  28891  2663  22060  28892  2542
-CONVEX 6895    'GT_PK(2,2)'      2602  28893  2663  18310  28894  2724
-CONVEX 6896    'GT_PK(2,2)'      2663  28893  2602  28892  16215  2542
-CONVEX 6897    'GT_PK(2,2)'      3222  28895  3285  28896  16885  3351
-CONVEX 6898    'GT_PK(2,2)'      3287  28897  3222  16758  28896  3351
-CONVEX 6899    'GT_PK(2,2)'      3033  28898  2908  22068  28899  2969
-CONVEX 6900    'GT_PK(2,2)'      2908  28900  2846  28901  28902  2783
-CONVEX 6901    'GT_PK(2,2)'      2844  28903  2783  28904  22071  2722
-CONVEX 6902    'GT_PK(2,2)'      2844  28905  2906  28906  28907  2969
-CONVEX 6903    'GT_PK(2,2)'      2908  28908  2844  28899  28906  2969
-CONVEX 6904    'GT_PK(2,2)'      2844  28908  2908  28903  28901  2783
-CONVEX 6905    'GT_PK(2,2)'      2844  28904  2722  28909  28910  2782
-CONVEX 6906    'GT_PK(2,2)'      2906  28905  2844  22076  28909  2782
-CONVEX 6907    'GT_PK(2,2)'      3030  28911  3093  28912  28913  2967
-CONVEX 6908    'GT_PK(2,2)'      2903  28914  2841  28915  16799  2965
-CONVEX 6909    'GT_PK(2,2)'      3030  28916  2903  22079  28915  2965
-CONVEX 6910    'GT_PK(2,2)'      2843  28917  2903  22078  28918  2967
-CONVEX 6911    'GT_PK(2,2)'      2903  28916  3030  28918  28912  2967
-CONVEX 6912    'GT_PK(2,2)'      3473  28919  3343  28920  18389  3408
-CONVEX 6913    'GT_PK(2,2)'      3406  28921  3472  28922  28923  3538
-CONVEX 6914    'GT_PK(2,2)'      3472  28921  3406  22319  28924  3342
-CONVEX 6915    'GT_PK(2,2)'      3151  28925  3086  28926  22092  3215
-CONVEX 6916    'GT_PK(2,2)'      3151  28926  3215  28927  18392  3280
-CONVEX 6917    'GT_PK(2,2)'      3217  28928  3151  22101  28927  3280
-CONVEX 6918    'GT_PK(2,2)'      3151  28928  3217  28929  22098  3089
-CONVEX 6919    'GT_PK(2,2)'      1536  28930  1587  18315  28931  1639
-CONVEX 6920    'GT_PK(2,2)'      94  28932  1587  22111  28930  1536
-CONVEX 6921    'GT_PK(2,2)'      1587  28932  94  28933  28934  96
-CONVEX 6922    'GT_PK(2,2)'      1587  28935  1676  28931  18326  1639
-CONVEX 6923    'GT_PK(2,2)'      1676  28935  1587  18329  28933  96
-CONVEX 6924    'GT_PK(2,2)'      1860  28936  1753  28937  22125  1808
-CONVEX 6925    'GT_PK(2,2)'      1913  28938  1860  18417  28939  1970
-CONVEX 6926    'GT_PK(2,2)'      1860  28938  1913  28940  22252  1804
-CONVEX 6927    'GT_PK(2,2)'      1753  28936  1860  22128  28940  1804
-CONVEX 6928    'GT_PK(2,2)'      1860  28941  1916  28939  16778  1970
-CONVEX 6929    'GT_PK(2,2)'      1860  28937  1808  28941  18340  1916
-CONVEX 6930    'GT_PK(2,2)'      1588  28942  1647  16236  28943  1547
-CONVEX 6931    'GT_PK(2,2)'      1691  28944  1647  16789  28942  1588
-CONVEX 6932    'GT_PK(2,2)'      1469  28945  1400  22152  28946  1369
-CONVEX 6933    'GT_PK(2,2)'      1349  28947  1400  21702  28948  1446
-CONVEX 6934    'GT_PK(2,2)'      1446  28948  1400  18160  28949  1498
-CONVEX 6935    'GT_PK(2,2)'      1400  28945  1469  28949  22155  1498
-CONVEX 6936    'GT_PK(2,2)'      1303  28950  1400  28345  28947  1349
-CONVEX 6937    'GT_PK(2,2)'      1400  28950  1303  28946  28951  1369
-CONVEX 6938    'GT_PK(2,2)'      2014  28952  1903  28953  16797  1957
-CONVEX 6939    'GT_PK(2,2)'      2014  28954  1958  28952  16794  1903
-CONVEX 6940    'GT_PK(2,2)'      2182  28955  2124  28956  22170  2239
-CONVEX 6941    'GT_PK(2,2)'      2297  28957  2182  28958  28956  2239
-CONVEX 6942    'GT_PK(2,2)'      2182  28959  2241  28960  18358  2127
-CONVEX 6943    'GT_PK(2,2)'      2182  28957  2297  28959  28961  2241
-CONVEX 6944    'GT_PK(2,2)'      3947  28962  4013  28963  28964  4084
-CONVEX 6945    'GT_PK(2,2)'      4016  28965  3947  28966  28963  4084
-CONVEX 6946    'GT_PK(2,2)'      3947  28965  4016  28967  22375  3881
-CONVEX 6947    'GT_PK(2,2)'      3947  28967  3881  28968  22174  3811
-CONVEX 6948    'GT_PK(2,2)'      3877  28969  3947  28970  28968  3811
-CONVEX 6949    'GT_PK(2,2)'      3947  28969  3877  28962  28971  4013
-CONVEX 6950    'GT_PK(2,2)'      4430  28972  4569  28973  18765  4500
-CONVEX 6951    'GT_PK(2,2)'      4569  28972  4430  22637  28974  4498
-CONVEX 6952    'GT_PK(2,2)'      4354  28975  4286  28976  28977  4214
-CONVEX 6953    'GT_PK(2,2)'      4286  28975  4354  28978  22644  4426
-CONVEX 6954    'GT_PK(2,2)'      3347  28979  3414  22103  28980  3282
-CONVEX 6955    'GT_PK(2,2)'      3414  28981  3349  28980  22086  3282
-CONVEX 6956    'GT_PK(2,2)'      3349  28981  3414  22085  28982  3479
-CONVEX 6957    'GT_PK(2,2)'      3414  28983  3545  28982  22178  3479
-CONVEX 6958    'GT_PK(2,2)'      3603  28984  3669  28985  28986  3537
-CONVEX 6959    'GT_PK(2,2)'      3669  28984  3603  22182  28987  3737
-CONVEX 6960    'GT_PK(2,2)'      2654  28988  2715  18401  28989  2594
-CONVEX 6961    'GT_PK(2,2)'      2775  28990  2715  22184  28988  2654
-CONVEX 6962    'GT_PK(2,2)'      2715  28990  2775  28991  22188  2839
-CONVEX 6963    'GT_PK(2,2)'      2778  28992  2715  22191  28991  2839
-CONVEX 6964    'GT_PK(2,2)'      2715  28993  2656  28989  28994  2594
-CONVEX 6965    'GT_PK(2,2)'      2656  28993  2715  28995  28992  2778
-CONVEX 6966    'GT_PK(2,2)'      2354  28996  2412  28997  28998  2472
-CONVEX 6967    'GT_PK(2,2)'      2354  28997  2472  28999  18403  2414
-CONVEX 6968    'GT_PK(2,2)'      2297  29000  2354  29001  28999  2414
-CONVEX 6969    'GT_PK(2,2)'      2412  28996  2354  22194  29002  2295
-CONVEX 6970    'GT_PK(2,2)'      2295  29002  2354  18381  29003  2239
-CONVEX 6971    'GT_PK(2,2)'      2354  29000  2297  29003  28958  2239
-CONVEX 6972    'GT_PK(2,2)'      2653  29004  2530  29005  29006  2590
-CONVEX 6973    'GT_PK(2,2)'      2412  29007  2530  28998  29008  2472
-CONVEX 6974    'GT_PK(2,2)'      2472  29008  2530  18405  29009  2591
-CONVEX 6975    'GT_PK(2,2)'      2530  29004  2653  29009  22197  2591
-CONVEX 6976    'GT_PK(2,2)'      2590  29006  2530  29010  29011  2471
-CONVEX 6977    'GT_PK(2,2)'      2530  29007  2412  29011  22193  2471
-CONVEX 6978    'GT_PK(2,2)'      2711  29012  2653  29013  29005  2590
-CONVEX 6979    'GT_PK(2,2)'      2835  29014  2711  22295  29015  2772
-CONVEX 6980    'GT_PK(2,2)'      2653  29012  2711  22195  29016  2774
-CONVEX 6981    'GT_PK(2,2)'      2711  29014  2835  29016  22300  2774
-CONVEX 6982    'GT_PK(2,2)'      2770  29017  2834  29018  22311  2894
-CONVEX 6983    'GT_PK(2,2)'      2834  29017  2770  29019  29020  2710
-CONVEX 6984    'GT_PK(2,2)'      2529  29021  2590  29022  29010  2471
-CONVEX 6985    'GT_PK(2,2)'      2529  29023  2410  29024  22201  2469
-CONVEX 6986    'GT_PK(2,2)'      2410  29023  2529  22168  29022  2471
-CONVEX 6987    'GT_PK(2,2)'      2772  29025  2833  22296  29026  2895
-CONVEX 6988    'GT_PK(2,2)'      2833  29027  2770  29028  29018  2894
-CONVEX 6989    'GT_PK(2,2)'      2351  29029  2411  22202  29030  2469
-CONVEX 6990    'GT_PK(2,2)'      2411  29031  2527  29030  29032  2469
-CONVEX 6991    'GT_PK(2,2)'      2468  29033  2411  18481  29034  2353
-CONVEX 6992    'GT_PK(2,2)'      2411  29033  2468  29031  18476  2527
-CONVEX 6993    'GT_PK(2,2)'      2180  29035  2235  22198  29036  2293
-CONVEX 6994    'GT_PK(2,2)'      2235  29037  2351  29036  22203  2293
-CONVEX 6995    'GT_PK(2,2)'      102  29038  1795  29039  22213  100
-CONVEX 6996    'GT_PK(2,2)'      102  29040  1850  29038  22204  1795
-CONVEX 6997    'GT_PK(2,2)'      1850  29040  102  22208  29041  104
-CONVEX 6998    'GT_PK(2,2)'      1706  28585  1812  29042  28605  1759
-CONVEX 6999    'GT_PK(2,2)'      9268  29043  9194  29044  29045  9119
-CONVEX 7000    'GT_PK(2,2)'      9194  29043  9268  29046  29047  9341
-CONVEX 7001    'GT_PK(2,2)'      110  29048  2069  29049  22218  108
-CONVEX 7002    'GT_PK(2,2)'      9268  29050  9417  29047  16746  9341
-CONVEX 7003    'GT_PK(2,2)'      9268  29044  9119  29051  29052  9195
-CONVEX 7004    'GT_PK(2,2)'      9417  29050  9268  29053  29054  9344
-CONVEX 7005    'GT_PK(2,2)'      2011  29055  2067  22232  29056  1957
-CONVEX 7006    'GT_PK(2,2)'      2124  29057  2067  22169  29058  2181
-CONVEX 7007    'GT_PK(2,2)'      2067  29059  2014  29056  28953  1957
-CONVEX 7008    'GT_PK(2,2)'      2014  29059  2067  29060  29057  2124
-CONVEX 7009    'GT_PK(2,2)'      1907  29061  1853  29062  22254  1962
-CONVEX 7010    'GT_PK(2,2)'      1907  29063  1854  29064  28306  1800
-CONVEX 7011    'GT_PK(2,2)'      1853  29061  1907  22258  29064  1800
-CONVEX 7012    'GT_PK(2,2)'      2304  29065  2248  29066  22260  2190
-CONVEX 7013    'GT_PK(2,2)'      2304  29067  2361  29068  29069  2420
-CONVEX 7014    'GT_PK(2,2)'      2245  29070  2304  18433  29066  2190
-CONVEX 7015    'GT_PK(2,2)'      2361  29067  2304  22272  29070  2245
-CONVEX 7016    'GT_PK(2,2)'      2305  29071  2362  22288  29072  2422
-CONVEX 7017    'GT_PK(2,2)'      2248  29073  2362  22262  29071  2305
-CONVEX 7018    'GT_PK(2,2)'      2362  29074  2480  29072  28890  2422
-CONVEX 7019    'GT_PK(2,2)'      2480  29074  2362  29075  29076  2420
-CONVEX 7020    'GT_PK(2,2)'      2362  29077  2304  29076  29068  2420
-CONVEX 7021    'GT_PK(2,2)'      2304  29077  2362  29065  29073  2248
-CONVEX 7022    'GT_PK(2,2)'      2356  29078  2299  29079  22269  2241
-CONVEX 7023    'GT_PK(2,2)'      2356  29080  2297  29081  29001  2414
-CONVEX 7024    'GT_PK(2,2)'      2297  29080  2356  28961  29079  2241
-CONVEX 7025    'GT_PK(2,2)'      2419  29082  2361  29083  22273  2302
-CONVEX 7026    'GT_PK(2,2)'      2419  29084  2477  29085  29086  2537
-CONVEX 7027    'GT_PK(2,2)'      2539  29087  2480  29088  29075  2420
-CONVEX 7028    'GT_PK(2,2)'      2720  29089  2843  29090  22075  2782
-CONVEX 7029    'GT_PK(2,2)'      2598  29091  2479  29092  29093  2537
-CONVEX 7030    'GT_PK(2,2)'      2479  29094  2419  29093  29085  2537
-CONVEX 7031    'GT_PK(2,2)'      2419  29094  2479  29082  29095  2361
-CONVEX 7032    'GT_PK(2,2)'      2361  29095  2479  29069  29096  2420
-CONVEX 7033    'GT_PK(2,2)'      2479  29097  2539  29096  29088  2420
-CONVEX 7034    'GT_PK(2,2)'      2539  29097  2479  29098  29091  2598
-CONVEX 7035    'GT_PK(2,2)'      1809  29099  1917  22136  29100  1862
-CONVEX 7036    'GT_PK(2,2)'      1917  29101  1971  29100  22278  1862
-CONVEX 7037    'GT_PK(2,2)'      1971  29101  1917  22275  29102  2023
-CONVEX 7038    'GT_PK(2,2)'      1861  29103  1917  29104  29099  1809
-CONVEX 7039    'GT_PK(2,2)'      2364  29105  2423  22108  29106  2482
-CONVEX 7040    'GT_PK(2,2)'      2308  29107  2423  22283  29105  2364
-CONVEX 7041    'GT_PK(2,2)'      2423  29108  2542  29106  16216  2482
-CONVEX 7042    'GT_PK(2,2)'      2363  29109  2423  22289  29107  2308
-CONVEX 7043    'GT_PK(2,2)'      2542  29108  2423  22062  29110  2481
-CONVEX 7044    'GT_PK(2,2)'      2423  29109  2363  29110  22287  2481
-CONVEX 7045    'GT_PK(2,2)'      2191  29111  2307  29112  29113  2246
-CONVEX 7046    'GT_PK(2,2)'      2307  29111  2191  29114  22290  2249
-CONVEX 7047    'GT_PK(2,2)'      2246  29113  2307  29115  29116  2365
-CONVEX 7048    'GT_PK(2,2)'      2307  29117  2424  29116  22109  2365
-CONVEX 7049    'GT_PK(2,2)'      2307  29114  2249  29118  22282  2364
-CONVEX 7050    'GT_PK(2,2)'      2424  29117  2307  22107  29118  2364
-CONVEX 7051    'GT_PK(2,2)'      2133  29119  2246  29120  29121  2188
-CONVEX 7052    'GT_PK(2,2)'      2133  29122  2191  29119  29112  2246
-CONVEX 7053    'GT_PK(2,2)'      2076  29123  2133  29124  29120  2188
-CONVEX 7054    'GT_PK(2,2)'      2019  29125  2133  22234  29123  2076
-CONVEX 7055    'GT_PK(2,2)'      3275  29126  3405  29127  22087  3341
-CONVEX 7056    'GT_PK(2,2)'      2959  29128  3084  22303  29129  3023
-CONVEX 7057    'GT_PK(2,2)'      3021  29130  3084  22305  29128  2959
-CONVEX 7058    'GT_PK(2,2)'      3147  29131  3084  29132  29130  3021
-CONVEX 7059    'GT_PK(2,2)'      3084  29133  3149  29129  22096  3023
-CONVEX 7060    'GT_PK(2,2)'      2958  29134  3020  22312  29135  2894
-CONVEX 7061    'GT_PK(2,2)'      3020  29134  2958  29136  29137  3085
-CONVEX 7062    'GT_PK(2,2)'      2652  29138  2710  29139  29140  2588
-CONVEX 7063    'GT_PK(2,2)'      2528  29141  2652  18480  29139  2588
-CONVEX 7064    'GT_PK(2,2)'      2712  29142  2776  29143  29144  2838
-CONVEX 7065    'GT_PK(2,2)'      2776  29145  2904  29144  22314  2838
-CONVEX 7066    'GT_PK(2,2)'      2904  29145  2776  22309  29146  2853
-CONVEX 7067    'GT_PK(2,2)'      2834  29147  2897  22310  29148  2958
-CONVEX 7068    'GT_PK(2,2)'      2963  29149  2897  22315  29150  2838
-CONVEX 7069    'GT_PK(2,2)'      2958  29151  3024  29137  29152  3085
-CONVEX 7070    'GT_PK(2,2)'      3024  29153  3150  29152  18486  3085
-CONVEX 7071    'GT_PK(2,2)'      2897  29154  3024  29148  29151  2958
-CONVEX 7072    'GT_PK(2,2)'      3024  29154  2897  29155  29149  2963
-CONVEX 7073    'GT_PK(2,2)'      3150  29153  3024  18491  29156  3088
-CONVEX 7074    'GT_PK(2,2)'      3024  29155  2963  29156  22317  3088
-CONVEX 7075    'GT_PK(2,2)'      3662  29157  3732  22331  29158  3798
-CONVEX 7076    'GT_PK(2,2)'      3732  29157  3662  29159  22323  144
-CONVEX 7077    'GT_PK(2,2)'      146  29160  3732  29161  29159  144
-CONVEX 7078    'GT_PK(2,2)'      4209  29162  4279  29163  17037  4142
-CONVEX 7079    'GT_PK(2,2)'      4209  29164  4351  29162  22856  4279
-CONVEX 7080    'GT_PK(2,2)'      4222  29165  4139  18824  29166  4069
-CONVEX 7081    'GT_PK(2,2)'      4139  29167  4002  29166  29168  4069
-CONVEX 7082    'GT_PK(2,2)'      4069  29169  3937  17030  29170  150
-CONVEX 7083    'GT_PK(2,2)'      4002  29171  3937  29168  29169  4069
-CONVEX 7084    'GT_PK(2,2)'      3540  29172  3472  29173  22318  3409
-CONVEX 7085    'GT_PK(2,2)'      3474  29174  3540  22339  29173  3409
-CONVEX 7086    'GT_PK(2,2)'      3754  29175  3821  29176  22364  3889
-CONVEX 7087    'GT_PK(2,2)'      3754  29177  3688  29178  22724  3621
-CONVEX 7088    'GT_PK(2,2)'      3821  29179  3686  22360  29180  3753
-CONVEX 7089    'GT_PK(2,2)'      3686  29181  3619  29180  22370  3753
-CONVEX 7090    'GT_PK(2,2)'      3686  29182  3754  29183  29178  3621
-CONVEX 7091    'GT_PK(2,2)'      3754  29182  3686  29175  29179  3821
-CONVEX 7092    'GT_PK(2,2)'      4223  29184  4153  22631  29185  4292
-CONVEX 7093    'GT_PK(2,2)'      4153  29186  4221  29185  29187  4292
-CONVEX 7094    'GT_PK(2,2)'      4153  29188  4016  29189  28966  4084
-CONVEX 7095    'GT_PK(2,2)'      4221  29186  4153  29190  29189  4084
-CONVEX 7096    'GT_PK(2,2)'      4434  29191  4504  29192  29193  4365
-CONVEX 7097    'GT_PK(2,2)'      4296  29194  4434  29195  29192  4365
-CONVEX 7098    'GT_PK(2,2)'      4363  29196  4434  22392  29194  4296
-CONVEX 7099    'GT_PK(2,2)'      4434  29196  4363  29197  22394  4502
-CONVEX 7100    'GT_PK(2,2)'      4023  29198  4160  22383  29199  4092
-CONVEX 7101    'GT_PK(2,2)'      4160  29200  4091  29201  29202  4228
-CONVEX 7102    'GT_PK(2,2)'      4160  29198  4023  29200  22386  4091
-CONVEX 7103    'GT_PK(2,2)'      4089  29203  4158  22388  29204  4022
-CONVEX 7104    'GT_PK(2,2)'      4158  29205  4091  29204  18577  4022
-CONVEX 7105    'GT_PK(2,2)'      4158  29206  4297  29207  29208  4228
-CONVEX 7106    'GT_PK(2,2)'      4091  29205  4158  29202  29207  4228
-CONVEX 7107    'GT_PK(2,2)'      4156  29209  4089  29210  22389  4020
-CONVEX 7108    'GT_PK(2,2)'      4156  29210  4020  29211  18588  4088
-CONVEX 7109    'GT_PK(2,2)'      4225  29212  4156  18603  29211  4088
-CONVEX 7110    'GT_PK(2,2)'      4156  29212  4225  29213  22391  4296
-CONVEX 7111    'GT_PK(2,2)'      4433  29214  4572  22395  29215  4502
-CONVEX 7112    'GT_PK(2,2)'      4572  29216  4642  29217  18740  4712
-CONVEX 7113    'GT_PK(2,2)'      4642  29216  4572  16973  29218  4501
-CONVEX 7114    'GT_PK(2,2)'      4572  29214  4433  29218  22628  4501
-CONVEX 7115    'GT_PK(2,2)'      9344  29054  9268  29219  29051  9195
-CONVEX 7116    'GT_PK(2,2)'      9787  16690  9638  29220  16765  9713
-CONVEX 7117    'GT_PK(2,2)'      9418  29221  9263  29222  29223  9338
-CONVEX 7118    'GT_PK(2,2)'      9418  29222  9338  29224  29225  9493
-CONVEX 7119    'GT_PK(2,2)'      7478  29226  7425  29227  18604  7328
-CONVEX 7120    'GT_PK(2,2)'      7478  29228  7553  29226  22401  7425
-CONVEX 7121    'GT_PK(2,2)'      7478  29227  7328  29229  16923  201
-CONVEX 7122    'GT_PK(2,2)'      203  29230  7478  29231  29229  201
-CONVEX 7123    'GT_PK(2,2)'      7929  29232  7779  29233  18621  7854
-CONVEX 7124    'GT_PK(2,2)'      8005  29234  7929  22417  29233  7854
-CONVEX 7125    'GT_PK(2,2)'      7779  29232  7929  29235  29236  7855
-CONVEX 7126    'GT_PK(2,2)'      7929  29237  8008  29236  29238  7855
-CONVEX 7127    'GT_PK(2,2)'      8607  29239  8533  22424  29240  8683
-CONVEX 7128    'GT_PK(2,2)'      8610  29241  8533  29242  29243  8461
-CONVEX 7129    'GT_PK(2,2)'      8533  29241  8610  29240  29244  8683
-CONVEX 7130    'GT_PK(2,2)'      7547  29245  7396  29246  22428  7471
-CONVEX 7131    'GT_PK(2,2)'      7622  29247  7547  29248  29246  7471
-CONVEX 7132    'GT_PK(2,2)'      7547  29247  7622  29249  29250  7698
-CONVEX 7133    'GT_PK(2,2)'      7774  29251  7622  29252  29253  7699
-CONVEX 7134    'GT_PK(2,2)'      7622  29251  7774  29250  29254  7698
-CONVEX 7135    'GT_PK(2,2)'      7549  29255  7622  29256  29248  7471
-CONVEX 7136    'GT_PK(2,2)'      7622  29255  7549  29253  29257  7699
-CONVEX 7137    'GT_PK(2,2)'      7549  29258  7624  29257  22431  7699
-CONVEX 7138    'GT_PK(2,2)'      7624  29258  7549  29259  29260  7474
-CONVEX 7139    'GT_PK(2,2)'      7765  29261  7620  29262  22438  7668
-CONVEX 7140    'GT_PK(2,2)'      7765  29263  7779  29264  29235  7855
-CONVEX 7141    'GT_PK(2,2)'      7779  29263  7765  18624  29262  7668
-CONVEX 7142    'GT_PK(2,2)'      7620  29261  7765  29265  29266  7696
-CONVEX 7143    'GT_PK(2,2)'      7842  29267  7765  29268  29264  7855
-CONVEX 7144    'GT_PK(2,2)'      7765  29267  7842  29266  22440  7696
-CONVEX 7145    'GT_PK(2,2)'      7472  29269  7395  29270  18608  7544
-CONVEX 7146    'GT_PK(2,2)'      7620  29271  7472  22439  29270  7544
-CONVEX 7147    'GT_PK(2,2)'      7395  29269  7472  18617  29272  7322
-CONVEX 7148    'GT_PK(2,2)'      7991  29273  7920  29274  22442  7842
-CONVEX 7149    'GT_PK(2,2)'      8008  29275  7991  29238  29276  7855
-CONVEX 7150    'GT_PK(2,2)'      7991  29274  7842  29276  29268  7855
-CONVEX 7151    'GT_PK(2,2)'      8835  29277  8986  29278  29279  8912
-CONVEX 7152    'GT_PK(2,2)'      8986  29280  9063  29279  29281  8912
-CONVEX 7153    'GT_PK(2,2)'      8908  29282  8835  29283  29284  8758
-CONVEX 7154    'GT_PK(2,2)'      8908  29285  8983  29286  29287  9059
-CONVEX 7155    'GT_PK(2,2)'      8986  29288  8908  29289  29286  9059
-CONVEX 7156    'GT_PK(2,2)'      8908  29288  8986  29282  29277  8835
-CONVEX 7157    'GT_PK(2,2)'      8835  29290  8684  29284  29291  8758
-CONVEX 7158    'GT_PK(2,2)'      8983  29292  8907  29293  29294  9057
-CONVEX 7159    'GT_PK(2,2)'      6733  29295  6660  29296  29297  6584
-CONVEX 7160    'GT_PK(2,2)'      6660  29295  6733  29298  22445  6809
-CONVEX 7161    'GT_PK(2,2)'      6736  29299  6660  29300  29298  6809
-CONVEX 7162    'GT_PK(2,2)'      6660  29299  6736  29301  29302  6586
-CONVEX 7163    'GT_PK(2,2)'      6733  29303  6657  22448  29304  6810
-CONVEX 7164    'GT_PK(2,2)'      6657  29303  6733  29305  29296  6584
-CONVEX 7165    'GT_PK(2,2)'      6506  29306  6657  29307  29305  6584
-CONVEX 7166    'GT_PK(2,2)'      6657  29306  6506  29308  29309  6580
-CONVEX 7167    'GT_PK(2,2)'      5992  29310  5846  22454  29311  5917
-CONVEX 7168    'GT_PK(2,2)'      5986  29312  6062  29313  22453  5917
-CONVEX 7169    'GT_PK(2,2)'      5843  29314  5986  29315  29313  5917
-CONVEX 7170    'GT_PK(2,2)'      5986  29316  5913  29317  22449  6060
-CONVEX 7171    'GT_PK(2,2)'      5986  29314  5843  29316  29318  5913
-CONVEX 7172    'GT_PK(2,2)'      7433  29319  7361  29320  29321  7540
-CONVEX 7173    'GT_PK(2,2)'      7288  29322  7361  29323  29324  7198
-CONVEX 7174    'GT_PK(2,2)'      6887  29325  6812  29326  29327  6738
-CONVEX 7175    'GT_PK(2,2)'      6887  29328  6961  29325  29329  6812
-CONVEX 7176    'GT_PK(2,2)'      6961  29328  6887  29330  29331  7036
-CONVEX 7177    'GT_PK(2,2)'      6886  29332  6962  22446  29333  6809
-CONVEX 7178    'GT_PK(2,2)'      7117  29334  7272  29335  29336  7193
-CONVEX 7179    'GT_PK(2,2)'      7272  29334  7117  29337  29338  7198
-CONVEX 7180    'GT_PK(2,2)'      7361  29339  7272  29324  29337  7198
-CONVEX 7181    'GT_PK(2,2)'      7272  29339  7361  29340  29319  7433
-CONVEX 7182    'GT_PK(2,2)'      7124  29341  6966  29342  22467  7049
-CONVEX 7183    'GT_PK(2,2)'      7124  29343  7288  29344  29323  7198
-CONVEX 7184    'GT_PK(2,2)'      7216  29345  7124  22459  29342  7049
-CONVEX 7185    'GT_PK(2,2)'      7288  29343  7124  29346  29345  7216
-CONVEX 7186    'GT_PK(2,2)'      6966  29347  7043  22471  29348  6886
-CONVEX 7187    'GT_PK(2,2)'      7043  29349  6962  29348  29332  6886
-CONVEX 7188    'GT_PK(2,2)'      6962  29349  7043  29350  29351  7117
-CONVEX 7189    'GT_PK(2,2)'      7117  29351  7043  29338  29352  7198
-CONVEX 7190    'GT_PK(2,2)'      7043  29353  7124  29352  29344  7198
-CONVEX 7191    'GT_PK(2,2)'      7124  29353  7043  29341  29347  6966
-CONVEX 7192    'GT_PK(2,2)'      7394  29354  7243  29355  22476  7319
-CONVEX 7193    'GT_PK(2,2)'      7243  29354  7394  22475  29356  7318
-CONVEX 7194    'GT_PK(2,2)'      6892  29357  6965  29358  29359  6818
-CONVEX 7195    'GT_PK(2,2)'      6889  29360  6961  29361  29362  7037
-CONVEX 7196    'GT_PK(2,2)'      6961  29360  6889  29329  29363  6812
-CONVEX 7197    'GT_PK(2,2)'      6668  29364  6595  29365  22549  6519
-CONVEX 7198    'GT_PK(2,2)'      6743  29366  6815  29367  29368  6892
-CONVEX 7199    'GT_PK(2,2)'      6743  29369  6670  29370  22753  6595
-CONVEX 7200    'GT_PK(2,2)'      6668  29371  6743  29364  29370  6595
-CONVEX 7201    'GT_PK(2,2)'      6743  29371  6668  29366  29372  6815
-CONVEX 7202    'GT_PK(2,2)'      6743  29367  6892  29373  29358  6818
-CONVEX 7203    'GT_PK(2,2)'      6670  29369  6743  22761  29373  6818
-CONVEX 7204    'GT_PK(2,2)'      8213  29374  8250  29375  29376  8141
-CONVEX 7205    'GT_PK(2,2)'      8250  29377  8211  29376  29378  8141
-CONVEX 7206    'GT_PK(2,2)'      8211  29377  8250  22513  29379  8329
-CONVEX 7207    'GT_PK(2,2)'      8329  29380  8413  22515  29381  8267
-CONVEX 7208    'GT_PK(2,2)'      8413  29382  8342  29381  22477  8267
-CONVEX 7209    'GT_PK(2,2)'      8769  29383  8691  29384  29385  8841
-CONVEX 7210    'GT_PK(2,2)'      8841  29385  8691  29386  29387  8765
-CONVEX 7211    'GT_PK(2,2)'      8691  29388  8614  29387  29389  8765
-CONVEX 7212    'GT_PK(2,2)'      8614  29388  8691  29390  29391  8538
-CONVEX 7213    'GT_PK(2,2)'      8237  29392  8213  29393  29394  8143
-CONVEX 7214    'GT_PK(2,2)'      8388  29395  8237  29396  29397  8311
-CONVEX 7215    'GT_PK(2,2)'      8237  29398  8216  29397  29399  8311
-CONVEX 7216    'GT_PK(2,2)'      8216  29398  8237  29400  29393  8143
-CONVEX 7217    'GT_PK(2,2)'      6815  29401  6963  29368  29402  6892
-CONVEX 7218    'GT_PK(2,2)'      7112  29403  6963  22488  29404  7037
-CONVEX 7219    'GT_PK(2,2)'      6963  29405  6889  29404  29361  7037
-CONVEX 7220    'GT_PK(2,2)'      6889  29405  6963  29406  29401  6815
-CONVEX 7221    'GT_PK(2,2)'      7261  29407  7112  29408  22486  7186
-CONVEX 7222    'GT_PK(2,2)'      7112  29407  7261  29409  29410  7188
-CONVEX 7223    'GT_PK(2,2)'      7261  29411  7337  29410  22484  7188
-CONVEX 7224    'GT_PK(2,2)'      7261  29412  7412  29411  22489  7337
-CONVEX 7225    'GT_PK(2,2)'      7433  29413  7612  29414  29415  7508
-CONVEX 7226    'GT_PK(2,2)'      7612  29416  7675  29415  22499  7508
-CONVEX 7227    'GT_PK(2,2)'      7675  29416  7612  29417  29418  7763
-CONVEX 7228    'GT_PK(2,2)'      7612  29413  7433  29419  29320  7540
-CONVEX 7229    'GT_PK(2,2)'      7691  29420  7612  29421  29419  7540
-CONVEX 7230    'GT_PK(2,2)'      7612  29420  7691  29418  22465  7763
-CONVEX 7231    'GT_PK(2,2)'      7904  29422  7814  29423  22509  7742
-CONVEX 7232    'GT_PK(2,2)'      7993  29424  7915  29425  29426  7841
-CONVEX 7233    'GT_PK(2,2)'      7915  29427  7763  29426  22466  7841
-CONVEX 7234    'GT_PK(2,2)'      7840  29428  7675  29429  29417  7763
-CONVEX 7235    'GT_PK(2,2)'      7915  29430  7840  29427  29429  7763
-CONVEX 7236    'GT_PK(2,2)'      7840  29430  7915  29431  29432  7990
-CONVEX 7237    'GT_PK(2,2)'      7904  29433  7840  29434  29431  7990
-CONVEX 7238    'GT_PK(2,2)'      7675  29428  7840  22502  29435  7742
-CONVEX 7239    'GT_PK(2,2)'      7840  29433  7904  29435  29423  7742
-CONVEX 7240    'GT_PK(2,2)'      7884  29436  7957  29437  29438  7802
-CONVEX 7241    'GT_PK(2,2)'      7728  29439  7884  22504  29437  7802
-CONVEX 7242    'GT_PK(2,2)'      7884  29440  8038  29436  23157  7957
-CONVEX 7243    'GT_PK(2,2)'      7884  29439  7728  29441  22512  7814
-CONVEX 7244    'GT_PK(2,2)'      5561  29442  5630  29443  29444  5485
-CONVEX 7245    'GT_PK(2,2)'      5499  29445  5691  29446  29447  5566
-CONVEX 7246    'GT_PK(2,2)'      5619  29448  5691  22529  29445  5499
-CONVEX 7247    'GT_PK(2,2)'      5125  29449  5194  29450  29451  5051
-CONVEX 7248    'GT_PK(2,2)'      5125  29452  5055  29453  21624  5189
-CONVEX 7249    'GT_PK(2,2)'      5408  29454  5336  29455  29456  5485
-CONVEX 7250    'GT_PK(2,2)'      4839  29457  4699  29458  18771  4768
-CONVEX 7251    'GT_PK(2,2)'      5339  29459  5196  29460  29461  5267
-CONVEX 7252    'GT_PK(2,2)'      5269  29462  5339  29463  29464  5411
-CONVEX 7253    'GT_PK(2,2)'      5339  29462  5269  29459  29465  5196
-CONVEX 7254    'GT_PK(2,2)'      5340  29466  5269  29467  29463  5411
-CONVEX 7255    'GT_PK(2,2)'      5269  29466  5340  29468  29469  5199
-CONVEX 7256    'GT_PK(2,2)'      5340  29470  5270  29469  29471  5199
-CONVEX 7257    'GT_PK(2,2)'      5270  29470  5340  29472  29473  5413
-CONVEX 7258    'GT_PK(2,2)'      6099  29474  6057  29475  28268  6205
-CONVEX 7259    'GT_PK(2,2)'      6396  29476  6500  29477  22538  6544
-CONVEX 7260    'GT_PK(2,2)'      6500  29476  6396  22533  29478  6353
-CONVEX 7261    'GT_PK(2,2)'      6875  29479  6724  18685  29480  6800
-CONVEX 7262    'GT_PK(2,2)'      6724  29481  6650  29480  29482  6800
-CONVEX 7263    'GT_PK(2,2)'      6724  29479  6875  29483  16962  6798
-CONVEX 7264    'GT_PK(2,2)'      6650  29481  6724  22539  29484  6544
-CONVEX 7265    'GT_PK(2,2)'      6450  29485  6396  29486  29477  6544
-CONVEX 7266    'GT_PK(2,2)'      6396  29485  6450  29487  29488  6300
-CONVEX 7267    'GT_PK(2,2)'      6521  29489  6692  22540  29490  6596
-CONVEX 7268    'GT_PK(2,2)'      6872  29491  6692  18668  29492  6798
-CONVEX 7269    'GT_PK(2,2)'      6587  29493  6748  29494  16938  6663
-CONVEX 7270    'GT_PK(2,2)'      6587  29495  6671  29493  22543  6748
-CONVEX 7271    'GT_PK(2,2)'      6059  29496  5987  29497  29498  6134
-CONVEX 7272    'GT_PK(2,2)'      6207  29499  6059  29500  29497  6134
-CONVEX 7273    'GT_PK(2,2)'      5637  29501  5495  29502  29503  5566
-CONVEX 7274    'GT_PK(2,2)'      5495  29501  5637  29504  29505  5561
-CONVEX 7275    'GT_PK(2,2)'      6223  29506  6298  29507  22782  6150
-CONVEX 7276    'GT_PK(2,2)'      6298  29506  6223  22553  29508  6371
-CONVEX 7277    'GT_PK(2,2)'      6736  29509  6662  29302  29510  6586
-CONVEX 7278    'GT_PK(2,2)'      6590  29511  6662  29512  29513  6738
-CONVEX 7279    'GT_PK(2,2)'      6223  29514  6296  29508  29515  6371
-CONVEX 7280    'GT_PK(2,2)'      6296  29514  6223  29516  29517  6148
-CONVEX 7281    'GT_PK(2,2)'      6222  29518  6296  29519  29516  6148
-CONVEX 7282    'GT_PK(2,2)'      6296  29518  6222  29520  29521  6369
-CONVEX 7283    'GT_PK(2,2)'      5783  29522  5857  29523  29524  5930
-CONVEX 7284    'GT_PK(2,2)'      5783  29523  5930  29525  18645  5858
-CONVEX 7285    'GT_PK(2,2)'      5783  29526  5640  29527  29528  5711
-CONVEX 7286    'GT_PK(2,2)'      5857  29522  5783  22556  29527  5711
-CONVEX 7287    'GT_PK(2,2)'      5929  29529  5857  29530  22554  5782
-CONVEX 7288    'GT_PK(2,2)'      5567  29531  5642  29532  22558  5496
-CONVEX 7289    'GT_PK(2,2)'      5421  29533  5567  22733  29532  5496
-CONVEX 7290    'GT_PK(2,2)'      5490  29534  5563  29535  22565  5418
-CONVEX 7291    'GT_PK(2,2)'      5420  29536  5494  22574  29537  5349
-CONVEX 7292    'GT_PK(2,2)'      5494  29538  5421  29537  22560  5349
-CONVEX 7293    'GT_PK(2,2)'      5567  29539  5494  29540  29541  5640
-CONVEX 7294    'GT_PK(2,2)'      5494  29539  5567  29538  29533  5421
-CONVEX 7295    'GT_PK(2,2)'      5636  29542  5565  22571  29543  5492
-CONVEX 7296    'GT_PK(2,2)'      5565  29544  5420  29543  22575  5492
-CONVEX 7297    'GT_PK(2,2)'      5565  29542  5636  29545  22572  5711
-CONVEX 7298    'GT_PK(2,2)'      5565  29546  5494  29544  29536  5420
-CONVEX 7299    'GT_PK(2,2)'      5640  29547  5565  29528  29545  5711
-CONVEX 7300    'GT_PK(2,2)'      5494  29546  5565  29541  29547  5640
-CONVEX 7301    'GT_PK(2,2)'      6725  29548  6873  29549  22597  6800
-CONVEX 7302    'GT_PK(2,2)'      6873  29548  6725  22596  29550  6728
-CONVEX 7303    'GT_PK(2,2)'      6650  29551  6725  29482  29549  6800
-CONVEX 7304    'GT_PK(2,2)'      6725  29551  6650  29552  22537  6576
-CONVEX 7305    'GT_PK(2,2)'      6578  29553  6725  16959  29552  6576
-CONVEX 7306    'GT_PK(2,2)'      6728  29550  6725  22588  29553  6578
-CONVEX 7307    'GT_PK(2,2)'      3348  29554  3476  22348  29555  3412
-CONVEX 7308    'GT_PK(2,2)'      3412  29555  3476  22338  29556  3541
-CONVEX 7309    'GT_PK(2,2)'      3476  29554  3348  29557  22353  3410
-CONVEX 7310    'GT_PK(2,2)'      3544  29558  3476  22607  29557  3410
-CONVEX 7311    'GT_PK(2,2)'      3746  29559  3813  22343  29560  3680
-CONVEX 7312    'GT_PK(2,2)'      3813  29559  3746  29561  22346  3876
-CONVEX 7313    'GT_PK(2,2)'      3946  29562  3813  22614  29561  3876
-CONVEX 7314    'GT_PK(2,2)'      3941  29563  4010  29564  29565  3875
-CONVEX 7315    'GT_PK(2,2)'      3740  29566  3807  29567  29568  3875
-CONVEX 7316    'GT_PK(2,2)'      3807  29569  3941  29568  29564  3875
-CONVEX 7317    'GT_PK(2,2)'      3941  29570  3873  29571  29572  4007
-CONVEX 7318    'GT_PK(2,2)'      3807  29573  3873  29569  29570  3941
-CONVEX 7319    'GT_PK(2,2)'      3873  29574  3738  29575  22180  3805
-CONVEX 7320    'GT_PK(2,2)'      3873  29573  3807  29574  29576  3738
-CONVEX 7321    'GT_PK(2,2)'      4353  29577  4492  29578  18711  4422
-CONVEX 7322    'GT_PK(2,2)'      4492  29577  4353  16967  29579  4423
-CONVEX 7323    'GT_PK(2,2)'      4776  29580  4847  29581  18701  4704
-CONVEX 7324    'GT_PK(2,2)'      4632  29582  4776  22617  29581  4704
-CONVEX 7325    'GT_PK(2,2)'      4776  29583  4918  29580  29584  4847
-CONVEX 7326    'GT_PK(2,2)'      4918  29583  4776  29585  29586  4846
-CONVEX 7327    'GT_PK(2,2)'      5135  29587  5278  29588  22735  5207
-CONVEX 7328    'GT_PK(2,2)'      5278  29587  5135  18804  29589  5206
-CONVEX 7329    'GT_PK(2,2)'      5135  29590  5063  29589  18725  5206
-CONVEX 7330    'GT_PK(2,2)'      5135  29591  4991  29590  22653  5063
-CONVEX 7331    'GT_PK(2,2)'      4844  29592  4985  29593  22667  4916
-CONVEX 7332    'GT_PK(2,2)'      4705  29594  4844  22683  29595  4773
-CONVEX 7333    'GT_PK(2,2)'      4844  29593  4916  29595  22687  4773
-CONVEX 7334    'GT_PK(2,2)'      4703  29596  4774  29597  29598  4846
-CONVEX 7335    'GT_PK(2,2)'      4776  29599  4703  29586  29597  4846
-CONVEX 7336    'GT_PK(2,2)'      4703  29600  4632  29601  22618  4564
-CONVEX 7337    'GT_PK(2,2)'      4703  29599  4776  29600  29582  4632
-CONVEX 7338    'GT_PK(2,2)'      4566  29602  4634  22702  29603  4496
-CONVEX 7339    'GT_PK(2,2)'      4703  29604  4634  29596  29605  4774
-CONVEX 7340    'GT_PK(2,2)'      4774  29605  4634  22690  29606  4706
-CONVEX 7341    'GT_PK(2,2)'      4634  29602  4566  29606  22705  4706
-CONVEX 7342    'GT_PK(2,2)'      4496  29603  4634  16997  29607  4564
-CONVEX 7343    'GT_PK(2,2)'      4634  29604  4703  29607  29601  4564
-CONVEX 7344    'GT_PK(2,2)'      3958  29608  3822  22715  29609  3889
-CONVEX 7345    'GT_PK(2,2)'      3822  29610  3754  29609  29176  3889
-CONVEX 7346    'GT_PK(2,2)'      3754  29610  3822  29177  29611  3688
-CONVEX 7347    'GT_PK(2,2)'      3822  29612  3756  29611  29613  3688
-CONVEX 7348    'GT_PK(2,2)'      4230  29614  4161  29615  22719  4092
-CONVEX 7349    'GT_PK(2,2)'      4160  29616  4230  29199  29615  4092
-CONVEX 7350    'GT_PK(2,2)'      4439  29617  4301  22834  29618  4369
-CONVEX 7351    'GT_PK(2,2)'      4301  29619  4230  29618  29620  4369
-CONVEX 7352    'GT_PK(2,2)'      4230  29619  4301  29614  29621  4161
-CONVEX 7353    'GT_PK(2,2)'      4161  29621  4301  22720  29622  4231
-CONVEX 7354    'GT_PK(2,2)'      4371  29623  4301  20069  29617  4439
-CONVEX 7355    'GT_PK(2,2)'      4301  29623  4371  29622  20071  4231
-CONVEX 7356    'GT_PK(2,2)'      3890  29624  3958  29625  22716  4027
-CONVEX 7357    'GT_PK(2,2)'      3756  29626  3890  29627  29628  3824
-CONVEX 7358    'GT_PK(2,2)'      3890  29629  3822  29624  29608  3958
-CONVEX 7359    'GT_PK(2,2)'      3822  29629  3890  29612  29626  3756
-CONVEX 7360    'GT_PK(2,2)'      3890  29630  3959  29628  25193  3824
-CONVEX 7361    'GT_PK(2,2)'      3890  29625  4027  29630  29631  3959
-CONVEX 7362    'GT_PK(2,2)'      3556  29632  3488  22725  29633  3621
-CONVEX 7363    'GT_PK(2,2)'      3423  29634  3488  25206  29635  3357
-CONVEX 7364    'GT_PK(2,2)'      4233  29636  4163  29637  22729  4302
-CONVEX 7365    'GT_PK(2,2)'      4233  29637  4302  29638  25298  4372
-CONVEX 7366    'GT_PK(2,2)'      4304  29639  4233  20064  29638  4372
-CONVEX 7367    'GT_PK(2,2)'      4166  29640  4233  25288  29639  4304
-CONVEX 7368    'GT_PK(2,2)'      4027  29641  4096  29631  29642  3959
-CONVEX 7369    'GT_PK(2,2)'      4163  29643  4096  22728  29641  4027
-CONVEX 7370    'GT_PK(2,2)'      4233  29644  4096  29636  29643  4163
-CONVEX 7371    'GT_PK(2,2)'      3959  29642  4096  25195  29645  4028
-CONVEX 7372    'GT_PK(2,2)'      4096  29646  4166  29645  25289  4028
-CONVEX 7373    'GT_PK(2,2)'      4096  29644  4233  29646  29640  4166
-CONVEX 7374    'GT_PK(2,2)'      5498  29647  5423  29648  18798  5569
-CONVEX 7375    'GT_PK(2,2)'      5498  29649  5353  29647  29650  5423
-CONVEX 7376    'GT_PK(2,2)'      5498  29648  5569  29651  22799  5644
-CONVEX 7377    'GT_PK(2,2)'      5353  29649  5498  22739  29652  5425
-CONVEX 7378    'GT_PK(2,2)'      5570  29653  5498  22792  29651  5644
-CONVEX 7379    'GT_PK(2,2)'      5498  29653  5570  29652  22640  5425
-CONVEX 7380    'GT_PK(2,2)'      5280  29654  5351  29655  22730  5423
-CONVEX 7381    'GT_PK(2,2)'      5137  29656  5280  22747  29657  5210
-CONVEX 7382    'GT_PK(2,2)'      5351  29654  5280  22736  29658  5207
-CONVEX 7383    'GT_PK(2,2)'      5280  29656  5137  29658  29659  5207
-CONVEX 7384    'GT_PK(2,2)'      5280  29660  5353  29657  22738  5210
-CONVEX 7385    'GT_PK(2,2)'      5353  29660  5280  29650  29655  5423
-CONVEX 7386    'GT_PK(2,2)'      6599  29661  6672  29662  22763  6747
-CONVEX 7387    'GT_PK(2,2)'      6599  29663  6524  29661  29664  6672
-CONVEX 7388    'GT_PK(2,2)'      6524  29665  6597  29664  29666  6672
-CONVEX 7389    'GT_PK(2,2)'      6597  29667  6744  29666  22766  6672
-CONVEX 7390    'GT_PK(2,2)'      6597  29665  6524  29668  22756  6447
-CONVEX 7391    'GT_PK(2,2)'      6744  29667  6597  22759  29669  6670
-CONVEX 7392    'GT_PK(2,2)'      6522  29670  6597  22749  29668  6447
-CONVEX 7393    'GT_PK(2,2)'      6597  29670  6522  29669  22752  6670
-CONVEX 7394    'GT_PK(2,2)'      7046  29671  7118  29672  29673  7195
-CONVEX 7395    'GT_PK(2,2)'      7118  29671  7046  29674  29675  6970
-CONVEX 7396    'GT_PK(2,2)'      7044  29676  7116  29677  22770  7194
-CONVEX 7397    'GT_PK(2,2)'      7116  29676  7044  22775  29678  6968
-CONVEX 7398    'GT_PK(2,2)'      7118  29679  7044  29680  29677  7194
-CONVEX 7399    'GT_PK(2,2)'      7044  29679  7118  29681  29674  6970
-CONVEX 7400    'GT_PK(2,2)'      6894  29682  6819  29683  22765  6744
-CONVEX 7401    'GT_PK(2,2)'      6894  29684  6965  29685  29686  7042
-CONVEX 7402    'GT_PK(2,2)'      6894  29685  7042  29687  22774  6968
-CONVEX 7403    'GT_PK(2,2)'      6819  29682  6894  29688  29687  6968
-CONVEX 7404    'GT_PK(2,2)'      6894  29683  6744  29689  22760  6818
-CONVEX 7405    'GT_PK(2,2)'      6965  29684  6894  29359  29689  6818
-CONVEX 7406    'GT_PK(2,2)'      6006  29690  6082  22814  29691  5935
-CONVEX 7407    'GT_PK(2,2)'      6082  29692  6008  29691  29693  5935
-CONVEX 7408    'GT_PK(2,2)'      6008  29692  6082  29694  29695  6159
-CONVEX 7409    'GT_PK(2,2)'      5716  29696  5862  29697  29698  5790
-CONVEX 7410    'GT_PK(2,2)'      5862  29699  5936  29698  29700  5790
-CONVEX 7411    'GT_PK(2,2)'      5936  29699  5862  29701  29702  6008
-CONVEX 7412    'GT_PK(2,2)'      6008  29702  5862  29693  29703  5935
-CONVEX 7413    'GT_PK(2,2)'      5862  29704  5788  29703  22794  5935
-CONVEX 7414    'GT_PK(2,2)'      5788  29704  5862  22796  29696  5716
-CONVEX 7415    'GT_PK(2,2)'      6380  29705  6306  22819  29706  6453
-CONVEX 7416    'GT_PK(2,2)'      6306  29707  6378  29706  22821  6453
-CONVEX 7417    'GT_PK(2,2)'      6306  29708  6233  29709  29710  6159
-CONVEX 7418    'GT_PK(2,2)'      6233  29708  6306  29711  29705  6380
-CONVEX 7419    'GT_PK(2,2)'      6160  29712  6233  29713  29714  6307
-CONVEX 7420    'GT_PK(2,2)'      6233  29711  6380  29714  29715  6307
-CONVEX 7421    'GT_PK(2,2)'      5068  29716  5140  29717  22824  5213
-CONVEX 7422    'GT_PK(2,2)'      5068  29718  4998  29719  29720  4926
-CONVEX 7423    'GT_PK(2,2)'      5140  29721  5211  22823  29722  5283
-CONVEX 7424    'GT_PK(2,2)'      5211  29723  5354  29722  29724  5283
-CONVEX 7425    'GT_PK(2,2)'      5211  29721  5140  29725  29726  5067
-CONVEX 7426    'GT_PK(2,2)'      5354  29723  5211  22828  29727  5281
-CONVEX 7427    'GT_PK(2,2)'      5138  29728  5211  18755  29725  5067
-CONVEX 7428    'GT_PK(2,2)'      5211  29728  5138  29727  16976  5281
-CONVEX 7429    'GT_PK(2,2)'      4854  29729  4997  29730  29731  4926
-CONVEX 7430    'GT_PK(2,2)'      4997  29732  5068  29731  29719  4926
-CONVEX 7431    'GT_PK(2,2)'      5068  29732  4997  29716  29733  5140
-CONVEX 7432    'GT_PK(2,2)'      5140  29733  4997  29726  29734  5067
-CONVEX 7433    'GT_PK(2,2)'      4997  29735  4925  29734  18752  5067
-CONVEX 7434    'GT_PK(2,2)'      4997  29729  4854  29735  22831  4925
-CONVEX 7435    'GT_PK(2,2)'      5141  29736  5068  29737  29717  5213
-CONVEX 7436    'GT_PK(2,2)'      5068  29736  5141  29718  29738  4998
-CONVEX 7437    'GT_PK(2,2)'      5070  29739  5141  29740  29741  5214
-CONVEX 7438    'GT_PK(2,2)'      5141  29739  5070  29738  29742  4998
-CONVEX 7439    'GT_PK(2,2)'      4784  29743  4854  29744  29730  4926
-CONVEX 7440    'GT_PK(2,2)'      4854  29743  4784  22830  29745  4712
-CONVEX 7441    'GT_PK(2,2)'      4998  29746  4856  29720  29747  4926
-CONVEX 7442    'GT_PK(2,2)'      4856  29748  4784  29747  29744  4926
-CONVEX 7443    'GT_PK(2,2)'      4784  29748  4856  29749  29750  4714
-CONVEX 7444    'GT_PK(2,2)'      6167  29751  6018  29752  29753  6092
-CONVEX 7445    'GT_PK(2,2)'      5724  29754  5580  29755  29756  5652
-CONVEX 7446    'GT_PK(2,2)'      5580  29757  5509  29758  29759  5435
-CONVEX 7447    'GT_PK(2,2)'      6018  29760  5944  29753  29761  6092
-CONVEX 7448    'GT_PK(2,2)'      5655  29762  5802  29763  29764  5727
-CONVEX 7449    'GT_PK(2,2)'      5283  29765  5356  22825  29766  5213
-CONVEX 7450    'GT_PK(2,2)'      5504  29767  5429  29768  29769  5574
-CONVEX 7451    'GT_PK(2,2)'      5717  29770  5645  29771  29772  5790
-CONVEX 7452    'GT_PK(2,2)'      5645  29773  5716  29772  29697  5790
-CONVEX 7453    'GT_PK(2,2)'      5570  29774  5645  22642  29775  5500
-CONVEX 7454    'GT_PK(2,2)'      5716  29773  5645  22790  29774  5570
-CONVEX 7455    'GT_PK(2,2)'      6012  29776  6086  29777  29778  6162
-CONVEX 7456    'GT_PK(2,2)'      6086  29776  6012  29779  29780  5938
-CONVEX 7457    'GT_PK(2,2)'      6160  29781  6086  29782  29783  6009
-CONVEX 7458    'GT_PK(2,2)'      6086  29779  5938  29783  29784  6009
-CONVEX 7459    'GT_PK(2,2)'      5938  29785  5863  29784  29786  6009
-CONVEX 7460    'GT_PK(2,2)'      5863  29787  5936  29786  29788  6009
-CONVEX 7461    'GT_PK(2,2)'      5863  29789  5717  29790  29771  5790
-CONVEX 7462    'GT_PK(2,2)'      5936  29787  5863  29700  29790  5790
-CONVEX 7463    'GT_PK(2,2)'      5863  29791  5792  29789  29792  5717
-CONVEX 7464    'GT_PK(2,2)'      5792  29791  5863  29793  29785  5938
-CONVEX 7465    'GT_PK(2,2)'      4650  29794  4580  29795  25294  4510
-CONVEX 7466    'GT_PK(2,2)'      4578  29796  4650  22835  29795  4510
-CONVEX 7467    'GT_PK(2,2)'      4929  29797  4859  29798  29799  4787
-CONVEX 7468    'GT_PK(2,2)'      4627  29800  4759  29801  29802  4697
-CONVEX 7469    'GT_PK(2,2)'      4627  29803  4559  29804  22849  4508
-CONVEX 7470    'GT_PK(2,2)'      4559  29803  4627  22844  29801  4697
-CONVEX 7471    'GT_PK(2,2)'      4627  29804  4508  29805  18815  160
-CONVEX 7472    'GT_PK(2,2)'      162  29806  4627  29807  29805  160
-CONVEX 7473    'GT_PK(2,2)'      4759  29800  4627  22842  29806  162
-CONVEX 7474    'GT_PK(2,2)'      4349  29808  4222  29809  18826  4280
-CONVEX 7475    'GT_PK(2,2)'      4418  29810  4349  22850  29811  4485
-CONVEX 7476    'GT_PK(2,2)'      4485  29811  4349  22848  29812  4410
-CONVEX 7477    'GT_PK(2,2)'      4349  29809  4280  29812  17026  4410
-CONVEX 7478    'GT_PK(2,2)'      3734  29813  3869  22328  29814  3803
-CONVEX 7479    'GT_PK(2,2)'      3869  29813  3734  29815  22330  3798
-CONVEX 7480    'GT_PK(2,2)'      3803  29816  3939  22347  29817  3876
-CONVEX 7481    'GT_PK(2,2)'      3939  29818  4004  29819  22853  4075
-CONVEX 7482    'GT_PK(2,2)'      3869  29820  3939  29814  29816  3803
-CONVEX 7483    'GT_PK(2,2)'      3939  29820  3869  29818  29821  4004
-CONVEX 7484    'GT_PK(2,2)'      3939  29822  4008  29817  22613  3876
-CONVEX 7485    'GT_PK(2,2)'      3939  29819  4075  29822  18827  4008
-CONVEX 7486    'GT_PK(2,2)'      4004  29823  4072  22854  29824  4142
-CONVEX 7487    'GT_PK(2,2)'      4072  29825  4209  29824  29163  4142
-CONVEX 7488    'GT_PK(2,2)'      4139  29826  4072  29167  29827  4002
-CONVEX 7489    'GT_PK(2,2)'      4072  29826  4139  29825  29828  4209
-CONVEX 7490    'GT_PK(2,2)'      4351  29829  4283  22858  29830  4418
-CONVEX 7491    'GT_PK(2,2)'      4349  29831  4283  29808  29832  4222
-CONVEX 7492    'GT_PK(2,2)'      4283  29831  4349  29830  29810  4418
-CONVEX 7493    'GT_PK(2,2)'      4209  29833  4283  29164  29829  4351
-CONVEX 7494    'GT_PK(2,2)'      4283  29834  4139  29832  29165  4222
-CONVEX 7495    'GT_PK(2,2)'      4139  29834  4283  29828  29833  4209
-CONVEX 7496    'GT_PK(2,2)'      12613  29835  12746  29836  22866  12679
-CONVEX 7497    'GT_PK(2,2)'      12613  29837  12545  29838  18852  12478
-CONVEX 7498    'GT_PK(2,2)'      12613  29836  12679  29837  18853  12545
-CONVEX 7499    'GT_PK(2,2)'      11926  29839  11855  22870  29840  11786
-CONVEX 7500    'GT_PK(2,2)'      10861  29841  10934  23500  29842  10789
-CONVEX 7501    'GT_PK(2,2)'      10934  29841  10861  29843  29844  11007
-CONVEX 7502    'GT_PK(2,2)'      11077  29845  10934  29846  29843  11007
-CONVEX 7503    'GT_PK(2,2)'      11291  29847  11363  29848  29849  11434
-CONVEX 7504    'GT_PK(2,2)'      11361  29850  11291  29851  29848  11434
-CONVEX 7505    'GT_PK(2,2)'      11081  29852  11226  29853  29854  11153
-CONVEX 7506    'GT_PK(2,2)'      11367  29855  11296  22876  29856  11440
-CONVEX 7507    'GT_PK(2,2)'      11226  29857  11296  29854  29858  11153
-CONVEX 7508    'GT_PK(2,2)'      11224  29859  11296  29860  29855  11367
-CONVEX 7509    'GT_PK(2,2)'      11296  29859  11224  29858  29861  11153
-CONVEX 7510    'GT_PK(2,2)'      11795  29862  11724  29863  22892  11654
-CONVEX 7511    'GT_PK(2,2)'      11726  29864  11795  23489  29863  11654
-CONVEX 7512    'GT_PK(2,2)'      11935  29865  11795  23338  29866  11866
-CONVEX 7513    'GT_PK(2,2)'      11795  29864  11726  29866  23491  11866
-CONVEX 7514    'GT_PK(2,2)'      11441  29867  11513  29868  29869  11583
-CONVEX 7515    'GT_PK(2,2)'      11583  29869  11513  22893  29870  11654
-CONVEX 7516    'GT_PK(2,2)'      11513  29871  11584  29870  23488  11654
-CONVEX 7517    'GT_PK(2,2)'      11584  29871  11513  23495  29872  11443
-CONVEX 7518    'GT_PK(2,2)'      11581  29873  11650  22894  29874  11510
-CONVEX 7519    'GT_PK(2,2)'      11720  29875  11650  18857  29876  11791
-CONVEX 7520    'GT_PK(2,2)'      11650  29877  11722  29876  22884  11791
-CONVEX 7521    'GT_PK(2,2)'      11650  29873  11581  29877  22902  11722
-CONVEX 7522    'GT_PK(2,2)'      11650  29875  11720  29878  29879  11579
-CONVEX 7523    'GT_PK(2,2)'      11510  29874  11650  22879  29878  11579
-CONVEX 7524    'GT_PK(2,2)'      11512  29880  11652  29881  22901  11581
-CONVEX 7525    'GT_PK(2,2)'      11512  29881  11581  29882  22895  11440
-CONVEX 7526    'GT_PK(2,2)'      11512  29883  11441  29884  29868  11583
-CONVEX 7527    'GT_PK(2,2)'      11652  29880  11512  22900  29884  11583
-CONVEX 7528    'GT_PK(2,2)'      11864  29885  12004  29886  22923  11933
-CONVEX 7529    'GT_PK(2,2)'      11864  29886  11933  29887  22890  11793
-CONVEX 7530    'GT_PK(2,2)'      11724  29888  11864  22899  29887  11793
-CONVEX 7531    'GT_PK(2,2)'      11795  29889  11864  29862  29888  11724
-CONVEX 7532    'GT_PK(2,2)'      12004  29885  11864  29890  29891  11935
-CONVEX 7533    'GT_PK(2,2)'      11864  29889  11795  29891  29865  11935
-CONVEX 7534    'GT_PK(2,2)'      11996  29892  11926  29893  22868  11857
-CONVEX 7535    'GT_PK(2,2)'      11996  29893  11857  29894  22872  11928
-CONVEX 7536    'GT_PK(2,2)'      12066  29895  11996  22907  29894  11928
-CONVEX 7537    'GT_PK(2,2)'      12817  29896  12750  29897  18870  12685
-CONVEX 7538    'GT_PK(2,2)'      12752  29898  12817  22928  29897  12685
-CONVEX 7539    'GT_PK(2,2)'      12817  29898  12752  29899  29900  12886
-CONVEX 7540    'GT_PK(2,2)'      12949  29901  12817  29902  29899  12886
-CONVEX 7541    'GT_PK(2,2)'      13143  29903  13014  18920  29904  13080
-CONVEX 7542    'GT_PK(2,2)'      13014  29905  12949  29904  29906  13080
-CONVEX 7543    'GT_PK(2,2)'      12411  29907  12344  29908  29909  12480
-CONVEX 7544    'GT_PK(2,2)'      12344  29910  12413  29909  22911  12480
-CONVEX 7545    'GT_PK(2,2)'      12344  29907  12411  29911  18845  12275
-CONVEX 7546    'GT_PK(2,2)'      12346  29912  12277  22915  29913  12208
-CONVEX 7547    'GT_PK(2,2)'      12413  29914  12277  22910  29912  12346
-CONVEX 7548    'GT_PK(2,2)'      12344  29915  12277  29910  29914  12413
-CONVEX 7549    'GT_PK(2,2)'      12278  29916  12210  22918  29917  12348
-CONVEX 7550    'GT_PK(2,2)'      12280  29918  12210  23320  29919  12143
-CONVEX 7551    'GT_PK(2,2)'      12210  29918  12280  29917  23315  12348
-CONVEX 7552    'GT_PK(2,2)'      12210  29920  12072  29919  22924  12143
-CONVEX 7553    'GT_PK(2,2)'      12210  29916  12278  29921  22916  12141
-CONVEX 7554    'GT_PK(2,2)'      12072  29920  12210  22921  29921  12141
-CONVEX 7555    'GT_PK(2,2)'      12620  29922  12554  29923  17097  12689
-CONVEX 7556    'GT_PK(2,2)'      12554  29922  12620  23325  29924  12486
-CONVEX 7557    'GT_PK(2,2)'      12620  29925  12552  29924  17059  12486
-CONVEX 7558    'GT_PK(2,2)'      12620  29926  12687  29925  22933  12552
-CONVEX 7559    'GT_PK(2,2)'      10494  29927  10567  29928  22950  10640
-CONVEX 7560    'GT_PK(2,2)'      10566  29929  10494  22955  29928  10640
-CONVEX 7561    'GT_PK(2,2)'      10494  29929  10566  29930  22951  10418
-CONVEX 7562    'GT_PK(2,2)'      10566  29931  10639  22953  29932  10493
-CONVEX 7563    'GT_PK(2,2)'      10639  29931  10566  29933  22954  10712
-CONVEX 7564    'GT_PK(2,2)'      10564  29934  10416  29935  29936  10493
-CONVEX 7565    'GT_PK(2,2)'      10639  29937  10564  29932  29935  10493
-CONVEX 7566    'GT_PK(2,2)'      10564  29937  10639  29938  29939  10710
-CONVEX 7567    'GT_PK(2,2)'      11922  29940  11851  29941  22962  11782
-CONVEX 7568    'GT_PK(2,2)'      11853  29942  11922  29943  29941  11782
-CONVEX 7569    'GT_PK(2,2)'      11922  29942  11853  29944  29945  11992
-CONVEX 7570    'GT_PK(2,2)'      12129  29946  12199  29947  29948  12267
-CONVEX 7571    'GT_PK(2,2)'      12199  29949  12336  29948  22984  12267
-CONVEX 7572    'GT_PK(2,2)'      12336  29949  12199  29950  29951  12269
-CONVEX 7573    'GT_PK(2,2)'      11711  29952  11570  22958  29953  11641
-CONVEX 7574    'GT_PK(2,2)'      11570  29952  11711  29954  29955  11639
-CONVEX 7575    'GT_PK(2,2)'      11499  29956  11570  25923  29954  11639
-CONVEX 7576    'GT_PK(2,2)'      11570  29956  11499  29957  25918  11428
-CONVEX 7577    'GT_PK(2,2)'      11495  29958  11352  29959  29960  11425
-CONVEX 7578    'GT_PK(2,2)'      11566  29961  11495  29962  29959  11425
-CONVEX 7579    'GT_PK(2,2)'      11426  29963  11283  29964  29965  11355
-CONVEX 7580    'GT_PK(2,2)'      11499  29966  11426  25920  29964  11355
-CONVEX 7581    'GT_PK(2,2)'      11426  29966  11499  29967  25921  11568
-CONVEX 7582    'GT_PK(2,2)'      11711  29968  11780  29955  29969  11639
-CONVEX 7583    'GT_PK(2,2)'      11780  29968  11711  29970  22961  11851
-CONVEX 7584    'GT_PK(2,2)'      11709  29971  11568  29972  25922  11639
-CONVEX 7585    'GT_PK(2,2)'      11780  29973  11709  29969  29972  11639
-CONVEX 7586    'GT_PK(2,2)'      11709  29973  11780  29974  29975  11849
-CONVEX 7587    'GT_PK(2,2)'      11568  29971  11709  29976  29977  11637
-CONVEX 7588    'GT_PK(2,2)'      11216  29978  11287  29979  22970  11144
-CONVEX 7589    'GT_PK(2,2)'      11072  29980  11216  22974  29979  11144
-CONVEX 7590    'GT_PK(2,2)'      11216  29980  11072  29981  29982  11146
-CONVEX 7591    'GT_PK(2,2)'      11289  29983  11216  29984  29981  11146
-CONVEX 7592    'GT_PK(2,2)'      11072  29985  11002  29982  29986  11146
-CONVEX 7593    'GT_PK(2,2)'      11002  29987  10929  29988  29989  10856
-CONVEX 7594    'GT_PK(2,2)'      11002  29985  11072  29987  22975  10929
-CONVEX 7595    'GT_PK(2,2)'      12814  29990  12881  29991  22993  12945
-CONVEX 7596    'GT_PK(2,2)'      12746  29992  12879  22867  29993  12812
-CONVEX 7597    'GT_PK(2,2)'      12879  29994  12943  29993  22976  12812
-CONVEX 7598    'GT_PK(2,2)'      12814  29995  12879  29996  29992  12746
-CONVEX 7599    'GT_PK(2,2)'      12879  29995  12814  29997  29991  12945
-CONVEX 7600    'GT_PK(2,2)'      12879  29998  13011  29994  29999  12943
-CONVEX 7601    'GT_PK(2,2)'      13011  29998  12879  30000  29997  12945
-CONVEX 7602    'GT_PK(2,2)'      13076  30001  13011  18923  30000  12945
-CONVEX 7603    'GT_PK(2,2)'      13139  30002  13011  30003  30001  13076
-CONVEX 7604    'GT_PK(2,2)'      13009  30004  13074  18904  30005  13137
-CONVEX 7605    'GT_PK(2,2)'      12943  30006  13074  22978  30004  13009
-CONVEX 7606    'GT_PK(2,2)'      13011  30007  13074  29999  30006  12943
-CONVEX 7607    'GT_PK(2,2)'      13074  30007  13011  30008  30002  13139
-CONVEX 7608    'GT_PK(2,2)'      12476  30009  12545  30010  18854  12611
-CONVEX 7609    'GT_PK(2,2)'      12545  30009  12476  18851  30011  12409
-CONVEX 7610    'GT_PK(2,2)'      12336  30012  12405  22987  30013  12472
-CONVEX 7611    'GT_PK(2,2)'      12405  30012  12336  30014  29950  12269
-CONVEX 7612    'GT_PK(2,2)'      12609  30015  12742  30016  30017  12675
-CONVEX 7613    'GT_PK(2,2)'      13078  30018  13014  30019  29903  13143
-CONVEX 7614    'GT_PK(2,2)'      13135  30020  13264  30021  30022  13200
-CONVEX 7615    'GT_PK(2,2)'      13072  30023  13135  18907  30024  13006
-CONVEX 7616    'GT_PK(2,2)'      13135  30025  13070  30024  22982  13006
-CONVEX 7617    'GT_PK(2,2)'      13070  30025  13135  22979  30021  13200
-CONVEX 7618    'GT_PK(2,2)'      13202  30026  13072  30027  18903  13137
-CONVEX 7619    'GT_PK(2,2)'      13264  30028  13202  22994  30029  13329
-CONVEX 7620    'GT_PK(2,2)'      13202  30030  13135  30026  30023  13072
-CONVEX 7621    'GT_PK(2,2)'      13135  30030  13202  30020  30028  13264
-CONVEX 7622    'GT_PK(2,2)'      14184  30031  14125  23010  30032  14067
-CONVEX 7623    'GT_PK(2,2)'      14125  30033  14009  30032  30034  14067
-CONVEX 7624    'GT_PK(2,2)'      14065  30035  14125  30036  30037  14183
-CONVEX 7625    'GT_PK(2,2)'      14125  30035  14065  30033  30038  14009
-CONVEX 7626    'GT_PK(2,2)'      14009  30039  13951  30034  30040  14067
-CONVEX 7627    'GT_PK(2,2)'      14010  30041  13951  23013  30042  13891
-CONVEX 7628    'GT_PK(2,2)'      13951  30041  14010  30040  23015  14067
-CONVEX 7629    'GT_PK(2,2)'      13890  30043  13951  30044  30039  14009
-CONVEX 7630    'GT_PK(2,2)'      14129  30045  14013  30046  30047  14072
-CONVEX 7631    'GT_PK(2,2)'      14129  30048  14243  30049  22997  14186
-CONVEX 7632    'GT_PK(2,2)'      14243  30050  14188  23028  30051  14300
-CONVEX 7633    'GT_PK(2,2)'      14188  30052  14130  30053  30054  14244
-CONVEX 7634    'GT_PK(2,2)'      14300  30051  14188  28413  30053  14244
-CONVEX 7635    'GT_PK(2,2)'      14130  30052  14188  21197  30055  14072
-CONVEX 7636    'GT_PK(2,2)'      14188  30056  14129  30055  30046  14072
-CONVEX 7637    'GT_PK(2,2)'      14129  30056  14188  30048  30050  14243
-CONVEX 7638    'GT_PK(2,2)'      14355  30057  14242  30058  23001  14299
-CONVEX 7639    'GT_PK(2,2)'      14409  30059  14355  30060  30061  14465
-CONVEX 7640    'GT_PK(2,2)'      14297  30062  14355  30063  30059  14409
-CONVEX 7641    'GT_PK(2,2)'      14355  30062  14297  30057  27388  14242
-CONVEX 7642    'GT_PK(2,2)'      14411  30064  14355  23033  30058  14299
-CONVEX 7643    'GT_PK(2,2)'      14355  30064  14411  30061  17065  14465
-CONVEX 7644    'GT_PK(2,2)'      14128  30065  14070  23005  30066  14186
-CONVEX 7645    'GT_PK(2,2)'      14070  30067  14129  30066  30049  14186
-CONVEX 7646    'GT_PK(2,2)'      14129  30067  14070  30045  30068  14013
-CONVEX 7647    'GT_PK(2,2)'      14013  30068  14070  30069  30070  13953
-CONVEX 7648    'GT_PK(2,2)'      14070  30071  14012  30070  30072  13953
-CONVEX 7649    'GT_PK(2,2)'      14012  30071  14070  30073  30065  14128
-CONVEX 7650    'GT_PK(2,2)'      13895  30074  14013  30075  30069  13953
-CONVEX 7651    'GT_PK(2,2)'      13834  30076  13895  30077  30075  13953
-CONVEX 7652    'GT_PK(2,2)'      12951  30078  13016  30079  30080  12886
-CONVEX 7653    'GT_PK(2,2)'      12949  30081  13016  29906  30082  13080
-CONVEX 7654    'GT_PK(2,2)'      13016  30081  12949  30080  29902  12886
-CONVEX 7655    'GT_PK(2,2)'      12821  30083  12754  30084  30085  12689
-CONVEX 7656    'GT_PK(2,2)'      12754  30086  12620  30085  29923  12689
-CONVEX 7657    'GT_PK(2,2)'      12620  30086  12754  29926  30087  12687
-CONVEX 7658    'GT_PK(2,2)'      13769  30088  13829  30089  30090  13707
-CONVEX 7659    'GT_PK(2,2)'      14571  30091  14625  30092  18934  14677
-CONVEX 7660    'GT_PK(2,2)'      14624  30093  14571  30094  30092  14677
-CONVEX 7661    'GT_PK(2,2)'      9990  30095  9843  30096  30097  9917
-CONVEX 7662    'GT_PK(2,2)'      9990  30098  10065  30099  18942  10139
-CONVEX 7663    'GT_PK(2,2)'      10065  30098  9990  30100  30096  9917
-CONVEX 7664    'GT_PK(2,2)'      10063  30101  9990  23441  30099  10139
-CONVEX 7665    'GT_PK(2,2)'      9843  30095  9990  23041  30102  9915
-CONVEX 7666    'GT_PK(2,2)'      9990  30101  10063  30102  23050  9915
-CONVEX 7667    'GT_PK(2,2)'      9839  30103  9911  30104  23059  9764
-CONVEX 7668    'GT_PK(2,2)'      9911  30103  9839  23055  30105  9986
-CONVEX 7669    'GT_PK(2,2)'      9839  30106  9913  30105  30107  9986
-CONVEX 7670    'GT_PK(2,2)'      9913  30106  9839  30108  30109  9766
-CONVEX 7671    'GT_PK(2,2)'      9988  30110  9913  23046  30111  9841
-CONVEX 7672    'GT_PK(2,2)'      9913  30108  9766  30111  23062  9841
-CONVEX 7673    'GT_PK(2,2)'      10289  30112  10362  30113  23064  10214
-CONVEX 7674    'GT_PK(2,2)'      10362  30112  10289  23065  30114  10436
-CONVEX 7675    'GT_PK(2,2)'      10289  30115  10364  30114  30116  10436
-CONVEX 7676    'GT_PK(2,2)'      10362  30117  10434  23063  30118  10287
-CONVEX 7677    'GT_PK(2,2)'      10508  30119  10434  30120  30121  10582
-CONVEX 7678    'GT_PK(2,2)'      10434  30122  10510  30121  23449  10582
-CONVEX 7679    'GT_PK(2,2)'      10434  30117  10362  30122  23066  10510
-CONVEX 7680    'GT_PK(2,2)'      10584  30123  10658  30124  30125  10729
-CONVEX 7681    'GT_PK(2,2)'      10656  30126  10584  23447  30124  10729
-CONVEX 7682    'GT_PK(2,2)'      10436  30127  10584  23067  30128  10510
-CONVEX 7683    'GT_PK(2,2)'      10584  30126  10656  30128  23448  10510
-CONVEX 7684    'GT_PK(2,2)'      10803  30129  10658  30130  23068  10731
-CONVEX 7685    'GT_PK(2,2)'      10803  30130  10731  30131  30132  10876
-CONVEX 7686    'GT_PK(2,2)'      10803  30133  10874  30134  19179  10729
-CONVEX 7687    'GT_PK(2,2)'      10658  30129  10803  30125  30134  10729
-CONVEX 7688    'GT_PK(2,2)'      9845  30135  9992  30136  30137  9917
-CONVEX 7689    'GT_PK(2,2)'      9992  30138  10065  30137  30100  9917
-CONVEX 7690    'GT_PK(2,2)'      10143  30139  10067  30140  30141  9993
-CONVEX 7691    'GT_PK(2,2)'      10143  30142  10068  30143  30144  10217
-CONVEX 7692    'GT_PK(2,2)'      10068  30142  10143  19022  30140  9993
-CONVEX 7693    'GT_PK(2,2)'      9251  30145  9176  30146  18960  9102
-CONVEX 7694    'GT_PK(2,2)'      9251  30147  9324  30145  30148  9176
-CONVEX 7695    'GT_PK(2,2)'      9770  30149  9622  30150  23085  9698
-CONVEX 7696    'GT_PK(2,2)'      9770  30151  9845  30152  30136  9917
-CONVEX 7697    'GT_PK(2,2)'      9770  30150  9698  30151  18949  9845
-CONVEX 7698    'GT_PK(2,2)'      9843  30153  9770  30097  30152  9917
-CONVEX 7699    'GT_PK(2,2)'      9770  30153  9843  30154  23043  9695
-CONVEX 7700    'GT_PK(2,2)'      9622  30149  9770  23082  30154  9695
-CONVEX 7701    'GT_PK(2,2)'      8493  30155  8572  30156  30157  8648
-CONVEX 7702    'GT_PK(2,2)'      8572  30158  8420  30159  30160  8497
-CONVEX 7703    'GT_PK(2,2)'      8493  30161  8420  30155  30158  8572
-CONVEX 7704    'GT_PK(2,2)'      8266  30162  8420  30163  30164  8341
-CONVEX 7705    'GT_PK(2,2)'      8420  30161  8493  30164  30165  8341
-CONVEX 7706    'GT_PK(2,2)'      6240  30166  6167  30167  29752  6092
-CONVEX 7707    'GT_PK(2,2)'      6167  30166  6240  30168  30169  6315
-CONVEX 7708    'GT_PK(2,2)'      6383  30170  6312  30171  30172  6236
-CONVEX 7709    'GT_PK(2,2)'      6532  30173  6383  30174  30175  6456
-CONVEX 7710    'GT_PK(2,2)'      6309  30176  6383  23089  30171  6236
-CONVEX 7711    'GT_PK(2,2)'      6383  30176  6309  30175  30177  6456
-CONVEX 7712    'GT_PK(2,2)'      6458  30178  6532  30179  30180  6607
-CONVEX 7713    'GT_PK(2,2)'      6458  30181  6386  30182  30183  6312
-CONVEX 7714    'GT_PK(2,2)'      6383  30184  6458  30170  30182  6312
-CONVEX 7715    'GT_PK(2,2)'      6458  30184  6383  30178  30173  6532
-CONVEX 7716    'GT_PK(2,2)'      6380  30185  6454  29715  30186  6307
-CONVEX 7717    'GT_PK(2,2)'      6454  30185  6380  30187  22817  6528
-CONVEX 7718    'GT_PK(2,2)'      6234  30188  6160  30189  29713  6307
-CONVEX 7719    'GT_PK(2,2)'      6234  30190  6086  30188  29781  6160
-CONVEX 7720    'GT_PK(2,2)'      6234  30191  6309  30192  23087  6162
-CONVEX 7721    'GT_PK(2,2)'      6086  30190  6234  29778  30192  6162
-CONVEX 7722    'GT_PK(2,2)'      6309  30193  6381  30177  30194  6456
-CONVEX 7723    'GT_PK(2,2)'      6381  30195  6529  30194  30196  6456
-CONVEX 7724    'GT_PK(2,2)'      6234  30197  6381  30191  30193  6309
-CONVEX 7725    'GT_PK(2,2)'      6381  30198  6454  30195  30199  6529
-CONVEX 7726    'GT_PK(2,2)'      6454  30198  6381  30186  30200  6307
-CONVEX 7727    'GT_PK(2,2)'      6381  30197  6234  30200  30189  6307
-CONVEX 7728    'GT_PK(2,2)'      7812  30201  7735  16296  30202  7886
-CONVEX 7729    'GT_PK(2,2)'      8480  30203  8406  23094  30204  8559
-CONVEX 7730    'GT_PK(2,2)'      8332  30205  8406  30206  30207  8255
-CONVEX 7731    'GT_PK(2,2)'      8406  30208  8327  30207  30209  8255
-CONVEX 7732    'GT_PK(2,2)'      8327  30208  8406  30210  30203  8480
-CONVEX 7733    'GT_PK(2,2)'      8251  30211  8327  30212  30213  8404
-CONVEX 7734    'GT_PK(2,2)'      8327  30210  8480  30213  23183  8404
-CONVEX 7735    'GT_PK(2,2)'      8484  30214  8637  30215  18986  8559
-CONVEX 7736    'GT_PK(2,2)'      8406  30216  8484  30204  30215  8559
-CONVEX 7737    'GT_PK(2,2)'      8484  30216  8406  30217  30205  8332
-CONVEX 7738    'GT_PK(2,2)'      8484  30217  8332  30218  23096  8408
-CONVEX 7739    'GT_PK(2,2)'      8562  30219  8484  30220  30218  8408
-CONVEX 7740    'GT_PK(2,2)'      8484  30219  8562  30214  23191  8637
-CONVEX 7741    'GT_PK(2,2)'      8327  30221  8169  30209  30222  8255
-CONVEX 7742    'GT_PK(2,2)'      8169  30223  8251  30224  30225  8123
-CONVEX 7743    'GT_PK(2,2)'      8169  30221  8327  30223  30211  8251
-CONVEX 7744    'GT_PK(2,2)'      8050  30226  7974  30227  30228  8123
-CONVEX 7745    'GT_PK(2,2)'      7971  30229  7897  30230  30231  7821
-CONVEX 7746    'GT_PK(2,2)'      7897  30232  7974  30233  30234  7824
-CONVEX 7747    'GT_PK(2,2)'      8168  30235  8332  30236  30206  8255
-CONVEX 7748    'GT_PK(2,2)'      8257  30237  8168  23105  30238  8118
-CONVEX 7749    'GT_PK(2,2)'      8332  30235  8168  23095  30237  8257
-CONVEX 7750    'GT_PK(2,2)'      8168  30239  8043  30238  30240  8118
-CONVEX 7751    'GT_PK(2,2)'      8032  30241  7883  30242  30243  7956
-CONVEX 7752    'GT_PK(2,2)'      7883  30241  8032  30244  23161  7959
-CONVEX 7753    'GT_PK(2,2)'      6916  30245  6989  30246  30247  7069
-CONVEX 7754    'GT_PK(2,2)'      8264  30248  8339  23113  30249  8164
-CONVEX 7755    'GT_PK(2,2)'      8339  30250  8492  30251  30252  8415
-CONVEX 7756    'GT_PK(2,2)'      8339  30253  8262  30249  23120  8164
-CONVEX 7757    'GT_PK(2,2)'      8262  30253  8339  30254  30251  8415
-CONVEX 7758    'GT_PK(2,2)'      9253  30255  9181  30256  23267  9330
-CONVEX 7759    'GT_PK(2,2)'      9181  30255  9253  30257  30258  9104
-CONVEX 7760    'GT_PK(2,2)'      9104  30259  9178  30260  30261  9026
-CONVEX 7761    'GT_PK(2,2)'      9251  30262  9178  30263  30264  9326
-CONVEX 7762    'GT_PK(2,2)'      9178  30265  9253  30264  30266  9326
-CONVEX 7763    'GT_PK(2,2)'      9253  30265  9178  30258  30259  9104
-CONVEX 7764    'GT_PK(2,2)'      9026  30261  9178  18956  30267  9102
-CONVEX 7765    'GT_PK(2,2)'      9178  30262  9251  30267  30146  9102
-CONVEX 7766    'GT_PK(2,2)'      8874  30268  8952  23117  30269  9026
-CONVEX 7767    'GT_PK(2,2)'      8952  30270  9104  30269  30260  9026
-CONVEX 7768    'GT_PK(2,2)'      8711  30271  8789  18984  30272  8863
-CONVEX 7769    'GT_PK(2,2)'      8789  30271  8711  30273  18985  8637
-CONVEX 7770    'GT_PK(2,2)'      8714  30274  8789  23192  30273  8637
-CONVEX 7771    'GT_PK(2,2)'      8789  30274  8714  30275  30276  8864
-CONVEX 7772    'GT_PK(2,2)'      8942  30277  9021  30278  30279  9095
-CONVEX 7773    'GT_PK(2,2)'      8942  30280  8864  30277  23127  9021
-CONVEX 7774    'GT_PK(2,2)'      8942  30281  8789  30280  30275  8864
-CONVEX 7775    'GT_PK(2,2)'      9016  30282  8942  30283  30278  9095
-CONVEX 7776    'GT_PK(2,2)'      8942  30282  9016  30284  23144  8863
-CONVEX 7777    'GT_PK(2,2)'      8789  30281  8942  30272  30284  8863
-CONVEX 7778    'GT_PK(2,2)'      9016  30285  9170  23145  30286  9093
-CONVEX 7779    'GT_PK(2,2)'      9170  30287  9244  30286  30288  9093
-CONVEX 7780    'GT_PK(2,2)'      9244  30287  9170  23147  30289  9321
-CONVEX 7781    'GT_PK(2,2)'      9170  30285  9016  30290  30283  9095
-CONVEX 7782    'GT_PK(2,2)'      9170  30291  9248  30289  18962  9321
-CONVEX 7783    'GT_PK(2,2)'      9248  30291  9170  30292  30290  9095
-CONVEX 7784    'GT_PK(2,2)'      9166  30293  9087  30294  30295  9013
-CONVEX 7785    'GT_PK(2,2)'      9087  30293  9166  23204  30296  9240
-CONVEX 7786    'GT_PK(2,2)'      9093  30297  9166  23137  30294  9013
-CONVEX 7787    'GT_PK(2,2)'      9244  30298  9166  30288  30297  9093
-CONVEX 7788    'GT_PK(2,2)'      9324  30299  9250  30148  30300  9176
-CONVEX 7789    'GT_PK(2,2)'      9250  30301  9097  30300  23134  9176
-CONVEX 7790    'GT_PK(2,2)'      9097  30302  9175  23130  30303  9021
-CONVEX 7791    'GT_PK(2,2)'      9175  30304  9323  30305  23150  9248
-CONVEX 7792    'GT_PK(2,2)'      9250  30306  9175  30301  30302  9097
-CONVEX 7793    'GT_PK(2,2)'      9175  30306  9250  30304  30307  9323
-CONVEX 7794    'GT_PK(2,2)'      9021  30303  9175  30279  30308  9095
-CONVEX 7795    'GT_PK(2,2)'      9175  30305  9248  30308  30292  9095
-CONVEX 7796    'GT_PK(2,2)'      8112  30309  8201  18965  30310  8028
-CONVEX 7797    'GT_PK(2,2)'      8660  30311  8505  30312  23152  8582
-CONVEX 7798    'GT_PK(2,2)'      8736  30313  8889  30314  30315  8812
-CONVEX 7799    'GT_PK(2,2)'      8962  30316  9034  30317  30318  8883
-CONVEX 7800    'GT_PK(2,2)'      8105  30319  8032  30320  30242  7956
-CONVEX 7801    'GT_PK(2,2)'      8105  30321  8161  30322  30323  8266
-CONVEX 7802    'GT_PK(2,2)'      7565  30324  7642  22497  30325  7488
-CONVEX 7803    'GT_PK(2,2)'      7642  30324  7565  30326  22492  7722
-CONVEX 7804    'GT_PK(2,2)'      7418  30327  7343  23165  30328  7492
-CONVEX 7805    'GT_PK(2,2)'      7343  30329  7417  30328  30330  7492
-CONVEX 7806    'GT_PK(2,2)'      7120  30331  7046  30332  29672  7195
-CONVEX 7807    'GT_PK(2,2)'      7046  30331  7120  30333  30334  6972
-CONVEX 7808    'GT_PK(2,2)'      7569  30335  7723  30336  30337  7649
-CONVEX 7809    'GT_PK(2,2)'      7645  30338  7569  30339  23164  7492
-CONVEX 7810    'GT_PK(2,2)'      7723  30340  7645  30341  30342  7798
-CONVEX 7811    'GT_PK(2,2)'      7645  30340  7723  30338  30335  7569
-CONVEX 7812    'GT_PK(2,2)'      7341  30343  7194  30344  22771  7265
-CONVEX 7813    'GT_PK(2,2)'      8095  30345  8159  30346  30347  8271
-CONVEX 7814    'GT_PK(2,2)'      8160  30348  8095  30349  30346  8271
-CONVEX 7815    'GT_PK(2,2)'      8095  30350  8023  30345  30351  8159
-CONVEX 7816    'GT_PK(2,2)'      8023  30350  8095  30352  30353  7951
-CONVEX 7817    'GT_PK(2,2)'      9453  30354  9380  18972  30355  9305
-CONVEX 7818    'GT_PK(2,2)'      9380  30356  9230  30355  30357  9305
-CONVEX 7819    'GT_PK(2,2)'      9230  30356  9380  30358  30359  9307
-CONVEX 7820    'GT_PK(2,2)'      9380  30360  9456  30359  30361  9307
-CONVEX 7821    'GT_PK(2,2)'      9075  30362  8999  30363  23401  8923
-CONVEX 7822    'GT_PK(2,2)'      9075  30364  9150  30362  23170  8999
-CONVEX 7823    'GT_PK(2,2)'      9150  30364  9075  23175  30365  9226
-CONVEX 7824    'GT_PK(2,2)'      9075  30363  8923  30366  19140  8998
-CONVEX 7825    'GT_PK(2,2)'      9151  30367  9075  19146  30366  8998
-CONVEX 7826    'GT_PK(2,2)'      9075  30367  9151  30365  19147  9226
-CONVEX 7827    'GT_PK(2,2)'      8545  30368  8472  23110  30369  8625
-CONVEX 7828    'GT_PK(2,2)'      8472  30370  8548  30369  30371  8625
-CONVEX 7829    'GT_PK(2,2)'      8548  30372  8701  30371  30373  8625
-CONVEX 7830    'GT_PK(2,2)'      8401  30374  8478  30375  23176  8551
-CONVEX 7831    'GT_PK(2,2)'      8474  30376  8401  30377  30375  8551
-CONVEX 7832    'GT_PK(2,2)'      8325  30378  8401  30379  30380  8249
-CONVEX 7833    'GT_PK(2,2)'      8401  30378  8325  30374  30381  8478
-CONVEX 7834    'GT_PK(2,2)'      8325  30382  8251  30383  30212  8404
-CONVEX 7835    'GT_PK(2,2)'      8478  30381  8325  23181  30383  8404
-CONVEX 7836    'GT_PK(2,2)'      8334  30384  8486  23092  30385  8408
-CONVEX 7837    'GT_PK(2,2)'      8486  30386  8562  30385  30220  8408
-CONVEX 7838    'GT_PK(2,2)'      8336  30387  8260  30388  23123  8165
-CONVEX 7839    'GT_PK(2,2)'      8262  30389  8336  23121  30388  8165
-CONVEX 7840    'GT_PK(2,2)'      8336  30389  8262  30390  30254  8415
-CONVEX 7841    'GT_PK(2,2)'      8644  30391  8717  30392  30393  8564
-CONVEX 7842    'GT_PK(2,2)'      9314  30394  9388  30395  23384  9238
-CONVEX 7843    'GT_PK(2,2)'      9162  30396  9314  23195  30395  9238
-CONVEX 7844    'GT_PK(2,2)'      9388  30394  9314  23390  30397  9466
-CONVEX 7845    'GT_PK(2,2)'      9314  30396  9162  30398  23203  9240
-CONVEX 7846    'GT_PK(2,2)'      9393  30399  9314  30400  30398  9240
-CONVEX 7847    'GT_PK(2,2)'      9314  30399  9393  30397  23200  9466
-CONVEX 7848    'GT_PK(2,2)'      8934  30401  8859  30402  23139  9013
-CONVEX 7849    'GT_PK(2,2)'      9087  30403  8934  30295  30402  9013
-CONVEX 7850    'GT_PK(2,2)'      8856  30404  8934  23208  30405  9009
-CONVEX 7851    'GT_PK(2,2)'      8934  30403  9087  30405  23202  9009
-CONVEX 7852    'GT_PK(2,2)'      7745  30406  7676  20114  30407  7823
-CONVEX 7853    'GT_PK(2,2)'      7676  30406  7745  30408  30409  7596
-CONVEX 7854    'GT_PK(2,2)'      7676  30410  7750  30407  19007  7823
-CONVEX 7855    'GT_PK(2,2)'      7676  30411  7600  30410  30412  7750
-CONVEX 7856    'GT_PK(2,2)'      8173  30413  8321  30414  23233  8247
-CONVEX 7857    'GT_PK(2,2)'      8127  30415  8173  23217  30414  8247
-CONVEX 7858    'GT_PK(2,2)'      8626  30416  8546  30417  23405  8699
-CONVEX 7859    'GT_PK(2,2)'      8626  30418  8473  30416  23213  8546
-CONVEX 7860    'GT_PK(2,2)'      8777  30419  8626  23394  30417  8699
-CONVEX 7861    'GT_PK(2,2)'      8473  30418  8626  23229  30420  8550
-CONVEX 7862    'GT_PK(2,2)'      8626  30421  8703  30420  30422  8550
-CONVEX 7863    'GT_PK(2,2)'      8703  30421  8626  30423  30419  8777
-CONVEX 7864    'GT_PK(2,2)'      7147  30424  7073  30425  30426  7000
-CONVEX 7865    'GT_PK(2,2)'      7302  30427  7226  30428  30429  7150
-CONVEX 7866    'GT_PK(2,2)'      7231  30430  7302  30431  30428  7150
-CONVEX 7867    'GT_PK(2,2)'      7525  30432  7676  30433  30408  7596
-CONVEX 7868    'GT_PK(2,2)'      7600  30434  7525  30435  30436  7454
-CONVEX 7869    'GT_PK(2,2)'      7676  30432  7525  30411  30434  7600
-CONVEX 7870    'GT_PK(2,2)'      7226  30437  7077  30429  30438  7150
-CONVEX 7871    'GT_PK(2,2)'      7147  30439  7077  30440  30437  7226
-CONVEX 7872    'GT_PK(2,2)'      6928  30441  7077  23236  30442  7000
-CONVEX 7873    'GT_PK(2,2)'      7077  30439  7147  30442  30425  7000
-CONVEX 7874    'GT_PK(2,2)'      6855  30443  6928  30444  23237  6781
-CONVEX 7875    'GT_PK(2,2)'      7231  30445  7156  30446  30447  7307
-CONVEX 7876    'GT_PK(2,2)'      7081  30448  7156  25561  30449  7005
-CONVEX 7877    'GT_PK(2,2)'      8630  30450  8557  30451  23238  8477
-CONVEX 7878    'GT_PK(2,2)'      8630  30452  8703  30453  30454  8781
-CONVEX 7879    'GT_PK(2,2)'      8630  30453  8781  30455  30456  8708
-CONVEX 7880    'GT_PK(2,2)'      8557  30450  8630  23242  30455  8708
-CONVEX 7881    'GT_PK(2,2)'      8630  30451  8477  30457  23231  8550
-CONVEX 7882    'GT_PK(2,2)'      8703  30452  8630  30422  30457  8550
-CONVEX 7883    'GT_PK(2,2)'      10068  30458  10144  30144  30459  10217
-CONVEX 7884    'GT_PK(2,2)'      9995  30460  10144  23247  30458  10068
-CONVEX 7885    'GT_PK(2,2)'      9405  30461  9478  23251  30462  9330
-CONVEX 7886    'GT_PK(2,2)'      9550  30463  9478  30464  30465  9626
-CONVEX 7887    'GT_PK(2,2)'      9478  30466  9553  30465  30467  9626
-CONVEX 7888    'GT_PK(2,2)'      9553  30466  9478  30468  30461  9405
-CONVEX 7889    'GT_PK(2,2)'      9629  30469  9553  19047  30470  9480
-CONVEX 7890    'GT_PK(2,2)'      9553  30468  9405  30470  23253  9480
-CONVEX 7891    'GT_PK(2,2)'      9550  30471  9623  30472  30473  9475
-CONVEX 7892    'GT_PK(2,2)'      9698  30474  9623  18951  30475  9772
-CONVEX 7893    'GT_PK(2,2)'      9623  30476  9548  30473  30477  9475
-CONVEX 7894    'GT_PK(2,2)'      9548  30476  9623  23086  30474  9698
-CONVEX 7895    'GT_PK(2,2)'      9699  30478  9846  30479  30480  9772
-CONVEX 7896    'GT_PK(2,2)'      9623  30481  9699  30475  30479  9772
-CONVEX 7897    'GT_PK(2,2)'      9699  30481  9623  30482  30471  9550
-CONVEX 7898    'GT_PK(2,2)'      9699  30482  9550  30483  30464  9626
-CONVEX 7899    'GT_PK(2,2)'      9699  30484  9774  30478  23255  9846
-CONVEX 7900    'GT_PK(2,2)'      9774  30484  9699  30485  30483  9626
-CONVEX 7901    'GT_PK(2,2)'      10666  30486  10811  23299  30487  10736
-CONVEX 7902    'GT_PK(2,2)'      10889  30488  10961  22039  30489  10817
-CONVEX 7903    'GT_PK(2,2)'      10961  30488  10889  30490  22041  11034
-CONVEX 7904    'GT_PK(2,2)'      11031  30491  11174  30492  30493  11102
-CONVEX 7905    'GT_PK(2,2)'      11389  30494  11245  30495  30496  11318
-CONVEX 7906    'GT_PK(2,2)'      11245  30497  11174  30496  30498  11318
-CONVEX 7907    'GT_PK(2,2)'      11174  30497  11245  30493  30499  11102
-CONVEX 7908    'GT_PK(2,2)'      11033  30500  11103  30501  30502  10959
-CONVEX 7909    'GT_PK(2,2)'      11103  30503  11031  30502  30504  10959
-CONVEX 7910    'GT_PK(2,2)'      11031  30503  11103  30491  30505  11174
-CONVEX 7911    'GT_PK(2,2)'      10888  30506  11033  30507  30501  10959
-CONVEX 7912    'GT_PK(2,2)'      10888  30508  10742  30509  30510  10817
-CONVEX 7913    'GT_PK(2,2)'      10961  30511  10888  30489  30509  10817
-CONVEX 7914    'GT_PK(2,2)'      10888  30511  10961  30506  30512  11033
-CONVEX 7915    'GT_PK(2,2)'      10589  30513  10515  30514  23259  10443
-CONVEX 7916    'GT_PK(2,2)'      10518  30515  10589  19033  30514  10443
-CONVEX 7917    'GT_PK(2,2)'      9108  30516  9183  23269  30517  9256
-CONVEX 7918    'GT_PK(2,2)'      9183  30518  9332  30517  23254  9256
-CONVEX 7919    'GT_PK(2,2)'      9332  30518  9183  19058  30519  9258
-CONVEX 7920    'GT_PK(2,2)'      9183  30520  9109  30519  23263  9258
-CONVEX 7921    'GT_PK(2,2)'      8802  30521  8956  30522  30523  8878
-CONVEX 7922    'GT_PK(2,2)'      8724  30524  8802  30525  30522  8878
-CONVEX 7923    'GT_PK(2,2)'      8802  30524  8724  30526  30527  8648
-CONVEX 7924    'GT_PK(2,2)'      9030  30528  9181  30529  30257  9104
-CONVEX 7925    'GT_PK(2,2)'      9030  30530  8952  30531  30532  8878
-CONVEX 7926    'GT_PK(2,2)'      8952  30530  9030  30270  30529  9104
-CONVEX 7927    'GT_PK(2,2)'      8956  30533  9030  30523  30531  8878
-CONVEX 7928    'GT_PK(2,2)'      9030  30533  8956  30534  30535  9108
-CONVEX 7929    'GT_PK(2,2)'      9181  30528  9030  23268  30534  9108
-CONVEX 7930    'GT_PK(2,2)'      9705  30536  9557  30537  30538  9632
-CONVEX 7931    'GT_PK(2,2)'      9780  30539  9705  30540  30537  9632
-CONVEX 7932    'GT_PK(2,2)'      9631  30541  9705  23276  30542  9778
-CONVEX 7933    'GT_PK(2,2)'      9705  30541  9631  30536  30543  9557
-CONVEX 7934    'GT_PK(2,2)'      9036  30544  8962  30545  30546  8887
-CONVEX 7935    'GT_PK(2,2)'      9038  30547  8889  30548  30549  8966
-CONVEX 7936    'GT_PK(2,2)'      9557  30550  9484  30538  30551  9632
-CONVEX 7937    'GT_PK(2,2)'      9484  30552  9559  30551  30553  9632
-CONVEX 7938    'GT_PK(2,2)'      9707  30554  9780  30555  30540  9632
-CONVEX 7939    'GT_PK(2,2)'      9559  30556  9707  30553  30555  9632
-CONVEX 7940    'GT_PK(2,2)'      9413  30557  9486  30558  30559  9337
-CONVEX 7941    'GT_PK(2,2)'      9482  30560  9631  30561  23277  9556
-CONVEX 7942    'GT_PK(2,2)'      9482  30562  9407  30563  19060  9333
-CONVEX 7943    'GT_PK(2,2)'      9407  30562  9482  19054  30561  9556
-CONVEX 7944    'GT_PK(2,2)'      9631  30560  9482  30543  30564  9557
-CONVEX 7945    'GT_PK(2,2)'      10298  30565  10225  30566  23300  10373
-CONVEX 7946    'GT_PK(2,2)'      10298  30567  10372  30568  23290  10223
-CONVEX 7947    'GT_PK(2,2)'      12079  30569  12009  30570  23311  11941
-CONVEX 7948    'GT_PK(2,2)'      12011  30571  12079  30572  30570  11941
-CONVEX 7949    'GT_PK(2,2)'      12079  30573  12150  30574  19067  12218
-CONVEX 7950    'GT_PK(2,2)'      12150  30573  12079  19068  30571  12011
-CONVEX 7951    'GT_PK(2,2)'      12148  30575  12286  30576  23308  12217
-CONVEX 7952    'GT_PK(2,2)'      12077  30577  12148  23335  30576  12217
-CONVEX 7953    'GT_PK(2,2)'      12009  30578  12148  23484  30577  12077
-CONVEX 7954    'GT_PK(2,2)'      12079  30579  12148  30569  30578  12009
-CONVEX 7955    'GT_PK(2,2)'      12286  30575  12148  23306  30580  12218
-CONVEX 7956    'GT_PK(2,2)'      12148  30579  12079  30580  30574  12218
-CONVEX 7957    'GT_PK(2,2)'      13467  30581  13405  30582  30583  13531
-CONVEX 7958    'GT_PK(2,2)'      12351  30584  12284  19097  30585  12420
-CONVEX 7959    'GT_PK(2,2)'      12284  30586  12146  30587  23334  12217
-CONVEX 7960    'GT_PK(2,2)'      12284  30588  12353  30585  19086  12420
-CONVEX 7961    'GT_PK(2,2)'      12353  30588  12284  23309  30587  12217
-CONVEX 7962    'GT_PK(2,2)'      12146  30589  12214  23329  30590  12075
-CONVEX 7963    'GT_PK(2,2)'      12214  30591  12351  30592  23326  12282
-CONVEX 7964    'GT_PK(2,2)'      12214  30593  12284  30591  30584  12351
-CONVEX 7965    'GT_PK(2,2)'      12284  30593  12214  30586  30589  12146
-CONVEX 7966    'GT_PK(2,2)'      12005  30594  12074  23336  30595  11935
-CONVEX 7967    'GT_PK(2,2)'      12074  30596  12212  30597  23319  12143
-CONVEX 7968    'GT_PK(2,2)'      12004  30598  12074  22925  30597  12143
-CONVEX 7969    'GT_PK(2,2)'      12074  30598  12004  30595  29890  11935
-CONVEX 7970    'GT_PK(2,2)'      12145  30599  12005  30600  23473  12075
-CONVEX 7971    'GT_PK(2,2)'      12145  30601  12214  30602  30592  12282
-CONVEX 7972    'GT_PK(2,2)'      12214  30601  12145  30590  30600  12075
-CONVEX 7973    'GT_PK(2,2)'      12212  30603  12145  19095  30602  12282
-CONVEX 7974    'GT_PK(2,2)'      12074  30604  12145  30596  30603  12212
-CONVEX 7975    'GT_PK(2,2)'      12145  30604  12074  30599  30594  12005
-CONVEX 7976    'GT_PK(2,2)'      12559  30605  12424  30606  19106  12493
-CONVEX 7977    'GT_PK(2,2)'      12424  30605  12559  19090  30607  12491
-CONVEX 7978    'GT_PK(2,2)'      12559  30608  12625  30607  23313  12491
-CONVEX 7979    'GT_PK(2,2)'      12894  30609  12761  30610  23342  12827
-CONVEX 7980    'GT_PK(2,2)'      12894  30610  12827  30611  19101  12959
-CONVEX 7981    'GT_PK(2,2)'      13024  30612  12894  23340  30611  12959
-CONVEX 7982    'GT_PK(2,2)'      12957  30613  12894  30614  30612  13024
-CONVEX 7983    'GT_PK(2,2)'      12695  30615  12627  17107  30616  12561
-CONVEX 7984    'GT_PK(2,2)'      12761  30617  12627  23343  30615  12695
-CONVEX 7985    'GT_PK(2,2)'      12561  30616  12627  17110  30618  12493
-CONVEX 7986    'GT_PK(2,2)'      12627  30619  12559  30618  30606  12493
-CONVEX 7987    'GT_PK(2,2)'      12014  30620  12082  30621  19112  11944
-CONVEX 7988    'GT_PK(2,2)'      11876  30622  12014  30623  30621  11944
-CONVEX 7989    'GT_PK(2,2)'      12361  30624  12292  30625  30626  12225
-CONVEX 7990    'GT_PK(2,2)'      12292  30624  12361  30627  30628  12429
-CONVEX 7991    'GT_PK(2,2)'      9385  30629  9308  30630  23366  9235
-CONVEX 7992    'GT_PK(2,2)'      9312  30631  9385  30632  30630  9235
-CONVEX 7993    'GT_PK(2,2)'      9459  30633  9611  30634  23362  9534
-CONVEX 7994    'GT_PK(2,2)'      9381  30635  9459  23410  30634  9534
-CONVEX 7995    'GT_PK(2,2)'      9459  30635  9381  30636  23414  9308
-CONVEX 7996    'GT_PK(2,2)'      9385  30637  9459  30629  30636  9308
-CONVEX 7997    'GT_PK(2,2)'      9611  30633  9459  23364  30638  9538
-CONVEX 7998    'GT_PK(2,2)'      9459  30637  9385  30638  30639  9538
-CONVEX 7999    'GT_PK(2,2)'      9831  30640  9758  30641  19129  9684
-CONVEX 8000    'GT_PK(2,2)'      9759  30642  9831  23361  30641  9684
-CONVEX 8001    'GT_PK(2,2)'      9831  30642  9759  30643  26023  9906
-CONVEX 8002    'GT_PK(2,2)'      9979  30644  9831  23378  30643  9906
-CONVEX 8003    'GT_PK(2,2)'      9758  30645  9905  23374  30646  9830
-CONVEX 8004    'GT_PK(2,2)'      9831  30647  9905  30640  30645  9758
-CONVEX 8005    'GT_PK(2,2)'      9905  30647  9831  30648  30644  9979
-CONVEX 8006    'GT_PK(2,2)'      10202  30649  10053  22941  30650  10129
-CONVEX 8007    'GT_PK(2,2)'      10053  30651  9979  30650  23379  10129
-CONVEX 8008    'GT_PK(2,2)'      10053  30652  9905  30651  30648  9979
-CONVEX 8009    'GT_PK(2,2)'      10053  30649  10202  30653  22946  10127
-CONVEX 8010    'GT_PK(2,2)'      10051  30654  10125  30655  30656  9976
-CONVEX 8011    'GT_PK(2,2)'      9680  30657  9528  30658  23169  9604
-CONVEX 8012    'GT_PK(2,2)'      9756  30659  9680  23381  30658  9604
-CONVEX 8013    'GT_PK(2,2)'      9903  30660  10051  30661  30655  9976
-CONVEX 8014    'GT_PK(2,2)'      9903  30662  9756  30663  23382  9830
-CONVEX 8015    'GT_PK(2,2)'      9465  30664  9613  30665  20400  9538
-CONVEX 8016    'GT_PK(2,2)'      9385  30666  9465  30639  30665  9538
-CONVEX 8017    'GT_PK(2,2)'      9465  30666  9385  30667  30631  9312
-CONVEX 8018    'GT_PK(2,2)'      9465  30667  9312  30668  23383  9388
-CONVEX 8019    'GT_PK(2,2)'      9465  30669  9540  30664  23387  9613
-CONVEX 8020    'GT_PK(2,2)'      9540  30669  9465  23388  30668  9388
-CONVEX 8021    'GT_PK(2,2)'      8697  30670  8848  30671  19142  8774
-CONVEX 8022    'GT_PK(2,2)'      8623  30672  8697  23403  30671  8774
-CONVEX 8023    'GT_PK(2,2)'      8775  30673  8697  23406  30674  8622
-CONVEX 8024    'GT_PK(2,2)'      8697  30673  8775  30670  30675  8848
-CONVEX 8025    'GT_PK(2,2)'      8925  30676  8775  30677  23408  8850
-CONVEX 8026    'GT_PK(2,2)'      8925  30678  9001  30679  19154  9077
-CONVEX 8027    'GT_PK(2,2)'      9001  30678  8925  30680  30677  8850
-CONVEX 8028    'GT_PK(2,2)'      8925  30679  9077  30681  19145  8998
-CONVEX 8029    'GT_PK(2,2)'      8848  30682  8925  19141  30681  8998
-CONVEX 8030    'GT_PK(2,2)'      8775  30676  8925  30675  30682  8848
-CONVEX 8031    'GT_PK(2,2)'      9159  30683  9312  30684  30632  9235
-CONVEX 8032    'GT_PK(2,2)'      9080  30685  9159  23415  30684  9235
-CONVEX 8033    'GT_PK(2,2)'      9159  30686  9082  30687  23194  9238
-CONVEX 8034    'GT_PK(2,2)'      9312  30683  9159  23385  30687  9238
-CONVEX 8035    'GT_PK(2,2)'      8928  30688  9001  30689  30680  8850
-CONVEX 8036    'GT_PK(2,2)'      8928  30690  9080  30688  23417  9001
-CONVEX 8037    'GT_PK(2,2)'      10503  30691  10427  23431  30692  10355
-CONVEX 8038    'GT_PK(2,2)'      10427  30691  10503  30693  23432  10574
-CONVEX 8039    'GT_PK(2,2)'      10424  30694  10501  30695  30696  10573
-CONVEX 8040    'GT_PK(2,2)'      10501  30694  10424  30697  26036  10353
-CONVEX 8041    'GT_PK(2,2)'      10427  30698  10501  30699  30697  10353
-CONVEX 8042    'GT_PK(2,2)'      10501  30698  10427  30700  30693  10574
-CONVEX 8043    'GT_PK(2,2)'      10868  30701  10796  30702  23419  10724
-CONVEX 8044    'GT_PK(2,2)'      10868  30703  10941  30701  30704  10796
-CONVEX 8045    'GT_PK(2,2)'      10941  30703  10868  30705  30706  11014
-CONVEX 8046    'GT_PK(2,2)'      10798  30707  10868  30708  30702  10724
-CONVEX 8047    'GT_PK(2,2)'      11083  30709  10940  30710  30711  11013
-CONVEX 8048    'GT_PK(2,2)'      11157  30712  11083  30713  30710  11013
-CONVEX 8049    'GT_PK(2,2)'      11083  30712  11157  30714  23505  11228
-CONVEX 8050    'GT_PK(2,2)'      10722  30715  10794  23421  30716  10649
-CONVEX 8051    'GT_PK(2,2)'      10794  30717  10940  30718  30719  10865
-CONVEX 8052    'GT_PK(2,2)'      10940  30720  10866  30711  30721  11013
-CONVEX 8053    'GT_PK(2,2)'      10866  30722  10722  30723  23426  10796
-CONVEX 8054    'GT_PK(2,2)'      10794  30724  10866  30717  30720  10940
-CONVEX 8055    'GT_PK(2,2)'      10866  30724  10794  30722  30715  10722
-CONVEX 8056    'GT_PK(2,2)'      10866  30725  10941  30721  30726  11013
-CONVEX 8057    'GT_PK(2,2)'      10941  30725  10866  30704  30723  10796
-CONVEX 8058    'GT_PK(2,2)'      10505  30727  10651  30728  23425  10576
-CONVEX 8059    'GT_PK(2,2)'      10429  30729  10505  23430  30728  10576
-CONVEX 8060    'GT_PK(2,2)'      10357  30730  10505  23436  30729  10429
-CONVEX 8061    'GT_PK(2,2)'      10136  30731  10284  23051  30732  10209
-CONVEX 8062    'GT_PK(2,2)'      10284  30733  10357  30732  23434  10209
-CONVEX 8063    'GT_PK(2,2)'      10284  30731  10136  30734  30735  10210
-CONVEX 8064    'GT_PK(2,2)'      10359  30736  10284  30737  30734  10210
-CONVEX 8065    'GT_PK(2,2)'      10212  30738  10285  23438  30739  10137
-CONVEX 8066    'GT_PK(2,2)'      10359  30740  10285  30741  30742  10433
-CONVEX 8067    'GT_PK(2,2)'      10137  30739  10285  30743  30744  10210
-CONVEX 8068    'GT_PK(2,2)'      10285  30740  10359  30744  30737  10210
-CONVEX 8069    'GT_PK(2,2)'      10360  30745  10508  30746  23442  10433
-CONVEX 8070    'GT_PK(2,2)'      10285  30747  10360  30742  30746  10433
-CONVEX 8071    'GT_PK(2,2)'      10360  30747  10285  30748  30738  10212
-CONVEX 8072    'GT_PK(2,2)'      10360  30748  10212  30749  23439  10287
-CONVEX 8073    'GT_PK(2,2)'      10434  30750  10360  30118  30749  10287
-CONVEX 8074    'GT_PK(2,2)'      10360  30750  10434  30745  30119  10508
-CONVEX 8075    'GT_PK(2,2)'      10655  30751  10726  30752  30753  10581
-CONVEX 8076    'GT_PK(2,2)'      10508  30754  10655  23444  30752  10581
-CONVEX 8077    'GT_PK(2,2)'      10655  30755  10800  30751  30756  10726
-CONVEX 8078    'GT_PK(2,2)'      10655  30754  10508  30757  30120  10582
-CONVEX 8079    'GT_PK(2,2)'      10728  30758  10655  23451  30757  10582
-CONVEX 8080    'GT_PK(2,2)'      10800  30755  10655  23458  30758  10728
-CONVEX 8081    'GT_PK(2,2)'      10868  30759  10944  30706  30760  11014
-CONVEX 8082    'GT_PK(2,2)'      10944  30759  10868  30761  30707  10798
-CONVEX 8083    'GT_PK(2,2)'      11090  30762  11233  30763  30764  11160
-CONVEX 8084    'GT_PK(2,2)'      11162  30765  11092  30766  30767  11235
-CONVEX 8085    'GT_PK(2,2)'      11306  30768  11162  23462  30766  11235
-CONVEX 8086    'GT_PK(2,2)'      11092  30765  11162  23460  30769  11018
-CONVEX 8087    'GT_PK(2,2)'      11233  30770  11162  30771  30768  11306
-CONVEX 8088    'GT_PK(2,2)'      11162  30772  11090  30769  30773  11018
-CONVEX 8089    'GT_PK(2,2)'      11162  30770  11233  30772  30762  11090
-CONVEX 8090    'GT_PK(2,2)'      11449  30774  11306  30775  23463  11377
-CONVEX 8091    'GT_PK(2,2)'      11520  30776  11449  30777  30775  11377
-CONVEX 8092    'GT_PK(2,2)'      10515  30778  10588  23260  30779  10441
-CONVEX 8093    'GT_PK(2,2)'      10731  30780  10805  30132  30781  10876
-CONVEX 8094    'GT_PK(2,2)'      10661  30782  10805  23465  30780  10731
-CONVEX 8095    'GT_PK(2,2)'      10514  30783  10366  30784  30785  10441
-CONVEX 8096    'GT_PK(2,2)'      10588  30786  10514  30779  30784  10441
-CONVEX 8097    'GT_PK(2,2)'      10514  30786  10588  30787  30788  10661
-CONVEX 8098    'GT_PK(2,2)'      10514  30787  10661  30789  23466  10586
-CONVEX 8099    'GT_PK(2,2)'      11450  30790  11520  30791  30777  11377
-CONVEX 8100    'GT_PK(2,2)'      10807  30792  10953  30793  30794  10878
-CONVEX 8101    'GT_PK(2,2)'      11447  30795  11588  23468  30796  11517
-CONVEX 8102    'GT_PK(2,2)'      11588  30795  11447  30797  30798  11519
-CONVEX 8103    'GT_PK(2,2)'      11588  30799  11660  30800  30801  11729
-CONVEX 8104    'GT_PK(2,2)'      11660  30799  11588  30802  30797  11519
-CONVEX 8105    'GT_PK(2,2)'      11305  30803  11447  30804  23467  11374
-CONVEX 8106    'GT_PK(2,2)'      11305  30805  11232  30806  30807  11160
-CONVEX 8107    'GT_PK(2,2)'      11232  30805  11305  19181  30804  11374
-CONVEX 8108    'GT_PK(2,2)'      11233  30808  11305  30764  30806  11160
-CONVEX 8109    'GT_PK(2,2)'      11728  30809  11800  23485  30810  11868
-CONVEX 8110    'GT_PK(2,2)'      11800  30811  11939  30810  23479  11868
-CONVEX 8111    'GT_PK(2,2)'      11870  30812  11800  30813  30814  11729
-CONVEX 8112    'GT_PK(2,2)'      11939  30811  11800  23483  30812  11870
-CONVEX 8113    'GT_PK(2,2)'      11726  30815  11657  23490  30816  11797
-CONVEX 8114    'GT_PK(2,2)'      11657  30817  11515  30818  23497  11586
-CONVEX 8115    'GT_PK(2,2)'      11657  30815  11726  30819  23487  11584
-CONVEX 8116    'GT_PK(2,2)'      11515  30817  11657  23494  30819  11584
-CONVEX 8117    'GT_PK(2,2)'      11657  30820  11728  30816  23486  11797
-CONVEX 8118    'GT_PK(2,2)'      11728  30820  11657  30821  30818  11586
-CONVEX 8119    'GT_PK(2,2)'      10352  30822  10500  26030  30823  10423
-CONVEX 8120    'GT_PK(2,2)'      10500  30824  10424  30825  30695  10573
-CONVEX 8121    'GT_PK(2,2)'      10500  30822  10352  30824  26042  10424
-CONVEX 8122    'GT_PK(2,2)'      10644  30826  10717  30827  23499  10789
-CONVEX 8123    'GT_PK(2,2)'      10715  30828  10644  30829  30827  10789
-CONVEX 8124    'GT_PK(2,2)'      10569  30830  10644  30831  30828  10715
-CONVEX 8125    'GT_PK(2,2)'      10644  30830  10569  30832  30833  10498
-CONVEX 8126    'GT_PK(2,2)'      10938  30834  10793  30835  30836  10865
-CONVEX 8127    'GT_PK(2,2)'      10863  30837  10793  30838  30834  10938
-CONVEX 8128    'GT_PK(2,2)'      10793  30837  10863  30839  30840  10719
-CONVEX 8129    'GT_PK(2,2)'      10719  30841  10646  30842  30843  10573
-CONVEX 8130    'GT_PK(2,2)'      10646  30844  10500  30843  30825  10573
-CONVEX 8131    'GT_PK(2,2)'      10863  30845  10791  30840  30846  10719
-CONVEX 8132    'GT_PK(2,2)'      10791  30847  10646  30846  30841  10719
-CONVEX 8133    'GT_PK(2,2)'      10717  30848  10791  23498  30849  10861
-CONVEX 8134    'GT_PK(2,2)'      10646  30847  10791  30850  30848  10717
-CONVEX 8135    'GT_PK(2,2)'      10936  30851  10791  30852  30845  10863
-CONVEX 8136    'GT_PK(2,2)'      10861  30853  10936  29844  30854  11007
-CONVEX 8137    'GT_PK(2,2)'      10791  30851  10936  30849  30853  10861
-CONVEX 8138    'GT_PK(2,2)'      11157  30855  11085  23508  30856  11230
-CONVEX 8139    'GT_PK(2,2)'      11085  30857  10941  30858  30705  11014
-CONVEX 8140    'GT_PK(2,2)'      10941  30857  11085  30726  30859  11013
-CONVEX 8141    'GT_PK(2,2)'      11085  30855  11157  30859  30713  11013
-CONVEX 8142    'GT_PK(2,2)'      11159  30860  11085  30861  30858  11014
-CONVEX 8143    'GT_PK(2,2)'      11230  30856  11085  23504  30860  11159
-CONVEX 8144    'GT_PK(2,2)'      7327  30862  7252  30863  30864  7177
-CONVEX 8145    'GT_PK(2,2)'      7851  30865  7926  30866  30867  8003
-CONVEX 8146    'GT_PK(2,2)'      7552  30868  7477  23538  30869  7626
-CONVEX 8147    'GT_PK(2,2)'      7401  30870  7477  30871  30872  7327
-CONVEX 8148    'GT_PK(2,2)'      7401  30873  7251  23540  30874  7326
-CONVEX 8149    'GT_PK(2,2)'      7251  30875  7177  30876  19202  7102
-CONVEX 8150    'GT_PK(2,2)'      7251  30877  7327  30875  30863  7177
-CONVEX 8151    'GT_PK(2,2)'      7251  30873  7401  30877  30871  7327
-CONVEX 8152    'GT_PK(2,2)'      6801  30878  6651  30879  30880  6727
-CONVEX 8153    'GT_PK(2,2)'      6651  30878  6801  30881  23543  6653
-CONVEX 8154    'GT_PK(2,2)'      6651  30882  6577  30880  30883  6727
-CONVEX 8155    'GT_PK(2,2)'      6651  30884  6502  30882  30885  6577
-CONVEX 8156    'GT_PK(2,2)'      6951  30886  7022  30887  23546  6840
-CONVEX 8157    'GT_PK(2,2)'      6801  30888  6951  23544  30887  6840
-CONVEX 8158    'GT_PK(2,2)'      6802  30889  6726  30890  30891  6876
-CONVEX 8159    'GT_PK(2,2)'      6952  30892  6802  23551  30890  6876
-CONVEX 8160    'GT_PK(2,2)'      6577  30893  6652  30883  30894  6727
-CONVEX 8161    'GT_PK(2,2)'      6652  30895  6802  30894  30896  6727
-CONVEX 8162    'GT_PK(2,2)'      6802  30895  6652  30889  30897  6726
-CONVEX 8163    'GT_PK(2,2)'      6726  30897  6652  30898  30899  6575
-CONVEX 8164    'GT_PK(2,2)'      6652  30900  6501  30899  30901  6575
-CONVEX 8165    'GT_PK(2,2)'      6501  30900  6652  30902  30893  6577
-CONVEX 8166    'GT_PK(2,2)'      7026  30903  7176  23554  30904  7102
-CONVEX 8167    'GT_PK(2,2)'      7176  30905  7251  30904  30876  7102
-CONVEX 8168    'GT_PK(2,2)'      7251  30905  7176  30874  30906  7326
-CONVEX 8169    'GT_PK(2,2)'      6877  30907  6801  30908  30879  6727
-CONVEX 8170    'GT_PK(2,2)'      6802  30909  6877  30896  30908  6727
-CONVEX 8171    'GT_PK(2,2)'      6877  30909  6802  30910  30892  6952
-CONVEX 8172    'GT_PK(2,2)'      6877  30910  6952  30911  23552  7027
-CONVEX 8173    'GT_PK(2,2)'      6951  30912  6877  30913  30911  7027
-CONVEX 8174    'GT_PK(2,2)'      6877  30912  6951  30907  30888  6801
-CONVEX 8175    'GT_PK(2,2)'      6604  30914  6531  30915  23556  6448
-CONVEX 8176    'GT_PK(2,2)'      6698  30916  6871  30917  30918  6797
-CONVEX 8177    'GT_PK(2,2)'      6871  30916  6698  30919  30920  6762
-CONVEX 8178    'GT_PK(2,2)'      6698  30921  6604  30920  30922  6762
-CONVEX 8179    'GT_PK(2,2)'      6604  30921  6698  30914  30923  6531
-CONVEX 8180    'GT_PK(2,2)'      6574  30924  6499  30925  30926  6385
-CONVEX 8181    'GT_PK(2,2)'      6499  30927  6311  30926  30928  6385
-CONVEX 8182    'GT_PK(2,2)'      6874  30929  6723  30930  30931  6797
-CONVEX 8183    'GT_PK(2,2)'      6459  30932  6574  30933  30925  6385
-CONVEX 8184    'GT_PK(2,2)'      6459  30934  6376  30935  23555  6531
-CONVEX 8185    'GT_PK(2,2)'      6376  30936  6297  23557  30937  6448
-CONVEX 8186    'GT_PK(2,2)'      6297  30938  6370  30937  30939  6448
-CONVEX 8187    'GT_PK(2,2)'      9418  29224  9493  30940  30941  9572
-CONVEX 8188    'GT_PK(2,2)'      6427  30942  6502  30943  30944  6354
-CONVEX 8189    'GT_PK(2,2)'      6427  30945  6501  30946  30902  6577
-CONVEX 8190    'GT_PK(2,2)'      6502  30942  6427  30885  30946  6577
-CONVEX 8191    'GT_PK(2,2)'      7623  30947  7546  30948  30949  7697
-CONVEX 8192    'GT_PK(2,2)'      7473  30950  7623  30951  30952  7550
-CONVEX 8193    'GT_PK(2,2)'      7400  30953  7473  23560  30951  7550
-CONVEX 8194    'GT_PK(2,2)'      7473  30953  7400  30954  30955  7324
-CONVEX 8195    'GT_PK(2,2)'      7473  30956  7546  30950  30947  7623
-CONVEX 8196    'GT_PK(2,2)'      7397  30957  7473  23644  30954  7324
-CONVEX 8197    'GT_PK(2,2)'      7546  30956  7473  30958  30957  7397
-CONVEX 8198    'GT_PK(2,2)'      8149  30959  8222  23578  30960  8296
-CONVEX 8199    'GT_PK(2,2)'      8222  30961  8370  30960  23571  8296
-CONVEX 8200    'GT_PK(2,2)'      8518  30962  8669  30963  30964  8592
-CONVEX 8201    'GT_PK(2,2)'      8445  30965  8518  30966  30963  8592
-CONVEX 8202    'GT_PK(2,2)'      8518  30965  8445  30967  23570  8370
-CONVEX 8203    'GT_PK(2,2)'      8669  30962  8518  20418  30968  8594
-CONVEX 8204    'GT_PK(2,2)'      8586  30969  8516  30970  30971  8662
-CONVEX 8205    'GT_PK(2,2)'      8445  30972  8516  23567  30973  8371
-CONVEX 8206    'GT_PK(2,2)'      8371  30973  8516  30974  30975  8446
-CONVEX 8207    'GT_PK(2,2)'      8516  30969  8586  30975  30976  8446
-CONVEX 8208    'GT_PK(2,2)'      8662  30971  8516  30977  30978  8592
-CONVEX 8209    'GT_PK(2,2)'      8516  30972  8445  30978  30966  8592
-CONVEX 8210    'GT_PK(2,2)'      8803  30979  8744  23564  30980  8892
-CONVEX 8211    'GT_PK(2,2)'      8669  30981  8744  30964  30982  8592
-CONVEX 8212    'GT_PK(2,2)'      8744  30983  8662  30982  30977  8592
-CONVEX 8213    'GT_PK(2,2)'      8744  30979  8803  30983  30984  8662
-CONVEX 8214    'GT_PK(2,2)'      8744  30981  8669  30985  20415  8822
-CONVEX 8215    'GT_PK(2,2)'      8892  30980  8744  26071  30985  8822
-CONVEX 8216    'GT_PK(2,2)'      8297  30986  8371  30987  30974  8446
-CONVEX 8217    'GT_PK(2,2)'      8223  30988  8297  23572  30989  8150
-CONVEX 8218    'GT_PK(2,2)'      8297  30988  8223  30986  23574  8371
-CONVEX 8219    'GT_PK(2,2)'      8586  30990  8514  30976  30991  8446
-CONVEX 8220    'GT_PK(2,2)'      6903  30992  6828  30993  23595  6977
-CONVEX 8221    'GT_PK(2,2)'      6828  30992  6903  19206  30994  6754
-CONVEX 8222    'GT_PK(2,2)'      8106  30995  8031  30996  20587  8205
-CONVEX 8223    'GT_PK(2,2)'      8208  30997  8282  30998  30999  8101
-CONVEX 8224    'GT_PK(2,2)'      8282  30997  8208  23711  31000  8356
-CONVEX 8225    'GT_PK(2,2)'      7423  31001  7351  31002  31003  7503
-CONVEX 8226    'GT_PK(2,2)'      6696  31004  6621  31005  31006  6548
-CONVEX 8227    'GT_PK(2,2)'      6623  31007  6696  25684  31005  6548
-CONVEX 8228    'GT_PK(2,2)'      6696  31008  6772  31009  20547  6844
-CONVEX 8229    'GT_PK(2,2)'      6696  31007  6623  31008  25686  6772
-CONVEX 8230    'GT_PK(2,2)'      6325  31010  6398  31011  31012  6250
-CONVEX 8231    'GT_PK(2,2)'      5806  31013  5733  31014  31015  5879
-CONVEX 8232    'GT_PK(2,2)'      5733  31013  5806  31016  23584  5660
-CONVEX 8233    'GT_PK(2,2)'      5731  31017  5804  31018  31019  5658
-CONVEX 8234    'GT_PK(2,2)'      5804  31017  5731  31020  23586  5877
-CONVEX 8235    'GT_PK(2,2)'      5804  31021  5728  31019  23589  5658
-CONVEX 8236    'GT_PK(2,2)'      5586  31022  5731  31023  31018  5658
-CONVEX 8237    'GT_PK(2,2)'      5731  31022  5586  23585  31024  5660
-CONVEX 8238    'GT_PK(2,2)'      5728  31025  5656  23588  16221  5584
-CONVEX 8239    'GT_PK(2,2)'      6463  31026  6535  31027  31028  6387
-CONVEX 8240    'GT_PK(2,2)'      6465  31029  6390  31030  31031  6318
-CONVEX 8241    'GT_PK(2,2)'      6163  31032  6013  31033  31034  6089
-CONVEX 8242    'GT_PK(2,2)'      6013  31032  6163  31035  31036  6087
-CONVEX 8243    'GT_PK(2,2)'      5940  31037  6013  23625  31035  6087
-CONVEX 8244    'GT_PK(2,2)'      5866  31038  6013  20628  31037  5940
-CONVEX 8245    'GT_PK(2,2)'      6460  31039  6313  31040  31041  6387
-CONVEX 8246    'GT_PK(2,2)'      6535  31042  6460  31028  31040  6387
-CONVEX 8247    'GT_PK(2,2)'      6460  31042  6535  31043  31044  6608
-CONVEX 8248    'GT_PK(2,2)'      6237  31045  6163  31046  31033  6089
-CONVEX 8249    'GT_PK(2,2)'      7202  31047  7277  31048  31049  7351
-CONVEX 8250    'GT_PK(2,2)'      7277  31047  7202  31050  31051  7128
-CONVEX 8251    'GT_PK(2,2)'      7506  31052  7659  31053  20567  7581
-CONVEX 8252    'GT_PK(2,2)'      7506  31054  7353  31055  31056  7431
-CONVEX 8253    'GT_PK(2,2)'      7586  31057  7506  31058  31055  7431
-CONVEX 8254    'GT_PK(2,2)'      7506  31057  7586  31052  31059  7659
-CONVEX 8255    'GT_PK(2,2)'      7202  31060  7053  31051  31061  7128
-CONVEX 8256    'GT_PK(2,2)'      6905  31062  7053  23596  31063  6977
-CONVEX 8257    'GT_PK(2,2)'      6979  31064  7056  31065  31066  7128
-CONVEX 8258    'GT_PK(2,2)'      7053  31067  6979  31061  31065  7128
-CONVEX 8259    'GT_PK(2,2)'      6979  31068  6905  31069  23592  6831
-CONVEX 8260    'GT_PK(2,2)'      6979  31067  7053  31068  31062  6905
-CONVEX 8261    'GT_PK(2,2)'      8354  31070  8504  31071  23604  8431
-CONVEX 8262    'GT_PK(2,2)'      8504  31070  8354  23615  31072  8426
-CONVEX 8263    'GT_PK(2,2)'      8348  31073  8499  31074  23611  8426
-CONVEX 8264    'GT_PK(2,2)'      8740  31075  8585  31076  23606  8658
-CONVEX 8265    'GT_PK(2,2)'      8585  31075  8740  23719  31077  8663
-CONVEX 8266    'GT_PK(2,2)'      6235  31078  6161  31079  23627  6087
-CONVEX 8267    'GT_PK(2,2)'      6163  31080  6235  31036  31079  6087
-CONVEX 8268    'GT_PK(2,2)'      6455  31081  6530  31082  31083  6602
-CONVEX 8269    'GT_PK(2,2)'      6530  31084  6679  31083  31085  6602
-CONVEX 8270    'GT_PK(2,2)'      6606  31086  6530  31087  31088  6457
-CONVEX 8271    'GT_PK(2,2)'      6530  31086  6606  31084  23616  6679
-CONVEX 8272    'GT_PK(2,2)'      6157  31089  6084  31090  23621  6232
-CONVEX 8273    'GT_PK(2,2)'      6305  31091  6157  23633  31090  6232
-CONVEX 8274    'GT_PK(2,2)'      7031  31092  6956  23686  31093  7105
-CONVEX 8275    'GT_PK(2,2)'      6956  31094  6806  31095  31096  6883
-CONVEX 8276    'GT_PK(2,2)'      6735  31097  6589  31098  31099  6664
-CONVEX 8277    'GT_PK(2,2)'      6806  31100  6735  31096  31101  6883
-CONVEX 8278    'GT_PK(2,2)'      6295  31102  6368  23696  31103  6220
-CONVEX 8279    'GT_PK(2,2)'      6443  31104  6368  23634  31102  6295
-CONVEX 8280    'GT_PK(2,2)'      6726  31105  6799  30891  31106  6876
-CONVEX 8281    'GT_PK(2,2)'      6799  31107  6723  31108  30929  6874
-CONVEX 8282    'GT_PK(2,2)'      7024  31109  7097  31110  23667  7174
-CONVEX 8283    'GT_PK(2,2)'      7393  31111  7320  31112  23650  7244
-CONVEX 8284    'GT_PK(2,2)'      7393  31113  7467  31114  23662  7543
-CONVEX 8285    'GT_PK(2,2)'      7317  31115  7393  19219  31112  7244
-CONVEX 8286    'GT_PK(2,2)'      7467  31113  7393  31116  31115  7317
-CONVEX 8287    'GT_PK(2,2)'      7320  31117  7469  23648  31118  7397
-CONVEX 8288    'GT_PK(2,2)'      7469  31119  7546  31118  30958  7397
-CONVEX 8289    'GT_PK(2,2)'      7469  31120  7393  31121  31114  7543
-CONVEX 8290    'GT_PK(2,2)'      7393  31120  7469  31111  31117  7320
-CONVEX 8291    'GT_PK(2,2)'      7334  31122  7184  31123  23683  7257
-CONVEX 8292    'GT_PK(2,2)'      7097  31124  6947  23664  31125  7020
-CONVEX 8293    'GT_PK(2,2)'      6947  31126  6874  31127  30930  6797
-CONVEX 8294    'GT_PK(2,2)'      6947  31128  7024  31126  31129  6874
-CONVEX 8295    'GT_PK(2,2)'      7024  31128  6947  31109  31124  7097
-CONVEX 8296    'GT_PK(2,2)'      6871  31130  6947  30918  31127  6797
-CONVEX 8297    'GT_PK(2,2)'      6947  31130  6871  31125  31131  7020
-CONVEX 8298    'GT_PK(2,2)'      7020  31132  6945  19221  31133  7094
-CONVEX 8299    'GT_PK(2,2)'      6871  31134  6945  31131  31132  7020
-CONVEX 8300    'GT_PK(2,2)'      6945  31135  6990  31133  17152  7094
-CONVEX 8301    'GT_PK(2,2)'      6945  31134  6871  31136  30919  6762
-CONVEX 8302    'GT_PK(2,2)'      6731  31137  6804  31138  23668  6882
-CONVEX 8303    'GT_PK(2,2)'      7391  31139  7467  31140  31116  7317
-CONVEX 8304    'GT_PK(2,2)'      7214  31141  7391  23676  31140  7317
-CONVEX 8305    'GT_PK(2,2)'      7109  31142  6958  31143  23675  7033
-CONVEX 8306    'GT_PK(2,2)'      7184  31144  7109  23682  31143  7033
-CONVEX 8307    'GT_PK(2,2)'      6958  31142  7109  31145  31146  7039
-CONVEX 8308    'GT_PK(2,2)'      7109  31147  7191  31146  19226  7039
-CONVEX 8309    'GT_PK(2,2)'      8033  31148  7942  20410  31149  8140
-CONVEX 8310    'GT_PK(2,2)'      6805  31150  6954  31151  31152  6879
-CONVEX 8311    'GT_PK(2,2)'      6730  31153  6805  31154  31151  6879
-CONVEX 8312    'GT_PK(2,2)'      6805  31153  6730  31155  31156  6656
-CONVEX 8313    'GT_PK(2,2)'      6805  31155  6656  31157  19229  6732
-CONVEX 8314    'GT_PK(2,2)'      6954  31158  7029  31152  31159  6879
-CONVEX 8315    'GT_PK(2,2)'      6953  31160  7029  23709  31161  7103
-CONVEX 8316    'GT_PK(2,2)'      7029  31160  6953  31159  31162  6879
-CONVEX 8317    'GT_PK(2,2)'      7255  31163  7180  31164  23685  7105
-CONVEX 8318    'GT_PK(2,2)'      7182  31165  7255  31166  31164  7105
-CONVEX 8319    'GT_PK(2,2)'      7104  31167  6954  31168  31169  7031
-CONVEX 8320    'GT_PK(2,2)'      7180  31170  7104  23684  31168  7031
-CONVEX 8321    'GT_PK(2,2)'      7104  31171  7029  31167  31158  6954
-CONVEX 8322    'GT_PK(2,2)'      6145  31172  6072  31173  23693  6220
-CONVEX 8323    'GT_PK(2,2)'      6804  31174  6655  23672  31175  6729
-CONVEX 8324    'GT_PK(2,2)'      6655  31176  6579  31175  31177  6729
-CONVEX 8325    'GT_PK(2,2)'      6579  31176  6655  31178  31179  6507
-CONVEX 8326    'GT_PK(2,2)'      6731  31180  6655  31137  31174  6804
-CONVEX 8327    'GT_PK(2,2)'      6803  31181  6880  31182  23671  6729
-CONVEX 8328    'GT_PK(2,2)'      6803  31183  6953  31181  23710  6880
-CONVEX 8329    'GT_PK(2,2)'      6953  31183  6803  31162  31184  6879
-CONVEX 8330    'GT_PK(2,2)'      6803  31185  6730  31184  31154  6879
-CONVEX 8331    'GT_PK(2,2)'      8823  31186  8897  31187  31188  8973
-CONVEX 8332    'GT_PK(2,2)'      8898  31189  8823  26107  31187  8973
-CONVEX 8333    'GT_PK(2,2)'      8823  31190  8668  31191  31192  8745
-CONVEX 8334    'GT_PK(2,2)'      8897  31186  8823  31193  31191  8745
-CONVEX 8335    'GT_PK(2,2)'      9123  31194  9049  31195  26106  8973
-CONVEX 8336    'GT_PK(2,2)'      5113  31196  5042  31197  31198  5169
-CONVEX 8337    'GT_PK(2,2)'      165  31199  163  31200  31201  4829
-CONVEX 8338    'GT_PK(2,2)'      9342  31202  9418  31203  31204  9496
-CONVEX 8339    'GT_PK(2,2)'      9496  31204  9418  31205  30940  9572
-CONVEX 8340    'GT_PK(2,2)'      4900  31206  4792  31207  23728  4970
-CONVEX 8341    'GT_PK(2,2)'      5042  31208  4900  31209  31207  4970
-CONVEX 8342    'GT_PK(2,2)'      4792  31210  4720  23730  31211  4853
-CONVEX 8343    'GT_PK(2,2)'      157  31212  4478  31213  31214  159
-CONVEX 8344    'GT_PK(2,2)'      9263  29221  9418  31215  31202  9342
-CONVEX 8345    'GT_PK(2,2)'      14224  31216  14169  31217  31218  14281
-CONVEX 8346    'GT_PK(2,2)'      14281  31218  14169  31219  31220  14225
-CONVEX 8347    'GT_PK(2,2)'      4618  31221  4478  31222  31223  4548
-CONVEX 8348    'GT_PK(2,2)'      4478  31221  4618  31214  31224  159
-CONVEX 8349    'GT_PK(2,2)'      4270  31225  4368  31226  31227  155
-CONVEX 8350    'GT_PK(2,2)'      4368  31228  157  31227  31229  155
-CONVEX 8351    'GT_PK(2,2)'      157  31228  4368  31212  31230  4478
-CONVEX 8352    'GT_PK(2,2)'      4368  31225  4270  31231  23732  4293
-CONVEX 8353    'GT_PK(2,2)'      4424  31232  4368  31233  31231  4293
-CONVEX 8354    'GT_PK(2,2)'      4478  31230  4368  31223  31234  4548
-CONVEX 8355    'GT_PK(2,2)'      4368  31232  4424  31234  31235  4548
-CONVEX 8356    'GT_PK(2,2)'      14169  31236  14111  31220  31237  14225
-CONVEX 8357    'GT_PK(2,2)'      14169  31238  14110  31239  31240  14051
-CONVEX 8358    'GT_PK(2,2)'      153  31241  4270  31242  31226  155
-CONVEX 8359    'GT_PK(2,2)'      14111  31236  14169  31243  31239  14051
-CONVEX 8360    'GT_PK(2,2)'      14169  31216  14224  31238  31244  14110
-CONVEX 8361    'GT_PK(2,2)'      4270  31241  153  23731  31245  4140
-CONVEX 8362    'GT_PK(2,2)'      153  31246  151  31245  23740  4140
-CONVEX 8363    'GT_PK(2,2)'      5617  31247  5517  31248  31249  5690
-CONVEX 8364    'GT_PK(2,2)'      5517  31250  5575  31249  23780  5690
-CONVEX 8365    'GT_PK(2,2)'      5517  31247  5617  31251  23798  5472
-CONVEX 8366    'GT_PK(2,2)'      5575  31250  5517  31252  31253  5424
-CONVEX 8367    'GT_PK(2,2)'      5575  31254  5491  23779  31255  5641
-CONVEX 8368    'GT_PK(2,2)'      5491  31254  5575  31256  31252  5424
-CONVEX 8369    'GT_PK(2,2)'      5342  31257  5198  31258  31259  5265
-CONVEX 8370    'GT_PK(2,2)'      5410  31260  5342  23755  31258  5265
-CONVEX 8371    'GT_PK(2,2)'      5342  31261  5491  31262  31256  5424
-CONVEX 8372    'GT_PK(2,2)'      5491  31261  5342  31263  31260  5410
-CONVEX 8373    'GT_PK(2,2)'      15737  31264  15757  31265  31266  15795
-CONVEX 8374    'GT_PK(2,2)'      5257  31267  5113  31268  31197  5169
-CONVEX 8375    'GT_PK(2,2)'      5113  31267  5257  23752  31269  5193
-CONVEX 8376    'GT_PK(2,2)'      5329  31270  5401  31271  23802  5473
-CONVEX 8377    'GT_PK(2,2)'      5257  31272  5329  31269  31273  5193
-CONVEX 8378    'GT_PK(2,2)'      5329  31272  5257  31270  31274  5401
-CONVEX 8379    'GT_PK(2,2)'      5274  31275  5208  31276  31277  5134
-CONVEX 8380    'GT_PK(2,2)'      5274  31278  5342  31279  31262  5424
-CONVEX 8381    'GT_PK(2,2)'      5274  31276  5134  31280  23757  5198
-CONVEX 8382    'GT_PK(2,2)'      5342  31278  5274  31257  31280  5198
-CONVEX 8383    'GT_PK(2,2)'      5208  31281  5083  31277  31282  5134
-CONVEX 8384    'GT_PK(2,2)'      5083  31283  5042  31284  31209  4970
-CONVEX 8385    'GT_PK(2,2)'      5083  31281  5208  31285  31286  5169
-CONVEX 8386    'GT_PK(2,2)'      5042  31283  5083  31198  31285  5169
-CONVEX 8387    'GT_PK(2,2)'      4903  31287  4762  31288  31289  4831
-CONVEX 8388    'GT_PK(2,2)'      5054  31290  4911  31291  31292  4978
-CONVEX 8389    'GT_PK(2,2)'      4999  31293  5054  31294  23756  5134
-CONVEX 8390    'GT_PK(2,2)'      5083  31295  4999  31282  31294  5134
-CONVEX 8391    'GT_PK(2,2)'      4999  31295  5083  31296  31284  4970
-CONVEX 8392    'GT_PK(2,2)'      4999  31297  4911  31293  31290  5054
-CONVEX 8393    'GT_PK(2,2)'      4999  31296  4970  31298  23729  4853
-CONVEX 8394    'GT_PK(2,2)'      4911  31297  4999  31299  31298  4853
-CONVEX 8395    'GT_PK(2,2)'      4833  31300  4906  31301  31302  4765
-CONVEX 8396    'GT_PK(2,2)'      4833  31303  4762  31304  31287  4903
-CONVEX 8397    'GT_PK(2,2)'      5121  31305  5191  31306  23760  5265
-CONVEX 8398    'GT_PK(2,2)'      5121  31307  5054  31308  31291  4978
-CONVEX 8399    'GT_PK(2,2)'      5198  31309  5121  31259  31306  5265
-CONVEX 8400    'GT_PK(2,2)'      5054  31307  5121  23758  31309  5198
-CONVEX 8401    'GT_PK(2,2)'      3733  31310  3600  31311  23773  3667
-CONVEX 8402    'GT_PK(2,2)'      3735  31312  3601  31313  23770  3668
-CONVEX 8403    'GT_PK(2,2)'      3601  31312  3735  23767  31314  3667
-CONVEX 8404    'GT_PK(2,2)'      3866  31315  3801  31316  21399  3728
-CONVEX 8405    'GT_PK(2,2)'      3801  31315  3866  21419  31317  3932
-CONVEX 8406    'GT_PK(2,2)'      3866  31318  3795  31319  31320  3930
-CONVEX 8407    'GT_PK(2,2)'      3795  31321  3728  31322  27897  3664
-CONVEX 8408    'GT_PK(2,2)'      3795  31318  3866  31321  31316  3728
-CONVEX 8409    'GT_PK(2,2)'      4906  31323  4838  31302  31324  4765
-CONVEX 8410    'GT_PK(2,2)'      4838  31325  4696  31324  23775  4765
-CONVEX 8411    'GT_PK(2,2)'      4838  31323  4906  31326  31327  4978
-CONVEX 8412    'GT_PK(2,2)'      4911  31328  4838  31292  31326  4978
-CONVEX 8413    'GT_PK(2,2)'      4424  31329  4587  31235  31330  4548
-CONVEX 8414    'GT_PK(2,2)'      4720  31331  4587  31332  31333  4640
-CONVEX 8415    'GT_PK(2,2)'      5617  31334  5763  23794  31335  5692
-CONVEX 8416    'GT_PK(2,2)'      5763  31336  5836  31337  31338  5908
-CONVEX 8417    'GT_PK(2,2)'      5763  31334  5617  31339  31248  5690
-CONVEX 8418    'GT_PK(2,2)'      5836  31336  5763  23783  31339  5690
-CONVEX 8419    'GT_PK(2,2)'      5837  31340  5763  23807  31337  5908
-CONVEX 8420    'GT_PK(2,2)'      5763  31340  5837  31335  23804  5692
-CONVEX 8421    'GT_PK(2,2)'      6001  31341  6149  31342  31343  6079
-CONVEX 8422    'GT_PK(2,2)'      6158  31344  6311  31345  31346  6239
-CONVEX 8423    'GT_PK(2,2)'      6091  31347  6158  31348  31345  6239
-CONVEX 8424    'GT_PK(2,2)'      15524  31349  15597  31350  31351  15562
-CONVEX 8425    'GT_PK(2,2)'      15597  31349  15524  31352  31353  15559
-CONVEX 8426    'GT_PK(2,2)'      15524  31354  15488  31355  31356  15448
-CONVEX 8427    'GT_PK(2,2)'      15488  31354  15524  31357  31350  15562
-CONVEX 8428    'GT_PK(2,2)'      15479  31358  15400  23829  31359  15437
-CONVEX 8429    'GT_PK(2,2)'      15318  31360  15400  31361  31362  15363
-CONVEX 8430    'GT_PK(2,2)'      15400  31363  15356  31359  31364  15437
-CONVEX 8431    'GT_PK(2,2)'      15400  31360  15318  31363  23845  15356
-CONVEX 8432    'GT_PK(2,2)'      15520  31365  15479  31366  23832  15553
-CONVEX 8433    'GT_PK(2,2)'      15520  31367  15593  31368  31369  15559
-CONVEX 8434    'GT_PK(2,2)'      15593  31367  15520  23836  31366  15553
-CONVEX 8435    'GT_PK(2,2)'      15593  31370  15630  31369  31371  15559
-CONVEX 8436    'GT_PK(2,2)'      15630  31372  15597  31371  31352  15559
-CONVEX 8437    'GT_PK(2,2)'      15597  31372  15630  31373  31374  358
-CONVEX 8438    'GT_PK(2,2)'      358  31374  15630  31375  31376  360
-CONVEX 8439    'GT_PK(2,2)'      15630  31377  15661  31376  17168  360
-CONVEX 8440    'GT_PK(2,2)'      15630  31370  15593  31377  23834  15661
-CONVEX 8441    'GT_PK(2,2)'      15511  31378  15435  24347  31379  15476
-CONVEX 8442    'GT_PK(2,2)'      15435  31378  15511  31380  24348  15473
-CONVEX 8443    'GT_PK(2,2)'      15395  31381  15356  31382  23842  15314
-CONVEX 8444    'GT_PK(2,2)'      15395  31383  15435  31384  31380  15473
-CONVEX 8445    'GT_PK(2,2)'      15395  31384  15473  31385  23838  15437
-CONVEX 8446    'GT_PK(2,2)'      15356  31381  15395  31364  31385  15437
-CONVEX 8447    'GT_PK(2,2)'      14730  31386  14831  23907  31387  14789
-CONVEX 8448    'GT_PK(2,2)'      344  31388  342  31389  23872  15312
-CONVEX 8449    'GT_PK(2,2)'      15737  31265  15795  31390  31391  15767
-CONVEX 8450    'GT_PK(2,2)'      14311  31392  14422  31393  23885  14317
-CONVEX 8451    'GT_PK(2,2)'      14481  31394  14427  31395  31396  14370
-CONVEX 8452    'GT_PK(2,2)'      15673  31397  15737  31398  31399  15708
-CONVEX 8453    'GT_PK(2,2)'      15708  31399  15737  27429  31390  15767
-CONVEX 8454    'GT_PK(2,2)'      14640  31400  14693  31401  23897  14587
-CONVEX 8455    'GT_PK(2,2)'      323  31402  14746  31403  31404  325
-CONVEX 8456    'GT_PK(2,2)'      14693  31405  14746  23899  31402  323
-CONVEX 8457    'GT_PK(2,2)'      14746  31406  14640  31407  31408  14688
-CONVEX 8458    'GT_PK(2,2)'      14640  31406  14746  31400  31405  14693
-CONVEX 8459    'GT_PK(2,2)'      14837  31409  14733  23904  31410  14787
-CONVEX 8460    'GT_PK(2,2)'      14550  31411  14514  23851  31412  14443
-CONVEX 8461    'GT_PK(2,2)'      14572  31413  14514  23910  31414  14623
-CONVEX 8462    'GT_PK(2,2)'      14514  31411  14550  31414  23848  14623
-CONVEX 8463    'GT_PK(2,2)'      14514  31415  14405  31412  31416  14443
-CONVEX 8464    'GT_PK(2,2)'      14182  31417  14127  31418  31419  14066
-CONVEX 8465    'GT_PK(2,2)'      14127  31417  14182  23911  31420  14241
-CONVEX 8466    'GT_PK(2,2)'      14247  31421  14133  31422  31423  14187
-CONVEX 8467    'GT_PK(2,2)'      14738  31424  14684  31425  23906  14789
-CONVEX 8468    'GT_PK(2,2)'      14841  31426  14738  31427  31425  14789
-CONVEX 8469    'GT_PK(2,2)'      14787  31428  14738  19275  31426  14841
-CONVEX 8470    'GT_PK(2,2)'      14684  31429  14629  23908  31430  14572
-CONVEX 8471    'GT_PK(2,2)'      14738  31431  14629  31424  31429  14684
-CONVEX 8472    'GT_PK(2,2)'      14071  31432  14127  31433  23912  14187
-CONVEX 8473    'GT_PK(2,2)'      14133  31434  14071  31423  31433  14187
-CONVEX 8474    'GT_PK(2,2)'      13100  31435  13228  19335  31436  13165
-CONVEX 8475    'GT_PK(2,2)'      13228  31435  13100  31437  19331  13162
-CONVEX 8476    'GT_PK(2,2)'      13165  31438  13293  17640  31439  13231
-CONVEX 8477    'GT_PK(2,2)'      13293  31440  13357  31439  19278  13231
-CONVEX 8478    'GT_PK(2,2)'      13228  31441  13293  31436  31438  13165
-CONVEX 8479    'GT_PK(2,2)'      13293  31441  13228  31442  31443  13354
-CONVEX 8480    'GT_PK(2,2)'      13664  31444  13541  31445  23930  13602
-CONVEX 8481    'GT_PK(2,2)'      13551  31446  13487  31447  23919  13612
-CONVEX 8482    'GT_PK(2,2)'      13676  31448  13551  19358  31447  13612
-CONVEX 8483    'GT_PK(2,2)'      13551  31448  13676  31449  19359  13614
-CONVEX 8484    'GT_PK(2,2)'      13487  31446  13551  23918  31450  13427
-CONVEX 8485    'GT_PK(2,2)'      13551  31449  13614  31451  17244  13490
-CONVEX 8486    'GT_PK(2,2)'      13427  31450  13551  19377  31451  13490
-CONVEX 8487    'GT_PK(2,2)'      13357  31452  13483  19281  31453  13422
-CONVEX 8488    'GT_PK(2,2)'      13606  31454  13483  31455  31456  13543
-CONVEX 8489    'GT_PK(2,2)'      13483  31457  13547  31453  23915  13422
-CONVEX 8490    'GT_PK(2,2)'      13483  31454  13606  31457  31458  13547
-CONVEX 8491    'GT_PK(2,2)'      13662  31459  13721  31460  31461  13784
-CONVEX 8492    'GT_PK(2,2)'      13721  31462  13843  31461  31463  13784
-CONVEX 8493    'GT_PK(2,2)'      13843  31462  13721  31464  31465  13780
-CONVEX 8494    'GT_PK(2,2)'      13721  31459  13662  31466  31467  13599
-CONVEX 8495    'GT_PK(2,2)'      13721  31468  13658  31465  31469  13780
-CONVEX 8496    'GT_PK(2,2)'      13658  31468  13721  31470  31466  13599
-CONVEX 8497    'GT_PK(2,2)'      14071  31471  14017  31472  31473  13954
-CONVEX 8498    'GT_PK(2,2)'      14017  31471  14071  31474  31434  14133
-CONVEX 8499    'GT_PK(2,2)'      14367  31475  14312  31476  31477  14255
-CONVEX 8500    'GT_PK(2,2)'      13406  31478  13341  19287  31479  13466
-CONVEX 8501    'GT_PK(2,2)'      13280  31480  13341  31481  31478  13406
-CONVEX 8502    'GT_PK(2,2)'      13341  31480  13280  31482  23921  13215
-CONVEX 8503    'GT_PK(2,2)'      13466  31479  13341  19282  31483  13402
-CONVEX 8504    'GT_PK(2,2)'      13341  31482  13215  31484  16353  13276
-CONVEX 8505    'GT_PK(2,2)'      13402  31483  13341  16360  31484  13276
-CONVEX 8506    'GT_PK(2,2)'      13345  31485  13410  31486  31487  13283
-CONVEX 8507    'GT_PK(2,2)'      13345  31488  13280  31489  31481  13406
-CONVEX 8508    'GT_PK(2,2)'      13410  31490  13535  31491  31492  13474
-CONVEX 8509    'GT_PK(2,2)'      13535  31493  13658  31494  31470  13599
-CONVEX 8510    'GT_PK(2,2)'      13474  31492  13535  31495  31494  13599
-CONVEX 8511    'GT_PK(2,2)'      13658  31493  13535  31496  31497  13594
-CONVEX 8512    'GT_PK(2,2)'      13349  31498  13410  31499  31491  13474
-CONVEX 8513    'GT_PK(2,2)'      13349  31500  13222  31501  24733  13283
-CONVEX 8514    'GT_PK(2,2)'      13410  31498  13349  31487  31501  13283
-CONVEX 8515    'GT_PK(2,2)'      13097  31502  13224  17182  31503  13162
-CONVEX 8516    'GT_PK(2,2)'      13159  31504  13224  23928  31502  13097
-CONVEX 8517    'GT_PK(2,2)'      13538  31505  13474  31506  31495  13599
-CONVEX 8518    'GT_PK(2,2)'      13662  31507  13538  31467  31506  13599
-CONVEX 8519    'GT_PK(2,2)'      13538  31507  13662  31508  31509  13602
-CONVEX 8520    'GT_PK(2,2)'      13478  31510  13538  23931  31508  13602
-CONVEX 8521    'GT_PK(2,2)'      13852  31511  13796  31512  19363  13735
-CONVEX 8522    'GT_PK(2,2)'      15757  31264  15737  31513  31514  15696
-CONVEX 8523    'GT_PK(2,2)'      12582  31515  12517  23956  31516  12655
-CONVEX 8524    'GT_PK(2,2)'      12453  31517  12517  23959  31518  12384
-CONVEX 8525    'GT_PK(2,2)'      12517  31519  12451  31518  24090  12384
-CONVEX 8526    'GT_PK(2,2)'      12517  31515  12582  31519  23957  12451
-CONVEX 8527    'GT_PK(2,2)'      12719  31520  12784  31521  23948  12655
-CONVEX 8528    'GT_PK(2,2)'      12784  31520  12719  23952  31522  12853
-CONVEX 8529    'GT_PK(2,2)'      12719  31523  12787  31522  23966  12853
-CONVEX 8530    'GT_PK(2,2)'      12981  31524  282  23968  31525  281
-CONVEX 8531    'GT_PK(2,2)'      15737  31397  15673  31514  31526  15696
-CONVEX 8532    'GT_PK(2,2)'      15795  31527  15813  31528  31529  15848
-CONVEX 8533    'GT_PK(2,2)'      282  31530  13048  31531  31532  284
-CONVEX 8534    'GT_PK(2,2)'      13048  31530  282  31533  31524  12981
-CONVEX 8535    'GT_PK(2,2)'      13112  31534  13048  17652  31535  12984
-CONVEX 8536    'GT_PK(2,2)'      13048  31536  12917  31535  26154  12984
-CONVEX 8537    'GT_PK(2,2)'      13048  31533  12981  31536  23970  12917
-CONVEX 8538    'GT_PK(2,2)'      13366  31537  13491  31538  23972  13429
-CONVEX 8539    'GT_PK(2,2)'      13366  31539  13239  31540  19399  13302
-CONVEX 8540    'GT_PK(2,2)'      13366  31540  13302  31541  19381  13428
-CONVEX 8541    'GT_PK(2,2)'      13491  31537  13366  23974  31541  13428
-CONVEX 8542    'GT_PK(2,2)'      13240  31542  13112  31543  17647  13176
-CONVEX 8543    'GT_PK(2,2)'      10927  31544  10983  23990  31545  10837
-CONVEX 8544    'GT_PK(2,2)'      11054  31546  10983  31547  31548  11126
-CONVEX 8545    'GT_PK(2,2)'      11126  31548  10983  19451  31549  11086
-CONVEX 8546    'GT_PK(2,2)'      10983  31544  10927  31549  23989  11086
-CONVEX 8547    'GT_PK(2,2)'      11341  31550  11412  23996  31551  11270
-CONVEX 8548    'GT_PK(2,2)'      11412  31552  253  31551  23997  11270
-CONVEX 8549    'GT_PK(2,2)'      253  31552  11412  31553  31554  255
-CONVEX 8550    'GT_PK(2,2)'      11483  31555  11412  24009  31550  11341
-CONVEX 8551    'GT_PK(2,2)'      10440  31556  10304  31557  31558  10376
-CONVEX 8552    'GT_PK(2,2)'      10304  31559  10232  31558  31560  10376
-CONVEX 8553    'GT_PK(2,2)'      10232  31559  10304  31561  31562  10159
-CONVEX 8554    'GT_PK(2,2)'      10159  31562  10304  31563  31564  10234
-CONVEX 8555    'GT_PK(2,2)'      10304  31565  10369  31564  19430  10234
-CONVEX 8556    'GT_PK(2,2)'      10304  31556  10440  31565  24010  10369
-CONVEX 8557    'GT_PK(2,2)'      10614  31566  10538  31567  31568  10465
-CONVEX 8558    'GT_PK(2,2)'      10538  31569  10390  31568  24015  10465
-CONVEX 8559    'GT_PK(2,2)'      10538  31570  10686  31571  31572  10609
-CONVEX 8560    'GT_PK(2,2)'      10686  31570  10538  31573  31566  10614
-CONVEX 8561    'GT_PK(2,2)'      10390  31574  10460  31575  31576  10313
-CONVEX 8562    'GT_PK(2,2)'      10460  31577  10538  31578  31571  10609
-CONVEX 8563    'GT_PK(2,2)'      10538  31577  10460  31569  31574  10390
-CONVEX 8564    'GT_PK(2,2)'      10236  31579  10309  26061  31580  10160
-CONVEX 8565    'GT_PK(2,2)'      10309  31581  10232  31580  31582  10160
-CONVEX 8566    'GT_PK(2,2)'      10232  31581  10309  31560  31583  10376
-CONVEX 8567    'GT_PK(2,2)'      10309  31584  10452  31583  31585  10376
-CONVEX 8568    'GT_PK(2,2)'      9807  31586  9732  31587  26048  9924
-CONVEX 8569    'GT_PK(2,2)'      9807  31588  9881  31589  24018  9733
-CONVEX 8570    'GT_PK(2,2)'      9658  31590  9807  17276  31589  9733
-CONVEX 8571    'GT_PK(2,2)'      9732  31586  9807  19462  31590  9658
-CONVEX 8572    'GT_PK(2,2)'      10076  31591  10002  26056  31592  9924
-CONVEX 8573    'GT_PK(2,2)'      10002  31593  9807  31592  31587  9924
-CONVEX 8574    'GT_PK(2,2)'      9807  31593  10002  31588  31594  9881
-CONVEX 8575    'GT_PK(2,2)'      9880  31595  10029  19436  31596  232
-CONVEX 8576    'GT_PK(2,2)'      9881  31597  10029  24017  31595  9880
-CONVEX 8577    'GT_PK(2,2)'      10029  31598  234  31596  31599  232
-CONVEX 8578    'GT_PK(2,2)'      10002  31600  10029  31594  31597  9881
-CONVEX 8579    'GT_PK(2,2)'      10325  31601  10252  31602  31603  10466
-CONVEX 8580    'GT_PK(2,2)'      10619  31604  10691  31605  24038  10765
-CONVEX 8581    'GT_PK(2,2)'      10619  31606  10752  31607  24044  10606
-CONVEX 8582    'GT_PK(2,2)'      10752  31606  10619  24048  31605  10765
-CONVEX 8583    'GT_PK(2,2)'      10252  31608  10379  31603  31609  10466
-CONVEX 8584    'GT_PK(2,2)'      10426  31610  10379  24022  31611  10303
-CONVEX 8585    'GT_PK(2,2)'      10303  31611  10379  31612  31613  10199
-CONVEX 8586    'GT_PK(2,2)'      10379  31608  10252  31613  31614  10199
-CONVEX 8587    'GT_PK(2,2)'      11054  31615  11192  24034  31616  249
-CONVEX 8588    'GT_PK(2,2)'      11192  31615  11054  31617  31547  11126
-CONVEX 8589    'GT_PK(2,2)'      249  31616  11192  31618  31619  251
-CONVEX 8590    'GT_PK(2,2)'      11192  31620  11270  31619  23998  251
-CONVEX 8591    'GT_PK(2,2)'      11192  31617  11126  31620  19452  11270
-CONVEX 8592    'GT_PK(2,2)'      8987  31621  8913  31622  17634  9064
-CONVEX 8593    'GT_PK(2,2)'      8980  31623  9042  24060  31624  9130
-CONVEX 8594    'GT_PK(2,2)'      214  31625  8680  31626  31627  216
-CONVEX 8595    'GT_PK(2,2)'      8230  31628  210  31629  31630  15966
-CONVEX 8596    'GT_PK(2,2)'      8079  31631  8230  24067  31629  15966
-CONVEX 8597    'GT_PK(2,2)'      7927  31632  7851  31633  30866  8003
-CONVEX 8598    'GT_PK(2,2)'      7851  31632  7927  31634  31635  7770
-CONVEX 8599    'GT_PK(2,2)'      7928  31636  208  31637  31638  206
-CONVEX 8600    'GT_PK(2,2)'      7928  31639  8079  31636  24065  208
-CONVEX 8601    'GT_PK(2,2)'      7777  31640  7928  23533  31637  206
-CONVEX 8602    'GT_PK(2,2)'      15848  31529  15813  31641  31642  15861
-CONVEX 8603    'GT_PK(2,2)'      15757  31643  15813  31266  31527  15795
-CONVEX 8604    'GT_PK(2,2)'      12017  31644  12113  24101  31645  265
-CONVEX 8605    'GT_PK(2,2)'      12113  31644  12017  31646  24096  12090
-CONVEX 8606    'GT_PK(2,2)'      265  31645  12113  31647  31648  267
-CONVEX 8607    'GT_PK(2,2)'      15185  31649  15094  31650  31651  15138
-CONVEX 8608    'GT_PK(2,2)'      15094  31652  15000  31653  24104  15047
-CONVEX 8609    'GT_PK(2,2)'      15138  31651  15094  31654  31653  15047
-CONVEX 8610    'GT_PK(2,2)'      15000  31652  15094  31655  31656  15049
-CONVEX 8611    'GT_PK(2,2)'      15094  31657  15141  31656  31658  15049
-CONVEX 8612    'GT_PK(2,2)'      15141  31657  15094  31659  31649  15185
-CONVEX 8613    'GT_PK(2,2)'      14802  31660  14857  19508  31661  14754
-CONVEX 8614    'GT_PK(2,2)'      14857  31660  14802  31662  19504  14903
-CONVEX 8615    'GT_PK(2,2)'      14953  31663  15000  31664  31655  15049
-CONVEX 8616    'GT_PK(2,2)'      14857  31665  14953  31666  31667  14907
-CONVEX 8617    'GT_PK(2,2)'      15000  31663  14953  24106  31668  14903
-CONVEX 8618    'GT_PK(2,2)'      14953  31665  14857  31668  31662  14903
-CONVEX 8619    'GT_PK(2,2)'      15228  31669  15185  20913  31650  15138
-CONVEX 8620    'GT_PK(2,2)'      15228  31670  15314  31671  23843  15272
-CONVEX 8621    'GT_PK(2,2)'      15185  31669  15228  31672  31671  15272
-CONVEX 8622    'GT_PK(2,2)'      14950  31673  14998  24105  31674  15047
-CONVEX 8623    'GT_PK(2,2)'      14998  31673  14950  31675  19513  14900
-CONVEX 8624    'GT_PK(2,2)'      14121  31676  14166  31677  24109  14230
-CONVEX 8625    'GT_PK(2,2)'      14007  31678  14121  31679  31680  14066
-CONVEX 8626    'GT_PK(2,2)'      14121  31678  14007  31681  17322  14058
-CONVEX 8627    'GT_PK(2,2)'      14166  31676  14121  24108  31681  14058
-CONVEX 8628    'GT_PK(2,2)'      14121  31682  14182  31680  31418  14066
-CONVEX 8629    'GT_PK(2,2)'      14182  31682  14121  31683  31677  14230
-CONVEX 8630    'GT_PK(2,2)'      13950  31684  14007  31685  31679  14066
-CONVEX 8631    'GT_PK(2,2)'      13950  31686  13889  31684  19534  14007
-CONVEX 8632    'GT_PK(2,2)'      13893  31687  14011  31688  31689  13954
-CONVEX 8633    'GT_PK(2,2)'      14011  31690  14071  31689  31472  13954
-CONVEX 8634    'GT_PK(2,2)'      14071  31690  14011  31432  31691  14127
-CONVEX 8635    'GT_PK(2,2)'      14127  31691  14011  31419  31692  14066
-CONVEX 8636    'GT_PK(2,2)'      14011  31693  13950  31692  31685  14066
-CONVEX 8637    'GT_PK(2,2)'      13950  31693  14011  31694  31687  13893
-CONVEX 8638    'GT_PK(2,2)'      13658  31695  13715  31469  31696  13780
-CONVEX 8639    'GT_PK(2,2)'      13715  31695  13658  31697  31496  13594
-CONVEX 8640    'GT_PK(2,2)'      13832  31698  13950  31699  31694  13893
-CONVEX 8641    'GT_PK(2,2)'      13832  31700  13770  31701  24130  13889
-CONVEX 8642    'GT_PK(2,2)'      13950  31698  13832  31686  31701  13889
-CONVEX 8643    'GT_PK(2,2)'      14211  31702  14097  16339  31703  14156
-CONVEX 8644    'GT_PK(2,2)'      14097  31704  14039  31703  24142  14156
-CONVEX 8645    'GT_PK(2,2)'      14039  31704  14097  31705  31706  13983
-CONVEX 8646    'GT_PK(2,2)'      14152  31707  14097  24150  31702  14211
-CONVEX 8647    'GT_PK(2,2)'      13924  31708  14039  31709  31705  13983
-CONVEX 8648    'GT_PK(2,2)'      13924  31710  13867  31711  24145  13809
-CONVEX 8649    'GT_PK(2,2)'      13867  31710  13924  24153  31709  13983
-CONVEX 8650    'GT_PK(2,2)'      13924  31711  13809  31712  24700  13865
-CONVEX 8651    'GT_PK(2,2)'      13982  31713  13924  19569  31712  13865
-CONVEX 8652    'GT_PK(2,2)'      14039  31708  13924  24143  31713  13982
-CONVEX 8653    'GT_PK(2,2)'      14038  31714  13926  31715  24152  13983
-CONVEX 8654    'GT_PK(2,2)'      14097  31716  14038  31706  31715  13983
-CONVEX 8655    'GT_PK(2,2)'      14038  31716  14097  31717  31707  14152
-CONVEX 8656    'GT_PK(2,2)'      14038  31717  14152  31718  24148  14094
-CONVEX 8657    'GT_PK(2,2)'      13984  31719  14038  17326  31718  14094
-CONVEX 8658    'GT_PK(2,2)'      13926  31714  14038  24160  31719  13984
-CONVEX 8659    'GT_PK(2,2)'      13395  31720  13330  24170  31721  13455
-CONVEX 8660    'GT_PK(2,2)'      13330  31722  13393  31721  24704  13455
-CONVEX 8661    'GT_PK(2,2)'      13513  31723  13635  31724  19746  13576
-CONVEX 8662    'GT_PK(2,2)'      13635  31723  13513  31725  31726  13574
-CONVEX 8663    'GT_PK(2,2)'      13689  31727  13632  24231  31728  13572
-CONVEX 8664    'GT_PK(2,2)'      14213  31729  14098  31730  24191  14155
-CONVEX 8665    'GT_PK(2,2)'      14268  31731  14213  31732  31730  14155
-CONVEX 8666    'GT_PK(2,2)'      14213  31731  14268  31733  24226  14327
-CONVEX 8667    'GT_PK(2,2)'      14213  31733  14327  31734  24220  14270
-CONVEX 8668    'GT_PK(2,2)'      14157  31735  14213  19558  31734  14270
-CONVEX 8669    'GT_PK(2,2)'      14098  31729  14213  24194  31735  14157
-CONVEX 8670    'GT_PK(2,2)'      14948  31736  14850  31737  24206  14899
-CONVEX 8671    'GT_PK(2,2)'      14850  31736  14948  24205  31738  14900
-CONVEX 8672    'GT_PK(2,2)'      14948  31739  14998  31738  31675  14900
-CONVEX 8673    'GT_PK(2,2)'      14998  31739  14948  31740  31741  15044
-CONVEX 8674    'GT_PK(2,2)'      14319  31742  14262  24209  31743  14375
-CONVEX 8675    'GT_PK(2,2)'      14320  31744  14262  17338  31745  14206
-CONVEX 8676    'GT_PK(2,2)'      14375  31743  14262  31746  31744  14320
-CONVEX 8677    'GT_PK(2,2)'      14262  31747  14150  31745  17294  14206
-CONVEX 8678    'GT_PK(2,2)'      14150  31747  14262  17317  31748  14207
-CONVEX 8679    'GT_PK(2,2)'      14262  31742  14319  31748  24215  14207
-CONVEX 8680    'GT_PK(2,2)'      14489  31749  14433  24217  31750  14379
-CONVEX 8681    'GT_PK(2,2)'      14433  31751  14320  31750  17341  14379
-CONVEX 8682    'GT_PK(2,2)'      14433  31752  14375  31751  31746  14320
-CONVEX 8683    'GT_PK(2,2)'      14546  31753  14436  31754  19584  14493
-CONVEX 8684    'GT_PK(2,2)'      14546  31755  14489  31753  24216  14436
-CONVEX 8685    'GT_PK(2,2)'      14538  31756  14491  31757  17305  14431
-CONVEX 8686    'GT_PK(2,2)'      15322  31758  15236  31759  31760  15285
-CONVEX 8687    'GT_PK(2,2)'      15236  31758  15322  31761  31762  15274
-CONVEX 8688    'GT_PK(2,2)'      14095  31763  14210  19574  31764  14155
-CONVEX 8689    'GT_PK(2,2)'      14210  31765  14268  31764  31732  14155
-CONVEX 8690    'GT_PK(2,2)'      13805  31766  13689  31767  24232  13745
-CONVEX 8691    'GT_PK(2,2)'      13861  31768  13805  31769  31767  13745
-CONVEX 8692    'GT_PK(2,2)'      13802  31770  13861  31771  31769  13745
-CONVEX 8693    'GT_PK(2,2)'      13861  31770  13802  24227  31772  13920
-CONVEX 8694    'GT_PK(2,2)'      13800  31773  13743  31774  31775  13682
-CONVEX 8695    'GT_PK(2,2)'      13740  31776  13800  31777  31774  13682
-CONVEX 8696    'GT_PK(2,2)'      13800  31776  13740  31778  31779  13857
-CONVEX 8697    'GT_PK(2,2)'      13509  31780  13629  31781  24230  13572
-CONVEX 8698    'GT_PK(2,2)'      13569  31782  13509  31783  31784  13447
-CONVEX 8699    'GT_PK(2,2)'      13629  31780  13509  31785  31782  13569
-CONVEX 8700    'GT_PK(2,2)'      13510  31786  13448  31787  24240  13575
-CONVEX 8701    'GT_PK(2,2)'      13510  31788  13636  31789  24262  13573
-CONVEX 8702    'GT_PK(2,2)'      13636  31788  13510  24263  31787  13575
-CONVEX 8703    'GT_PK(2,2)'      13446  31790  13510  21370  31789  13573
-CONVEX 8704    'GT_PK(2,2)'      13510  31790  13446  31791  19617  13384
-CONVEX 8705    'GT_PK(2,2)'      13448  31786  13510  24242  31791  13384
-CONVEX 8706    'GT_PK(2,2)'      13634  31792  13571  24246  31793  13508
-CONVEX 8707    'GT_PK(2,2)'      13571  31794  13445  31793  27877  13508
-CONVEX 8708    'GT_PK(2,2)'      13445  31794  13571  27873  31795  13507
-CONVEX 8709    'GT_PK(2,2)'      13571  31792  13634  31796  24251  13696
-CONVEX 8710    'GT_PK(2,2)'      13754  31797  13691  24270  31798  13630
-CONVEX 8711    'GT_PK(2,2)'      13628  31799  13691  31800  31801  13753
-CONVEX 8712    'GT_PK(2,2)'      13752  31802  13873  31803  24291  13813
-CONVEX 8713    'GT_PK(2,2)'      13878  31804  13757  31805  24266  13819
-CONVEX 8714    'GT_PK(2,2)'      13878  31806  13939  31807  19619  13998
-CONVEX 8715    'GT_PK(2,2)'      13939  31806  13878  24277  31805  13819
-CONVEX 8716    'GT_PK(2,2)'      14054  31808  14114  31809  17372  14172
-CONVEX 8717    'GT_PK(2,2)'      14114  31808  14054  17369  31810  13998
-CONVEX 8718    'GT_PK(2,2)'      14115  31811  14229  31812  31813  14173
-CONVEX 8719    'GT_PK(2,2)'      14055  31814  14115  17367  31812  14173
-CONVEX 8720    'GT_PK(2,2)'      13999  31815  14115  24272  31814  14055
-CONVEX 8721    'GT_PK(2,2)'      14176  31816  14232  31817  24284  14117
-CONVEX 8722    'GT_PK(2,2)'      14176  31818  14059  31819  31820  14118
-CONVEX 8723    'GT_PK(2,2)'      14059  31818  14176  27733  31817  14117
-CONVEX 8724    'GT_PK(2,2)'      14233  31821  14176  31822  31819  14118
-CONVEX 8725    'GT_PK(2,2)'      14617  31823  14562  27322  31824  14672
-CONVEX 8726    'GT_PK(2,2)'      14562  31823  14617  31825  31826  14507
-CONVEX 8727    'GT_PK(2,2)'      14561  31827  14617  31828  27323  14670
-CONVEX 8728    'GT_PK(2,2)'      14617  31827  14561  31826  31829  14507
-CONVEX 8729    'GT_PK(2,2)'      14561  31830  14453  31829  24288  14507
-CONVEX 8730    'GT_PK(2,2)'      14343  31831  14229  31832  31833  14286
-CONVEX 8731    'GT_PK(2,2)'      14398  31834  14343  31835  31832  14286
-CONVEX 8732    'GT_PK(2,2)'      14453  31836  14343  24287  31834  14398
-CONVEX 8733    'GT_PK(2,2)'      14223  31837  14279  31838  24297  14167
-CONVEX 8734    'GT_PK(2,2)'      14223  31838  14167  31839  31840  14109
-CONVEX 8735    'GT_PK(2,2)'      14392  31841  14337  19624  31842  14280
-CONVEX 8736    'GT_PK(2,2)'      14337  31843  14223  31842  31844  14280
-CONVEX 8737    'GT_PK(2,2)'      14223  31843  14337  31837  31845  14279
-CONVEX 8738    'GT_PK(2,2)'      13933  31846  13872  24292  31847  13813
-CONVEX 8739    'GT_PK(2,2)'      13872  31848  13932  31849  24302  13811
-CONVEX 8740    'GT_PK(2,2)'      13992  31850  13872  31851  31846  13933
-CONVEX 8741    'GT_PK(2,2)'      13872  31850  13992  31848  31852  13932
-CONVEX 8742    'GT_PK(2,2)'      13930  31853  13990  31854  31855  14047
-CONVEX 8743    'GT_PK(2,2)'      14048  31856  13990  31857  31858  13931
-CONVEX 8744    'GT_PK(2,2)'      13990  31859  13870  31858  31860  13931
-CONVEX 8745    'GT_PK(2,2)'      13870  31859  13990  31861  31853  13930
-CONVEX 8746    'GT_PK(2,2)'      14163  31862  14106  31863  31864  14220
-CONVEX 8747    'GT_PK(2,2)'      14276  31865  14163  31866  31863  14220
-CONVEX 8748    'GT_PK(2,2)'      14163  31865  14276  31867  31868  14219
-CONVEX 8749    'GT_PK(2,2)'      14163  31867  14219  31869  31870  14104
-CONVEX 8750    'GT_PK(2,2)'      14046  31871  14163  31872  31869  14104
-CONVEX 8751    'GT_PK(2,2)'      14163  31871  14046  31862  31873  14106
-CONVEX 8752    'GT_PK(2,2)'      13991  31874  14048  31875  31857  13931
-CONVEX 8753    'GT_PK(2,2)'      13871  31876  13991  31877  31875  13931
-CONVEX 8754    'GT_PK(2,2)'      13991  31876  13871  31878  24301  13932
-CONVEX 8755    'GT_PK(2,2)'      14048  31874  13991  31879  31880  14108
-CONVEX 8756    'GT_PK(2,2)'      13990  31881  14107  31855  31882  14047
-CONVEX 8757    'GT_PK(2,2)'      14107  31881  13990  31883  31856  14048
-CONVEX 8758    'GT_PK(2,2)'      13623  31884  13686  31885  31886  13747
-CONVEX 8759    'GT_PK(2,2)'      13749  31887  13686  31888  31889  13624
-CONVEX 8760    'GT_PK(2,2)'      13431  31890  13496  19627  31891  13560
-CONVEX 8761    'GT_PK(2,2)'      13496  31892  13623  31891  31893  13560
-CONVEX 8762    'GT_PK(2,2)'      13369  31894  13494  31895  24318  13430
-CONVEX 8763    'GT_PK(2,2)'      13494  31894  13369  19625  31896  13431
-CONVEX 8764    'GT_PK(2,2)'      13183  31897  13120  31898  19725  13055
-CONVEX 8765    'GT_PK(2,2)'      13746  31899  13808  31900  31901  13868
-CONVEX 8766    'GT_PK(2,2)'      13870  31902  13808  31903  31904  13747
-CONVEX 8767    'GT_PK(2,2)'      13808  31905  13930  31901  31906  13868
-CONVEX 8768    'GT_PK(2,2)'      13808  31902  13870  31905  31861  13930
-CONVEX 8769    'GT_PK(2,2)'      13621  31907  13746  31908  31909  13683
-CONVEX 8770    'GT_PK(2,2)'      13558  31910  13621  24312  31908  13683
-CONVEX 8771    'GT_PK(2,2)'      13621  31911  13494  31912  19626  13560
-CONVEX 8772    'GT_PK(2,2)'      13621  31910  13558  31911  24317  13494
-CONVEX 8773    'GT_PK(2,2)'      13679  31913  13618  31914  31915  13742
-CONVEX 8774    'GT_PK(2,2)'      13618  31916  13681  31915  31917  13742
-CONVEX 8775    'GT_PK(2,2)'      13683  31918  13744  24314  31919  13620
-CONVEX 8776    'GT_PK(2,2)'      13744  31920  13681  31919  31921  13620
-CONVEX 8777    'GT_PK(2,2)'      14386  31922  14495  31923  31924  14440
-CONVEX 8778    'GT_PK(2,2)'      14708  31925  14759  31926  31927  14656
-CONVEX 8779    'GT_PK(2,2)'      14603  31928  14656  31929  31930  14549
-CONVEX 8780    'GT_PK(2,2)'      14603  31931  14551  31932  24321  14657
-CONVEX 8781    'GT_PK(2,2)'      14708  31933  14603  31934  31932  14657
-CONVEX 8782    'GT_PK(2,2)'      14603  31933  14708  31928  31926  14656
-CONVEX 8783    'GT_PK(2,2)'      14496  31935  14603  31936  31929  14549
-CONVEX 8784    'GT_PK(2,2)'      14603  31935  14496  31931  31937  14551
-CONVEX 8785    'GT_PK(2,2)'      14552  31938  14604  31939  24323  14497
-CONVEX 8786    'GT_PK(2,2)'      14499  31940  14390  31941  31942  14446
-CONVEX 8787    'GT_PK(2,2)'      14928  31943  15025  31944  31945  14976
-CONVEX 8788    'GT_PK(2,2)'      15115  31946  15068  31947  31948  15020
-CONVEX 8789    'GT_PK(2,2)'      15068  31949  14972  31948  31950  15020
-CONVEX 8790    'GT_PK(2,2)'      15025  31951  15073  31945  18217  14976
-CONVEX 8791    'GT_PK(2,2)'      13622  31952  13504  31953  31954  13562
-CONVEX 8792    'GT_PK(2,2)'      13680  31955  13622  24692  31953  13562
-CONVEX 8793    'GT_PK(2,2)'      13740  31956  13622  31957  31955  13680
-CONVEX 8794    'GT_PK(2,2)'      13622  31956  13740  31958  31777  13682
-CONVEX 8795    'GT_PK(2,2)'      13566  31959  13622  31960  31958  13682
-CONVEX 8796    'GT_PK(2,2)'      13622  31959  13566  31952  31961  13504
-CONVEX 8797    'GT_PK(2,2)'      13619  31962  13738  24690  31963  13680
-CONVEX 8798    'GT_PK(2,2)'      13798  31964  13917  31965  31966  13857
-CONVEX 8799    'GT_PK(2,2)'      13798  31967  13740  31968  31957  13680
-CONVEX 8800    'GT_PK(2,2)'      13740  31967  13798  31779  31965  13857
-CONVEX 8801    'GT_PK(2,2)'      13738  31969  13798  31963  31968  13680
-CONVEX 8802    'GT_PK(2,2)'      13917  31970  13976  31966  31971  13857
-CONVEX 8803    'GT_PK(2,2)'      14033  31972  13976  24332  31973  14092
-CONVEX 8804    'GT_PK(2,2)'      14092  31973  13976  19628  31974  14034
-CONVEX 8805    'GT_PK(2,2)'      13976  31970  13917  31974  24343  14034
-CONVEX 8806    'GT_PK(2,2)'      14267  31975  14209  31976  24336  14154
-CONVEX 8807    'GT_PK(2,2)'      14212  31977  14267  31978  31976  14154
-CONVEX 8808    'GT_PK(2,2)'      14209  31979  14322  24338  31980  14263
-CONVEX 8809    'GT_PK(2,2)'      14322  31981  14267  31982  31983  14378
-CONVEX 8810    'GT_PK(2,2)'      14267  31981  14322  31975  31979  14209
-CONVEX 8811    'GT_PK(2,2)'      14378  31984  14324  31985  31986  14435
-CONVEX 8812    'GT_PK(2,2)'      14267  31987  14324  31983  31984  14378
-CONVEX 8813    'GT_PK(2,2)'      14324  31987  14267  31988  31977  14212
-CONVEX 8814    'GT_PK(2,2)'      14592  31989  14697  24340  31990  14647
-CONVEX 8815    'GT_PK(2,2)'      14697  31991  14750  31990  17333  14647
-CONVEX 8816    'GT_PK(2,2)'      14697  31992  14800  31991  19577  14750
-CONVEX 8817    'GT_PK(2,2)'      14540  31993  14591  31994  31995  14485
-CONVEX 8818    'GT_PK(2,2)'      13803  31996  13679  31997  31914  13742
-CONVEX 8819    'GT_PK(2,2)'      14096  31998  13978  31999  32000  14037
-CONVEX 8820    'GT_PK(2,2)'      14096  32001  14212  32002  31978  14154
-CONVEX 8821    'GT_PK(2,2)'      14034  32003  14096  19630  32002  14154
-CONVEX 8822    'GT_PK(2,2)'      13978  31998  14096  24344  32003  14034
-CONVEX 8823    'GT_PK(2,2)'      13860  32004  13919  32005  32006  13799
-CONVEX 8824    'GT_PK(2,2)'      13978  32007  13919  32000  32008  14037
-CONVEX 8825    'GT_PK(2,2)'      14101  32009  14158  32010  32011  14037
-CONVEX 8826    'GT_PK(2,2)'      14158  32012  14096  32011  31999  14037
-CONVEX 8827    'GT_PK(2,2)'      14096  32012  14158  32001  32013  14212
-CONVEX 8828    'GT_PK(2,2)'      14158  32009  14101  32014  32015  14215
-CONVEX 8829    'GT_PK(2,2)'      13980  32016  14101  32017  32010  14037
-CONVEX 8830    'GT_PK(2,2)'      13919  32018  13980  32008  32017  14037
-CONVEX 8831    'GT_PK(2,2)'      13980  32018  13919  32019  32004  13860
-CONVEX 8832    'GT_PK(2,2)'      14101  32016  13980  32020  32021  14042
-CONVEX 8833    'GT_PK(2,2)'      14854  32022  14751  32023  32024  14803
-CONVEX 8834    'GT_PK(2,2)'      14751  32022  14854  32025  32026  14801
-CONVEX 8835    'GT_PK(2,2)'      14552  32027  14658  31938  32028  14604
-CONVEX 8836    'GT_PK(2,2)'      14751  32029  14701  32024  32030  14803
-CONVEX 8837    'GT_PK(2,2)'      14701  32031  14753  32030  32032  14803
-CONVEX 8838    'GT_PK(2,2)'      14753  32031  14701  32033  32034  14651
-CONVEX 8839    'GT_PK(2,2)'      14701  32029  14751  32035  32036  14648
-CONVEX 8840    'GT_PK(2,2)'      15511  32037  15584  24349  32038  15550
-CONVEX 8841    'GT_PK(2,2)'      15584  32039  15621  32038  24363  15550
-CONVEX 8842    'GT_PK(2,2)'      15584  32037  15511  32040  24346  15552
-CONVEX 8843    'GT_PK(2,2)'      15623  32041  15660  24374  32042  15690
-CONVEX 8844    'GT_PK(2,2)'      15591  32043  15660  32044  32041  15623
-CONVEX 8845    'GT_PK(2,2)'      372  32045  15810  32046  32047  374
-CONVEX 8846    'GT_PK(2,2)'      15810  32048  15835  32047  24383  374
-CONVEX 8847    'GT_PK(2,2)'      15835  32048  15810  32049  32050  15781
-CONVEX 8848    'GT_PK(2,2)'      15784  32051  15810  32052  32045  372
-CONVEX 8849    'GT_PK(2,2)'      15557  32053  15590  24371  32054  15629
-CONVEX 8850    'GT_PK(2,2)'      15590  32055  15658  32054  32056  15629
-CONVEX 8851    'GT_PK(2,2)'      15658  32055  15590  24372  32057  15623
-CONVEX 8852    'GT_PK(2,2)'      12032  32058  12092  32059  24391  12167
-CONVEX 8853    'GT_PK(2,2)'      12102  32060  12032  32061  32059  12167
-CONVEX 8854    'GT_PK(2,2)'      11956  32062  12032  32063  32064  11894
-CONVEX 8855    'GT_PK(2,2)'      12032  32062  11956  32058  26211  12092
-CONVEX 8856    'GT_PK(2,2)'      12825  32065  12760  24745  32066  12693
-CONVEX 8857    'GT_PK(2,2)'      12893  32067  12760  19796  32065  12825
-CONVEX 8858    'GT_PK(2,2)'      12760  32067  12893  32068  19794  12828
-CONVEX 8859    'GT_PK(2,2)'      12696  32069  12760  24394  32068  12828
-CONVEX 8860    'GT_PK(2,2)'      12631  32070  12763  32071  19776  12699
-CONVEX 8861    'GT_PK(2,2)'      12631  32072  12696  32070  24393  12763
-CONVEX 8862    'GT_PK(2,2)'      12226  32073  12160  32074  24404  12088
-CONVEX 8863    'GT_PK(2,2)'      12226  32075  12156  32076  32077  12293
-CONVEX 8864    'GT_PK(2,2)'      12156  32075  12226  24395  32074  12088
-CONVEX 8865    'GT_PK(2,2)'      10158  32078  10082  32079  32080  10230
-CONVEX 8866    'GT_PK(2,2)'      9934  32081  9861  32082  24409  9786
-CONVEX 8867    'GT_PK(2,2)'      9859  32083  9934  32084  32082  9786
-CONVEX 8868    'GT_PK(2,2)'      9934  32083  9859  32085  26310  10005
-CONVEX 8869    'GT_PK(2,2)'      10015  32086  10162  32087  32088  10090
-CONVEX 8870    'GT_PK(2,2)'      9865  32089  9789  32090  24414  9937
-CONVEX 8871    'GT_PK(2,2)'      10660  32091  10585  32092  32093  10730
-CONVEX 8872    'GT_PK(2,2)'      10585  32094  10657  32093  17381  10730
-CONVEX 8873    'GT_PK(2,2)'      11022  32095  11166  32096  32097  11096
-CONVEX 8874    'GT_PK(2,2)'      10804  32098  10660  32099  32092  10730
-CONVEX 8875    'GT_PK(2,2)'      11464  32100  11540  32101  32102  11396
-CONVEX 8876    'GT_PK(2,2)'      11540  32100  11464  32103  24416  11604
-CONVEX 8877    'GT_PK(2,2)'      11822  32104  11956  32105  32063  11894
-CONVEX 8878    'GT_PK(2,2)'      11614  32106  11754  32107  32108  11685
-CONVEX 8879    'GT_PK(2,2)'      11754  32109  11825  32108  26222  11685
-CONVEX 8880    'GT_PK(2,2)'      11825  32109  11754  32110  32111  11894
-CONVEX 8881    'GT_PK(2,2)'      11754  32112  11822  32111  32105  11894
-CONVEX 8882    'GT_PK(2,2)'      11528  32113  11598  24426  32114  11670
-CONVEX 8883    'GT_PK(2,2)'      11451  32115  11309  32116  32117  11378
-CONVEX 8884    'GT_PK(2,2)'      11673  32118  11812  24422  32119  11743
-CONVEX 8885    'GT_PK(2,2)'      11951  32120  11812  24401  32121  11880
-CONVEX 8886    'GT_PK(2,2)'      11812  32122  11740  32121  19648  11880
-CONVEX 8887    'GT_PK(2,2)'      11812  32118  11673  32122  24429  11740
-CONVEX 8888    'GT_PK(2,2)'      11600  32123  11459  24425  32124  11528
-CONVEX 8889    'GT_PK(2,2)'      11528  32124  11459  32125  32126  11388
-CONVEX 8890    'GT_PK(2,2)'      11459  32127  11317  32126  32128  11388
-CONVEX 8891    'GT_PK(2,2)'      11459  32123  11600  32129  24428  11532
-CONVEX 8892    'GT_PK(2,2)'      10942  32130  10869  32131  32132  10797
-CONVEX 8893    'GT_PK(2,2)'      10867  32133  10942  32134  32131  10797
-CONVEX 8894    'GT_PK(2,2)'      10942  32133  10867  32135  24479  11012
-CONVEX 8895    'GT_PK(2,2)'      10869  32130  10942  32136  32137  11015
-CONVEX 8896    'GT_PK(2,2)'      10725  32138  10654  32139  19667  10579
-CONVEX 8897    'GT_PK(2,2)'      10869  32140  10725  32132  32141  10797
-CONVEX 8898    'GT_PK(2,2)'      10652  32142  10725  32143  32139  10579
-CONVEX 8899    'GT_PK(2,2)'      10725  32142  10652  32141  32144  10797
-CONVEX 8900    'GT_PK(2,2)'      11371  32145  11229  32146  24486  11299
-CONVEX 8901    'GT_PK(2,2)'      11442  32147  11371  24431  32146  11299
-CONVEX 8902    'GT_PK(2,2)'      11231  32148  11304  24437  32149  11161
-CONVEX 8903    'GT_PK(2,2)'      11304  32150  11234  32149  32151  11161
-CONVEX 8904    'GT_PK(2,2)'      11234  32150  11304  32152  32153  11375
-CONVEX 8905    'GT_PK(2,2)'      11017  32154  11089  32155  24436  11161
-CONVEX 8906    'GT_PK(2,2)'      11017  32156  10947  32157  24432  10871
-CONVEX 8907    'GT_PK(2,2)'      10727  32158  10799  24442  32159  10871
-CONVEX 8908    'GT_PK(2,2)'      10799  32158  10727  32160  24443  10654
-CONVEX 8909    'GT_PK(2,2)'      10725  32161  10799  32138  32160  10654
-CONVEX 8910    'GT_PK(2,2)'      10799  32161  10725  32162  32140  10869
-CONVEX 8911    'GT_PK(2,2)'      9921  32163  9994  32164  24445  10069
-CONVEX 8912    'GT_PK(2,2)'      9921  32165  9850  32166  32167  9775
-CONVEX 8913    'GT_PK(2,2)'      9996  32168  9921  26298  32164  10069
-CONVEX 8914    'GT_PK(2,2)'      9921  32168  9996  32165  26300  9850
-CONVEX 8915    'GT_PK(2,2)'      9700  32169  9847  20532  32170  9775
-CONVEX 8916    'GT_PK(2,2)'      9847  32171  9921  32170  32166  9775
-CONVEX 8917    'GT_PK(2,2)'      9921  32171  9847  32163  32172  9994
-CONVEX 8918    'GT_PK(2,2)'      9994  32172  9847  24447  32173  9918
-CONVEX 8919    'GT_PK(2,2)'      9847  32174  9773  32173  26290  9918
-CONVEX 8920    'GT_PK(2,2)'      9773  32174  9847  26365  32169  9700
-CONVEX 8921    'GT_PK(2,2)'      10290  32175  10218  32176  24452  10142
-CONVEX 8922    'GT_PK(2,2)'      10290  32177  10363  32178  32179  10438
-CONVEX 8923    'GT_PK(2,2)'      10290  32176  10142  32180  19650  10215
-CONVEX 8924    'GT_PK(2,2)'      10363  32177  10290  24455  32180  10215
-CONVEX 8925    'GT_PK(2,2)'      10583  32181  10511  19664  32182  10435
-CONVEX 8926    'GT_PK(2,2)'      10511  32183  10363  32182  24454  10435
-CONVEX 8927    'GT_PK(2,2)'      10511  32181  10583  32184  24439  10657
-CONVEX 8928    'GT_PK(2,2)'      10363  32183  10511  32179  32185  10438
-CONVEX 8929    'GT_PK(2,2)'      10585  32186  10511  32094  32184  10657
-CONVEX 8930    'GT_PK(2,2)'      10511  32186  10585  32185  32187  10438
-CONVEX 8931    'GT_PK(2,2)'      11521  32188  11451  32189  32116  11378
-CONVEX 8932    'GT_PK(2,2)'      11448  32190  11521  32191  32189  11378
-CONVEX 8933    'GT_PK(2,2)'      11867  32192  11799  32193  32194  11727
-CONVEX 8934    'GT_PK(2,2)'      11587  32195  11656  32196  32197  11727
-CONVEX 8935    'GT_PK(2,2)'      11656  32195  11587  32198  32199  11516
-CONVEX 8936    'GT_PK(2,2)'      11585  32200  11656  24460  32198  11516
-CONVEX 8937    'GT_PK(2,2)'      11656  32200  11585  32201  32202  11725
-CONVEX 8938    'GT_PK(2,2)'      11518  32203  11448  32204  32205  11375
-CONVEX 8939    'GT_PK(2,2)'      11799  32206  11869  32207  32208  11730
-CONVEX 8940    'GT_PK(2,2)'      11721  32209  11792  32210  32211  11651
-CONVEX 8941    'GT_PK(2,2)'      11865  32212  12003  32213  32214  11936
-CONVEX 8942    'GT_PK(2,2)'      11514  32215  11585  32216  24458  11444
-CONVEX 8943    'GT_PK(2,2)'      11371  32217  11514  32218  32216  11444
-CONVEX 8944    'GT_PK(2,2)'      11514  32219  11442  32220  32221  11582
-CONVEX 8945    'GT_PK(2,2)'      11514  32217  11371  32219  32147  11442
-CONVEX 8946    'GT_PK(2,2)'      12421  32222  12352  32223  32224  12487
-CONVEX 8947    'GT_PK(2,2)'      12352  32222  12421  32225  32226  12285
-CONVEX 8948    'GT_PK(2,2)'      11439  32227  11511  24471  32228  11369
-CONVEX 8949    'GT_PK(2,2)'      11511  32229  11442  32228  24430  11369
-CONVEX 8950    'GT_PK(2,2)'      11511  32230  11651  32231  32232  11582
-CONVEX 8951    'GT_PK(2,2)'      11442  32229  11511  32221  32231  11582
-CONVEX 8952    'GT_PK(2,2)'      11721  32233  11580  24456  32234  11649
-CONVEX 8953    'GT_PK(2,2)'      11649  32234  11580  17387  32235  11509
-CONVEX 8954    'GT_PK(2,2)'      11580  32236  11439  32235  24477  11509
-CONVEX 8955    'GT_PK(2,2)'      11580  32237  11511  32236  32227  11439
-CONVEX 8956    'GT_PK(2,2)'      11580  32233  11721  32238  32210  11651
-CONVEX 8957    'GT_PK(2,2)'      11511  32237  11580  32230  32238  11651
-CONVEX 8958    'GT_PK(2,2)'      11225  32239  11297  32240  19680  11154
-CONVEX 8959    'GT_PK(2,2)'      11225  32241  11366  32239  24478  11297
-CONVEX 8960    'GT_PK(2,2)'      11080  32242  11225  24490  32240  11154
-CONVEX 8961    'GT_PK(2,2)'      11366  32241  11225  24475  32243  11294
-CONVEX 8962    'GT_PK(2,2)'      11225  32244  11152  32243  19689  11294
-CONVEX 8963    'GT_PK(2,2)'      11225  32242  11080  32244  24487  11152
-CONVEX 8964    'GT_PK(2,2)'      12854  32245  12722  27836  32246  12789
-CONVEX 8965    'GT_PK(2,2)'      12522  32247  12589  32248  32249  12455
-CONVEX 8966    'GT_PK(2,2)'      12589  32250  12722  32251  32252  12656
-CONVEX 8967    'GT_PK(2,2)'      12114  32253  12251  32254  32255  12183
-CONVEX 8968    'GT_PK(2,2)'      12387  32256  12522  32257  32248  12455
-CONVEX 8969    'GT_PK(2,2)'      11061  32258  11204  26004  32259  11134
-CONVEX 8970    'GT_PK(2,2)'      11909  32260  11769  32261  32262  11838
-CONVEX 8971    'GT_PK(2,2)'      11977  32263  11909  32264  32261  11838
-CONVEX 8972    'GT_PK(2,2)'      11909  32263  11977  32265  32266  12047
-CONVEX 8973    'GT_PK(2,2)'      11343  32267  11414  32268  32269  11485
-CONVEX 8974    'GT_PK(2,2)'      11414  32267  11343  32270  32271  11271
-CONVEX 8975    'GT_PK(2,2)'      11627  32272  11556  32273  32274  11486
-CONVEX 8976    'GT_PK(2,2)'      11556  32272  11627  32275  32276  11697
-CONVEX 8977    'GT_PK(2,2)'      12260  32277  12396  24493  32278  12329
-CONVEX 8978    'GT_PK(2,2)'      12396  32279  12531  32280  32281  12465
-CONVEX 8979    'GT_PK(2,2)'      12329  32278  12396  32282  32280  12465
-CONVEX 8980    'GT_PK(2,2)'      12190  32283  12124  32284  19699  12053
-CONVEX 8981    'GT_PK(2,2)'      12190  32285  12260  32283  24496  12124
-CONVEX 8982    'GT_PK(2,2)'      12733  32286  12600  32287  24508  12666
-CONVEX 8983    'GT_PK(2,2)'      12800  32288  12733  24645  32289  12864
-CONVEX 8984    'GT_PK(2,2)'      12600  32286  12733  24630  32290  12668
-CONVEX 8985    'GT_PK(2,2)'      12733  32288  12800  32290  24648  12668
-CONVEX 8986    'GT_PK(2,2)'      12188  32291  12122  32292  32293  12051
-CONVEX 8987    'GT_PK(2,2)'      12122  32291  12188  32294  24512  12258
-CONVEX 8988    'GT_PK(2,2)'      12122  32295  12190  32296  32284  12053
-CONVEX 8989    'GT_PK(2,2)'      12190  32295  12122  32297  32294  12258
-CONVEX 8990    'GT_PK(2,2)'      11913  32298  11981  32299  32300  12051
-CONVEX 8991    'GT_PK(2,2)'      11775  32301  11844  32302  32303  11915
-CONVEX 8992    'GT_PK(2,2)'      11775  32304  11846  32305  24500  11706
-CONVEX 8993    'GT_PK(2,2)'      11846  32304  11775  24497  32302  11915
-CONVEX 8994    'GT_PK(2,2)'      11632  32306  11561  32307  24517  11702
-CONVEX 8995    'GT_PK(2,2)'      11561  32308  11489  24519  32309  11630
-CONVEX 8996    'GT_PK(2,2)'      11489  32310  11559  32309  32311  11630
-CONVEX 8997    'GT_PK(2,2)'      11559  32310  11489  32312  32313  11418
-CONVEX 8998    'GT_PK(2,2)'      12118  32314  12186  32315  32316  12049
-CONVEX 8999    'GT_PK(2,2)'      12120  32317  12186  32318  24520  12256
-CONVEX 9000    'GT_PK(2,2)'      12188  32319  12120  24515  32318  12256
-CONVEX 9001    'GT_PK(2,2)'      12120  32320  11981  32321  32322  12049
-CONVEX 9002    'GT_PK(2,2)'      12186  32317  12120  32316  32321  12049
-CONVEX 9003    'GT_PK(2,2)'      12120  32319  12188  32323  32292  12051
-CONVEX 9004    'GT_PK(2,2)'      11981  32320  12120  32300  32323  12051
-CONVEX 9005    'GT_PK(2,2)'      11907  32324  11977  32325  32264  11838
-CONVEX 9006    'GT_PK(2,2)'      12589  32326  12523  32249  32327  12455
-CONVEX 9007    'GT_PK(2,2)'      12523  32326  12589  32328  32251  12656
-CONVEX 9008    'GT_PK(2,2)'      12319  32329  12252  32330  32331  12183
-CONVEX 9009    'GT_PK(2,2)'      12251  32332  12319  32255  32330  12183
-CONVEX 9010    'GT_PK(2,2)'      12319  32333  12387  32334  32257  12455
-CONVEX 9011    'GT_PK(2,2)'      12387  32333  12319  32335  32332  12251
-CONVEX 9012    'GT_PK(2,2)'      11977  32336  12116  32266  32337  12047
-CONVEX 9013    'GT_PK(2,2)'      12252  32338  12116  32331  32339  12183
-CONVEX 9014    'GT_PK(2,2)'      12388  32340  12457  32341  24526  12321
-CONVEX 9015    'GT_PK(2,2)'      12252  32342  12388  32343  32341  12321
-CONVEX 9016    'GT_PK(2,2)'      12319  32344  12388  32329  32342  12252
-CONVEX 9017    'GT_PK(2,2)'      12388  32345  12523  32340  32346  12457
-CONVEX 9018    'GT_PK(2,2)'      12523  32345  12388  32327  32347  12455
-CONVEX 9019    'GT_PK(2,2)'      12388  32344  12319  32347  32334  12455
-CONVEX 9020    'GT_PK(2,2)'      12461  32348  12595  32349  24634  12529
-CONVEX 9021    'GT_PK(2,2)'      12392  32350  12461  24538  32351  12325
-CONVEX 9022    'GT_PK(2,2)'      12595  32348  12461  24532  32352  12527
-CONVEX 9023    'GT_PK(2,2)'      12461  32350  12392  32352  24541  12527
-CONVEX 9024    'GT_PK(2,2)'      12593  32353  12660  32354  24531  12527
-CONVEX 9025    'GT_PK(2,2)'      12459  32355  12593  24542  32354  12527
-CONVEX 9026    'GT_PK(2,2)'      12593  32355  12459  32356  24534  12525
-CONVEX 9027    'GT_PK(2,2)'      12658  32357  12593  32358  32356  12525
-CONVEX 9028    'GT_PK(2,2)'      11494  32359  11565  32360  32361  11424
-CONVEX 9029    'GT_PK(2,2)'      11565  32362  11496  32361  24543  11424
-CONVEX 9030    'GT_PK(2,2)'      11777  32363  11636  24501  32364  11706
-CONVEX 9031    'GT_PK(2,2)'      11636  32365  11565  32364  32366  11706
-CONVEX 9032    'GT_PK(2,2)'      11565  32365  11636  32362  32367  11496
-CONVEX 9033    'GT_PK(2,2)'      11636  32363  11777  32368  32369  11708
-CONVEX 9034    'GT_PK(2,2)'      11567  32370  11636  32371  32368  11708
-CONVEX 9035    'GT_PK(2,2)'      11636  32370  11567  32367  32372  11496
-CONVEX 9036    'GT_PK(2,2)'      11494  32373  11351  32374  32375  11422
-CONVEX 9037    'GT_PK(2,2)'      11351  32376  11279  32375  32377  11422
-CONVEX 9038    'GT_PK(2,2)'      11279  32376  11351  32378  32379  11209
-CONVEX 9039    'GT_PK(2,2)'      11351  32373  11494  32380  32360  11424
-CONVEX 9040    'GT_PK(2,2)'      11719  32381  11787  19719  32382  11858
-CONVEX 9041    'GT_PK(2,2)'      11647  32383  11787  24548  32381  11719
-CONVEX 9042    'GT_PK(2,2)'      11435  32384  11576  24556  32385  11507
-CONVEX 9043    'GT_PK(2,2)'      11576  32386  11647  32385  24547  11507
-CONVEX 9044    'GT_PK(2,2)'      11576  32387  11505  32388  24560  11645
-CONVEX 9045    'GT_PK(2,2)'      11505  32387  11576  32389  32384  11435
-CONVEX 9046    'GT_PK(2,2)'      11505  32390  11433  24562  32391  11574
-CONVEX 9047    'GT_PK(2,2)'      11362  32392  11292  32393  24564  11219
-CONVEX 9048    'GT_PK(2,2)'      11362  32394  11433  32395  32390  11505
-CONVEX 9049    'GT_PK(2,2)'      11362  32395  11505  32396  32389  11435
-CONVEX 9050    'GT_PK(2,2)'      11292  32392  11362  24568  32396  11435
-CONVEX 9051    'GT_PK(2,2)'      12138  32397  12067  32398  32399  12205
-CONVEX 9052    'GT_PK(2,2)'      12276  32400  12209  32401  32402  12140
-CONVEX 9053    'GT_PK(2,2)'      12207  32403  12276  32404  32401  12140
-CONVEX 9054    'GT_PK(2,2)'      12276  32403  12207  32405  32406  12343
-CONVEX 9055    'GT_PK(2,2)'      12274  32407  12138  32408  32398  12205
-CONVEX 9056    'GT_PK(2,2)'      12274  32409  12207  32407  32410  12138
-CONVEX 9057    'GT_PK(2,2)'      12207  32409  12274  32406  32411  12343
-CONVEX 9058    'GT_PK(2,2)'      12612  32412  12745  32413  24576  12680
-CONVEX 9059    'GT_PK(2,2)'      12676  32414  12741  32415  32416  12808
-CONVEX 9060    'GT_PK(2,2)'      12741  32417  12608  32418  32419  12674
-CONVEX 9061    'GT_PK(2,2)'      12608  32420  12676  32421  32422  12542
-CONVEX 9062    'GT_PK(2,2)'      12676  32420  12608  32414  32417  12741
-CONVEX 9063    'GT_PK(2,2)'      12341  32423  12408  32424  24583  12477
-CONVEX 9064    'GT_PK(2,2)'      12341  32425  12274  32426  32408  12205
-CONVEX 9065    'GT_PK(2,2)'      12067  32427  12136  32399  32428  12205
-CONVEX 9066    'GT_PK(2,2)'      12802  32429  12670  24585  32430  12735
-CONVEX 9067    'GT_PK(2,2)'      12602  32431  12670  24652  32432  12537
-CONVEX 9068    'GT_PK(2,2)'      12670  32431  12602  32430  24653  12735
-CONVEX 9069    'GT_PK(2,2)'      12670  32433  12604  32432  32434  12537
-CONVEX 9070    'GT_PK(2,2)'      12670  32429  12802  32435  32436  12737
-CONVEX 9071    'GT_PK(2,2)'      12604  32433  12670  24627  32435  12737
-CONVEX 9072    'GT_PK(2,2)'      13063  32437  12999  32438  32439  13126
-CONVEX 9073    'GT_PK(2,2)'      13193  32440  13128  24595  32441  13255
-CONVEX 9074    'GT_PK(2,2)'      13063  32442  13128  32443  32444  13001
-CONVEX 9075    'GT_PK(2,2)'      12940  32445  13005  32446  32447  13069
-CONVEX 9076    'GT_PK(2,2)'      12940  32448  12876  32449  24580  12809
-CONVEX 9077    'GT_PK(2,2)'      12874  32450  12940  32451  32449  12809
-CONVEX 9078    'GT_PK(2,2)'      12940  32450  12874  32445  32452  13005
-CONVEX 9079    'GT_PK(2,2)'      13132  32453  13005  32454  32455  13067
-CONVEX 9080    'GT_PK(2,2)'      13195  32456  13132  32457  32454  13067
-CONVEX 9081    'GT_PK(2,2)'      13132  32458  13197  32459  32460  13069
-CONVEX 9082    'GT_PK(2,2)'      13005  32453  13132  32447  32459  13069
-CONVEX 9083    'GT_PK(2,2)'      11431  32461  11360  32462  32463  11288
-CONVEX 9084    'GT_PK(2,2)'      11572  32464  11431  24601  32465  11501
-CONVEX 9085    'GT_PK(2,2)'      11712  32466  11572  32467  24602  11640
-CONVEX 9086    'GT_PK(2,2)'      11642  32468  11712  32469  32470  11783
-CONVEX 9087    'GT_PK(2,2)'      11712  32468  11642  32466  32471  11572
-CONVEX 9088    'GT_PK(2,2)'      11785  32472  11925  32473  24608  11856
-CONVEX 9089    'GT_PK(2,2)'      12398  32474  12331  32475  24613  12262
-CONVEX 9090    'GT_PK(2,2)'      12533  32476  12398  32477  32478  12465
-CONVEX 9091    'GT_PK(2,2)'      12398  32476  12533  32479  24510  12467
-CONVEX 9092    'GT_PK(2,2)'      12331  32474  12398  32480  32479  12467
-CONVEX 9093    'GT_PK(2,2)'      12398  32481  12329  32478  32282  12465
-CONVEX 9094    'GT_PK(2,2)'      12398  32475  12262  32481  24505  12329
-CONVEX 9095    'GT_PK(2,2)'      11848  32482  11917  32483  24573  11987
-CONVEX 9096    'GT_PK(2,2)'      11777  32484  11848  32369  32485  11708
-CONVEX 9097    'GT_PK(2,2)'      11917  32482  11848  24572  32484  11777
-CONVEX 9098    'GT_PK(2,2)'      11919  32486  12057  32487  24622  11989
-CONVEX 9099    'GT_PK(2,2)'      11850  32488  11919  24624  32487  11989
-CONVEX 9100    'GT_PK(2,2)'      12057  32486  11919  24615  32489  11987
-CONVEX 9101    'GT_PK(2,2)'      11919  32490  11848  32489  32483  11987
-CONVEX 9102    'GT_PK(2,2)'      11779  32491  11919  32492  32488  11850
-CONVEX 9103    'GT_PK(2,2)'      11848  32493  11779  32485  32494  11708
-CONVEX 9104    'GT_PK(2,2)'      11919  32491  11779  32490  32493  11848
-CONVEX 9105    'GT_PK(2,2)'      11710  32495  11640  32496  24599  11569
-CONVEX 9106    'GT_PK(2,2)'      11710  32497  11779  32498  32492  11850
-CONVEX 9107    'GT_PK(2,2)'      12806  32499  12741  32500  32418  12674
-CONVEX 9108    'GT_PK(2,2)'      12739  32501  12806  32502  32500  12674
-CONVEX 9109    'GT_PK(2,2)'      12739  32503  12606  32504  32505  12672
-CONVEX 9110    'GT_PK(2,2)'      12606  32503  12739  32506  32502  12674
-CONVEX 9111    'GT_PK(2,2)'      12539  32507  12604  32508  24625  12672
-CONVEX 9112    'GT_PK(2,2)'      12539  32509  12473  32510  32511  12404
-CONVEX 9113    'GT_PK(2,2)'      12606  32512  12539  32505  32508  12672
-CONVEX 9114    'GT_PK(2,2)'      12539  32512  12606  32509  32513  12473
-CONVEX 9115    'GT_PK(2,2)'      12266  32514  12196  32515  32516  12333
-CONVEX 9116    'GT_PK(2,2)'      12196  32517  12264  32516  32518  12333
-CONVEX 9117    'GT_PK(2,2)'      12128  32519  12196  24618  32520  12059
-CONVEX 9118    'GT_PK(2,2)'      12196  32519  12128  32517  24619  12264
-CONVEX 9119    'GT_PK(2,2)'      12266  32521  12335  32522  32523  12198
-CONVEX 9120    'GT_PK(2,2)'      12268  32524  12335  32525  32526  12404
-CONVEX 9121    'GT_PK(2,2)'      12335  32524  12268  32523  32527  12198
-CONVEX 9122    'GT_PK(2,2)'      11712  32528  11852  32470  32529  11783
-CONVEX 9123    'GT_PK(2,2)'      11785  32530  11854  32472  32531  11925
-CONVEX 9124    'GT_PK(2,2)'      12268  32532  12132  32527  32533  12198
-CONVEX 9125    'GT_PK(2,2)'      12132  32534  12061  32533  32535  12198
-CONVEX 9126    'GT_PK(2,2)'      12535  32536  12400  24631  32537  12467
-CONVEX 9127    'GT_PK(2,2)'      12400  32538  12331  32537  32480  12467
-CONVEX 9128    'GT_PK(2,2)'      12331  32538  12400  24610  32539  12264
-CONVEX 9129    'GT_PK(2,2)'      12264  32539  12400  32518  32540  12333
-CONVEX 9130    'GT_PK(2,2)'      12400  32541  12469  32540  32542  12333
-CONVEX 9131    'GT_PK(2,2)'      12400  32536  12535  32541  24656  12469
-CONVEX 9132    'GT_PK(2,2)'      12997  32543  13061  24643  32544  12932
-CONVEX 9133    'GT_PK(2,2)'      13061  32545  13189  32546  24590  13126
-CONVEX 9134    'GT_PK(2,2)'      13189  32545  13061  24594  32547  13124
-CONVEX 9135    'GT_PK(2,2)'      13061  32543  12997  32547  24669  13124
-CONVEX 9136    'GT_PK(2,2)'      12999  32548  13061  32439  32546  13126
-CONVEX 9137    'GT_PK(2,2)'      13061  32548  12999  32544  32549  12932
-CONVEX 9138    'GT_PK(2,2)'      13187  32550  13249  19744  32551  13312
-CONVEX 9139    'GT_PK(2,2)'      13249  32552  13373  32551  32553  13312
-CONVEX 9140    'GT_PK(2,2)'      13373  32552  13249  24311  32554  13310
-CONVEX 9141    'GT_PK(2,2)'      13249  32555  13185  32554  32556  13310
-CONVEX 9142    'GT_PK(2,2)'      12085  32557  11948  32558  24469  12015
-CONVEX 9143    'GT_PK(2,2)'      12085  32559  12156  32560  24396  12019
-CONVEX 9144    'GT_PK(2,2)'      11948  32557  12085  24465  32560  12019
-CONVEX 9145    'GT_PK(2,2)'      12290  32561  12221  32562  32563  12357
-CONVEX 9146    'GT_PK(2,2)'      12423  32564  12354  24672  32565  12490
-CONVEX 9147    'GT_PK(2,2)'      12354  32566  12421  32565  32567  12490
-CONVEX 9148    'GT_PK(2,2)'      12421  32566  12354  32226  32568  12285
-CONVEX 9149    'GT_PK(2,2)'      12755  32569  12688  19738  32570  12820
-CONVEX 9150    'GT_PK(2,2)'      12623  32571  12688  24689  32569  12755
-CONVEX 9151    'GT_PK(2,2)'      12688  32572  12753  32570  32573  12820
-CONVEX 9152    'GT_PK(2,2)'      13739  32574  13617  32575  32576  13678
-CONVEX 9153    'GT_PK(2,2)'      13739  32577  13860  32578  32005  13799
-CONVEX 9154    'GT_PK(2,2)'      13617  32579  13677  32580  32581  13559
-CONVEX 9155    'GT_PK(2,2)'      13738  32582  13677  32583  32584  13799
-CONVEX 9156    'GT_PK(2,2)'      13677  32585  13739  32584  32578  13799
-CONVEX 9157    'GT_PK(2,2)'      13739  32585  13677  32574  32579  13617
-CONVEX 9158    'GT_PK(2,2)'      13677  32586  13619  32581  32587  13559
-CONVEX 9159    'GT_PK(2,2)'      13677  32582  13738  32586  31962  13619
-CONVEX 9160    'GT_PK(2,2)'      13617  32588  13557  32576  32589  13678
-CONVEX 9161    'GT_PK(2,2)'      13616  32590  13557  32591  32592  13495
-CONVEX 9162    'GT_PK(2,2)'      13557  32590  13616  32589  32593  13678
-CONVEX 9163    'GT_PK(2,2)'      13380  32594  13442  24694  32595  13318
-CONVEX 9164    'GT_PK(2,2)'      13504  32596  13442  31954  32597  13562
-CONVEX 9165    'GT_PK(2,2)'      13442  32598  13382  32595  32599  13318
-CONVEX 9166    'GT_PK(2,2)'      13382  32598  13442  32600  32596  13504
-CONVEX 9167    'GT_PK(2,2)'      13619  32601  13501  32587  32602  13559
-CONVEX 9168    'GT_PK(2,2)'      13501  32601  13619  32603  24691  13562
-CONVEX 9169    'GT_PK(2,2)'      13442  32604  13501  32597  32603  13562
-CONVEX 9170    'GT_PK(2,2)'      13501  32604  13442  32605  32594  13380
-CONVEX 9171    'GT_PK(2,2)'      13316  32606  13380  32607  24693  13255
-CONVEX 9172    'GT_PK(2,2)'      13743  32608  13626  31775  32609  13682
-CONVEX 9173    'GT_PK(2,2)'      13626  32610  13566  32609  31960  13682
-CONVEX 9174    'GT_PK(2,2)'      13515  32611  13579  24705  32612  13455
-CONVEX 9175    'GT_PK(2,2)'      13579  32613  13698  32614  19752  13640
-CONVEX 9176    'GT_PK(2,2)'      13518  32615  13579  19554  32614  13640
-CONVEX 9177    'GT_PK(2,2)'      13579  32615  13518  32612  24169  13455
-CONVEX 9178    'GT_PK(2,2)'      13698  32616  13637  19748  32617  13755
-CONVEX 9179    'GT_PK(2,2)'      13637  32618  13515  32619  32620  13576
-CONVEX 9180    'GT_PK(2,2)'      13579  32621  13637  32613  32616  13698
-CONVEX 9181    'GT_PK(2,2)'      13637  32621  13579  32618  32611  13515
-CONVEX 9182    'GT_PK(2,2)'      13695  32622  13637  19747  32619  13576
-CONVEX 9183    'GT_PK(2,2)'      13755  32617  13637  17388  32622  13695
-CONVEX 9184    'GT_PK(2,2)'      13453  32623  13393  32624  32625  13328
-CONVEX 9185    'GT_PK(2,2)'      13453  32626  13515  32623  24703  13393
-CONVEX 9186    'GT_PK(2,2)'      13515  32626  13453  32620  32627  13576
-CONVEX 9187    'GT_PK(2,2)'      13391  32628  13453  32629  32624  13328
-CONVEX 9188    'GT_PK(2,2)'      13453  32630  13513  32627  31724  13576
-CONVEX 9189    'GT_PK(2,2)'      13513  32630  13453  32631  32628  13391
-CONVEX 9190    'GT_PK(2,2)'      12621  32632  12686  32633  32634  12753
-CONVEX 9191    'GT_PK(2,2)'      12688  32635  12621  32572  32633  12753
-CONVEX 9192    'GT_PK(2,2)'      12216  32636  12352  32637  32225  12285
-CONVEX 9193    'GT_PK(2,2)'      12350  32638  12281  24708  32639  12416
-CONVEX 9194    'GT_PK(2,2)'      12281  32640  12347  32639  32641  12416
-CONVEX 9195    'GT_PK(2,2)'      12418  32642  12350  32643  24706  12485
-CONVEX 9196    'GT_PK(2,2)'      12352  32644  12418  32224  32645  12487
-CONVEX 9197    'GT_PK(2,2)'      12616  32646  12549  32647  32648  12682
-CONVEX 9198    'GT_PK(2,2)'      12481  32649  12549  32650  32651  12414
-CONVEX 9199    'GT_PK(2,2)'      12616  32652  12749  24716  32653  12684
-CONVEX 9200    'GT_PK(2,2)'      12815  32654  12749  32655  32656  12880
-CONVEX 9201    'GT_PK(2,2)'      12749  32654  12815  32653  24709  12684
-CONVEX 9202    'GT_PK(2,2)'      12749  32657  12813  32656  32658  12880
-CONVEX 9203    'GT_PK(2,2)'      12813  32657  12749  19756  32659  12682
-CONVEX 9204    'GT_PK(2,2)'      12749  32652  12616  32659  32647  12682
-CONVEX 9205    'GT_PK(2,2)'      12766  32660  12701  32661  20465  12633
-CONVEX 9206    'GT_PK(2,2)'      12898  32662  12766  24735  32663  12831
-CONVEX 9207    'GT_PK(2,2)'      12701  32660  12766  19787  32664  12834
-CONVEX 9208    'GT_PK(2,2)'      12766  32662  12898  32664  24739  12834
-CONVEX 9209    'GT_PK(2,2)'      12766  32661  12633  32665  32666  12699
-CONVEX 9210    'GT_PK(2,2)'      12831  32663  12766  19777  32665  12699
-CONVEX 9211    'GT_PK(2,2)'      609  32667  554  32668  19804  582
-CONVEX 9212    'GT_PK(2,2)'      609  32669  581  32667  32670  554
-CONVEX 9213    'GT_PK(2,2)'      581  32669  609  24749  32671  643
-CONVEX 9214    'GT_PK(2,2)'      609  32672  669  32671  16103  643
-CONVEX 9215    'GT_PK(2,2)'      637  32673  609  17498  32668  582
-CONVEX 9216    'GT_PK(2,2)'      609  32673  637  32672  32674  669
-CONVEX 9217    'GT_PK(2,2)'      581  32675  527  32670  32676  554
-CONVEX 9218    'GT_PK(2,2)'      527  32677  509  32676  24759  554
-CONVEX 9219    'GT_PK(2,2)'      527  32675  581  32678  24751  563
-CONVEX 9220    'GT_PK(2,2)'      527  32678  563  32679  19807  513
-CONVEX 9221    'GT_PK(2,2)'      480  32680  527  24753  32679  513
-CONVEX 9222    'GT_PK(2,2)'      509  32677  527  24760  32680  480
-CONVEX 9223    'GT_PK(2,2)'      526  32681  577  19837  32682  550
-CONVEX 9224    'GT_PK(2,2)'      551  32683  577  24763  32681  526
-CONVEX 9225    'GT_PK(2,2)'      550  32682  577  19828  32684  604
-CONVEX 9226    'GT_PK(2,2)'      577  32683  551  32685  24765  605
-CONVEX 9227    'GT_PK(2,2)'      577  32686  635  32684  32687  604
-CONVEX 9228    'GT_PK(2,2)'      635  32686  577  19882  32685  605
-CONVEX 9229    'GT_PK(2,2)'      636  32688  665  24768  32689  699
-CONVEX 9230    'GT_PK(2,2)'      665  32690  635  32691  19878  698
-CONVEX 9231    'GT_PK(2,2)'      635  32690  665  32687  32692  604
-CONVEX 9232    'GT_PK(2,2)'      665  32688  636  32692  24771  604
-CONVEX 9233    'GT_PK(2,2)'      442  32693  476  32694  32695  457
-CONVEX 9234    'GT_PK(2,2)'      476  32693  442  32696  32697  449
-CONVEX 9235    'GT_PK(2,2)'      442  32694  457  32698  19866  424
-CONVEX 9236    'GT_PK(2,2)'      422  32699  442  24839  32698  424
-CONVEX 9237    'GT_PK(2,2)'      442  32699  422  32697  24845  449
-CONVEX 9238    'GT_PK(2,2)'      489  32700  449  32701  24837  462
-CONVEX 9239    'GT_PK(2,2)'      489  32702  476  32700  32696  449
-CONVEX 9240    'GT_PK(2,2)'      476  32702  489  32703  32704  518
-CONVEX 9241    'GT_PK(2,2)'      1263  32705  1219  32706  32707  1175
-CONVEX 9242    'GT_PK(2,2)'      733  32708  767  24776  32709  698
-CONVEX 9243    'GT_PK(2,2)'      839  32710  767  32711  32712  803
-CONVEX 9244    'GT_PK(2,2)'      767  32708  733  32712  32713  803
-CONVEX 9245    'GT_PK(2,2)'      880  32714  803  32715  32716  845
-CONVEX 9246    'GT_PK(2,2)'      880  32717  839  32714  32711  803
-CONVEX 9247    'GT_PK(2,2)'      880  32718  916  32717  32719  839
-CONVEX 9248    'GT_PK(2,2)'      921  32720  880  32721  32715  845
-CONVEX 9249    'GT_PK(2,2)'      880  32720  921  32722  32723  959
-CONVEX 9250    'GT_PK(2,2)'      916  32718  880  32724  32722  959
-CONVEX 9251    'GT_PK(2,2)'      1001  32725  1041  32726  32727  959
-CONVEX 9252    'GT_PK(2,2)'      921  32728  1001  32723  32726  959
-CONVEX 9253    'GT_PK(2,2)'      1561  32729  1457  32730  32731  1509
-CONVEX 9254    'GT_PK(2,2)'      1449  32732  1353  32733  32734  1401
-CONVEX 9255    'GT_PK(2,2)'      1403  32735  1449  32736  32737  1502
-CONVEX 9256    'GT_PK(2,2)'      1449  32735  1403  32732  32738  1353
-CONVEX 9257    'GT_PK(2,2)'      566  32739  622  24794  32740  595
-CONVEX 9258    'GT_PK(2,2)'      622  32741  653  32740  24781  595
-CONVEX 9259    'GT_PK(2,2)'      653  32742  714  24784  32743  683
-CONVEX 9260    'GT_PK(2,2)'      567  32744  624  32745  32746  592
-CONVEX 9261    'GT_PK(2,2)'      541  32747  567  24797  32745  592
-CONVEX 9262    'GT_PK(2,2)'      567  32747  541  32748  24795  519
-CONVEX 9263    'GT_PK(2,2)'      624  32744  567  24782  32749  595
-CONVEX 9264    'GT_PK(2,2)'      567  32750  543  32749  24793  595
-CONVEX 9265    'GT_PK(2,2)'      543  32750  567  32751  32748  519
-CONVEX 9266    'GT_PK(2,2)'      733  32752  773  32713  32753  803
-CONVEX 9267    'GT_PK(2,2)'      705  32754  773  24787  32752  733
-CONVEX 9268    'GT_PK(2,2)'      803  32753  773  32716  32755  845
-CONVEX 9269    'GT_PK(2,2)'      618  32756  676  32757  24789  641
-CONVEX 9270    'GT_PK(2,2)'      592  32758  618  24799  32759  565
-CONVEX 9271    'GT_PK(2,2)'      618  32760  583  32759  19847  565
-CONVEX 9272    'GT_PK(2,2)'      583  32760  618  19850  32757  641
-CONVEX 9273    'GT_PK(2,2)'      649  32761  624  32762  24783  683
-CONVEX 9274    'GT_PK(2,2)'      624  32761  649  32746  32763  592
-CONVEX 9275    'GT_PK(2,2)'      649  32764  618  32763  32758  592
-CONVEX 9276    'GT_PK(2,2)'      618  32764  649  32756  32765  676
-CONVEX 9277    'GT_PK(2,2)'      497  32766  476  32767  32703  518
-CONVEX 9278    'GT_PK(2,2)'      543  32768  497  24792  32767  518
-CONVEX 9279    'GT_PK(2,2)'      457  32769  497  19868  32770  477
-CONVEX 9280    'GT_PK(2,2)'      476  32766  497  32695  32769  457
-CONVEX 9281    'GT_PK(2,2)'      497  32771  519  32770  19884  477
-CONVEX 9282    'GT_PK(2,2)'      497  32768  543  32771  32751  519
-CONVEX 9283    'GT_PK(2,2)'      1274  32772  1319  32773  32774  1228
-CONVEX 9284    'GT_PK(2,2)'      1319  32772  1274  24802  32775  1367
-CONVEX 9285    'GT_PK(2,2)'      1274  32776  1322  32775  24804  1367
-CONVEX 9286    'GT_PK(2,2)'      1353  32777  1306  32734  32778  1401
-CONVEX 9287    'GT_PK(2,2)'      1308  32779  1359  32780  32781  1404
-CONVEX 9288    'GT_PK(2,2)'      1875  32782  1765  25277  32783  1817
-CONVEX 9289    'GT_PK(2,2)'      671  32784  703  32785  32786  642
-CONVEX 9290    'GT_PK(2,2)'      671  32787  739  32784  24805  703
-CONVEX 9291    'GT_PK(2,2)'      561  32788  585  32789  24810  614
-CONVEX 9292    'GT_PK(2,2)'      673  32790  639  32791  32792  614
-CONVEX 9293    'GT_PK(2,2)'      673  32793  703  32794  19885  734
-CONVEX 9294    'GT_PK(2,2)'      703  32793  673  32786  32795  642
-CONVEX 9295    'GT_PK(2,2)'      673  32791  614  32795  24811  642
-CONVEX 9296    'GT_PK(2,2)'      955  32796  877  32797  24816  915
-CONVEX 9297    'GT_PK(2,2)'      877  32796  955  24813  32798  917
-CONVEX 9298    'GT_PK(2,2)'      769  32799  701  32800  32801  734
-CONVEX 9299    'GT_PK(2,2)'      701  32802  673  32801  32794  734
-CONVEX 9300    'GT_PK(2,2)'      639  32803  701  32804  32805  672
-CONVEX 9301    'GT_PK(2,2)'      673  32802  701  32790  32803  639
-CONVEX 9302    'GT_PK(2,2)'      878  32806  957  24819  32807  915
-CONVEX 9303    'GT_PK(2,2)'      805  32808  878  32809  24818  840
-CONVEX 9304    'GT_PK(2,2)'      769  32810  805  32811  32809  840
-CONVEX 9305    'GT_PK(2,2)'      805  32812  734  32813  19886  770
-CONVEX 9306    'GT_PK(2,2)'      805  32810  769  32812  32800  734
-CONVEX 9307    'GT_PK(2,2)'      805  32814  843  32808  32815  878
-CONVEX 9308    'GT_PK(2,2)'      808  32816  843  24808  32817  770
-CONVEX 9309    'GT_PK(2,2)'      843  32814  805  32817  32813  770
-CONVEX 9310    'GT_PK(2,2)'      1125  32818  1174  32819  32820  1215
-CONVEX 9311    'GT_PK(2,2)'      1085  32821  1125  32822  32823  1039
-CONVEX 9312    'GT_PK(2,2)'      1085  32824  1044  32825  24824  1132
-CONVEX 9313    'GT_PK(2,2)'      1174  32826  1085  32827  32825  1132
-CONVEX 9314    'GT_PK(2,2)'      1085  32826  1174  32821  32818  1125
-CONVEX 9315    'GT_PK(2,2)'      1125  32828  1080  32823  32829  1039
-CONVEX 9316    'GT_PK(2,2)'      1036  32830  1080  32831  32832  1122
-CONVEX 9317    'GT_PK(2,2)'      24  32833  26  32834  24832  453
-CONVEX 9318    'GT_PK(2,2)'      444  32835  24  32836  32834  453
-CONVEX 9319    'GT_PK(2,2)'      24  32835  444  32837  32838  22
-CONVEX 9320    'GT_PK(2,2)'      15838  32839  15813  32840  32841  15787
-CONVEX 9321    'GT_PK(2,2)'      15813  32839  15838  31642  32842  15861
-CONVEX 9322    'GT_PK(2,2)'      15813  31643  15757  32841  32843  15787
-CONVEX 9323    'GT_PK(2,2)'      464  32844  507  24828  32845  490
-CONVEX 9324    'GT_PK(2,2)'      507  32844  464  32846  32847  498
-CONVEX 9325    'GT_PK(2,2)'      539  32848  507  32849  32846  498
-CONVEX 9326    'GT_PK(2,2)'      473  32850  460  24835  32851  30
-CONVEX 9327    'GT_PK(2,2)'      460  32850  473  32852  32853  498
-CONVEX 9328    'GT_PK(2,2)'      30  32851  460  32854  32855  28
-CONVEX 9329    'GT_PK(2,2)'      460  32856  464  32855  24830  28
-CONVEX 9330    'GT_PK(2,2)'      464  32856  460  32847  32852  498
-CONVEX 9331    'GT_PK(2,2)'      484  32857  473  32858  24833  32
-CONVEX 9332    'GT_PK(2,2)'      481  32859  484  17536  32860  34
-CONVEX 9333    'GT_PK(2,2)'      484  32858  32  32860  32861  34
-CONVEX 9334    'GT_PK(2,2)'      473  32862  516  32853  32863  498
-CONVEX 9335    'GT_PK(2,2)'      539  32864  516  32865  32866  564
-CONVEX 9336    'GT_PK(2,2)'      516  32864  539  32863  32849  498
-CONVEX 9337    'GT_PK(2,2)'      516  32867  535  32866  28274  564
-CONVEX 9338    'GT_PK(2,2)'      484  32868  516  32857  32862  473
-CONVEX 9339    'GT_PK(2,2)'      516  32868  484  32867  32869  535
-CONVEX 9340    'GT_PK(2,2)'      8  32870  430  32871  24844  6
-CONVEX 9341    'GT_PK(2,2)'      15239  32872  15283  32873  32874  15194
-CONVEX 9342    'GT_PK(2,2)'      15283  32872  15239  32875  32876  15324
-CONVEX 9343    'GT_PK(2,2)'      15239  32877  15279  32876  32878  15324
-CONVEX 9344    'GT_PK(2,2)'      435  32879  16  32880  32881  18
-CONVEX 9345    'GT_PK(2,2)'      439  32882  435  19863  32880  18
-CONVEX 9346    'GT_PK(2,2)'      12  32883  434  32884  32885  10
-CONVEX 9347    'GT_PK(2,2)'      15239  32886  15192  32877  32887  15279
-CONVEX 9348    'GT_PK(2,2)'      15192  32886  15239  32888  32889  15149
-CONVEX 9349    'GT_PK(2,2)'      15239  32873  15194  32889  32890  15149
-CONVEX 9350    'GT_PK(2,2)'      15283  32891  15366  32892  32893  15328
-CONVEX 9351    'GT_PK(2,2)'      434  32894  454  32895  32896  465
-CONVEX 9352    'GT_PK(2,2)'      434  32897  425  32885  32898  10
-CONVEX 9353    'GT_PK(2,2)'      425  32899  8  32898  32900  10
-CONVEX 9354    'GT_PK(2,2)'      8  32899  425  32870  32901  430
-CONVEX 9355    'GT_PK(2,2)'      6645  32902  6794  32903  24853  6721
-CONVEX 9356    'GT_PK(2,2)'      6794  32902  6645  24857  32904  6718
-CONVEX 9357    'GT_PK(2,2)'      6645  32905  6569  32904  32906  6718
-CONVEX 9358    'GT_PK(2,2)'      6569  32905  6645  32907  32908  6495
-CONVEX 9359    'GT_PK(2,2)'      6275  32909  6202  32910  20120  6128
-CONVEX 9360    'GT_PK(2,2)'      6498  32911  6573  32912  20128  6426
-CONVEX 9361    'GT_PK(2,2)'      6795  32913  6720  24859  32914  6647
-CONVEX 9362    'GT_PK(2,2)'      6944  32915  7093  24873  32916  7017
-CONVEX 9363    'GT_PK(2,2)'      7093  32915  6944  32917  24870  7018
-CONVEX 9364    'GT_PK(2,2)'      7166  32918  7093  24891  32917  7018
-CONVEX 9365    'GT_PK(2,2)'      7093  32918  7166  32919  24874  7242
-CONVEX 9366    'GT_PK(2,2)'      7093  32920  7165  32916  32921  7017
-CONVEX 9367    'GT_PK(2,2)'      7165  32920  7093  32922  32919  7242
-CONVEX 9368    'GT_PK(2,2)'      7092  32923  6943  32924  24862  7017
-CONVEX 9369    'GT_PK(2,2)'      7165  32925  7092  32921  32924  7017
-CONVEX 9370    'GT_PK(2,2)'      7092  32925  7165  32926  32927  7237
-CONVEX 9371    'GT_PK(2,2)'      7092  32926  7237  32928  32929  7160
-CONVEX 9372    'GT_PK(2,2)'      7016  32930  7092  24937  32928  7160
-CONVEX 9373    'GT_PK(2,2)'      7092  32930  7016  32923  32931  6943
-CONVEX 9374    'GT_PK(2,2)'      6568  32932  6642  24948  32933  6493
-CONVEX 9375    'GT_PK(2,2)'      6642  32934  6791  32935  24931  6716
-CONVEX 9376    'GT_PK(2,2)'      6717  32936  6642  32937  32932  6568
-CONVEX 9377    'GT_PK(2,2)'      6642  32936  6717  32934  24944  6791
-CONVEX 9378    'GT_PK(2,2)'      6642  32938  6567  32933  24927  6493
-CONVEX 9379    'GT_PK(2,2)'      6567  32938  6642  24921  32935  6716
-CONVEX 9380    'GT_PK(2,2)'      7294  32939  7436  32940  32941  7365
-CONVEX 9381    'GT_PK(2,2)'      7436  32939  7294  32942  32943  7367
-CONVEX 9382    'GT_PK(2,2)'      7086  32944  7227  24943  32945  7152
-CONVEX 9383    'GT_PK(2,2)'      7227  32946  7294  32945  32947  7152
-CONVEX 9384    'GT_PK(2,2)'      7294  32946  7227  32943  32948  7367
-CONVEX 9385    'GT_PK(2,2)'      7227  32944  7086  32949  24936  7160
-CONVEX 9386    'GT_PK(2,2)'      7237  32950  7300  32929  32951  7160
-CONVEX 9387    'GT_PK(2,2)'      7300  32952  7227  32951  32949  7160
-CONVEX 9388    'GT_PK(2,2)'      7227  32952  7300  32948  32953  7367
-CONVEX 9389    'GT_PK(2,2)'      7712  32954  7578  32955  32956  7648
-CONVEX 9390    'GT_PK(2,2)'      7578  32954  7712  32957  32958  7644
-CONVEX 9391    'GT_PK(2,2)'      6935  32959  7082  19912  32960  7008
-CONVEX 9392    'GT_PK(2,2)'      7223  32961  7294  32962  32940  7365
-CONVEX 9393    'GT_PK(2,2)'      7294  32961  7223  32947  32963  7152
-CONVEX 9394    'GT_PK(2,2)'      6938  32964  7007  32965  32966  6865
-CONVEX 9395    'GT_PK(2,2)'      7007  32967  6935  32966  24933  6865
-CONVEX 9396    'GT_PK(2,2)'      7007  32968  7082  32967  32959  6935
-CONVEX 9397    'GT_PK(2,2)'      7082  32968  7007  32969  32970  7149
-CONVEX 9398    'GT_PK(2,2)'      7304  32971  7375  32972  32973  7451
-CONVEX 9399    'GT_PK(2,2)'      7375  32974  7522  32973  32975  7451
-CONVEX 9400    'GT_PK(2,2)'      7446  32976  7375  32977  32978  7298
-CONVEX 9401    'GT_PK(2,2)'      7522  32979  7446  32980  32981  7592
-CONVEX 9402    'GT_PK(2,2)'      7446  32979  7522  32976  32974  7375
-CONVEX 9403    'GT_PK(2,2)'      7375  32982  7229  32978  32983  7298
-CONVEX 9404    'GT_PK(2,2)'      7084  32984  7229  32985  32986  7158
-CONVEX 9405    'GT_PK(2,2)'      7229  32987  7304  32986  32988  7158
-CONVEX 9406    'GT_PK(2,2)'      7304  32987  7229  32971  32982  7375
-CONVEX 9407    'GT_PK(2,2)'      7015  32989  7089  19915  32990  7163
-CONVEX 9408    'GT_PK(2,2)'      6789  32991  6639  32992  25773  6715
-CONVEX 9409    'GT_PK(2,2)'      6863  32993  6789  32994  32992  6715
-CONVEX 9410    'GT_PK(2,2)'      6937  32995  6789  32996  32993  6863
-CONVEX 9411    'GT_PK(2,2)'      6937  32997  7013  32998  32999  6864
-CONVEX 9412    'GT_PK(2,2)'      6789  32995  6937  33000  32998  6864
-CONVEX 9413    'GT_PK(2,2)'      6936  33001  6861  33002  19911  7008
-CONVEX 9414    'GT_PK(2,2)'      7084  33003  6936  33004  33002  7008
-CONVEX 9415    'GT_PK(2,2)'      6272  33005  6125  33006  25385  6199
-CONVEX 9416    'GT_PK(2,2)'      6346  33007  6272  24964  33008  6421
-CONVEX 9417    'GT_PK(2,2)'      6272  33009  6198  33005  33010  6125
-CONVEX 9418    'GT_PK(2,2)'      6272  33007  6346  33009  24970  6198
-CONVEX 9419    'GT_PK(2,2)'      6421  33011  6494  24946  33012  6568
-CONVEX 9420    'GT_PK(2,2)'      6494  33013  6423  33014  33015  6570
-CONVEX 9421    'GT_PK(2,2)'      6127  33016  5979  33017  25391  6054
-CONVEX 9422    'GT_PK(2,2)'      6201  33018  6127  33019  33017  6054
-CONVEX 9423    'GT_PK(2,2)'      6127  33018  6201  33020  24955  6274
-CONVEX 9424    'GT_PK(2,2)'      6127  33020  6274  33021  33022  6199
-CONVEX 9425    'GT_PK(2,2)'      6052  33023  6127  25386  33021  6199
-CONVEX 9426    'GT_PK(2,2)'      6127  33023  6052  33016  33024  5979
-CONVEX 9427    'GT_PK(2,2)'      8012  33025  7865  20212  33026  7936
-CONVEX 9428    'GT_PK(2,2)'      7865  33025  8012  33027  20209  7944
-CONVEX 9429    'GT_PK(2,2)'      4472  33028  4402  33029  26646  4334
-CONVEX 9430    'GT_PK(2,2)'      4612  33030  4472  33031  33032  4543
-CONVEX 9431    'GT_PK(2,2)'      4681  33033  4612  33034  33035  4753
-CONVEX 9432    'GT_PK(2,2)'      4822  33036  4681  33037  33034  4753
-CONVEX 9433    'GT_PK(2,2)'      4683  33038  4612  33039  33031  4543
-CONVEX 9434    'GT_PK(2,2)'      4612  33038  4683  33035  33040  4753
-CONVEX 9435    'GT_PK(2,2)'      4474  33041  4614  33042  33043  4543
-CONVEX 9436    'GT_PK(2,2)'      4614  33044  4683  33043  33039  4543
-CONVEX 9437    'GT_PK(2,2)'      4683  33044  4614  33045  33046  4755
-CONVEX 9438    'GT_PK(2,2)'      4545  33047  4614  24987  33041  4474
-CONVEX 9439    'GT_PK(2,2)'      4755  33046  4614  33048  33049  4685
-CONVEX 9440    'GT_PK(2,2)'      4614  33047  4545  33049  33050  4685
-CONVEX 9441    'GT_PK(2,2)'      5469  33051  5398  25389  33052  5544
-CONVEX 9442    'GT_PK(2,2)'      5398  33053  5471  33052  33054  5544
-CONVEX 9443    'GT_PK(2,2)'      5398  33055  5326  33056  33057  5254
-CONVEX 9444    'GT_PK(2,2)'      5326  33055  5398  33058  33051  5469
-CONVEX 9445    'GT_PK(2,2)'      3653  33059  3521  33060  33061  3586
-CONVEX 9446    'GT_PK(2,2)'      3521  33062  3454  33061  25241  3586
-CONVEX 9447    'GT_PK(2,2)'      3454  33062  3521  17561  33063  3389
-CONVEX 9448    'GT_PK(2,2)'      3521  33064  3456  33063  25088  3389
-CONVEX 9449    'GT_PK(2,2)'      3653  33065  3787  33066  33067  3720
-CONVEX 9450    'GT_PK(2,2)'      4122  33068  4260  33069  33070  4192
-CONVEX 9451    'GT_PK(2,2)'      4260  33068  4122  33071  24977  4190
-CONVEX 9452    'GT_PK(2,2)'      4335  33072  4403  24982  33073  4473
-CONVEX 9453    'GT_PK(2,2)'      4893  33074  4821  33075  33076  4962
-CONVEX 9454    'GT_PK(2,2)'      4678  33077  4609  19936  33078  4538
-CONVEX 9455    'GT_PK(2,2)'      4262  33079  4331  33080  33081  4401
-CONVEX 9456    'GT_PK(2,2)'      4331  33079  4262  33082  33083  4192
-CONVEX 9457    'GT_PK(2,2)'      4331  33084  4260  33085  33086  4399
-CONVEX 9458    'GT_PK(2,2)'      4260  33084  4331  33070  33082  4192
-CONVEX 9459    'GT_PK(2,2)'      4404  33087  4474  33088  33042  4543
-CONVEX 9460    'GT_PK(2,2)'      4472  33089  4404  33032  33088  4543
-CONVEX 9461    'GT_PK(2,2)'      4404  33089  4472  33090  33029  4334
-CONVEX 9462    'GT_PK(2,2)'      3726  33091  3861  33092  24995  3794
-CONVEX 9463    'GT_PK(2,2)'      3726  33093  3793  33091  33094  3861
-CONVEX 9464    'GT_PK(2,2)'      3793  33093  3726  24990  33095  3659
-CONVEX 9465    'GT_PK(2,2)'      3927  33096  3996  33097  24997  3861
-CONVEX 9466    'GT_PK(2,2)'      3793  33098  3927  33094  33097  3861
-CONVEX 9467    'GT_PK(2,2)'      3994  33099  3927  19967  33100  3859
-CONVEX 9468    'GT_PK(2,2)'      3927  33098  3793  33100  24989  3859
-CONVEX 9469    'GT_PK(2,2)'      4266  33101  4196  33102  33103  4335
-CONVEX 9470    'GT_PK(2,2)'      4266  33102  4335  33104  24983  4405
-CONVEX 9471    'GT_PK(2,2)'      4337  33105  4266  25019  33104  4405
-CONVEX 9472    'GT_PK(2,2)'      4266  33105  4337  33106  33107  4198
-CONVEX 9473    'GT_PK(2,2)'      4128  33108  3992  33109  33110  4059
-CONVEX 9474    'GT_PK(2,2)'      4196  33111  4128  33112  33109  4059
-CONVEX 9475    'GT_PK(2,2)'      3992  33108  4128  24974  33113  4061
-CONVEX 9476    'GT_PK(2,2)'      4266  33114  4128  33101  33111  4196
-CONVEX 9477    'GT_PK(2,2)'      4128  33115  4198  33113  33116  4061
-CONVEX 9478    'GT_PK(2,2)'      4128  33114  4266  33115  33106  4198
-CONVEX 9479    'GT_PK(2,2)'      5255  33117  5111  33118  33119  5183
-CONVEX 9480    'GT_PK(2,2)'      5184  33120  5111  33121  33117  5255
-CONVEX 9481    'GT_PK(2,2)'      4828  33122  4757  33123  33124  4687
-CONVEX 9482    'GT_PK(2,2)'      4828  33125  4758  33126  24999  4899
-CONVEX 9483    'GT_PK(2,2)'      4758  33125  4828  25001  33123  4687
-CONVEX 9484    'GT_PK(2,2)'      4545  33127  4616  33050  33128  4685
-CONVEX 9485    'GT_PK(2,2)'      4616  33129  4757  33128  33130  4685
-CONVEX 9486    'GT_PK(2,2)'      4757  33129  4616  33124  33131  4687
-CONVEX 9487    'GT_PK(2,2)'      4616  33132  4547  33131  25007  4687
-CONVEX 9488    'GT_PK(2,2)'      4337  33133  4268  33107  33134  4198
-CONVEX 9489    'GT_PK(2,2)'      4268  33133  4337  33135  25016  4407
-CONVEX 9490    'GT_PK(2,2)'      4477  33136  4339  25015  33137  4407
-CONVEX 9491    'GT_PK(2,2)'      4339  33138  4268  33137  33135  4407
-CONVEX 9492    'GT_PK(2,2)'      4339  33136  4477  33139  25010  4408
-CONVEX 9493    'GT_PK(2,2)'      4269  33140  4339  33141  33139  4408
-CONVEX 9494    'GT_PK(2,2)'      4473  33142  4544  24984  33143  4405
-CONVEX 9495    'GT_PK(2,2)'      4544  33144  4475  33143  25018  4405
-CONVEX 9496    'GT_PK(2,2)'      4544  33145  4615  33144  25021  4475
-CONVEX 9497    'GT_PK(2,2)'      4615  33146  4684  25028  33147  4756
-CONVEX 9498    'GT_PK(2,2)'      4684  33148  4825  33147  25033  4756
-CONVEX 9499    'GT_PK(2,2)'      4544  33149  4684  33145  33146  4615
-CONVEX 9500    'GT_PK(2,2)'      4825  33148  4684  33150  33151  4754
-CONVEX 9501    'GT_PK(2,2)'      4895  33152  4825  33153  33150  4754
-CONVEX 9502    'GT_PK(2,2)'      5037  33154  4895  33155  33156  4964
-CONVEX 9503    'GT_PK(2,2)'      4895  33154  5037  33157  25030  4966
-CONVEX 9504    'GT_PK(2,2)'      4825  33152  4895  25035  33157  4966
-CONVEX 9505    'GT_PK(2,2)'      4895  33158  4823  33156  25040  4964
-CONVEX 9506    'GT_PK(2,2)'      4823  33158  4895  25036  33153  4754
-CONVEX 9507    'GT_PK(2,2)'      3523  33159  3590  25054  33160  3458
-CONVEX 9508    'GT_PK(2,2)'      3590  33159  3523  33161  33162  3655
-CONVEX 9509    'GT_PK(2,2)'      3789  33163  3722  25048  33164  3655
-CONVEX 9510    'GT_PK(2,2)'      3722  33165  3590  33164  33161  3655
-CONVEX 9511    'GT_PK(2,2)'      3590  33165  3722  33166  33167  3657
-CONVEX 9512    'GT_PK(2,2)'      3657  33167  3722  25047  33168  3791
-CONVEX 9513    'GT_PK(2,2)'      3791  33168  3722  19930  33169  3857
-CONVEX 9514    'GT_PK(2,2)'      3722  33163  3789  33169  33170  3857
-CONVEX 9515    'GT_PK(2,2)'      3523  33171  3588  33162  33172  3655
-CONVEX 9516    'GT_PK(2,2)'      3655  33172  3588  25050  33173  3720
-CONVEX 9517    'GT_PK(2,2)'      3588  33174  3653  33173  33066  3720
-CONVEX 9518    'GT_PK(2,2)'      3588  33175  3521  33174  33059  3653
-CONVEX 9519    'GT_PK(2,2)'      3588  33171  3523  33176  25051  3456
-CONVEX 9520    'GT_PK(2,2)'      3521  33175  3588  33064  33176  3456
-CONVEX 9521    'GT_PK(2,2)'      2450  33177  2391  33178  25063  2333
-CONVEX 9522    'GT_PK(2,2)'      2046  33179  2103  25056  33180  2160
-CONVEX 9523    'GT_PK(2,2)'      2103  33181  2045  33182  33183  2159
-CONVEX 9524    'GT_PK(2,2)'      2103  33179  2046  33184  33185  1991
-CONVEX 9525    'GT_PK(2,2)'      2045  33181  2103  27038  33184  1991
-CONVEX 9526    'GT_PK(2,2)'      2215  33186  2274  33187  25060  2160
-CONVEX 9527    'GT_PK(2,2)'      2103  33188  2215  33180  33187  2160
-CONVEX 9528    'GT_PK(2,2)'      2215  33188  2103  33189  33182  2159
-CONVEX 9529    'GT_PK(2,2)'      2274  33186  2215  25064  33190  2333
-CONVEX 9530    'GT_PK(2,2)'      3590  33191  3525  33160  33192  3458
-CONVEX 9531    'GT_PK(2,2)'      3525  33193  3657  33194  25046  3592
-CONVEX 9532    'GT_PK(2,2)'      3525  33191  3590  33193  33166  3657
-CONVEX 9533    'GT_PK(2,2)'      3011  33195  3141  33196  33197  3077
-CONVEX 9534    'GT_PK(2,2)'      2389  33198  2332  33199  33200  2272
-CONVEX 9535    'GT_PK(2,2)'      2329  33201  2387  33202  33203  2270
-CONVEX 9536    'GT_PK(2,2)'      2211  33204  2270  33205  33206  2156
-CONVEX 9537    'GT_PK(2,2)'      2099  33207  2211  33208  33205  2156
-CONVEX 9538    'GT_PK(2,2)'      2211  33207  2099  33209  33210  2155
-CONVEX 9539    'GT_PK(2,2)'      2211  33211  2329  33204  33202  2270
-CONVEX 9540    'GT_PK(2,2)'      2158  33212  2213  33213  33214  2272
-CONVEX 9541    'GT_PK(2,2)'      3064  33215  3000  33216  33217  2937
-CONVEX 9542    'GT_PK(2,2)'      3129  33218  3000  25070  33215  3064
-CONVEX 9543    'GT_PK(2,2)'      3319  33219  3385  25082  33220  3256
-CONVEX 9544    'GT_PK(2,2)'      3066  33221  3129  33222  25074  3193
-CONVEX 9545    'GT_PK(2,2)'      3131  33223  3066  25095  33222  3193
-CONVEX 9546    'GT_PK(2,2)'      3066  33223  3131  33224  33225  3002
-CONVEX 9547    'GT_PK(2,2)'      3066  33226  3000  33221  33218  3129
-CONVEX 9548    'GT_PK(2,2)'      3131  33227  3068  33225  33228  3002
-CONVEX 9549    'GT_PK(2,2)'      3068  33229  2940  33228  25099  3002
-CONVEX 9550    'GT_PK(2,2)'      3068  33230  3195  33231  25043  3133
-CONVEX 9551    'GT_PK(2,2)'      3068  33227  3131  33230  25096  3195
-CONVEX 9552    'GT_PK(2,2)'      2444  33232  2505  33233  33234  2385
-CONVEX 9553    'GT_PK(2,2)'      2565  33235  2505  25120  33236  2626
-CONVEX 9554    'GT_PK(2,2)'      3976  33237  3907  25121  33238  4043
-CONVEX 9555    'GT_PK(2,2)'      3907  33239  3974  33238  25144  4043
-CONVEX 9556    'GT_PK(2,2)'      4045  33240  4182  33241  33242  4114
-CONVEX 9557    'GT_PK(2,2)'      4250  33243  4182  33244  33245  4112
-CONVEX 9558    'GT_PK(2,2)'      4182  33240  4045  33245  25125  4112
-CONVEX 9559    'GT_PK(2,2)'      3978  33246  4045  33247  33241  4114
-CONVEX 9560    'GT_PK(2,2)'      3978  33248  3911  33249  20023  3842
-CONVEX 9561    'GT_PK(2,2)'      3909  33250  3978  25222  33249  3842
-CONVEX 9562    'GT_PK(2,2)'      4045  33246  3978  25127  33250  3909
-CONVEX 9563    'GT_PK(2,2)'      5230  33251  5374  33252  33253  5303
-CONVEX 9564    'GT_PK(2,2)'      5447  33254  5374  33255  33256  5520
-CONVEX 9565    'GT_PK(2,2)'      5374  33254  5447  33253  33257  5303
-CONVEX 9566    'GT_PK(2,2)'      5449  33258  5522  33259  25556  5594
-CONVEX 9567    'GT_PK(2,2)'      5524  33260  5449  33261  33259  5594
-CONVEX 9568    'GT_PK(2,2)'      5378  33262  5449  33263  33260  5524
-CONVEX 9569    'GT_PK(2,2)'      5016  33264  5088  25131  33265  4945
-CONVEX 9570    'GT_PK(2,2)'      4945  33265  5088  33266  33267  5018
-CONVEX 9571    'GT_PK(2,2)'      5088  33268  5160  33267  33269  5018
-CONVEX 9572    'GT_PK(2,2)'      4325  33270  4393  20189  33271  4463
-CONVEX 9573    'GT_PK(2,2)'      4393  33272  4532  33271  25146  4463
-CONVEX 9574    'GT_PK(2,2)'      4393  33270  4325  33273  20183  4254
-CONVEX 9575    'GT_PK(2,2)'      4315  33274  4453  25149  33275  4385
-CONVEX 9576    'GT_PK(2,2)'      4453  33276  4522  33277  33278  4594
-CONVEX 9577    'GT_PK(2,2)'      4522  33276  4453  20202  33279  4383
-CONVEX 9578    'GT_PK(2,2)'      4453  33274  4315  33279  25153  4383
-CONVEX 9579    'GT_PK(2,2)'      4524  33280  4455  33281  33282  4385
-CONVEX 9580    'GT_PK(2,2)'      4524  33283  4453  33284  33277  4594
-CONVEX 9581    'GT_PK(2,2)'      4453  33283  4524  33275  33281  4385
-CONVEX 9582    'GT_PK(2,2)'      4455  33285  4317  33282  33286  4385
-CONVEX 9583    'GT_PK(2,2)'      4317  33287  4179  33288  25139  4246
-CONVEX 9584    'GT_PK(2,2)'      4385  33286  4317  25151  33288  4246
-CONVEX 9585    'GT_PK(2,2)'      4313  33289  4381  33290  25157  4451
-CONVEX 9586    'GT_PK(2,2)'      4313  33291  4383  33292  25154  4244
-CONVEX 9587    'GT_PK(2,2)'      4313  33290  4451  33291  20201  4383
-CONVEX 9588    'GT_PK(2,2)'      4381  33289  4313  25163  33293  4242
-CONVEX 9589    'GT_PK(2,2)'      3763  33294  3829  33295  25186  3897
-CONVEX 9590    'GT_PK(2,2)'      3966  33296  4034  25164  33297  4103
-CONVEX 9591    'GT_PK(2,2)'      4034  33298  4171  33297  25175  4103
-CONVEX 9592    'GT_PK(2,2)'      4034  33296  3966  33299  33300  3897
-CONVEX 9593    'GT_PK(2,2)'      3964  33301  4034  25187  33299  3897
-CONVEX 9594    'GT_PK(2,2)'      4238  33302  4169  33303  25303  4308
-CONVEX 9595    'GT_PK(2,2)'      4378  33304  4238  33305  33303  4308
-CONVEX 9596    'GT_PK(2,2)'      4171  33306  4238  25174  33307  4309
-CONVEX 9597    'GT_PK(2,2)'      4238  33304  4378  33307  33308  4309
-CONVEX 9598    'GT_PK(2,2)'      3759  33309  3894  33310  25184  3827
-CONVEX 9599    'GT_PK(2,2)'      4032  33311  3964  33312  25188  3895
-CONVEX 9600    'GT_PK(2,2)'      4032  33313  3963  33314  25179  4099
-CONVEX 9601    'GT_PK(2,2)'      3963  33313  4032  25180  33312  3895
-CONVEX 9602    'GT_PK(2,2)'      4169  33315  4032  25308  33314  4099
-CONVEX 9603    'GT_PK(2,2)'      3892  33316  3758  25194  33317  3824
-CONVEX 9604    'GT_PK(2,2)'      3426  33318  3359  33319  33320  3489
-CONVEX 9605    'GT_PK(2,2)'      3294  33321  3359  33322  33323  3229
-CONVEX 9606    'GT_PK(2,2)'      3895  33324  3761  25182  33325  3827
-CONVEX 9607    'GT_PK(2,2)'      3829  33326  3761  25189  33324  3895
-CONVEX 9608    'GT_PK(2,2)'      3573  33327  3442  25202  33328  3506
-CONVEX 9609    'GT_PK(2,2)'      3442  33329  3374  33328  33330  3506
-CONVEX 9610    'GT_PK(2,2)'      3374  33329  3442  33331  33332  3311
-CONVEX 9611    'GT_PK(2,2)'      3442  33327  3573  33333  25199  3508
-CONVEX 9612    'GT_PK(2,2)'      4175  33334  4313  33335  33292  4244
-CONVEX 9613    'GT_PK(2,2)'      4313  33334  4175  33293  33336  4242
-CONVEX 9614    'GT_PK(2,2)'      3974  33337  3905  25142  33338  4041
-CONVEX 9615    'GT_PK(2,2)'      3248  33339  3181  33340  33341  3311
-CONVEX 9616    'GT_PK(2,2)'      3571  33342  3639  33343  25201  3506
-CONVEX 9617    'GT_PK(2,2)'      3185  33344  3121  20053  33345  3250
-CONVEX 9618    'GT_PK(2,2)'      3058  33346  3121  25203  33344  3185
-CONVEX 9619    'GT_PK(2,2)'      3250  33345  3121  20033  33347  3183
-CONVEX 9620    'GT_PK(2,2)'      2911  33348  2849  33349  33350  2786
-CONVEX 9621    'GT_PK(2,2)'      2911  33351  2972  33352  22056  3036
-CONVEX 9622    'GT_PK(2,2)'      2847  33353  2911  18263  33349  2786
-CONVEX 9623    'GT_PK(2,2)'      2972  33351  2911  22053  33353  2847
-CONVEX 9624    'GT_PK(2,2)'      2849  33354  2974  33355  33356  2912
-CONVEX 9625    'GT_PK(2,2)'      3101  33357  2974  25212  33358  3036
-CONVEX 9626    'GT_PK(2,2)'      2974  33359  2911  33358  33352  3036
-CONVEX 9627    'GT_PK(2,2)'      2911  33359  2974  33348  33354  2849
-CONVEX 9628    'GT_PK(2,2)'      2849  33360  2726  33350  33361  2786
-CONVEX 9629    'GT_PK(2,2)'      2664  33362  2726  18313  33363  2604
-CONVEX 9630    'GT_PK(2,2)'      2726  33362  2664  33361  18312  2786
-CONVEX 9631    'GT_PK(2,2)'      2787  33364  2849  33365  33355  2912
-CONVEX 9632    'GT_PK(2,2)'      2850  33366  2787  33367  33365  2912
-CONVEX 9633    'GT_PK(2,2)'      2787  33366  2850  33368  33369  2727
-CONVEX 9634    'GT_PK(2,2)'      2787  33370  2726  33364  33360  2849
-CONVEX 9635    'GT_PK(2,2)'      3294  33371  3228  33372  33373  3357
-CONVEX 9636    'GT_PK(2,2)'      3357  33373  3228  25208  33374  3292
-CONVEX 9637    'GT_PK(2,2)'      3292  33374  3228  18262  33375  3163
-CONVEX 9638    'GT_PK(2,2)'      3228  33376  3101  33375  25213  3163
-CONVEX 9639    'GT_PK(2,2)'      4047  33377  3980  33378  25216  3911
-CONVEX 9640    'GT_PK(2,2)'      4047  33379  3978  33380  33247  4114
-CONVEX 9641    'GT_PK(2,2)'      3978  33379  4047  33248  33378  3911
-CONVEX 9642    'GT_PK(2,2)'      4184  33381  4047  33382  33380  4114
-CONVEX 9643    'GT_PK(2,2)'      4047  33381  4184  33383  20017  4116
-CONVEX 9644    'GT_PK(2,2)'      3980  33377  4047  25215  33383  4116
-CONVEX 9645    'GT_PK(2,2)'      3714  33384  3649  33385  33386  3582
-CONVEX 9646    'GT_PK(2,2)'      3647  33387  3714  20040  33385  3582
-CONVEX 9647    'GT_PK(2,2)'      3714  33387  3647  33388  20043  3780
-CONVEX 9648    'GT_PK(2,2)'      3714  33388  3780  33389  20039  3849
-CONVEX 9649    'GT_PK(2,2)'      3782  33390  3714  19947  33389  3849
-CONVEX 9650    'GT_PK(2,2)'      3649  33384  3714  25233  33390  3782
-CONVEX 9651    'GT_PK(2,2)'      3518  33391  3452  25239  33392  3584
-CONVEX 9652    'GT_PK(2,2)'      3913  33393  3847  33394  25246  3778
-CONVEX 9653    'GT_PK(2,2)'      3913  33394  3778  33395  25251  3845
-CONVEX 9654    'GT_PK(2,2)'      3980  33396  3913  25217  33395  3845
-CONVEX 9655    'GT_PK(2,2)'      3913  33396  3980  33397  25214  4049
-CONVEX 9656    'GT_PK(2,2)'      3913  33397  4049  33398  20012  3982
-CONVEX 9657    'GT_PK(2,2)'      3847  33393  3913  25243  33398  3982
-CONVEX 9658    'GT_PK(2,2)'      3645  33399  3710  33400  25250  3778
-CONVEX 9659    'GT_PK(2,2)'      3645  33400  3778  33401  25247  3712
-CONVEX 9660    'GT_PK(2,2)'      3580  33402  3645  20048  33401  3712
-CONVEX 9661    'GT_PK(2,2)'      3710  33399  3645  25254  33403  3578
-CONVEX 9662    'GT_PK(2,2)'      3512  33404  3448  33405  25263  3381
-CONVEX 9663    'GT_PK(2,2)'      3512  33406  3446  33407  25260  3578
-CONVEX 9664    'GT_PK(2,2)'      3446  33406  3512  20051  33405  3381
-CONVEX 9665    'GT_PK(2,2)'      3645  33408  3512  33403  33407  3578
-CONVEX 9666    'GT_PK(2,2)'      3448  33404  3512  25265  33409  3580
-CONVEX 9667    'GT_PK(2,2)'      3512  33408  3645  33409  33402  3580
-CONVEX 9668    'GT_PK(2,2)'      3448  33410  3383  25262  33411  3317
-CONVEX 9669    'GT_PK(2,2)'      3317  33411  3383  25274  33412  3254
-CONVEX 9670    'GT_PK(2,2)'      3383  33413  3319  33412  25081  3254
-CONVEX 9671    'GT_PK(2,2)'      3383  33410  3448  33414  25266  3514
-CONVEX 9672    'GT_PK(2,2)'      3185  33415  3252  25205  33416  3123
-CONVEX 9673    'GT_PK(2,2)'      3252  33417  3187  33416  25268  3123
-CONVEX 9674    'GT_PK(2,2)'      3252  33415  3185  33418  20054  3315
-CONVEX 9675    'GT_PK(2,2)'      3381  33419  3252  20052  33418  3315
-CONVEX 9676    'GT_PK(2,2)'      3317  33420  3252  25264  33419  3381
-CONVEX 9677    'GT_PK(2,2)'      3187  33417  3252  25273  33420  3317
-CONVEX 9678    'GT_PK(2,2)'      1816  33421  1871  33422  33423  1926
-CONVEX 9679    'GT_PK(2,2)'      1871  33424  1981  33423  33425  1926
-CONVEX 9680    'GT_PK(2,2)'      1873  33426  1816  33427  33422  1926
-CONVEX 9681    'GT_PK(2,2)'      1764  33428  1712  33429  33430  1818
-CONVEX 9682    'GT_PK(2,2)'      1871  33431  1764  33432  33429  1818
-CONVEX 9683    'GT_PK(2,2)'      1764  33431  1871  33433  33421  1816
-CONVEX 9684    'GT_PK(2,2)'      1764  33433  1816  33434  33435  1709
-CONVEX 9685    'GT_PK(2,2)'      1925  33436  1871  33437  33432  1818
-CONVEX 9686    'GT_PK(2,2)'      1871  33436  1925  33424  33438  1981
-CONVEX 9687    'GT_PK(2,2)'      1874  33439  1928  33440  25276  1817
-CONVEX 9688    'GT_PK(2,2)'      1707  33441  1655  33442  33443  1602
-CONVEX 9689    'GT_PK(2,2)'      2037  33444  1983  33445  33446  1927
-CONVEX 9690    'GT_PK(2,2)'      1983  33447  1874  33446  33448  1927
-CONVEX 9691    'GT_PK(2,2)'      1874  33447  1983  33439  33449  1928
-CONVEX 9692    'GT_PK(2,2)'      1983  33444  2037  33450  25279  2095
-CONVEX 9693    'GT_PK(2,2)'      1982  33451  2037  33452  33445  1927
-CONVEX 9694    'GT_PK(2,2)'      1982  33453  1873  33454  33427  1926
-CONVEX 9695    'GT_PK(2,2)'      1873  33453  1982  33455  33452  1927
-CONVEX 9696    'GT_PK(2,2)'      2037  33451  1982  25282  33456  2094
-CONVEX 9697    'GT_PK(2,2)'      3062  33457  3189  33458  25079  3127
-CONVEX 9698    'GT_PK(2,2)'      3189  33457  3062  25075  33459  3125
-CONVEX 9699    'GT_PK(2,2)'      2871  33460  2935  33461  33462  2808
-CONVEX 9700    'GT_PK(2,2)'      1504  33463  1453  33464  33465  1405
-CONVEX 9701    'GT_PK(2,2)'      4582  33466  4723  16442  33467  4654
-CONVEX 9702    'GT_PK(2,2)'      4723  33468  4795  33467  17576  4654
-CONVEX 9703    'GT_PK(2,2)'      4652  33469  4512  33470  25301  4580
-CONVEX 9704    'GT_PK(2,2)'      4512  33469  4652  25292  33471  4582
-CONVEX 9705    'GT_PK(2,2)'      4652  33472  4723  33471  33466  4582
-CONVEX 9706    'GT_PK(2,2)'      4723  33472  4652  33473  33474  4793
-CONVEX 9707    'GT_PK(2,2)'      8099  33475  8030  33476  25381  8182
-CONVEX 9708    'GT_PK(2,2)'      8275  33477  8099  33478  33476  8182
-CONVEX 9709    'GT_PK(2,2)'      8720  33479  8868  25317  33480  8797
-CONVEX 9710    'GT_PK(2,2)'      8797  33480  8868  20087  33481  8948
-CONVEX 9711    'GT_PK(2,2)'      8868  33482  9019  33481  20090  8948
-CONVEX 9712    'GT_PK(2,2)'      9019  33482  8868  25777  33483  8940
-CONVEX 9713    'GT_PK(2,2)'      8868  33484  8791  33483  25327  8940
-CONVEX 9714    'GT_PK(2,2)'      8868  33479  8720  33484  25321  8791
-CONVEX 9715    'GT_PK(2,2)'      8641  33485  8713  25322  33486  8791
-CONVEX 9716    'GT_PK(2,2)'      8713  33487  8862  33486  25326  8791
-CONVEX 9717    'GT_PK(2,2)'      8713  33485  8641  33488  33489  8561
-CONVEX 9718    'GT_PK(2,2)'      8862  33487  8713  25323  33490  8786
-CONVEX 9719    'GT_PK(2,2)'      8635  33491  8713  18981  33488  8561
-CONVEX 9720    'GT_PK(2,2)'      8786  33490  8713  19016  33491  8635
-CONVEX 9721    'GT_PK(2,2)'      8862  33492  9012  25328  33493  8940
-CONVEX 9722    'GT_PK(2,2)'      9012  33494  9092  33493  25776  8940
-CONVEX 9723    'GT_PK(2,2)'      9092  33494  9012  33495  33496  9163
-CONVEX 9724    'GT_PK(2,2)'      9012  33492  8862  33497  25324  8935
-CONVEX 9725    'GT_PK(2,2)'      9101  33498  9174  33499  25329  9246
-CONVEX 9726    'GT_PK(2,2)'      9101  33500  9028  33501  20359  8958
-CONVEX 9727    'GT_PK(2,2)'      9172  33502  9101  33503  33499  9246
-CONVEX 9728    'GT_PK(2,2)'      9101  33502  9172  33500  25337  9028
-CONVEX 9729    'GT_PK(2,2)'      9172  33504  9316  25335  33505  9242
-CONVEX 9730    'GT_PK(2,2)'      9384  33506  9316  20338  33507  9460
-CONVEX 9731    'GT_PK(2,2)'      9316  33506  9384  33505  20333  9242
-CONVEX 9732    'GT_PK(2,2)'      9316  33508  9390  33507  25804  9460
-CONVEX 9733    'GT_PK(2,2)'      9316  33509  9246  33508  20098  9390
-CONVEX 9734    'GT_PK(2,2)'      9316  33504  9172  33509  33503  9246
-CONVEX 9735    'GT_PK(2,2)'      7634  33510  7562  25343  33511  7704
-CONVEX 9736    'GT_PK(2,2)'      7495  33512  7562  33513  33514  7427
-CONVEX 9737    'GT_PK(2,2)'      7499  33515  7359  33516  20110  7427
-CONVEX 9738    'GT_PK(2,2)'      7562  33517  7499  33514  33516  7427
-CONVEX 9739    'GT_PK(2,2)'      7499  33517  7562  33518  33510  7634
-CONVEX 9740    'GT_PK(2,2)'      7359  33515  7499  24885  33519  7434
-CONVEX 9741    'GT_PK(2,2)'      7499  33520  7573  33519  20101  7434
-CONVEX 9742    'GT_PK(2,2)'      7499  33518  7634  33520  25344  7573
-CONVEX 9743    'GT_PK(2,2)'      7724  33521  7791  33522  33523  7639
-CONVEX 9744    'GT_PK(2,2)'      7860  33524  7791  25348  33525  7940
-CONVEX 9745    'GT_PK(2,2)'      8090  33526  8011  33527  25347  7940
-CONVEX 9746    'GT_PK(2,2)'      8090  33528  8193  33526  33529  8011
-CONVEX 9747    'GT_PK(2,2)'      8193  33530  8360  33531  33532  8288
-CONVEX 9748    'GT_PK(2,2)'      7136  33533  7065  33534  25441  7209
-CONVEX 9749    'GT_PK(2,2)'      7065  33533  7136  25445  33535  6992
-CONVEX 9750    'GT_PK(2,2)'      6992  33535  7136  17580  33536  7067
-CONVEX 9751    'GT_PK(2,2)'      7136  33537  7211  33536  25436  7067
-CONVEX 9752    'GT_PK(2,2)'      7285  33538  7354  20111  33539  7427
-CONVEX 9753    'GT_PK(2,2)'      7211  33540  7354  25437  33538  7285
-CONVEX 9754    'GT_PK(2,2)'      7354  33541  7495  33539  33513  7427
-CONVEX 9755    'GT_PK(2,2)'      8817  33542  8882  33543  33544  8958
-CONVEX 9756    'GT_PK(2,2)'      8670  33545  8817  25363  33546  8746
-CONVEX 9757    'GT_PK(2,2)'      8742  33547  8817  25356  33545  8670
-CONVEX 9758    'GT_PK(2,2)'      8817  33547  8742  33542  25359  8882
-CONVEX 9759    'GT_PK(2,2)'      8817  33548  8888  33546  33549  8746
-CONVEX 9760    'GT_PK(2,2)'      8888  33548  8817  20360  33543  8958
-CONVEX 9761    'GT_PK(2,2)'      8882  33550  9027  33544  33551  8958
-CONVEX 9762    'GT_PK(2,2)'      9027  33552  9101  33551  33501  8958
-CONVEX 9763    'GT_PK(2,2)'      9101  33552  9027  33498  33553  9174
-CONVEX 9764    'GT_PK(2,2)'      9174  33553  9027  25334  33554  9100
-CONVEX 9765    'GT_PK(2,2)'      9027  33555  8954  33554  25845  9100
-CONVEX 9766    'GT_PK(2,2)'      9027  33550  8882  33555  25354  8954
-CONVEX 9767    'GT_PK(2,2)'      8425  33556  8576  25369  33557  8507
-CONVEX 9768    'GT_PK(2,2)'      8576  33558  8647  33559  25312  8727
-CONVEX 9769    'GT_PK(2,2)'      8647  33558  8576  25313  33560  8496
-CONVEX 9770    'GT_PK(2,2)'      8576  33556  8425  33560  33561  8496
-CONVEX 9771    'GT_PK(2,2)'      8656  33562  8576  25366  33559  8727
-CONVEX 9772    'GT_PK(2,2)'      8576  33562  8656  33557  25364  8507
-CONVEX 9773    'GT_PK(2,2)'      8344  33563  8416  33564  25373  8496
-CONVEX 9774    'GT_PK(2,2)'      8425  33565  8344  33561  33564  8496
-CONVEX 9775    'GT_PK(2,2)'      8344  33565  8425  33566  25371  8275
-CONVEX 9776    'GT_PK(2,2)'      8344  33566  8275  33567  33478  8182
-CONVEX 9777    'GT_PK(2,2)'      8265  33568  8344  25377  33567  8182
-CONVEX 9778    'GT_PK(2,2)'      8416  33563  8344  33569  33568  8265
-CONVEX 9779    'GT_PK(2,2)'      8409  33570  8483  33571  18980  8561
-CONVEX 9780    'GT_PK(2,2)'      8331  33572  8254  33573  19012  8405
-CONVEX 9781    'GT_PK(2,2)'      8483  33574  8331  23241  33573  8405
-CONVEX 9782    'GT_PK(2,2)'      8409  33575  8331  33570  33574  8483
-CONVEX 9783    'GT_PK(2,2)'      8331  33575  8409  33576  33577  8258
-CONVEX 9784    'GT_PK(2,2)'      7967  33578  7818  33579  25410  7895
-CONVEX 9785    'GT_PK(2,2)'      7882  33580  7813  25383  33581  7961
-CONVEX 9786    'GT_PK(2,2)'      7655  33582  7505  33583  25414  7585
-CONVEX 9787    'GT_PK(2,2)'      7791  33584  7869  33525  33585  7940
-CONVEX 9788    'GT_PK(2,2)'      7869  33584  7791  33586  33521  7724
-CONVEX 9789    'GT_PK(2,2)'      5758  33587  5687  33588  33589  5613
-CONVEX 9790    'GT_PK(2,2)'      5833  33590  5758  33591  33592  5904
-CONVEX 9791    'GT_PK(2,2)'      5758  33590  5833  33587  33593  5687
-CONVEX 9792    'GT_PK(2,2)'      6197  33594  6345  33595  33596  6273
-CONVEX 9793    'GT_PK(2,2)'      6197  33597  6270  33594  33598  6345
-CONVEX 9794    'GT_PK(2,2)'      6197  33599  6050  33600  33601  6123
-CONVEX 9795    'GT_PK(2,2)'      6270  33597  6197  33602  33600  6123
-CONVEX 9796    'GT_PK(2,2)'      6050  33603  5975  33601  33604  6123
-CONVEX 9797    'GT_PK(2,2)'      5975  33605  6048  33604  33606  6123
-CONVEX 9798    'GT_PK(2,2)'      6048  33605  5975  20152  33607  5899
-CONVEX 9799    'GT_PK(2,2)'      5975  33608  5828  33607  25476  5899
-CONVEX 9800    'GT_PK(2,2)'      6126  33609  6197  33610  33595  6273
-CONVEX 9801    'GT_PK(2,2)'      6197  33609  6126  33599  33611  6050
-CONVEX 9802    'GT_PK(2,2)'      5611  33612  5539  33613  33614  5682
-CONVEX 9803    'GT_PK(2,2)'      5466  33615  5539  33616  33612  5611
-CONVEX 9804    'GT_PK(2,2)'      5539  33615  5466  33617  33618  5393
-CONVEX 9805    'GT_PK(2,2)'      5539  33619  5608  33614  25470  5682
-CONVEX 9806    'GT_PK(2,2)'      5608  33619  5539  33620  33621  5464
-CONVEX 9807    'GT_PK(2,2)'      5539  33617  5393  33621  25542  5464
-CONVEX 9808    'GT_PK(2,2)'      5832  33622  5905  33623  25390  5979
-CONVEX 9809    'GT_PK(2,2)'      5688  33624  5614  33625  25388  5544
-CONVEX 9810    'GT_PK(2,2)'      6793  33626  6719  33627  25393  6644
-CONVEX 9811    'GT_PK(2,2)'      6720  33628  6793  33629  33627  6644
-CONVEX 9812    'GT_PK(2,2)'      6867  33630  7012  33631  33632  6938
-CONVEX 9813    'GT_PK(2,2)'      6793  33633  6867  33626  33634  6719
-CONVEX 9814    'GT_PK(2,2)'      7012  33630  6867  24941  33635  6941
-CONVEX 9815    'GT_PK(2,2)'      6867  33633  6793  33635  33636  6941
-CONVEX 9816    'GT_PK(2,2)'      6202  33637  6130  20122  33638  6055
-CONVEX 9817    'GT_PK(2,2)'      6130  33639  5982  33638  33640  6055
-CONVEX 9818    'GT_PK(2,2)'      6056  33641  6130  33642  33643  6203
-CONVEX 9819    'GT_PK(2,2)'      6130  33641  6056  33639  33644  5982
-CONVEX 9820    'GT_PK(2,2)'      6129  33645  6201  33646  33019  6054
-CONVEX 9821    'GT_PK(2,2)'      5981  33647  6129  25397  33646  6054
-CONVEX 9822    'GT_PK(2,2)'      6201  33645  6129  24954  33648  6276
-CONVEX 9823    'GT_PK(2,2)'      6056  33649  6129  33650  33647  5981
-CONVEX 9824    'GT_PK(2,2)'      6129  33651  6203  33648  25403  6276
-CONVEX 9825    'GT_PK(2,2)'      6129  33649  6056  33651  33642  6203
-CONVEX 9826    'GT_PK(2,2)'      6424  33652  6496  25405  33653  6349
-CONVEX 9827    'GT_PK(2,2)'      6496  33654  6644  33655  25394  6570
-CONVEX 9828    'GT_PK(2,2)'      6423  33656  6496  33015  33655  6570
-CONVEX 9829    'GT_PK(2,2)'      6496  33656  6423  33653  24950  6349
-CONVEX 9830    'GT_PK(2,2)'      7745  33657  7670  30409  33658  7596
-CONVEX 9831    'GT_PK(2,2)'      7818  33659  7670  25409  33657  7745
-CONVEX 9832    'GT_PK(2,2)'      7670  33659  7818  33660  33661  7739
-CONVEX 9833    'GT_PK(2,2)'      7591  33662  7670  33663  33660  7739
-CONVEX 9834    'GT_PK(2,2)'      7567  33664  7500  33665  33666  7639
-CONVEX 9835    'GT_PK(2,2)'      6706  33667  6634  33668  20140  6560
-CONVEX 9836    'GT_PK(2,2)'      6847  33669  6706  25499  33670  6775
-CONVEX 9837    'GT_PK(2,2)'      6991  33671  7137  33672  25440  7065
-CONVEX 9838    'GT_PK(2,2)'      6920  33673  6991  25444  33672  7065
-CONVEX 9839    'GT_PK(2,2)'      6991  33673  6920  33674  33675  6847
-CONVEX 9840    'GT_PK(2,2)'      6919  33676  6991  25498  33674  6847
-CONVEX 9841    'GT_PK(2,2)'      7137  33671  6991  33677  33678  7066
-CONVEX 9842    'GT_PK(2,2)'      6991  33676  6919  33678  33679  7066
-CONVEX 9843    'GT_PK(2,2)'      6778  33680  6852  33681  20136  6709
-CONVEX 9844    'GT_PK(2,2)'      6778  33682  6920  33680  25442  6852
-CONVEX 9845    'GT_PK(2,2)'      6634  33683  6778  33684  33681  6709
-CONVEX 9846    'GT_PK(2,2)'      6706  33685  6778  33667  33683  6634
-CONVEX 9847    'GT_PK(2,2)'      6920  33682  6778  33675  33686  6847
-CONVEX 9848    'GT_PK(2,2)'      6778  33685  6706  33686  33669  6847
-CONVEX 9849    'GT_PK(2,2)'      6195  33687  6121  33688  33689  6267
-CONVEX 9850    'GT_PK(2,2)'      6121  33687  6195  25480  33690  6048
-CONVEX 9851    'GT_PK(2,2)'      6048  33690  6195  33606  33691  6123
-CONVEX 9852    'GT_PK(2,2)'      6195  33692  6270  33691  33602  6123
-CONVEX 9853    'GT_PK(2,2)'      6858  33693  6999  33694  25419  6933
-CONVEX 9854    'GT_PK(2,2)'      6999  33693  6858  25421  33695  6925
-CONVEX 9855    'GT_PK(2,2)'      6858  33696  6783  33695  20138  6925
-CONVEX 9856    'GT_PK(2,2)'      6858  33697  6712  33696  33698  6783
-CONVEX 9857    'GT_PK(2,2)'      6564  33699  6640  33700  33701  6492
-CONVEX 9858    'GT_PK(2,2)'      6712  33702  6640  33703  33699  6564
-CONVEX 9859    'GT_PK(2,2)'      6640  33704  6569  33701  33705  6492
-CONVEX 9860    'GT_PK(2,2)'      6569  33704  6640  32906  33706  6718
-CONVEX 9861    'GT_PK(2,2)'      6416  33707  6267  33708  33709  6340
-CONVEX 9862    'GT_PK(2,2)'      6486  33710  6416  20144  33708  6340
-CONVEX 9863    'GT_PK(2,2)'      6418  33711  6488  33712  33713  6564
-CONVEX 9864    'GT_PK(2,2)'      6270  33714  6418  33598  33715  6345
-CONVEX 9865    'GT_PK(2,2)'      6418  33712  6564  33716  33700  6492
-CONVEX 9866    'GT_PK(2,2)'      6345  33715  6418  33717  33716  6492
-CONVEX 9867    'GT_PK(2,2)'      6783  33718  6636  20137  33719  6709
-CONVEX 9868    'GT_PK(2,2)'      6488  33720  6636  33713  33721  6564
-CONVEX 9869    'GT_PK(2,2)'      6636  33722  6712  33721  33703  6564
-CONVEX 9870    'GT_PK(2,2)'      6712  33722  6636  33698  33718  6783
-CONVEX 9871    'GT_PK(2,2)'      6558  33723  6632  25459  33724  6484
-CONVEX 9872    'GT_PK(2,2)'      6484  33724  6632  20149  33725  6560
-CONVEX 9873    'GT_PK(2,2)'      6706  33726  6632  33670  33727  6775
-CONVEX 9874    'GT_PK(2,2)'      6632  33726  6706  33725  33668  6560
-CONVEX 9875    'GT_PK(2,2)'      6702  33728  6558  33729  25460  6630
-CONVEX 9876    'GT_PK(2,2)'      6777  33730  6702  25503  33729  6630
-CONVEX 9877    'GT_PK(2,2)'      6702  33730  6777  33731  25500  6848
-CONVEX 9878    'GT_PK(2,2)'      6702  33731  6848  33732  25496  6775
-CONVEX 9879    'GT_PK(2,2)'      6632  33733  6702  33727  33732  6775
-CONVEX 9880    'GT_PK(2,2)'      6702  33733  6632  33728  33723  6558
-CONVEX 9881    'GT_PK(2,2)'      6337  33734  6262  20150  33735  6411
-CONVEX 9882    'GT_PK(2,2)'      6189  33736  6262  25462  33734  6337
-CONVEX 9883    'GT_PK(2,2)'      6116  33737  6262  25581  33736  6189
-CONVEX 9884    'GT_PK(2,2)'      6262  33738  6335  33735  20207  6411
-CONVEX 9885    'GT_PK(2,2)'      6335  33738  6262  25577  33739  6188
-CONVEX 9886    'GT_PK(2,2)'      6262  33737  6116  33739  25579  6188
-CONVEX 9887    'GT_PK(2,2)'      5680  33740  5607  25466  33741  5751
-CONVEX 9888    'GT_PK(2,2)'      5607  33742  5679  33741  33743  5751
-CONVEX 9889    'GT_PK(2,2)'      5607  33744  5462  33745  25536  5535
-CONVEX 9890    'GT_PK(2,2)'      5679  33742  5607  33746  33745  5535
-CONVEX 9891    'GT_PK(2,2)'      5537  33747  5608  33748  33620  5464
-CONVEX 9892    'GT_PK(2,2)'      5537  33749  5680  33747  25473  5608
-CONVEX 9893    'GT_PK(2,2)'      5607  33750  5537  33744  33751  5462
-CONVEX 9894    'GT_PK(2,2)'      5537  33750  5607  33749  33740  5680
-CONVEX 9895    'GT_PK(2,2)'      6193  33752  6121  33753  25477  6046
-CONVEX 9896    'GT_PK(2,2)'      6193  33754  6265  33755  25451  6340
-CONVEX 9897    'GT_PK(2,2)'      6267  33756  6193  33709  33755  6340
-CONVEX 9898    'GT_PK(2,2)'      6121  33752  6193  33689  33756  6267
-CONVEX 9899    'GT_PK(2,2)'      6193  33753  6046  33757  33758  6119
-CONVEX 9900    'GT_PK(2,2)'      6265  33754  6193  25450  33757  6119
-CONVEX 9901    'GT_PK(2,2)'      6046  33759  5971  33758  33760  6119
-CONVEX 9902    'GT_PK(2,2)'      5897  33761  5971  25483  33759  6046
-CONVEX 9903    'GT_PK(2,2)'      5971  33762  6044  33760  25486  6119
-CONVEX 9904    'GT_PK(2,2)'      6044  33762  5971  33763  33764  5895
-CONVEX 9905    'GT_PK(2,2)'      5969  33765  6044  33766  33763  5895
-CONVEX 9906    'GT_PK(2,2)'      5969  33767  5894  33768  33769  6042
-CONVEX 9907    'GT_PK(2,2)'      6191  33770  6117  20157  33771  6264
-CONVEX 9908    'GT_PK(2,2)'      6044  33772  6117  25485  33770  6191
-CONVEX 9909    'GT_PK(2,2)'      5969  33773  6117  33765  33772  6044
-CONVEX 9910    'GT_PK(2,2)'      6117  33774  6189  33771  25463  6264
-CONVEX 9911    'GT_PK(2,2)'      6189  33774  6117  25583  33775  6042
-CONVEX 9912    'GT_PK(2,2)'      6117  33773  5969  33775  33768  6042
-CONVEX 9913    'GT_PK(2,2)'      6994  33776  6848  33777  25501  6923
-CONVEX 9914    'GT_PK(2,2)'      7070  33778  6994  25507  33777  6923
-CONVEX 9915    'GT_PK(2,2)'      6994  33778  7070  33779  25508  7139
-CONVEX 9916    'GT_PK(2,2)'      6994  33779  7139  33780  33781  7066
-CONVEX 9917    'GT_PK(2,2)'      6919  33782  6994  33679  33780  7066
-CONVEX 9918    'GT_PK(2,2)'      6994  33782  6919  33776  25495  6848
-CONVEX 9919    'GT_PK(2,2)'      7139  33783  7212  33781  33784  7066
-CONVEX 9920    'GT_PK(2,2)'      7282  33785  7212  33786  33787  7360
-CONVEX 9921    'GT_PK(2,2)'      7212  33788  7287  33787  25494  7360
-CONVEX 9922    'GT_PK(2,2)'      7287  33788  7212  25492  33783  7139
-CONVEX 9923    'GT_PK(2,2)'      7212  33789  7137  33784  33677  7066
-CONVEX 9924    'GT_PK(2,2)'      7137  33789  7212  25438  33785  7282
-CONVEX 9925    'GT_PK(2,2)'      6631  33790  6779  20178  33791  6705
-CONVEX 9926    'GT_PK(2,2)'      6779  33792  6851  33791  25514  6705
-CONVEX 9927    'GT_PK(2,2)'      6853  33793  6779  20163  33794  6707
-CONVEX 9928    'GT_PK(2,2)'      6779  33790  6631  33794  33795  6707
-CONVEX 9929    'GT_PK(2,2)'      4534  33796  4465  33797  25519  4395
-CONVEX 9930    'GT_PK(2,2)'      4674  33798  4534  33799  33800  4603
-CONVEX 9931    'GT_PK(2,2)'      4534  33798  4674  33801  33802  4605
-CONVEX 9932    'GT_PK(2,2)'      4465  33796  4534  25522  33801  4605
-CONVEX 9933    'GT_PK(2,2)'      4534  33803  4463  33800  25147  4603
-CONVEX 9934    'GT_PK(2,2)'      4534  33797  4395  33803  20188  4463
-CONVEX 9935    'GT_PK(2,2)'      4678  33804  4748  33805  33806  4819
-CONVEX 9936    'GT_PK(2,2)'      4748  33804  4678  33807  19937  4607
-CONVEX 9937    'GT_PK(2,2)'      4676  33808  4748  25515  33807  4607
-CONVEX 9938    'GT_PK(2,2)'      4817  33809  4748  33810  33808  4676
-CONVEX 9939    'GT_PK(2,2)'      5247  33811  5321  33812  33813  5176
-CONVEX 9940    'GT_PK(2,2)'      4889  33814  4748  33815  33809  4817
-CONVEX 9941    'GT_PK(2,2)'      4889  33816  4960  33817  33818  4819
-CONVEX 9942    'GT_PK(2,2)'      4748  33814  4889  33806  33817  4819
-CONVEX 9943    'GT_PK(2,2)'      4884  33819  4813  33820  33821  4742
-CONVEX 9944    'GT_PK(2,2)'      4813  33819  4884  25524  33822  4955
-CONVEX 9945    'GT_PK(2,2)'      4744  33823  4813  33824  25525  4885
-CONVEX 9946    'GT_PK(2,2)'      4744  33825  4674  33826  33799  4603
-CONVEX 9947    'GT_PK(2,2)'      4815  33827  4744  33828  33824  4885
-CONVEX 9948    'GT_PK(2,2)'      4744  33827  4815  33825  33829  4674
-CONVEX 9949    'GT_PK(2,2)'      4532  33830  4672  25148  33831  4603
-CONVEX 9950    'GT_PK(2,2)'      4672  33832  4744  33831  33826  4603
-CONVEX 9951    'GT_PK(2,2)'      4744  33832  4672  33823  33833  4813
-CONVEX 9952    'GT_PK(2,2)'      4813  33833  4672  33821  33834  4742
-CONVEX 9953    'GT_PK(2,2)'      5171  33835  5028  33836  33837  5098
-CONVEX 9954    'GT_PK(2,2)'      5028  33838  4955  33837  33839  5098
-CONVEX 9955    'GT_PK(2,2)'      4955  33838  5028  25526  33840  4885
-CONVEX 9956    'GT_PK(2,2)'      5028  33835  5171  33841  25533  5100
-CONVEX 9957    'GT_PK(2,2)'      5605  33842  5677  33843  33844  5750
-CONVEX 9958    'GT_PK(2,2)'      5460  33845  5605  25540  33846  5535
-CONVEX 9959    'GT_PK(2,2)'      5605  33845  5460  33847  20191  5533
-CONVEX 9960    'GT_PK(2,2)'      5677  33842  5605  33848  33847  5533
-CONVEX 9961    'GT_PK(2,2)'      5605  33849  5679  33846  33746  5535
-CONVEX 9962    'GT_PK(2,2)'      5679  33849  5605  33850  33843  5750
-CONVEX 9963    'GT_PK(2,2)'      4663  33851  4733  33852  25546  4804
-CONVEX 9964    'GT_PK(2,2)'      4522  33853  4663  33278  33854  4594
-CONVEX 9965    'GT_PK(2,2)'      4663  33853  4522  33855  20203  4592
-CONVEX 9966    'GT_PK(2,2)'      4733  33851  4663  25545  33855  4592
-CONVEX 9967    'GT_PK(2,2)'      4663  33856  4735  33854  33857  4594
-CONVEX 9968    'GT_PK(2,2)'      4735  33856  4663  33858  33852  4804
-CONVEX 9969    'GT_PK(2,2)'      4802  33859  4733  33860  25544  4661
-CONVEX 9970    'GT_PK(2,2)'      4733  33859  4802  25547  33861  4873
-CONVEX 9971    'GT_PK(2,2)'      4943  33862  4802  33863  33864  4871
-CONVEX 9972    'GT_PK(2,2)'      4943  33865  5016  33866  25132  4873
-CONVEX 9973    'GT_PK(2,2)'      4802  33862  4943  33861  33866  4873
-CONVEX 9974    'GT_PK(2,2)'      4731  33867  4802  33868  33860  4661
-CONVEX 9975    'GT_PK(2,2)'      4802  33867  4731  33864  33869  4871
-CONVEX 9976    'GT_PK(2,2)'      4450  33870  4311  33871  25169  4379
-CONVEX 9977    'GT_PK(2,2)'      4381  33872  4450  25158  33873  4521
-CONVEX 9978    'GT_PK(2,2)'      4311  33870  4450  25162  33872  4381
-CONVEX 9979    'GT_PK(2,2)'      4446  33874  4378  33875  33305  4308
-CONVEX 9980    'GT_PK(2,2)'      4585  33876  4446  25550  33877  4515
-CONVEX 9981    'GT_PK(2,2)'      4446  33878  4376  33877  20074  4515
-CONVEX 9982    'GT_PK(2,2)'      4376  33878  4446  25306  33875  4308
-CONVEX 9983    'GT_PK(2,2)'      4517  33879  4446  33880  33876  4585
-CONVEX 9984    'GT_PK(2,2)'      4446  33879  4517  33874  33881  4378
-CONVEX 9985    'GT_PK(2,2)'      4866  33882  4795  33883  33884  4936
-CONVEX 9986    'GT_PK(2,2)'      4866  33885  4725  33882  17575  4795
-CONVEX 9987    'GT_PK(2,2)'      4868  33886  4938  33887  33888  5011
-CONVEX 9988    'GT_PK(2,2)'      4940  33889  4868  33890  33887  5011
-CONVEX 9989    'GT_PK(2,2)'      6700  33891  6551  33892  33893  6624
-CONVEX 9990    'GT_PK(2,2)'      5447  33894  5592  33895  33896  5522
-CONVEX 9991    'GT_PK(2,2)'      5592  33897  5666  33896  25555  5522
-CONVEX 9992    'GT_PK(2,2)'      5592  33894  5447  33898  33255  5520
-CONVEX 9993    'GT_PK(2,2)'      6254  33899  6181  33900  33901  6107
-CONVEX 9994    'GT_PK(2,2)'      5961  33902  5814  33903  33904  5885
-CONVEX 9995    'GT_PK(2,2)'      6181  33905  6034  33901  33906  6107
-CONVEX 9996    'GT_PK(2,2)'      6034  33907  5961  33908  33903  5885
-CONVEX 9997    'GT_PK(2,2)'      6556  33909  6629  33910  25558  6707
-CONVEX 9998    'GT_PK(2,2)'      6556  33911  6631  33912  20177  6482
-CONVEX 9999    'GT_PK(2,2)'      6631  33911  6556  33795  33910  6707
-CONVEX 10000    'GT_PK(2,2)'      6927  33913  6850  33914  21679  7002
-CONVEX 10001    'GT_PK(2,2)'      7004  33915  6930  33916  25572  6854
-CONVEX 10002    'GT_PK(2,2)'      7004  33917  7081  33915  25560  6930
-CONVEX 10003    'GT_PK(2,2)'      6927  33918  7004  33919  33916  6854
-CONVEX 10004    'GT_PK(2,2)'      6625  33920  6552  33921  33922  6476
-CONVEX 10005    'GT_PK(2,2)'      6551  33923  6625  33924  33921  6476
-CONVEX 10006    'GT_PK(2,2)'      6625  33923  6551  33925  33891  6700
-CONVEX 10007    'GT_PK(2,2)'      6112  33926  6186  33927  33928  6039
-CONVEX 10008    'GT_PK(2,2)'      6041  33929  6114  25580  33930  6188
-CONVEX 10009    'GT_PK(2,2)'      6114  33931  6261  33930  25576  6188
-CONVEX 10010    'GT_PK(2,2)'      6186  33932  6114  33928  33933  6039
-CONVEX 10011    'GT_PK(2,2)'      6114  33932  6186  33931  33934  6261
-CONVEX 10012    'GT_PK(2,2)'      5092  33935  5162  33936  33937  5235
-CONVEX 10013    'GT_PK(2,2)'      5162  33938  5307  33937  33939  5235
-CONVEX 10014    'GT_PK(2,2)'      5307  33938  5162  25586  33940  5233
-CONVEX 10015    'GT_PK(2,2)'      8794  33941  8933  33942  25592  8870
-CONVEX 10016    'GT_PK(2,2)'      8794  33943  8735  33944  33945  8664
-CONVEX 10017    'GT_PK(2,2)'      8735  33943  8794  33946  33942  8870
-CONVEX 10018    'GT_PK(2,2)'      8933  33941  8794  33947  33948  8851
-CONVEX 10019    'GT_PK(2,2)'      8716  33949  8794  33950  33944  8664
-CONVEX 10020    'GT_PK(2,2)'      8794  33949  8716  33948  25606  8851
-CONVEX 10021    'GT_PK(2,2)'      8768  33951  8734  33952  33953  8867
-CONVEX 10022    'GT_PK(2,2)'      8734  33954  8811  33953  25600  8867
-CONVEX 10023    'GT_PK(2,2)'      8811  33954  8734  33955  33956  8674
-CONVEX 10024    'GT_PK(2,2)'      8734  33957  8601  33956  33958  8674
-CONVEX 10025    'GT_PK(2,2)'      8528  33959  8452  33960  33961  8378
-CONVEX 10026    'GT_PK(2,2)'      8528  33962  8601  33959  25602  8452
-CONVEX 10027    'GT_PK(2,2)'      8601  33962  8528  33958  33963  8674
-CONVEX 10028    'GT_PK(2,2)'      8528  33964  8604  33963  33965  8674
-CONVEX 10029    'GT_PK(2,2)'      8453  33966  8528  33967  33960  8378
-CONVEX 10030    'GT_PK(2,2)'      8604  33964  8528  33968  33966  8453
-CONVEX 10031    'GT_PK(2,2)'      8716  33969  8615  25605  33970  8768
-CONVEX 10032    'GT_PK(2,2)'      8615  33971  8734  33970  33951  8768
-CONVEX 10033    'GT_PK(2,2)'      8734  33971  8615  33957  33972  8601
-CONVEX 10034    'GT_PK(2,2)'      8601  33972  8615  25604  33973  8460
-CONVEX 10035    'GT_PK(2,2)'      8452  33974  8304  33961  33975  8378
-CONVEX 10036    'GT_PK(2,2)'      8306  33976  8452  33977  25603  8460
-CONVEX 10037    'GT_PK(2,2)'      8449  33978  8306  33979  33977  8460
-CONVEX 10038    'GT_PK(2,2)'      8306  33980  8304  33976  33974  8452
-CONVEX 10039    'GT_PK(2,2)'      8195  33981  8306  25619  33982  8303
-CONVEX 10040    'GT_PK(2,2)'      8306  33978  8449  33982  25652  8303
-CONVEX 10041    'GT_PK(2,2)'      10106  33983  10031  33984  33985  10180
-CONVEX 10042    'GT_PK(2,2)'      9958  33986  10031  25627  33987  9883
-CONVEX 10043    'GT_PK(2,2)'      9957  33988  9884  33989  25620  9809
-CONVEX 10044    'GT_PK(2,2)'      9957  33989  9809  33990  20244  9883
-CONVEX 10045    'GT_PK(2,2)'      9884  33988  9957  25624  33991  10032
-CONVEX 10046    'GT_PK(2,2)'      9957  33992  10106  33991  33993  10032
-CONVEX 10047    'GT_PK(2,2)'      10031  33994  9957  33987  33990  9883
-CONVEX 10048    'GT_PK(2,2)'      9957  33994  10031  33992  33983  10106
-CONVEX 10049    'GT_PK(2,2)'      10255  33995  10328  33996  33997  10180
-CONVEX 10050    'GT_PK(2,2)'      10179  33998  10107  33999  20352  10032
-CONVEX 10051    'GT_PK(2,2)'      10106  34000  10179  33993  33999  10032
-CONVEX 10052    'GT_PK(2,2)'      10404  34001  10330  34002  34003  10258
-CONVEX 10053    'GT_PK(2,2)'      10037  34004  10110  20376  34005  9961
-CONVEX 10054    'GT_PK(2,2)'      10110  34006  10185  34007  34008  10258
-CONVEX 10055    'GT_PK(2,2)'      10185  34006  10110  34009  34004  10037
-CONVEX 10056    'GT_PK(2,2)'      10108  34010  10255  34011  33996  10180
-CONVEX 10057    'GT_PK(2,2)'      10031  34012  10108  33985  34011  10180
-CONVEX 10058    'GT_PK(2,2)'      10108  34012  10031  34013  33986  9958
-CONVEX 10059    'GT_PK(2,2)'      9886  34014  9810  34015  20213  9738
-CONVEX 10060    'GT_PK(2,2)'      9886  34016  9958  34014  25626  9810
-CONVEX 10061    'GT_PK(2,2)'      9886  34017  9813  34018  25789  9961
-CONVEX 10062    'GT_PK(2,2)'      9813  34017  9886  25791  34015  9738
-CONVEX 10063    'GT_PK(2,2)'      8933  34019  8992  25591  34020  9072
-CONVEX 10064    'GT_PK(2,2)'      8992  34019  8933  34021  33947  8851
-CONVEX 10065    'GT_PK(2,2)'      9067  34022  9147  34023  25642  9217
-CONVEX 10066    'GT_PK(2,2)'      9067  34024  9007  34022  25638  9147
-CONVEX 10067    'GT_PK(2,2)'      9366  34025  9218  25651  34026  9291
-CONVEX 10068    'GT_PK(2,2)'      9218  34027  9146  34028  25588  9072
-CONVEX 10069    'GT_PK(2,2)'      9146  34027  9218  26016  34029  9292
-CONVEX 10070    'GT_PK(2,2)'      9218  34025  9366  34029  34030  9292
-CONVEX 10071    'GT_PK(2,2)'      9366  34031  9441  34030  34032  9292
-CONVEX 10072    'GT_PK(2,2)'      9441  34033  9367  34032  26013  9292
-CONVEX 10073    'GT_PK(2,2)'      9516  34034  9441  20342  34035  9589
-CONVEX 10074    'GT_PK(2,2)'      9367  34033  9441  34036  34034  9516
-CONVEX 10075    'GT_PK(2,2)'      9515  34037  9588  34038  20241  9662
-CONVEX 10076    'GT_PK(2,2)'      9515  34039  9441  34040  34031  9366
-CONVEX 10077    'GT_PK(2,2)'      9515  34041  9440  34037  25649  9588
-CONVEX 10078    'GT_PK(2,2)'      9440  34041  9515  25650  34040  9366
-CONVEX 10079    'GT_PK(2,2)'      9515  34038  9662  34042  17594  9589
-CONVEX 10080    'GT_PK(2,2)'      9441  34039  9515  34035  34042  9589
-CONVEX 10081    'GT_PK(2,2)'      7858  34043  8010  34044  17599  7936
-CONVEX 10082    'GT_PK(2,2)'      7858  34045  7933  34043  20257  8010
-CONVEX 10083    'GT_PK(2,2)'      7783  34046  7712  34047  32955  7648
-CONVEX 10084    'GT_PK(2,2)'      7717  34048  7783  24958  34047  7648
-CONVEX 10085    'GT_PK(2,2)'      7858  34049  7783  34045  34050  7933
-CONVEX 10086    'GT_PK(2,2)'      7783  34049  7858  34046  34051  7712
-CONVEX 10087    'GT_PK(2,2)'      7933  34050  7783  20250  34052  7859
-CONVEX 10088    'GT_PK(2,2)'      7783  34048  7717  34052  24961  7859
-CONVEX 10089    'GT_PK(2,2)'      8589  34053  8716  34054  33950  8664
-CONVEX 10090    'GT_PK(2,2)'      8524  34055  8589  34056  34054  8664
-CONVEX 10091    'GT_PK(2,2)'      8449  34057  8589  25654  34055  8524
-CONVEX 10092    'GT_PK(2,2)'      8589  34058  8615  34053  33969  8716
-CONVEX 10093    'GT_PK(2,2)'      8589  34057  8449  34059  33979  8460
-CONVEX 10094    'GT_PK(2,2)'      8615  34058  8589  33973  34059  8460
-CONVEX 10095    'GT_PK(2,2)'      9220  34060  9368  20565  34061  9294
-CONVEX 10096    'GT_PK(2,2)'      9368  34062  9445  34061  34063  9294
-CONVEX 10097    'GT_PK(2,2)'      9369  34064  9219  34065  16460  9294
-CONVEX 10098    'GT_PK(2,2)'      9445  34066  9369  34063  34065  9294
-CONVEX 10099    'GT_PK(2,2)'      9524  34067  9369  34068  34066  9445
-CONVEX 10100    'GT_PK(2,2)'      9369  34069  9296  34064  34070  9219
-CONVEX 10101    'GT_PK(2,2)'      9596  34071  9444  34072  17605  9520
-CONVEX 10102    'GT_PK(2,2)'      9000  34073  9074  34074  34075  8924
-CONVEX 10103    'GT_PK(2,2)'      9144  34076  9074  34077  34078  9222
-CONVEX 10104    'GT_PK(2,2)'      9148  34079  9297  34080  20262  9222
-CONVEX 10105    'GT_PK(2,2)'      9074  34081  9148  34078  34080  9222
-CONVEX 10106    'GT_PK(2,2)'      9148  34081  9074  34082  34073  9000
-CONVEX 10107    'GT_PK(2,2)'      9148  34082  9000  34083  34084  9079
-CONVEX 10108    'GT_PK(2,2)'      8846  34085  8779  34086  34087  8924
-CONVEX 10109    'GT_PK(2,2)'      8705  34088  8779  34089  34090  8627
-CONVEX 10110    'GT_PK(2,2)'      8996  34091  8846  34092  34086  8924
-CONVEX 10111    'GT_PK(2,2)'      9074  34093  8996  34075  34092  8924
-CONVEX 10112    'GT_PK(2,2)'      8996  34093  9074  34094  34076  9144
-CONVEX 10113    'GT_PK(2,2)'      8996  34094  9144  34095  25663  9070
-CONVEX 10114    'GT_PK(2,2)'      8996  34095  9070  34096  17674  8921
-CONVEX 10115    'GT_PK(2,2)'      8846  34091  8996  25661  34096  8921
-CONVEX 10116    'GT_PK(2,2)'      7459  34097  7536  34098  34099  7386
-CONVEX 10117    'GT_PK(2,2)'      7536  34097  7459  34100  20534  7604
-CONVEX 10118    'GT_PK(2,2)'      7462  34101  7538  34102  25721  7388
-CONVEX 10119    'GT_PK(2,2)'      7462  34103  7610  34101  25675  7538
-CONVEX 10120    'GT_PK(2,2)'      7311  34104  7462  25666  34102  7388
-CONVEX 10121    'GT_PK(2,2)'      7462  34105  7536  34103  34106  7610
-CONVEX 10122    'GT_PK(2,2)'      7462  34104  7311  34107  34108  7386
-CONVEX 10123    'GT_PK(2,2)'      7536  34105  7462  34099  34107  7386
-CONVEX 10124    'GT_PK(2,2)'      7759  34109  7836  34110  34111  7688
-CONVEX 10125    'GT_PK(2,2)'      7610  34112  7759  25676  34110  7688
-CONVEX 10126    'GT_PK(2,2)'      6028  34113  6175  34114  34115  6101
-CONVEX 10127    'GT_PK(2,2)'      5806  34116  5952  23587  34117  5877
-CONVEX 10128    'GT_PK(2,2)'      5952  34118  6025  34117  34119  5877
-CONVEX 10129    'GT_PK(2,2)'      6025  34118  5952  34120  34121  6101
-CONVEX 10130    'GT_PK(2,2)'      5952  34116  5806  34122  31014  5879
-CONVEX 10131    'GT_PK(2,2)'      6028  34123  5952  26636  34122  5879
-CONVEX 10132    'GT_PK(2,2)'      5952  34123  6028  34121  34114  6101
-CONVEX 10133    'GT_PK(2,2)'      6400  34124  6474  34125  25683  6548
-CONVEX 10134    'GT_PK(2,2)'      6400  34126  6325  34127  34128  6252
-CONVEX 10135    'GT_PK(2,2)'      6474  34129  6327  34130  34131  6402
-CONVEX 10136    'GT_PK(2,2)'      6327  34132  6400  34133  34127  6252
-CONVEX 10137    'GT_PK(2,2)'      6400  34132  6327  34124  34129  6474
-CONVEX 10138    'GT_PK(2,2)'      6849  34134  6922  34135  20546  6772
-CONVEX 10139    'GT_PK(2,2)'      6699  34136  6849  25687  34135  6772
-CONVEX 10140    'GT_PK(2,2)'      6849  34137  7001  34134  26424  6922
-CONVEX 10141    'GT_PK(2,2)'      6849  34136  6699  34138  34139  6776
-CONVEX 10142    'GT_PK(2,2)'      6849  34138  6776  34140  20271  6929
-CONVEX 10143    'GT_PK(2,2)'      7001  34137  6849  26430  34140  6929
-CONVEX 10144    'GT_PK(2,2)'      6550  34141  6699  34142  25685  6623
-CONVEX 10145    'GT_PK(2,2)'      6550  34143  6474  34144  34130  6402
-CONVEX 10146    'GT_PK(2,2)'      6474  34143  6550  25682  34142  6623
-CONVEX 10147    'GT_PK(2,2)'      6477  34145  6550  25747  34144  6402
-CONVEX 10148    'GT_PK(2,2)'      6714  34146  6565  34147  25700  6639
-CONVEX 10149    'GT_PK(2,2)'      6714  34148  6789  34149  33000  6864
-CONVEX 10150    'GT_PK(2,2)'      6789  34148  6714  32991  34147  6639
-CONVEX 10151    'GT_PK(2,2)'      6565  34146  6714  25697  34150  6638
-CONVEX 10152    'GT_PK(2,2)'      6710  34151  6635  34152  34153  6785
-CONVEX 10153    'GT_PK(2,2)'      6635  34154  6485  34155  20285  6562
-CONVEX 10154    'GT_PK(2,2)'      6711  34156  6635  25730  34155  6562
-CONVEX 10155    'GT_PK(2,2)'      6635  34156  6711  34153  25731  6785
-CONVEX 10156    'GT_PK(2,2)'      6485  34157  6559  25708  34158  6409
-CONVEX 10157    'GT_PK(2,2)'      6559  34159  6710  34160  34161  6633
-CONVEX 10158    'GT_PK(2,2)'      6635  34162  6559  34154  34157  6485
-CONVEX 10159    'GT_PK(2,2)'      6559  34162  6635  34159  34151  6710
-CONVEX 10160    'GT_PK(2,2)'      6559  34163  6480  34158  25752  6409
-CONVEX 10161    'GT_PK(2,2)'      6480  34163  6559  25748  34160  6633
-CONVEX 10162    'GT_PK(2,2)'      6710  34164  6784  34161  34165  6633
-CONVEX 10163    'GT_PK(2,2)'      6703  34166  6784  25678  34167  6857
-CONVEX 10164    'GT_PK(2,2)'      6784  34166  6703  34165  25679  6633
-CONVEX 10165    'GT_PK(2,2)'      8243  34168  8188  34169  34170  8315
-CONVEX 10166    'GT_PK(2,2)'      7690  34171  7539  34172  25716  7613
-CONVEX 10167    'GT_PK(2,2)'      7761  34173  7613  34174  20265  7688
-CONVEX 10168    'GT_PK(2,2)'      7836  34175  7761  34111  34174  7688
-CONVEX 10169    'GT_PK(2,2)'      7761  34176  7690  34173  34172  7613
-CONVEX 10170    'GT_PK(2,2)'      7690  34176  7761  34177  34178  7838
-CONVEX 10171    'GT_PK(2,2)'      6699  34179  6626  34139  34180  6776
-CONVEX 10172    'GT_PK(2,2)'      6626  34181  6477  34182  25743  6553
-CONVEX 10173    'GT_PK(2,2)'      6550  34183  6626  34141  34179  6699
-CONVEX 10174    'GT_PK(2,2)'      6626  34183  6550  34181  34145  6477
-CONVEX 10175    'GT_PK(2,2)'      6703  34184  6626  25681  34182  6553
-CONVEX 10176    'GT_PK(2,2)'      6626  34184  6703  34180  25677  6776
-CONVEX 10177    'GT_PK(2,2)'      5972  34185  5825  34186  25753  5898
-CONVEX 10178    'GT_PK(2,2)'      5972  34187  6047  34188  25757  6120
-CONVEX 10179    'GT_PK(2,2)'      6047  34187  5972  34189  34186  5898
-CONVEX 10180    'GT_PK(2,2)'      6045  34190  5972  20654  34188  6120
-CONVEX 10181    'GT_PK(2,2)'      5972  34190  6045  34191  20659  5896
-CONVEX 10182    'GT_PK(2,2)'      5825  34185  5972  34192  34191  5896
-CONVEX 10183    'GT_PK(2,2)'      5532  34193  5604  26637  34194  5676
-CONVEX 10184    'GT_PK(2,2)'      5316  34195  5244  34196  34197  5388
-CONVEX 10185    'GT_PK(2,2)'      5390  34198  5246  34199  34200  5320
-CONVEX 10186    'GT_PK(2,2)'      9086  34201  9012  34202  33497  8935
-CONVEX 10187    'GT_PK(2,2)'      9086  34203  9236  34204  34205  9163
-CONVEX 10188    'GT_PK(2,2)'      9012  34201  9086  33496  34204  9163
-CONVEX 10189    'GT_PK(2,2)'      9456  34206  9383  30361  34207  9307
-CONVEX 10190    'GT_PK(2,2)'      9383  34208  9236  34207  34209  9307
-CONVEX 10191    'GT_PK(2,2)'      9005  34210  9086  34211  34202  8935
-CONVEX 10192    'GT_PK(2,2)'      9002  34212  8852  25779  34213  8926
-CONVEX 10193    'GT_PK(2,2)'      8852  34214  8777  34213  23399  8926
-CONVEX 10194    'GT_PK(2,2)'      8852  34215  8703  34214  30423  8777
-CONVEX 10195    'GT_PK(2,2)'      8703  34215  8852  30454  34216  8781
-CONVEX 10196    'GT_PK(2,2)'      9227  34217  9152  23174  34218  9076
-CONVEX 10197    'GT_PK(2,2)'      9152  34219  9002  34218  25778  9076
-CONVEX 10198    'GT_PK(2,2)'      9152  34217  9227  34220  18974  9305
-CONVEX 10199    'GT_PK(2,2)'      9230  34221  9152  30357  34220  9305
-CONVEX 10200    'GT_PK(2,2)'      9313  34222  9389  34223  34224  9243
-CONVEX 10201    'GT_PK(2,2)'      9092  34225  9168  25775  34226  9019
-CONVEX 10202    'GT_PK(2,2)'      9019  34226  9168  20089  34227  9096
-CONVEX 10203    'GT_PK(2,2)'      9096  34227  9168  34228  34229  9243
-CONVEX 10204    'GT_PK(2,2)'      9168  34230  9313  34229  34223  9243
-CONVEX 10205    'GT_PK(2,2)'      8884  34231  8957  34232  25809  9024
-CONVEX 10206    'GT_PK(2,2)'      8884  34232  9024  34233  25633  8949
-CONVEX 10207    'GT_PK(2,2)'      8811  34234  8884  25599  34233  8949
-CONVEX 10208    'GT_PK(2,2)'      9595  34235  9669  34236  34237  9744
-CONVEX 10209    'GT_PK(2,2)'      9669  34238  9816  34237  34239  9744
-CONVEX 10210    'GT_PK(2,2)'      9741  34240  9668  34241  34242  9593
-CONVEX 10211    'GT_PK(2,2)'      9668  34240  9741  34243  34244  9815
-CONVEX 10212    'GT_PK(2,2)'      9963  34245  10036  34246  20346  10112
-CONVEX 10213    'GT_PK(2,2)'      9963  34246  10112  34247  34248  10038
-CONVEX 10214    'GT_PK(2,2)'      9742  34249  9669  34250  34251  9594
-CONVEX 10215    'GT_PK(2,2)'      9669  34249  9742  34238  34252  9816
-CONVEX 10216    'GT_PK(2,2)'      9668  34253  9742  34254  34250  9594
-CONVEX 10217    'GT_PK(2,2)'      9742  34253  9668  34255  34243  9815
-CONVEX 10218    'GT_PK(2,2)'      9225  34256  9372  34257  25813  9297
-CONVEX 10219    'GT_PK(2,2)'      9225  34258  9148  34259  34083  9079
-CONVEX 10220    'GT_PK(2,2)'      9148  34258  9225  34079  34257  9297
-CONVEX 10221    'GT_PK(2,2)'      9301  34260  9371  34261  34262  9447
-CONVEX 10222    'GT_PK(2,2)'      9371  34260  9301  34263  34264  9231
-CONVEX 10223    'GT_PK(2,2)'      9017  34265  9089  34266  34267  8947
-CONVEX 10224    'GT_PK(2,2)'      9231  34268  9089  34269  34270  9158
-CONVEX 10225    'GT_PK(2,2)'      9089  34265  9017  34270  26020  9158
-CONVEX 10226    'GT_PK(2,2)'      9960  34271  10033  34272  25818  10109
-CONVEX 10227    'GT_PK(2,2)'      9960  34273  9887  34274  34275  9812
-CONVEX 10228    'GT_PK(2,2)'      9960  34272  10109  34276  20396  10035
-CONVEX 10229    'GT_PK(2,2)'      9887  34273  9960  25826  34276  10035
-CONVEX 10230    'GT_PK(2,2)'      9885  34277  9812  34278  34279  9739
-CONVEX 10231    'GT_PK(2,2)'      10033  34280  9885  25822  34281  9959
-CONVEX 10232    'GT_PK(2,2)'      9885  34282  9960  34277  34274  9812
-CONVEX 10233    'GT_PK(2,2)'      9960  34282  9885  34271  34280  10033
-CONVEX 10234    'GT_PK(2,2)'      9811  34283  9885  20357  34278  9739
-CONVEX 10235    'GT_PK(2,2)'      9885  34283  9811  34281  25625  9959
-CONVEX 10236    'GT_PK(2,2)'      9812  34284  9665  34279  34285  9739
-CONVEX 10237    'GT_PK(2,2)'      9665  34286  9591  34285  25816  9739
-CONVEX 10238    'GT_PK(2,2)'      9887  34287  9740  34275  34288  9812
-CONVEX 10239    'GT_PK(2,2)'      9740  34289  9665  34288  34284  9812
-CONVEX 10240    'GT_PK(2,2)'      9665  34289  9740  34290  34291  9592
-CONVEX 10241    'GT_PK(2,2)'      9740  34287  9887  34292  25827  9814
-CONVEX 10242    'GT_PK(2,2)'      9592  34293  9519  34294  34295  9447
-CONVEX 10243    'GT_PK(2,2)'      9449  34296  9519  34297  34298  9593
-CONVEX 10244    'GT_PK(2,2)'      10548  34299  10695  25833  34300  10624
-CONVEX 10245    'GT_PK(2,2)'      10329  34301  10401  34302  34303  10478
-CONVEX 10246    'GT_PK(2,2)'      10401  34304  10548  34303  25832  10478
-CONVEX 10247    'GT_PK(2,2)'      11342  34305  11414  34306  32270  11271
-CONVEX 10248    'GT_PK(2,2)'      11414  34305  11342  34307  34308  11484
-CONVEX 10249    'GT_PK(2,2)'      11346  34309  11276  34310  34311  11419
-CONVEX 10250    'GT_PK(2,2)'      9171  34312  9245  34313  25333  9100
-CONVEX 10251    'GT_PK(2,2)'      9023  34314  9171  25846  34313  9100
-CONVEX 10252    'GT_PK(2,2)'      9171  34315  9096  34316  34228  9243
-CONVEX 10253    'GT_PK(2,2)'      9171  34314  9023  34315  25843  9096
-CONVEX 10254    'GT_PK(2,2)'      9681  34317  9750  25860  34318  9829
-CONVEX 10255    'GT_PK(2,2)'      10271  34319  10347  34320  17815  10198
-CONVEX 10256    'GT_PK(2,2)'      10565  34321  10492  34322  25975  10638
-CONVEX 10257    'GT_PK(2,2)'      11433  34323  11290  34324  34325  11360
-CONVEX 10258    'GT_PK(2,2)'      11290  34326  11362  34327  32393  11219
-CONVEX 10259    'GT_PK(2,2)'      11362  34326  11290  32394  34323  11433
-CONVEX 10260    'GT_PK(2,2)'      11360  34328  11217  32463  34329  11288
-CONVEX 10261    'GT_PK(2,2)'      11290  34330  11217  34325  34328  11360
-CONVEX 10262    'GT_PK(2,2)'      9241  34331  9090  20365  34332  9164
-CONVEX 10263    'GT_PK(2,2)'      9090  34333  9011  34332  26356  9164
-CONVEX 10264    'GT_PK(2,2)'      8558  34334  8479  34335  26392  8632
-CONVEX 10265    'GT_PK(2,2)'      8479  34334  8558  34336  34337  8407
-CONVEX 10266    'GT_PK(2,2)'      9467  34338  9394  34339  25865  9315
-CONVEX 10267    'GT_PK(2,2)'      9614  34340  9467  25864  34341  9539
-CONVEX 10268    'GT_PK(2,2)'      9467  34340  9614  34342  34343  9542
-CONVEX 10269    'GT_PK(2,2)'      9394  34338  9467  25867  34342  9542
-CONVEX 10270    'GT_PK(2,2)'      10286  34344  10138  25878  34345  10211
-CONVEX 10271    'GT_PK(2,2)'      10138  34346  10062  34345  34347  10211
-CONVEX 10272    'GT_PK(2,2)'      10062  34346  10138  26289  34348  9989
-CONVEX 10273    'GT_PK(2,2)'      9989  34348  10138  20527  34349  10064
-CONVEX 10274    'GT_PK(2,2)'      10138  34350  10213  34349  19657  10064
-CONVEX 10275    'GT_PK(2,2)'      10138  34344  10286  34350  25873  10213
-CONVEX 10276    'GT_PK(2,2)'      11080  34351  10937  24488  34352  11008
-CONVEX 10277    'GT_PK(2,2)'      10937  34351  11080  34353  24489  11010
-CONVEX 10278    'GT_PK(2,2)'      10432  34354  10506  20367  34355  10579
-CONVEX 10279    'GT_PK(2,2)'      10506  34356  10652  34355  32143  10579
-CONVEX 10280    'GT_PK(2,2)'      10358  34357  10506  25879  34354  10432
-CONVEX 10281    'GT_PK(2,2)'      10652  34356  10506  34358  34359  10577
-CONVEX 10282    'GT_PK(2,2)'      10723  34360  10652  34361  34358  10577
-CONVEX 10283    'GT_PK(2,2)'      10723  34362  10867  34363  32134  10797
-CONVEX 10284    'GT_PK(2,2)'      10652  34360  10723  32144  34363  10797
-CONVEX 10285    'GT_PK(2,2)'      9690  34364  9617  34365  25880  9542
-CONVEX 10286    'GT_PK(2,2)'      9617  34364  9690  25884  34366  9765
-CONVEX 10287    'GT_PK(2,2)'      9690  34367  9614  34368  25862  9762
-CONVEX 10288    'GT_PK(2,2)'      9614  34367  9690  34343  34365  9542
-CONVEX 10289    'GT_PK(2,2)'      10119  34369  10191  25889  34370  10044
-CONVEX 10290    'GT_PK(2,2)'      10191  34371  10267  34372  34373  10339
-CONVEX 10291    'GT_PK(2,2)'      10267  34371  10191  25890  34369  10119
-CONVEX 10292    'GT_PK(2,2)'      10341  34374  10267  34375  25891  10193
-CONVEX 10293    'GT_PK(2,2)'      10268  34376  10341  34377  34375  10193
-CONVEX 10294    'GT_PK(2,2)'      10341  34376  10268  34378  25900  10414
-CONVEX 10295    'GT_PK(2,2)'      10189  34379  10337  34380  25894  10263
-CONVEX 10296    'GT_PK(2,2)'      10116  34381  10189  34382  34380  10263
-CONVEX 10297    'GT_PK(2,2)'      10189  34381  10116  34383  25913  10042
-CONVEX 10298    'GT_PK(2,2)'      10558  34384  10488  25899  34385  10633
-CONVEX 10299    'GT_PK(2,2)'      10633  34385  10488  20384  34386  10559
-CONVEX 10300    'GT_PK(2,2)'      10486  34387  10558  34388  25896  10632
-CONVEX 10301    'GT_PK(2,2)'      10337  34389  10486  25893  34390  10409
-CONVEX 10302    'GT_PK(2,2)'      10488  34391  10411  34392  34393  10339
-CONVEX 10303    'GT_PK(2,2)'      10411  34391  10488  34394  34384  10558
-CONVEX 10304    'GT_PK(2,2)'      10411  34395  10486  34396  34389  10337
-CONVEX 10305    'GT_PK(2,2)'      10486  34395  10411  34387  34394  10558
-CONVEX 10306    'GT_PK(2,2)'      10121  34397  10268  34398  34377  10193
-CONVEX 10307    'GT_PK(2,2)'      10708  34399  10782  34400  18898  10852
-CONVEX 10308    'GT_PK(2,2)'      10780  34401  10708  20381  34400  10852
-CONVEX 10309    'GT_PK(2,2)'      10635  34402  10706  34403  20383  10559
-CONVEX 10310    'GT_PK(2,2)'      10706  34402  10635  34404  34405  10780
-CONVEX 10311    'GT_PK(2,2)'      10635  34406  10708  34405  34401  10780
-CONVEX 10312    'GT_PK(2,2)'      10708  34406  10635  34407  34408  10561
-CONVEX 10313    'GT_PK(2,2)'      9899  34409  9826  34410  34411  9973
-CONVEX 10314    'GT_PK(2,2)'      9826  34409  9899  34412  34413  9752
-CONVEX 10315    'GT_PK(2,2)'      9825  34414  9898  34415  34416  9754
-CONVEX 10316    'GT_PK(2,2)'      9898  34414  9825  34417  34418  9972
-CONVEX 10317    'GT_PK(2,2)'      9825  34419  9899  34418  34420  9972
-CONVEX 10318    'GT_PK(2,2)'      9899  34419  9825  34413  34421  9752
-CONVEX 10319    'GT_PK(2,2)'      10045  34422  10119  34423  25887  9971
-CONVEX 10320    'GT_PK(2,2)'      9898  34424  10045  34425  34423  9971
-CONVEX 10321    'GT_PK(2,2)'      10119  34422  10045  25892  34426  10193
-CONVEX 10322    'GT_PK(2,2)'      10045  34424  9898  34427  34417  9972
-CONVEX 10323    'GT_PK(2,2)'      10045  34428  10121  34426  34398  10193
-CONVEX 10324    'GT_PK(2,2)'      10121  34428  10045  34429  34427  9972
-CONVEX 10325    'GT_PK(2,2)'      9822  34430  9969  34431  25903  9895
-CONVEX 10326    'GT_PK(2,2)'      9749  34432  9822  25907  34431  9895
-CONVEX 10327    'GT_PK(2,2)'      9822  34432  9749  34433  25911  9678
-CONVEX 10328    'GT_PK(2,2)'      9609  34434  9678  34435  25905  9537
-CONVEX 10329    'GT_PK(2,2)'      10335  34436  10187  17626  34437  10263
-CONVEX 10330    'GT_PK(2,2)'      10187  34438  10116  34437  34382  10263
-CONVEX 10331    'GT_PK(2,2)'      10918  34439  11062  34440  34441  10990
-CONVEX 10332    'GT_PK(2,2)'      10484  34442  10335  34443  17624  10409
-CONVEX 10333    'GT_PK(2,2)'      10630  34444  10556  34445  34446  10703
-CONVEX 10334    'GT_PK(2,2)'      10486  34447  10556  34390  34448  10409
-CONVEX 10335    'GT_PK(2,2)'      10556  34449  10484  34448  34443  10409
-CONVEX 10336    'GT_PK(2,2)'      10484  34449  10556  34450  34444  10630
-CONVEX 10337    'GT_PK(2,2)'      10703  34446  10556  34451  34452  10632
-CONVEX 10338    'GT_PK(2,2)'      10556  34447  10486  34452  34388  10632
-CONVEX 10339    'GT_PK(2,2)'      10775  34453  10630  34454  34445  10703
-CONVEX 10340    'GT_PK(2,2)'      10333  34455  10404  34456  34002  10258
-CONVEX 10341    'GT_PK(2,2)'      10185  34457  10333  34008  34456  10258
-CONVEX 10342    'GT_PK(2,2)'      11423  34458  11280  34459  25930  11352
-CONVEX 10343    'GT_PK(2,2)'      11495  34460  11423  29958  34459  11352
-CONVEX 10344    'GT_PK(2,2)'      11140  34461  11066  34462  34463  10996
-CONVEX 10345    'GT_PK(2,2)'      11210  34464  11066  25924  34461  11140
-CONVEX 10346    'GT_PK(2,2)'      11066  34465  11138  34466  34467  10994
-CONVEX 10347    'GT_PK(2,2)'      11138  34465  11066  34468  34464  11210
-CONVEX 10348    'GT_PK(2,2)'      11633  34469  11562  34470  34471  11492
-CONVEX 10349    'GT_PK(2,2)'      12189  34472  12050  27832  34473  12121
-CONVEX 10350    'GT_PK(2,2)'      10850  34474  10778  34475  25932  10706
-CONVEX 10351    'GT_PK(2,2)'      10850  34475  10706  34476  34404  10780
-CONVEX 10352    'GT_PK(2,2)'      10850  34477  10924  34478  34479  10996
-CONVEX 10353    'GT_PK(2,2)'      10924  34477  10850  20379  34476  10780
-CONVEX 10354    'GT_PK(2,2)'      12605  34480  12538  25935  34481  12673
-CONVEX 10355    'GT_PK(2,2)'      12607  34482  12538  34483  34484  12472
-CONVEX 10356    'GT_PK(2,2)'      12538  34482  12607  34481  34485  12673
-CONVEX 10357    'GT_PK(2,2)'      12538  34486  12403  34484  22986  12472
-CONVEX 10358    'GT_PK(2,2)'      12403  34486  12538  34487  34488  12470
-CONVEX 10359    'GT_PK(2,2)'      12538  34480  12605  34488  34489  12470
-CONVEX 10360    'GT_PK(2,2)'      12803  34490  12671  34491  25939  12738
-CONVEX 10361    'GT_PK(2,2)'      12803  34492  12935  34493  21328  12869
-CONVEX 10362    'GT_PK(2,2)'      12605  34494  12536  34489  34495  12470
-CONVEX 10363    'GT_PK(2,2)'      12671  34496  12536  25938  34494  12605
-CONVEX 10364    'GT_PK(2,2)'      12536  34496  12671  34497  34498  12603
-CONVEX 10365    'GT_PK(2,2)'      10406  34499  10553  25943  34500  10483
-CONVEX 10366    'GT_PK(2,2)'      10553  34501  10629  34500  25985  10483
-CONVEX 10367    'GT_PK(2,2)'      10629  34501  10553  34502  34503  10700
-CONVEX 10368    'GT_PK(2,2)'      10700  34503  10553  25990  34504  10627
-CONVEX 10369    'GT_PK(2,2)'      10553  34505  10481  34504  25963  10627
-CONVEX 10370    'GT_PK(2,2)'      10553  34499  10406  34505  25957  10481
-CONVEX 10371    'GT_PK(2,2)'      10480  34506  10403  25968  34507  10550
-CONVEX 10372    'GT_PK(2,2)'      10403  34508  10478  34507  17622  10550
-CONVEX 10373    'GT_PK(2,2)'      10403  34509  10329  34508  34302  10478
-CONVEX 10374    'GT_PK(2,2)'      10329  34509  10403  25830  34510  10256
-CONVEX 10375    'GT_PK(2,2)'      10705  34511  10777  34512  25971  10849
-CONVEX 10376    'GT_PK(2,2)'      10705  34513  10634  34514  34515  10557
-CONVEX 10377    'GT_PK(2,2)'      10705  34516  10779  34513  25980  10634
-CONVEX 10378    'GT_PK(2,2)'      10779  34516  10705  34517  34512  10849
-CONVEX 10379    'GT_PK(2,2)'      10485  34518  10631  34519  34520  10557
-CONVEX 10380    'GT_PK(2,2)'      10631  34521  10705  34520  34514  10557
-CONVEX 10381    'GT_PK(2,2)'      10705  34521  10631  34511  34522  10777
-CONVEX 10382    'GT_PK(2,2)'      10777  34522  10631  25998  34523  10702
-CONVEX 10383    'GT_PK(2,2)'      10631  34524  10555  34523  25986  10702
-CONVEX 10384    'GT_PK(2,2)'      10555  34524  10631  20390  34518  10485
-CONVEX 10385    'GT_PK(2,2)'      11429  34525  11498  34526  34527  11569
-CONVEX 10386    'GT_PK(2,2)'      11501  34528  11429  24600  34526  11569
-CONVEX 10387    'GT_PK(2,2)'      11429  34529  11356  34525  34530  11498
-CONVEX 10388    'GT_PK(2,2)'      11356  34529  11429  34531  34532  11286
-CONVEX 10389    'GT_PK(2,2)'      10114  34533  9964  34534  34535  10038
-CONVEX 10390    'GT_PK(2,2)'      9964  34533  10114  34536  34537  10039
-CONVEX 10391    'GT_PK(2,2)'      10774  34538  10629  34539  34502  10700
-CONVEX 10392    'GT_PK(2,2)'      10629  34538  10774  25987  34540  10702
-CONVEX 10393    'GT_PK(2,2)'      10774  34541  10847  34540  25997  10702
-CONVEX 10394    'GT_PK(2,2)'      10847  34541  10774  34542  34543  10919
-CONVEX 10395    'GT_PK(2,2)'      8293  34544  8366  20253  34545  8197
-CONVEX 10396    'GT_PK(2,2)'      8366  34546  8286  34545  26018  8197
-CONVEX 10397    'GT_PK(2,2)'      8286  34547  8190  26017  34548  8088
-CONVEX 10398    'GT_PK(2,2)'      8012  34549  8190  20210  34550  8091
-CONVEX 10399    'GT_PK(2,2)'      8190  34549  8012  34548  20211  8088
-CONVEX 10400    'GT_PK(2,2)'      8190  34547  8286  34551  34552  8358
-CONVEX 10401    'GT_PK(2,2)'      8805  34553  8870  34554  25596  8944
-CONVEX 10402    'GT_PK(2,2)'      8805  34555  8735  34553  33946  8870
-CONVEX 10403    'GT_PK(2,2)'      10278  34556  10130  26038  34557  10205
-CONVEX 10404    'GT_PK(2,2)'      10130  34556  10278  34558  26041  10203
-CONVEX 10405    'GT_PK(2,2)'      10054  34559  10130  20404  34558  10203
-CONVEX 10406    'GT_PK(2,2)'      9981  34560  10130  26033  34559  10054
-CONVEX 10407    'GT_PK(2,2)'      9983  34561  10056  26044  34562  9908
-CONVEX 10408    'GT_PK(2,2)'      10130  34563  10056  34557  34564  10205
-CONVEX 10409    'GT_PK(2,2)'      10056  34565  9981  34562  26032  9908
-CONVEX 10410    'GT_PK(2,2)'      10056  34563  10130  34565  34560  9981
-CONVEX 10411    'GT_PK(2,2)'      10207  34566  10132  17129  34567  10058
-CONVEX 10412    'GT_PK(2,2)'      10132  34568  9983  34567  26046  10058
-CONVEX 10413    'GT_PK(2,2)'      10056  34569  10132  34564  34570  10205
-CONVEX 10414    'GT_PK(2,2)'      10132  34569  10056  34568  34561  9983
-CONVEX 10415    'GT_PK(2,2)'      10004  34571  10156  26054  34572  10076
-CONVEX 10416    'GT_PK(2,2)'      10303  34573  10156  19431  34574  10234
-CONVEX 10417    'GT_PK(2,2)'      10156  34573  10303  34575  31612  10199
-CONVEX 10418    'GT_PK(2,2)'      10076  34572  10156  34576  34575  10199
-CONVEX 10419    'GT_PK(2,2)'      10084  34577  10159  34578  31563  10234
-CONVEX 10420    'GT_PK(2,2)'      10156  34579  10084  34574  34578  10234
-CONVEX 10421    'GT_PK(2,2)'      10084  34579  10156  34580  34571  10004
-CONVEX 10422    'GT_PK(2,2)'      10084  34580  10004  34581  26058  9927
-CONVEX 10423    'GT_PK(2,2)'      10236  34582  10163  34583  34584  10313
-CONVEX 10424    'GT_PK(2,2)'      10088  34585  10163  26059  34582  10236
-CONVEX 10425    'GT_PK(2,2)'      8828  34586  8902  34587  34588  8752
-CONVEX 10426    'GT_PK(2,2)'      8902  34586  8828  34589  34590  8978
-CONVEX 10427    'GT_PK(2,2)'      8904  34591  9055  34592  34593  8978
-CONVEX 10428    'GT_PK(2,2)'      8828  34594  8904  34590  34592  8978
-CONVEX 10429    'GT_PK(2,2)'      8904  34594  8828  34595  34596  8754
-CONVEX 10430    'GT_PK(2,2)'      8599  34597  8522  34598  26062  8441
-CONVEX 10431    'GT_PK(2,2)'      8520  34599  8599  34600  34598  8441
-CONVEX 10432    'GT_PK(2,2)'      8295  34601  8144  34602  34603  8221
-CONVEX 10433    'GT_PK(2,2)'      8295  34604  8222  34601  34605  8144
-CONVEX 10434    'GT_PK(2,2)'      8222  34604  8295  30961  34606  8370
-CONVEX 10435    'GT_PK(2,2)'      8142  34607  8294  34608  34609  8221
-CONVEX 10436    'GT_PK(2,2)'      8294  34610  8220  34611  20413  8365
-CONVEX 10437    'GT_PK(2,2)'      8294  34607  8142  34610  23562  8220
-CONVEX 10438    'GT_PK(2,2)'      8899  34612  8825  26066  34613  8975
-CONVEX 10439    'GT_PK(2,2)'      8825  34614  8902  34613  34615  8975
-CONVEX 10440    'GT_PK(2,2)'      8902  34614  8825  34588  34616  8752
-CONVEX 10441    'GT_PK(2,2)'      8825  34612  8899  34617  26067  8749
-CONVEX 10442    'GT_PK(2,2)'      9050  34618  9200  26075  34619  9122
-CONVEX 10443    'GT_PK(2,2)'      9039  34620  9105  26077  34621  8953
-CONVEX 10444    'GT_PK(2,2)'      9105  34620  9039  34622  26079  9191
-CONVEX 10445    'GT_PK(2,2)'      9848  34623  9927  34624  26051  9735
-CONVEX 10446    'GT_PK(2,2)'      9660  34625  9848  26083  34624  9735
-CONVEX 10447    'GT_PK(2,2)'      9136  34626  8987  34627  31622  9064
-CONVEX 10448    'GT_PK(2,2)'      9511  34628  9660  34629  26082  9584
-CONVEX 10449    'GT_PK(2,2)'      9660  34628  9511  34630  34631  9586
-CONVEX 10450    'GT_PK(2,2)'      9511  34629  9584  34632  17631  9434
-CONVEX 10451    'GT_PK(2,2)'      9361  34633  9511  34634  34632  9434
-CONVEX 10452    'GT_PK(2,2)'      9357  34635  9284  17269  34636  9434
-CONVEX 10453    'GT_PK(2,2)'      9284  34637  9361  34636  34634  9434
-CONVEX 10454    'GT_PK(2,2)'      8989  34638  9138  17635  34639  9064
-CONVEX 10455    'GT_PK(2,2)'      9066  34640  9138  34641  34638  8989
-CONVEX 10456    'GT_PK(2,2)'      9215  34642  9138  26088  34640  9066
-CONVEX 10457    'GT_PK(2,2)'      8845  34643  8916  34644  34645  8766
-CONVEX 10458    'GT_PK(2,2)'      8916  34646  9066  34647  34641  8989
-CONVEX 10459    'GT_PK(2,2)'      8916  34648  8839  34645  34649  8766
-CONVEX 10460    'GT_PK(2,2)'      8839  34648  8916  20420  34647  8989
-CONVEX 10461    'GT_PK(2,2)'      8991  34650  9165  34651  26087  9066
-CONVEX 10462    'GT_PK(2,2)'      8916  34652  8991  34646  34651  9066
-CONVEX 10463    'GT_PK(2,2)'      8991  34652  8916  34653  34643  8845
-CONVEX 10464    'GT_PK(2,2)'      8991  34653  8845  34654  26090  8953
-CONVEX 10465    'GT_PK(2,2)'      9105  34655  8991  34621  34654  8953
-CONVEX 10466    'GT_PK(2,2)'      8991  34655  9105  34650  34656  9165
-CONVEX 10467    'GT_PK(2,2)'      8803  34657  8718  30984  34658  8662
-CONVEX 10468    'GT_PK(2,2)'      8845  34659  8718  26089  34657  8803
-CONVEX 10469    'GT_PK(2,2)'      8718  34660  8586  34658  30970  8662
-CONVEX 10470    'GT_PK(2,2)'      8718  34659  8845  34661  34644  8766
-CONVEX 10471    'GT_PK(2,2)'      9129  34662  9205  34663  34664  9055
-CONVEX 10472    'GT_PK(2,2)'      9205  34662  9129  34665  34666  9279
-CONVEX 10473    'GT_PK(2,2)'      9355  34667  9205  34668  34665  9279
-CONVEX 10474    'GT_PK(2,2)'      9278  34669  9205  34670  34667  9355
-CONVEX 10475    'GT_PK(2,2)'      9049  34671  9124  26110  34672  8974
-CONVEX 10476    'GT_PK(2,2)'      8977  34673  9127  34674  34675  9054
-CONVEX 10477    'GT_PK(2,2)'      9127  34673  8977  34676  26101  9052
-CONVEX 10478    'GT_PK(2,2)'      9499  34677  9571  34678  34679  9646
-CONVEX 10479    'GT_PK(2,2)'      9571  34677  9499  34680  34681  9423
-CONVEX 10480    'GT_PK(2,2)'      8823  34682  8748  31190  34683  8668
-CONVEX 10481    'GT_PK(2,2)'      8748  34682  8823  34684  31189  8898
-CONVEX 10482    'GT_PK(2,2)'      8671  34685  8748  26104  34686  8824
-CONVEX 10483    'GT_PK(2,2)'      8748  34684  8898  34686  26109  8824
-CONVEX 10484    'GT_PK(2,2)'      8672  34687  8595  34688  34689  8517
-CONVEX 10485    'GT_PK(2,2)'      8593  34690  8517  34691  34692  8437
-CONVEX 10486    'GT_PK(2,2)'      8593  34693  8672  34690  34688  8517
-CONVEX 10487    'GT_PK(2,2)'      8672  34693  8593  26111  34694  8750
-CONVEX 10488    'GT_PK(2,2)'      8593  34695  8671  34694  26103  8750
-CONVEX 10489    'GT_PK(2,2)'      8364  34696  8441  34697  20405  8292
-CONVEX 10490    'GT_PK(2,2)'      8219  34698  8364  26113  34697  8292
-CONVEX 10491    'GT_PK(2,2)'      8364  34699  8520  34696  34600  8441
-CONVEX 10492    'GT_PK(2,2)'      8517  34700  8362  34692  34701  8437
-CONVEX 10493    'GT_PK(2,2)'      10396  34702  10471  34703  34704  10322
-CONVEX 10494    'GT_PK(2,2)'      10471  34702  10396  34705  26118  10542
-CONVEX 10495    'GT_PK(2,2)'      9428  34706  9578  34707  34708  9505
-CONVEX 10496    'GT_PK(2,2)'      9428  34709  9355  34710  34668  9279
-CONVEX 10497    'GT_PK(2,2)'      9355  34709  9428  34711  34707  9505
-CONVEX 10498    'GT_PK(2,2)'      10015  34712  9868  34713  34714  9940
-CONVEX 10499    'GT_PK(2,2)'      9950  34715  10021  26124  34716  10096
-CONVEX 10500    'GT_PK(2,2)'      10021  34715  9950  34717  34718  9875
-CONVEX 10501    'GT_PK(2,2)'      9946  34719  10021  34720  34717  9875
-CONVEX 10502    'GT_PK(2,2)'      10093  34721  10021  26127  34719  9946
-CONVEX 10503    'GT_PK(2,2)'      10166  34722  10093  34723  26125  10018
-CONVEX 10504    'GT_PK(2,2)'      10166  34723  10018  34724  34725  10090
-CONVEX 10505    'GT_PK(2,2)'      10244  34726  10170  34727  26121  10096
-CONVEX 10506    'GT_PK(2,2)'      10170  34726  10244  34728  34729  10320
-CONVEX 10507    'GT_PK(2,2)'      10021  34730  10168  34716  34731  10096
-CONVEX 10508    'GT_PK(2,2)'      10168  34730  10021  34732  34721  10093
-CONVEX 10509    'GT_PK(2,2)'      10168  34733  10244  34731  34727  10096
-CONVEX 10510    'GT_PK(2,2)'      10244  34733  10168  34734  34735  10317
-CONVEX 10511    'GT_PK(2,2)'      11121  34736  10977  34737  26134  11048
-CONVEX 10512    'GT_PK(2,2)'      10540  34738  10463  26137  34739  10612
-CONVEX 10513    'GT_PK(2,2)'      10463  34740  10535  34739  34741  10612
-CONVEX 10514    'GT_PK(2,2)'      10905  34742  10760  26130  34743  10832
-CONVEX 10515    'GT_PK(2,2)'      10760  34744  10687  34743  20424  10832
-CONVEX 10516    'GT_PK(2,2)'      10760  34745  10615  34744  26142  10687
-CONVEX 10517    'GT_PK(2,2)'      10616  34746  10471  34747  34705  10542
-CONVEX 10518    'GT_PK(2,2)'      10471  34746  10616  34748  34749  10544
-CONVEX 10519    'GT_PK(2,2)'      10690  34750  10616  34751  34752  10762
-CONVEX 10520    'GT_PK(2,2)'      10616  34750  10690  34749  34753  10544
-CONVEX 10521    'GT_PK(2,2)'      10318  34754  10395  24016  34755  10465
-CONVEX 10522    'GT_PK(2,2)'      10395  34754  10318  34756  34757  10245
-CONVEX 10523    'GT_PK(2,2)'      10321  34758  10395  34759  34756  10245
-CONVEX 10524    'GT_PK(2,2)'      10981  34760  11125  34761  34762  11053
-CONVEX 10525    'GT_PK(2,2)'      11125  34763  11198  34762  34764  11053
-CONVEX 10526    'GT_PK(2,2)'      10909  34765  10981  34766  34761  11053
-CONVEX 10527    'GT_PK(2,2)'      10980  34767  10906  34768  34769  10835
-CONVEX 10528    'GT_PK(2,2)'      10980  34770  10909  34771  34766  11053
-CONVEX 10529    'GT_PK(2,2)'      10909  34770  10980  34772  34768  10835
-CONVEX 10530    'GT_PK(2,2)'      11317  34773  11247  34774  34775  11173
-CONVEX 10531    'GT_PK(2,2)'      11247  34776  11104  34775  18094  11173
-CONVEX 10532    'GT_PK(2,2)'      12785  34777  12652  26143  34778  12717
-CONVEX 10533    'GT_PK(2,2)'      12652  34779  12586  34780  26262  12518
-CONVEX 10534    'GT_PK(2,2)'      12586  34779  12652  20486  34781  12718
-CONVEX 10535    'GT_PK(2,2)'      12652  34777  12785  34781  26146  12718
-CONVEX 10536    'GT_PK(2,2)'      12652  34780  12518  34782  20489  12584
-CONVEX 10537    'GT_PK(2,2)'      12717  34778  12652  26160  34782  12584
-CONVEX 10538    'GT_PK(2,2)'      12916  34783  12980  34784  20438  13046
-CONVEX 10539    'GT_PK(2,2)'      12982  34785  12916  23982  34784  13046
-CONVEX 10540    'GT_PK(2,2)'      12980  34783  12916  20436  34786  12849
-CONVEX 10541    'GT_PK(2,2)'      12916  34787  12785  34786  26144  12849
-CONVEX 10542    'GT_PK(2,2)'      12916  34785  12982  34788  20447  12850
-CONVEX 10543    'GT_PK(2,2)'      12785  34787  12916  26145  34788  12850
-CONVEX 10544    'GT_PK(2,2)'      12240  34789  12307  26207  34790  12377
-CONVEX 10545    'GT_PK(2,2)'      12307  34791  12440  34790  26176  12377
-CONVEX 10546    'GT_PK(2,2)'      12172  34792  12307  26248  34789  12240
-CONVEX 10547    'GT_PK(2,2)'      12440  34791  12307  34793  34794  12371
-CONVEX 10548    'GT_PK(2,2)'      12573  34795  12504  26190  34796  12637
-CONVEX 10549    'GT_PK(2,2)'      12440  34797  12504  26177  34795  12573
-CONVEX 10550    'GT_PK(2,2)'      12504  34797  12440  34798  34793  12371
-CONVEX 10551    'GT_PK(2,2)'      12504  34799  12568  34796  20464  12637
-CONVEX 10552    'GT_PK(2,2)'      12504  34800  12434  34799  26181  12568
-CONVEX 10553    'GT_PK(2,2)'      12434  34800  12504  26178  34798  12371
-CONVEX 10554    'GT_PK(2,2)'      12908  34801  12847  34802  34803  12781
-CONVEX 10555    'GT_PK(2,2)'      13037  34804  12908  19334  34805  12969
-CONVEX 10556    'GT_PK(2,2)'      12908  34804  13037  34806  17642  12976
-CONVEX 10557    'GT_PK(2,2)'      12847  34801  12908  26192  34806  12976
-CONVEX 10558    'GT_PK(2,2)'      12647  34807  12581  34808  26195  12513
-CONVEX 10559    'GT_PK(2,2)'      12647  34809  12711  34810  34811  12781
-CONVEX 10560    'GT_PK(2,2)'      12847  34812  12715  34803  34813  12781
-CONVEX 10561    'GT_PK(2,2)'      12715  34814  12647  34813  34810  12781
-CONVEX 10562    'GT_PK(2,2)'      12647  34814  12715  34807  34815  12581
-CONVEX 10563    'GT_PK(2,2)'      12581  34815  12715  26198  34816  12648
-CONVEX 10564    'GT_PK(2,2)'      12715  34817  12782  34816  20453  12648
-CONVEX 10565    'GT_PK(2,2)'      12715  34812  12847  34817  26193  12782
-CONVEX 10566    'GT_PK(2,2)'      12446  34818  12579  26201  34819  12513
-CONVEX 10567    'GT_PK(2,2)'      12579  34820  12647  34819  34808  12513
-CONVEX 10568    'GT_PK(2,2)'      12647  34820  12579  34809  34821  12711
-CONVEX 10569    'GT_PK(2,2)'      12711  34821  12579  34822  34823  12642
-CONVEX 10570    'GT_PK(2,2)'      12579  34824  12512  34823  20461  12642
-CONVEX 10571    'GT_PK(2,2)'      12579  34818  12446  34824  20477  12512
-CONVEX 10572    'GT_PK(2,2)'      12773  34825  12711  34826  34822  12642
-CONVEX 10573    'GT_PK(2,2)'      12773  34827  12836  34828  20469  12903
-CONVEX 10574    'GT_PK(2,2)'      12706  34829  12773  26186  34826  12642
-CONVEX 10575    'GT_PK(2,2)'      12773  34829  12706  34827  26187  12836
-CONVEX 10576    'GT_PK(2,2)'      12711  34830  12840  34811  34831  12781
-CONVEX 10577    'GT_PK(2,2)'      12908  34832  12840  34805  34833  12969
-CONVEX 10578    'GT_PK(2,2)'      12840  34832  12908  34831  34802  12781
-CONVEX 10579    'GT_PK(2,2)'      12840  34834  12903  34833  17656  12969
-CONVEX 10580    'GT_PK(2,2)'      12840  34835  12773  34834  34828  12903
-CONVEX 10581    'GT_PK(2,2)'      12773  34835  12840  34825  34830  12711
-CONVEX 10582    'GT_PK(2,2)'      12102  34836  12238  26213  34837  12172
-CONVEX 10583    'GT_PK(2,2)'      12307  34838  12238  34794  34839  12371
-CONVEX 10584    'GT_PK(2,2)'      12238  34838  12307  34837  34792  12172
-CONVEX 10585    'GT_PK(2,2)'      12371  34839  12238  26180  34840  12298
-CONVEX 10586    'GT_PK(2,2)'      12238  34841  12167  34840  19642  12298
-CONVEX 10587    'GT_PK(2,2)'      12238  34836  12102  34841  32061  12167
-CONVEX 10588    'GT_PK(2,2)'      11616  34842  11544  26218  34843  11685
-CONVEX 10589    'GT_PK(2,2)'      11544  34844  11614  34843  32107  11685
-CONVEX 10590    'GT_PK(2,2)'      11966  34845  11895  26252  34846  12035
-CONVEX 10591    'GT_PK(2,2)'      11827  34847  11895  26220  34845  11966
-CONVEX 10592    'GT_PK(2,2)'      11895  34847  11827  34848  34849  11757
-CONVEX 10593    'GT_PK(2,2)'      11825  34850  11895  26221  34848  11757
-CONVEX 10594    'GT_PK(2,2)'      11758  34851  11827  34852  26219  11897
-CONVEX 10595    'GT_PK(2,2)'      12246  34853  12177  34854  26235  12313
-CONVEX 10596    'GT_PK(2,2)'      12382  34855  12246  26167  34854  12313
-CONVEX 10597    'GT_PK(2,2)'      12246  34855  12382  34856  26165  12315
-CONVEX 10598    'GT_PK(2,2)'      11902  34857  11970  34858  34859  12041
-CONVEX 10599    'GT_PK(2,2)'      12038  34860  12106  26239  34861  12175
-CONVEX 10600    'GT_PK(2,2)'      12106  34860  12038  34862  26241  11967
-CONVEX 10601    'GT_PK(2,2)'      12037  34863  12106  20484  34862  11967
-CONVEX 10602    'GT_PK(2,2)'      12106  34863  12037  34864  26250  12173
-CONVEX 10603    'GT_PK(2,2)'      11339  34865  11409  34866  34867  11481
-CONVEX 10604    'GT_PK(2,2)'      11409  34868  11337  34869  34870  11479
-CONVEX 10605    'GT_PK(2,2)'      11829  34871  11897  34872  20483  11967
-CONVEX 10606    'GT_PK(2,2)'      11899  34873  11829  26242  34872  11967
-CONVEX 10607    'GT_PK(2,2)'      11829  34874  11758  34871  34852  11897
-CONVEX 10608    'GT_PK(2,2)'      11620  34875  11690  34876  34877  11761
-CONVEX 10609    'GT_PK(2,2)'      11334  34878  11406  34879  34880  11263
-CONVEX 10610    'GT_PK(2,2)'      12110  34881  12248  34882  26254  12180
-CONVEX 10611    'GT_PK(2,2)'      11832  34883  11903  20522  34884  11972
-CONVEX 10612    'GT_PK(2,2)'      11974  34885  11903  34886  34887  11834
-CONVEX 10613    'GT_PK(2,2)'      12112  34888  12042  20503  34889  12180
-CONVEX 10614    'GT_PK(2,2)'      11974  34890  12042  34891  34888  12112
-CONVEX 10615    'GT_PK(2,2)'      12042  34892  12110  34889  34882  12180
-CONVEX 10616    'GT_PK(2,2)'      11623  34893  11553  34894  34895  11694
-CONVEX 10617    'GT_PK(2,2)'      11764  34896  11623  34897  34894  11694
-CONVEX 10618    'GT_PK(2,2)'      12181  34898  12043  26271  34899  12112
-CONVEX 10619    'GT_PK(2,2)'      12043  34900  11974  34899  34891  12112
-CONVEX 10620    'GT_PK(2,2)'      11903  34901  12043  34884  34902  11972
-CONVEX 10621    'GT_PK(2,2)'      12043  34901  11903  34900  34885  11974
-CONVEX 10622    'GT_PK(2,2)'      12040  34903  12111  20515  34904  12179
-CONVEX 10623    'GT_PK(2,2)'      12111  34905  12250  34904  20512  12179
-CONVEX 10624    'GT_PK(2,2)'      12111  34906  12181  34905  26270  12250
-CONVEX 10625    'GT_PK(2,2)'      12111  34907  12043  34906  34898  12181
-CONVEX 10626    'GT_PK(2,2)'      12111  34903  12040  34908  20516  11972
-CONVEX 10627    'GT_PK(2,2)'      12043  34907  12111  34902  34908  11972
-CONVEX 10628    'GT_PK(2,2)'      11336  34909  11266  34910  34911  11408
-CONVEX 10629    'GT_PK(2,2)'      11477  34912  11336  34913  34910  11408
-CONVEX 10630    'GT_PK(2,2)'      11550  34914  11477  34915  34913  11408
-CONVEX 10631    'GT_PK(2,2)'      11405  34916  11473  34917  26283  11331
-CONVEX 10632    'GT_PK(2,2)'      11473  34916  11405  34918  34919  11546
-CONVEX 10633    'GT_PK(2,2)'      11405  34920  11477  34919  34921  11546
-CONVEX 10634    'GT_PK(2,2)'      11477  34920  11405  34912  34922  11336
-CONVEX 10635    'GT_PK(2,2)'      10873  34923  10962  23988  34924  11026
-CONVEX 10636    'GT_PK(2,2)'      10962  34925  11111  34924  20521  11026
-CONVEX 10637    'GT_PK(2,2)'      10810  34926  10873  34927  19422  10693
-CONVEX 10638    'GT_PK(2,2)'      10810  34928  10962  34926  34923  10873
-CONVEX 10639    'GT_PK(2,2)'      10962  34928  10810  34929  34930  10894
-CONVEX 10640    'GT_PK(2,2)'      10757  34931  10686  34932  34933  10833
-CONVEX 10641    'GT_PK(2,2)'      10686  34931  10757  31572  34934  10609
-CONVEX 10642    'GT_PK(2,2)'      11611  34935  11473  34936  34918  11546
-CONVEX 10643    'GT_PK(2,2)'      11611  34937  11687  34938  26285  11745
-CONVEX 10644    'GT_PK(2,2)'      11687  34937  11611  34939  34936  11546
-CONVEX 10645    'GT_PK(2,2)'      11665  34940  11611  19319  34938  11745
-CONVEX 10646    'GT_PK(2,2)'      11611  34940  11665  34941  19324  11530
-CONVEX 10647    'GT_PK(2,2)'      11473  34935  11611  26281  34941  11530
-CONVEX 10648    'GT_PK(2,2)'      11552  34942  11480  34943  34944  11410
-CONVEX 10649    'GT_PK(2,2)'      11480  34945  11550  34946  34915  11408
-CONVEX 10650    'GT_PK(2,2)'      11691  34947  11832  34948  20524  11760
-CONVEX 10651    'GT_PK(2,2)'      9619  34949  9767  34950  34951  9694
-CONVEX 10652    'GT_PK(2,2)'      9767  34952  9842  34951  26295  9694
-CONVEX 10653    'GT_PK(2,2)'      9842  34952  9767  26297  34953  9914
-CONVEX 10654    'GT_PK(2,2)'      9767  34949  9619  34954  25871  9692
-CONVEX 10655    'GT_PK(2,2)'      9856  34955  9931  34956  26312  9783
-CONVEX 10656    'GT_PK(2,2)'      9708  34957  9856  34958  34956  9783
-CONVEX 10657    'GT_PK(2,2)'      9929  34959  9856  26308  34960  9781
-CONVEX 10658    'GT_PK(2,2)'      9856  34957  9708  34960  34961  9781
-CONVEX 10659    'GT_PK(2,2)'      9635  34962  9708  34963  34958  9783
-CONVEX 10660    'GT_PK(2,2)'      9859  34964  9711  26313  34965  9783
-CONVEX 10661    'GT_PK(2,2)'      9711  34966  9635  34965  34963  9783
-CONVEX 10662    'GT_PK(2,2)'      9635  34966  9711  34967  34968  9564
-CONVEX 10663    'GT_PK(2,2)'      9711  34964  9859  34969  32084  9786
-CONVEX 10664    'GT_PK(2,2)'      9416  34970  9491  34971  34972  9345
-CONVEX 10665    'GT_PK(2,2)'      9491  34970  9416  34973  34974  9564
-CONVEX 10666    'GT_PK(2,2)'      8116  34975  8045  34976  34977  7966
-CONVEX 10667    'GT_PK(2,2)'      7598  34978  7527  34979  34980  7451
-CONVEX 10668    'GT_PK(2,2)'      7598  34981  7679  34978  26314  7527
-CONVEX 10669    'GT_PK(2,2)'      7522  34982  7598  32975  34979  7451
-CONVEX 10670    'GT_PK(2,2)'      8130  34983  8246  34984  26341  8181
-CONVEX 10671    'GT_PK(2,2)'      8058  34985  8130  26318  34984  8181
-CONVEX 10672    'GT_PK(2,2)'      7980  34986  8130  34987  34985  8058
-CONVEX 10673    'GT_PK(2,2)'      8130  34986  7980  34988  34989  8051
-CONVEX 10674    'GT_PK(2,2)'      7753  34990  7901  34991  34992  7831
-CONVEX 10675    'GT_PK(2,2)'      7980  34993  7901  34989  34994  8051
-CONVEX 10676    'GT_PK(2,2)'      7901  34993  7980  34992  34995  7831
-CONVEX 10677    'GT_PK(2,2)'      7901  34990  7753  34996  26321  7825
-CONVEX 10678    'GT_PK(2,2)'      9160  34997  9014  34998  26327  9088
-CONVEX 10679    'GT_PK(2,2)'      8943  34999  9018  26328  35000  9088
-CONVEX 10680    'GT_PK(2,2)'      9089  35001  9018  34267  35002  8947
-CONVEX 10681    'GT_PK(2,2)'      8419  35003  8569  35004  26331  8489
-CONVEX 10682    'GT_PK(2,2)'      8569  35003  8419  35005  35006  8498
-CONVEX 10683    'GT_PK(2,2)'      8650  35007  8569  35008  35005  8498
-CONVEX 10684    'GT_PK(2,2)'      8581  35009  8650  35010  35008  8498
-CONVEX 10685    'GT_PK(2,2)'      8419  35011  8347  35006  35012  8498
-CONVEX 10686    'GT_PK(2,2)'      8698  35013  8547  35014  26337  8627
-CONVEX 10687    'GT_PK(2,2)'      8779  35015  8698  34090  35014  8627
-CONVEX 10688    'GT_PK(2,2)'      8698  35015  8779  35016  34085  8846
-CONVEX 10689    'GT_PK(2,2)'      8698  35016  8846  35017  25659  8773
-CONVEX 10690    'GT_PK(2,2)'      8698  35017  8773  35018  35019  8621
-CONVEX 10691    'GT_PK(2,2)'      8547  35013  8698  35020  35018  8621
-CONVEX 10692    'GT_PK(2,2)'      8397  35021  8317  35022  26340  8246
-CONVEX 10693    'GT_PK(2,2)'      8547  35023  8397  26339  35024  8475
-CONVEX 10694    'GT_PK(2,2)'      9387  35025  9462  35026  26360  9539
-CONVEX 10695    'GT_PK(2,2)'      9467  35027  9387  34341  35026  9539
-CONVEX 10696    'GT_PK(2,2)'      9387  35027  9467  35028  34339  9315
-CONVEX 10697    'GT_PK(2,2)'      9462  35029  9535  26359  35030  9612
-CONVEX 10698    'GT_PK(2,2)'      9382  35031  9535  35032  35029  9462
-CONVEX 10699    'GT_PK(2,2)'      8565  35033  8643  35034  35035  8719
-CONVEX 10700    'GT_PK(2,2)'      8565  35036  8487  35033  35037  8643
-CONVEX 10701    'GT_PK(2,2)'      8487  35036  8565  35038  35039  8414
-CONVEX 10702    'GT_PK(2,2)'      9257  35040  9331  35041  35042  9406
-CONVEX 10703    'GT_PK(2,2)'      9331  35040  9257  35043  35044  9182
-CONVEX 10704    'GT_PK(2,2)'      8881  35045  8807  35046  19209  8728
-CONVEX 10705    'GT_PK(2,2)'      9546  35047  9619  35048  34950  9694
-CONVEX 10706    'GT_PK(2,2)'      9769  35049  9621  26296  35050  9694
-CONVEX 10707    'GT_PK(2,2)'      9621  35051  9546  35050  35048  9694
-CONVEX 10708    'GT_PK(2,2)'      9773  35052  9697  26291  35053  9844
-CONVEX 10709    'GT_PK(2,2)'      9624  35054  9697  26363  35052  9773
-CONVEX 10710    'GT_PK(2,2)'      9697  35055  9769  35053  20529  9844
-CONVEX 10711    'GT_PK(2,2)'      9697  35056  9621  35055  35049  9769
-CONVEX 10712    'GT_PK(2,2)'      9544  35057  9396  25883  35058  9469
-CONVEX 10713    'GT_PK(2,2)'      8554  35059  8476  26389  35060  8629
-CONVEX 10714    'GT_PK(2,2)'      8476  35059  8554  35061  26393  8402
-CONVEX 10715    'GT_PK(2,2)'      8476  35062  8549  35060  35063  8629
-CONVEX 10716    'GT_PK(2,2)'      8549  35062  8476  35064  35065  8399
-CONVEX 10717    'GT_PK(2,2)'      8320  35066  8399  35067  35068  8248
-CONVEX 10718    'GT_PK(2,2)'      8467  35069  8620  35070  26366  8543
-CONVEX 10719    'GT_PK(2,2)'      8467  35071  8541  35069  35072  8620
-CONVEX 10720    'GT_PK(2,2)'      8620  35073  8772  26368  35074  8696
-CONVEX 10721    'GT_PK(2,2)'      9374  35075  9221  35076  35077  9296
-CONVEX 10722    'GT_PK(2,2)'      8702  35078  8776  35079  35080  8853
-CONVEX 10723    'GT_PK(2,2)'      8549  35081  8702  35063  35082  8629
-CONVEX 10724    'GT_PK(2,2)'      8702  35083  8782  35082  26344  8629
-CONVEX 10725    'GT_PK(2,2)'      8782  35083  8702  26346  35079  8853
-CONVEX 10726    'GT_PK(2,2)'      8471  35084  8549  35085  35064  8399
-CONVEX 10727    'GT_PK(2,2)'      8320  35086  8471  35066  35085  8399
-CONVEX 10728    'GT_PK(2,2)'      9003  35087  9078  35088  35089  9156
-CONVEX 10729    'GT_PK(2,2)'      8853  35090  9003  26348  35091  8932
-CONVEX 10730    'GT_PK(2,2)'      9003  35092  9083  35091  26358  8932
-CONVEX 10731    'GT_PK(2,2)'      9083  35092  9003  35093  35088  9156
-CONVEX 10732    'GT_PK(2,2)'      8776  35094  8927  35080  35095  8853
-CONVEX 10733    'GT_PK(2,2)'      8927  35096  9003  35095  35090  8853
-CONVEX 10734    'GT_PK(2,2)'      9003  35096  8927  35087  35097  9078
-CONVEX 10735    'GT_PK(2,2)'      9078  35097  8927  26371  35098  8997
-CONVEX 10736    'GT_PK(2,2)'      7894  35099  7819  35100  26383  7744
-CONVEX 10737    'GT_PK(2,2)'      7822  35101  7894  35102  35100  7744
-CONVEX 10738    'GT_PK(2,2)'      7894  35101  7822  35103  26408  7972
-CONVEX 10739    'GT_PK(2,2)'      7826  35104  7976  20556  35105  7898
-CONVEX 10740    'GT_PK(2,2)'      8053  35106  7976  35107  35108  7903
-CONVEX 10741    'GT_PK(2,2)'      7976  35104  7826  35108  26406  7903
-CONVEX 10742    'GT_PK(2,2)'      8192  35109  8134  35110  35111  8248
-CONVEX 10743    'GT_PK(2,2)'      8053  35112  8134  35113  35109  8192
-CONVEX 10744    'GT_PK(2,2)'      6988  35114  6917  35115  26401  7068
-CONVEX 10745    'GT_PK(2,2)'      6621  35116  6769  35117  35118  6694
-CONVEX 10746    'GT_PK(2,2)'      6696  35119  6769  31004  35116  6621
-CONVEX 10747    'GT_PK(2,2)'      6917  35120  6769  26400  35121  6844
-CONVEX 10748    'GT_PK(2,2)'      6769  35119  6696  35121  31009  6844
-CONVEX 10749    'GT_PK(2,2)'      6995  35122  7146  26402  35123  7068
-CONVEX 10750    'GT_PK(2,2)'      7228  35124  7146  20561  35125  7074
-CONVEX 10751    'GT_PK(2,2)'      7146  35122  6995  35125  26397  7074
-CONVEX 10752    'GT_PK(2,2)'      7372  35126  7447  35127  35128  7292
-CONVEX 10753    'GT_PK(2,2)'      7447  35126  7372  35129  26434  7524
-CONVEX 10754    'GT_PK(2,2)'      7368  35130  7215  35131  35132  7292
-CONVEX 10755    'GT_PK(2,2)'      7447  35133  7368  35128  35131  7292
-CONVEX 10756    'GT_PK(2,2)'      7368  35133  7447  35134  35135  7521
-CONVEX 10757    'GT_PK(2,2)'      7368  35134  7521  35136  35137  7443
-CONVEX 10758    'GT_PK(2,2)'      7289  35138  7368  26440  35136  7443
-CONVEX 10759    'GT_PK(2,2)'      7368  35138  7289  35130  35139  7215
-CONVEX 10760    'GT_PK(2,2)'      7521  35140  7594  35137  35141  7443
-CONVEX 10761    'GT_PK(2,2)'      7669  35142  7594  26384  35143  7744
-CONVEX 10762    'GT_PK(2,2)'      7594  35144  7518  35141  26376  7443
-CONVEX 10763    'GT_PK(2,2)'      7518  35144  7594  26372  35142  7669
-CONVEX 10764    'GT_PK(2,2)'      7822  35145  7673  26411  35146  7748
-CONVEX 10765    'GT_PK(2,2)'      7673  35145  7822  35147  35102  7744
-CONVEX 10766    'GT_PK(2,2)'      7594  35148  7673  35143  35147  7744
-CONVEX 10767    'GT_PK(2,2)'      7673  35148  7594  35149  35140  7521
-CONVEX 10768    'GT_PK(2,2)'      8137  35150  8062  35151  35152  7989
-CONVEX 10769    'GT_PK(2,2)'      8062  35150  8137  35153  35154  8185
-CONVEX 10770    'GT_PK(2,2)'      8061  35155  8137  35156  35151  7989
-CONVEX 10771    'GT_PK(2,2)'      8137  35155  8061  35157  26422  8184
-CONVEX 10772    'GT_PK(2,2)'      8061  35158  7987  26423  35159  8135
-CONVEX 10773    'GT_PK(2,2)'      7987  35160  8058  35159  26316  8135
-CONVEX 10774    'GT_PK(2,2)'      8466  35161  8390  35162  35163  8314
-CONVEX 10775    'GT_PK(2,2)'      8392  35164  8466  26418  35162  8314
-CONVEX 10776    'GT_PK(2,2)'      8542  35165  8466  35166  35164  8392
-CONVEX 10777    'GT_PK(2,2)'      8466  35165  8542  35167  35168  8619
-CONVEX 10778    'GT_PK(2,2)'      8540  35169  8466  35170  35167  8619
-CONVEX 10779    'GT_PK(2,2)'      8466  35169  8540  35161  35171  8390
-CONVEX 10780    'GT_PK(2,2)'      7151  35172  7234  20563  35173  7305
-CONVEX 10781    'GT_PK(2,2)'      7080  35174  7234  26431  35172  7151
-CONVEX 10782    'GT_PK(2,2)'      7530  35175  7601  35176  20550  7453
-CONVEX 10783    'GT_PK(2,2)'      7379  35177  7530  35178  35176  7453
-CONVEX 10784    'GT_PK(2,2)'      7438  35179  7511  35180  35181  7357
-CONVEX 10785    'GT_PK(2,2)'      7586  35182  7511  35183  35184  7663
-CONVEX 10786    'GT_PK(2,2)'      7663  35184  7511  26381  35185  7590
-CONVEX 10787    'GT_PK(2,2)'      7511  35179  7438  35185  26437  7590
-CONVEX 10788    'GT_PK(2,2)'      7357  35181  7511  35186  35187  7431
-CONVEX 10789    'GT_PK(2,2)'      7511  35182  7586  35187  31058  7431
-CONVEX 10790    'GT_PK(2,2)'      7353  35188  7279  31056  35189  7431
-CONVEX 10791    'GT_PK(2,2)'      7279  35190  7357  35189  35186  7431
-CONVEX 10792    'GT_PK(2,2)'      7279  35191  7207  35190  35192  7357
-CONVEX 10793    'GT_PK(2,2)'      7438  35193  7284  26438  35194  7363
-CONVEX 10794    'GT_PK(2,2)'      7284  35193  7438  35195  35180  7357
-CONVEX 10795    'GT_PK(2,2)'      7207  35196  7284  35192  35195  7357
-CONVEX 10796    'GT_PK(2,2)'      7887  35197  7965  35198  17679  8039
-CONVEX 10797    'GT_PK(2,2)'      7586  35199  7736  31059  35200  7659
-CONVEX 10798    'GT_PK(2,2)'      7736  35201  7811  35200  26441  7659
-CONVEX 10799    'GT_PK(2,2)'      7736  35202  7887  35201  35203  7811
-CONVEX 10800    'GT_PK(2,2)'      7736  35199  7586  35204  35183  7663
-CONVEX 10801    'GT_PK(2,2)'      7885  35205  7808  35206  35207  7733
-CONVEX 10802    'GT_PK(2,2)'      7885  35208  7958  35205  35209  7808
-CONVEX 10803    'GT_PK(2,2)'      7811  35210  7885  26442  35206  7733
-CONVEX 10804    'GT_PK(2,2)'      5074  35211  5005  35212  35213  5147
-CONVEX 10805    'GT_PK(2,2)'      4934  35214  5005  35215  35216  4862
-CONVEX 10806    'GT_PK(2,2)'      5217  35217  5074  35218  35212  5147
-CONVEX 10807    'GT_PK(2,2)'      5291  35219  5217  35220  35218  5147
-CONVEX 10808    'GT_PK(2,2)'      5217  35219  5291  35221  26459  5361
-CONVEX 10809    'GT_PK(2,2)'      4790  35222  4722  35223  35224  4862
-CONVEX 10810    'GT_PK(2,2)'      4722  35225  4581  35226  26596  4653
-CONVEX 10811    'GT_PK(2,2)'      4932  35227  5074  35228  35229  5003
-CONVEX 10812    'GT_PK(2,2)'      4860  35230  4932  26445  35228  5003
-CONVEX 10813    'GT_PK(2,2)'      4932  35230  4860  35231  26448  4790
-CONVEX 10814    'GT_PK(2,2)'      4932  35231  4790  35232  35223  4862
-CONVEX 10815    'GT_PK(2,2)'      5005  35233  4932  35216  35232  4862
-CONVEX 10816    'GT_PK(2,2)'      4932  35233  5005  35227  35211  5074
-CONVEX 10817    'GT_PK(2,2)'      4794  35234  4865  35235  35236  4934
-CONVEX 10818    'GT_PK(2,2)'      4794  35235  4934  35237  35215  4862
-CONVEX 10819    'GT_PK(2,2)'      4722  35238  4794  35224  35237  4862
-CONVEX 10820    'GT_PK(2,2)'      4794  35238  4722  35239  35226  4653
-CONVEX 10821    'GT_PK(2,2)'      5651  35240  5579  26530  35241  5723
-CONVEX 10822    'GT_PK(2,2)'      5579  35242  5433  35243  35244  5508
-CONVEX 10823    'GT_PK(2,2)'      5506  35245  5579  26461  35240  5651
-CONVEX 10824    'GT_PK(2,2)'      5579  35245  5506  35242  26467  5433
-CONVEX 10825    'GT_PK(2,2)'      5579  35246  5653  35241  26469  5723
-CONVEX 10826    'GT_PK(2,2)'      5653  35246  5579  20591  35243  5508
-CONVEX 10827    'GT_PK(2,2)'      6095  35247  6019  35248  35249  5947
-CONVEX 10828    'GT_PK(2,2)'      6019  35247  6095  35250  35251  6168
-CONVEX 10829    'GT_PK(2,2)'      6093  35252  6019  35253  35250  6168
-CONVEX 10830    'GT_PK(2,2)'      6019  35252  6093  35254  35255  5945
-CONVEX 10831    'GT_PK(2,2)'      5799  35256  5869  26470  35257  5723
-CONVEX 10832    'GT_PK(2,2)'      5869  35256  5799  35258  35259  5945
-CONVEX 10833    'GT_PK(2,2)'      5869  35260  5796  35257  26529  5723
-CONVEX 10834    'GT_PK(2,2)'      2625  35261  2682  35262  26526  2566
-CONVEX 10835    'GT_PK(2,2)'      2682  35261  2625  20614  35263  2743
-CONVEX 10836    'GT_PK(2,2)'      2571  35264  2457  26481  35265  2516
-CONVEX 10837    'GT_PK(2,2)'      2516  35265  2457  20602  35266  2400
-CONVEX 10838    'GT_PK(2,2)'      2632  35267  2748  26489  35268  2688
-CONVEX 10839    'GT_PK(2,2)'      2748  35267  2632  35269  26472  2691
-CONVEX 10840    'GT_PK(2,2)'      2809  35270  2748  26475  35269  2691
-CONVEX 10841    'GT_PK(2,2)'      2344  35271  2227  35272  35273  2284
-CONVEX 10842    'GT_PK(2,2)'      2114  35274  2227  35275  35276  2172
-CONVEX 10843    'GT_PK(2,2)'      2459  35277  2401  26491  35278  2518
-CONVEX 10844    'GT_PK(2,2)'      2344  35279  2401  26482  35277  2459
-CONVEX 10845    'GT_PK(2,2)'      2401  35279  2344  35280  35272  2284
-CONVEX 10846    'GT_PK(2,2)'      2518  35278  2401  20596  35281  2460
-CONVEX 10847    'GT_PK(2,2)'      2401  35282  2343  35281  35283  2460
-CONVEX 10848    'GT_PK(2,2)'      2343  35282  2401  35284  35280  2284
-CONVEX 10849    'GT_PK(2,2)'      2231  35285  2118  35286  35287  2172
-CONVEX 10850    'GT_PK(2,2)'      2004  35288  2118  35289  35290  2063
-CONVEX 10851    'GT_PK(2,2)'      2286  35291  2231  35292  35286  2172
-CONVEX 10852    'GT_PK(2,2)'      2286  35293  2344  35294  26483  2400
-CONVEX 10853    'GT_PK(2,2)'      2227  35295  2286  35276  35292  2172
-CONVEX 10854    'GT_PK(2,2)'      2286  35295  2227  35293  35271  2344
-CONVEX 10855    'GT_PK(2,2)'      2004  35296  1950  35297  35298  1894
-CONVEX 10856    'GT_PK(2,2)'      1950  35296  2004  35299  35289  2063
-CONVEX 10857    'GT_PK(2,2)'      2008  35300  1950  26880  35299  2063
-CONVEX 10858    'GT_PK(2,2)'      1950  35300  2008  35301  35302  1899
-CONVEX 10859    'GT_PK(2,2)'      1947  35303  2004  35304  35297  1894
-CONVEX 10860    'GT_PK(2,2)'      1947  35305  1837  35306  35307  1890
-CONVEX 10861    'GT_PK(2,2)'      1837  35305  1947  35308  35304  1894
-CONVEX 10862    'GT_PK(2,2)'      2227  35309  2169  35273  35310  2284
-CONVEX 10863    'GT_PK(2,2)'      2169  35309  2227  35311  35274  2114
-CONVEX 10864    'GT_PK(2,2)'      2058  35312  2114  35313  35275  2172
-CONVEX 10865    'GT_PK(2,2)'      2118  35314  2058  35287  35313  2172
-CONVEX 10866    'GT_PK(2,2)'      2058  35314  2118  35315  35288  2004
-CONVEX 10867    'GT_PK(2,2)'      1947  35316  2058  35303  35315  2004
-CONVEX 10868    'GT_PK(2,2)'      2402  35317  2520  35318  20598  2460
-CONVEX 10869    'GT_PK(2,2)'      2343  35319  2402  35283  35318  2460
-CONVEX 10870    'GT_PK(2,2)'      2402  35319  2343  35320  35321  2285
-CONVEX 10871    'GT_PK(2,2)'      2520  35317  2402  35322  35323  2462
-CONVEX 10872    'GT_PK(2,2)'      2402  35324  2347  35323  35325  2462
-CONVEX 10873    'GT_PK(2,2)'      2347  35324  2402  26492  35320  2285
-CONVEX 10874    'GT_PK(2,2)'      2992  35326  3057  20605  35327  3118
-CONVEX 10875    'GT_PK(2,2)'      3057  35328  3182  35327  35329  3118
-CONVEX 10876    'GT_PK(2,2)'      3057  35326  2992  35330  35331  2932
-CONVEX 10877    'GT_PK(2,2)'      3182  35332  3245  35329  35333  3118
-CONVEX 10878    'GT_PK(2,2)'      3308  35334  3245  35335  35336  3373
-CONVEX 10879    'GT_PK(2,2)'      3841  35337  3773  35338  35339  3707
-CONVEX 10880    'GT_PK(2,2)'      3773  35337  3841  35340  35341  3906
-CONVEX 10881    'GT_PK(2,2)'      3839  35342  3773  35343  35340  3906
-CONVEX 10882    'GT_PK(2,2)'      3773  35342  3839  35344  26712  3705
-CONVEX 10883    'GT_PK(2,2)'      3638  35345  3705  35346  26713  3771
-CONVEX 10884    'GT_PK(2,2)'      3703  35347  3638  26502  35346  3771
-CONVEX 10885    'GT_PK(2,2)'      3180  35348  3116  35349  26506  3055
-CONVEX 10886    'GT_PK(2,2)'      3180  35349  3055  35350  20604  3118
-CONVEX 10887    'GT_PK(2,2)'      3245  35351  3180  35333  35350  3118
-CONVEX 10888    'GT_PK(2,2)'      3180  35351  3245  35352  35334  3308
-CONVEX 10889    'GT_PK(2,2)'      2865  35353  2926  20608  35354  2802
-CONVEX 10890    'GT_PK(2,2)'      2679  35355  2737  26511  35356  2616
-CONVEX 10891    'GT_PK(2,2)'      2737  35357  2675  35356  26822  2616
-CONVEX 10892    'GT_PK(2,2)'      2860  35358  2737  35359  35360  2799
-CONVEX 10893    'GT_PK(2,2)'      2737  35355  2679  35360  26509  2799
-CONVEX 10894    'GT_PK(2,2)'      2342  35361  2289  26517  35362  2399
-CONVEX 10895    'GT_PK(2,2)'      2064  35363  2008  35364  26878  2121
-CONVEX 10896    'GT_PK(2,2)'      2283  35365  2233  26520  35366  2342
-CONVEX 10897    'GT_PK(2,2)'      2233  35367  2289  35366  35361  2342
-CONVEX 10898    'GT_PK(2,2)'      1782  35368  1837  35369  35370  1730
-CONVEX 10899    'GT_PK(2,2)'      1782  35369  1730  35371  35372  1678
-CONVEX 10900    'GT_PK(2,2)'      1782  35373  1836  35374  20799  1890
-CONVEX 10901    'GT_PK(2,2)'      1837  35368  1782  35307  35374  1890
-CONVEX 10902    'GT_PK(2,2)'      5282  35375  5426  35376  26532  5352
-CONVEX 10903    'GT_PK(2,2)'      5209  35377  5282  26536  35376  5352
-CONVEX 10904    'GT_PK(2,2)'      5355  35378  5282  26544  35379  5212
-CONVEX 10905    'GT_PK(2,2)'      5282  35378  5355  35375  26545  5426
-CONVEX 10906    'GT_PK(2,2)'      5571  35380  5715  35381  35382  5643
-CONVEX 10907    'GT_PK(2,2)'      5497  35383  5571  35384  35381  5643
-CONVEX 10908    'GT_PK(2,2)'      5426  35385  5571  26531  35383  5497
-CONVEX 10909    'GT_PK(2,2)'      5571  35385  5426  35386  26546  5501
-CONVEX 10910    'GT_PK(2,2)'      5358  35387  5285  35388  20630  5215
-CONVEX 10911    'GT_PK(2,2)'      5358  35389  5428  35387  26550  5285
-CONVEX 10912    'GT_PK(2,2)'      5428  35389  5358  35390  35391  5503
-CONVEX 10913    'GT_PK(2,2)'      5358  35392  5431  35391  26455  5503
-CONVEX 10914    'GT_PK(2,2)'      5573  35393  5428  35394  35390  5503
-CONVEX 10915    'GT_PK(2,2)'      5648  35395  5573  26551  35394  5503
-CONVEX 10916    'GT_PK(2,2)'      5428  35393  5573  26549  35396  5501
-CONVEX 10917    'GT_PK(2,2)'      4927  35397  5069  35398  35399  4996
-CONVEX 10918    'GT_PK(2,2)'      4855  35400  4927  35401  35398  4996
-CONVEX 10919    'GT_PK(2,2)'      4927  35400  4855  35402  35403  4785
-CONVEX 10920    'GT_PK(2,2)'      5069  35404  5000  26561  35405  5142
-CONVEX 10921    'GT_PK(2,2)'      5071  35406  5000  26452  35407  4930
-CONVEX 10922    'GT_PK(2,2)'      5000  35406  5071  35405  26453  5142
-CONVEX 10923    'GT_PK(2,2)'      4927  35408  5000  35397  35404  5069
-CONVEX 10924    'GT_PK(2,2)'      3888  35409  3823  26565  35410  3957
-CONVEX 10925    'GT_PK(2,2)'      3823  35409  3888  35411  35412  3755
-CONVEX 10926    'GT_PK(2,2)'      3823  35413  3891  35410  35414  3957
-CONVEX 10927    'GT_PK(2,2)'      3955  35415  4024  35416  26789  4090
-CONVEX 10928    'GT_PK(2,2)'      3955  35417  3888  35415  26563  4024
-CONVEX 10929    'GT_PK(2,2)'      4505  35418  4576  35419  35420  4646
-CONVEX 10930    'GT_PK(2,2)'      4576  35421  4716  35420  20645  4646
-CONVEX 10931    'GT_PK(2,2)'      3960  35422  4026  35423  35424  3891
-CONVEX 10932    'GT_PK(2,2)'      4093  35425  4026  26566  35426  4162
-CONVEX 10933    'GT_PK(2,2)'      4162  35426  4026  35427  35428  4095
-CONVEX 10934    'GT_PK(2,2)'      4026  35422  3960  35428  35429  4095
-CONVEX 10935    'GT_PK(2,2)'      3891  35424  4026  35414  35430  3957
-CONVEX 10936    'GT_PK(2,2)'      4026  35425  4093  35430  26570  3957
-CONVEX 10937    'GT_PK(2,2)'      4518  35431  4380  26577  35432  4449
-CONVEX 10938    'GT_PK(2,2)'      4447  35433  4380  26573  35431  4518
-CONVEX 10939    'GT_PK(2,2)'      4447  35434  4516  35435  35436  4377
-CONVEX 10940    'GT_PK(2,2)'      4516  35437  4656  35438  35439  4584
-CONVEX 10941    'GT_PK(2,2)'      4516  35434  4447  35440  26574  4586
-CONVEX 10942    'GT_PK(2,2)'      4656  35437  4516  35441  35440  4586
-CONVEX 10943    'GT_PK(2,2)'      4377  35436  4516  20641  35442  4445
-CONVEX 10944    'GT_PK(2,2)'      4516  35438  4584  35442  26603  4445
-CONVEX 10945    'GT_PK(2,2)'      4658  35443  4726  20636  35444  4586
-CONVEX 10946    'GT_PK(2,2)'      4726  35445  4867  35446  35447  4796
-CONVEX 10947    'GT_PK(2,2)'      4656  35448  4726  35449  35446  4796
-CONVEX 10948    'GT_PK(2,2)'      4726  35448  4656  35444  35441  4586
-CONVEX 10949    'GT_PK(2,2)'      4798  35450  4726  35451  35443  4658
-CONVEX 10950    'GT_PK(2,2)'      4726  35450  4798  35445  35452  4867
-CONVEX 10951    'GT_PK(2,2)'      4937  35453  4865  35454  35455  4796
-CONVEX 10952    'GT_PK(2,2)'      4867  35456  4937  35447  35454  4796
-CONVEX 10953    'GT_PK(2,2)'      4038  35457  4107  35458  35459  4174
-CONVEX 10954    'GT_PK(2,2)'      4236  35460  4170  26589  35461  4307
-CONVEX 10955    'GT_PK(2,2)'      4102  35462  4170  26581  35463  4033
-CONVEX 10956    'GT_PK(2,2)'      4170  35464  4100  35463  35465  4033
-CONVEX 10957    'GT_PK(2,2)'      4170  35460  4236  35464  35466  4100
-CONVEX 10958    'GT_PK(2,2)'      4170  35462  4102  35467  35468  4239
-CONVEX 10959    'GT_PK(2,2)'      4307  35461  4170  20643  35467  4239
-CONVEX 10960    'GT_PK(2,2)'      4100  35469  3965  35465  35470  4033
-CONVEX 10961    'GT_PK(2,2)'      3965  35469  4100  35471  35472  4031
-CONVEX 10962    'GT_PK(2,2)'      3896  35473  3965  26592  35471  4031
-CONVEX 10963    'GT_PK(2,2)'      3830  35474  3965  35475  35473  3896
-CONVEX 10964    'GT_PK(2,2)'      4234  35476  4168  35477  35478  4305
-CONVEX 10965    'GT_PK(2,2)'      4100  35479  4168  35472  35480  4031
-CONVEX 10966    'GT_PK(2,2)'      4168  35481  4236  35478  26587  4305
-CONVEX 10967    'GT_PK(2,2)'      4236  35481  4168  35466  35479  4100
-CONVEX 10968    'GT_PK(2,2)'      3962  35482  4029  35483  35484  3893
-CONVEX 10969    'GT_PK(2,2)'      4029  35485  4164  35486  35487  4095
-CONVEX 10970    'GT_PK(2,2)'      4029  35488  3960  35484  35489  3893
-CONVEX 10971    'GT_PK(2,2)'      3960  35488  4029  35429  35486  4095
-CONVEX 10972    'GT_PK(2,2)'      4098  35490  4234  35491  35492  4164
-CONVEX 10973    'GT_PK(2,2)'      4029  35493  4098  35485  35491  4164
-CONVEX 10974    'GT_PK(2,2)'      4098  35493  4029  35494  35482  3962
-CONVEX 10975    'GT_PK(2,2)'      4098  35494  3962  35495  26591  4031
-CONVEX 10976    'GT_PK(2,2)'      4168  35496  4098  35480  35495  4031
-CONVEX 10977    'GT_PK(2,2)'      4098  35496  4168  35490  35476  4234
-CONVEX 10978    'GT_PK(2,2)'      4373  35497  4234  35498  35477  4305
-CONVEX 10979    'GT_PK(2,2)'      4443  35499  4373  26594  35498  4305
-CONVEX 10980    'GT_PK(2,2)'      6113  35500  6184  35501  35502  6037
-CONVEX 10981    'GT_PK(2,2)'      6184  35503  6332  35504  20310  6257
-CONVEX 10982    'GT_PK(2,2)'      6332  35503  6184  20306  35505  6260
-CONVEX 10983    'GT_PK(2,2)'      6184  35500  6113  35505  26622  6260
-CONVEX 10984    'GT_PK(2,2)'      6110  35506  6184  35507  35504  6257
-CONVEX 10985    'GT_PK(2,2)'      6184  35506  6110  35502  35508  6037
-CONVEX 10986    'GT_PK(2,2)'      5965  35509  6113  35510  35501  6037
-CONVEX 10987    'GT_PK(2,2)'      6190  35511  6118  26624  35512  6266
-CONVEX 10988    'GT_PK(2,2)'      6118  35513  5970  35514  20658  6045
-CONVEX 10989    'GT_PK(2,2)'      5970  35513  6118  20656  35515  6043
-CONVEX 10990    'GT_PK(2,2)'      6118  35511  6190  35515  26628  6043
-CONVEX 10991    'GT_PK(2,2)'      6266  35512  6118  25693  35516  6192
-CONVEX 10992    'GT_PK(2,2)'      6118  35514  6045  35516  20655  6192
-CONVEX 10993    'GT_PK(2,2)'      5591  35517  5519  35518  35519  5446
-CONVEX 10994    'GT_PK(2,2)'      5519  35517  5591  35520  35521  5663
-CONVEX 10995    'GT_PK(2,2)'      5808  35522  5955  35523  26635  5879
-CONVEX 10996    'GT_PK(2,2)'      5733  35524  5808  31015  35523  5879
-CONVEX 10997    'GT_PK(2,2)'      5808  35524  5733  35525  35526  5663
-CONVEX 10998    'GT_PK(2,2)'      6177  35527  6325  35528  31011  6250
-CONVEX 10999    'GT_PK(2,2)'      6325  35527  6177  34128  35529  6252
-CONVEX 11000    'GT_PK(2,2)'      4593  35530  4525  35531  35532  4664
-CONVEX 11001    'GT_PK(2,2)'      4954  35533  5027  35534  35535  5097
-CONVEX 11002    'GT_PK(2,2)'      4954  35536  4883  35537  35538  4814
-CONVEX 11003    'GT_PK(2,2)'      5027  35539  5170  35535  35540  5097
-CONVEX 11004    'GT_PK(2,2)'      4681  35541  4751  35542  35543  4610
-CONVEX 11005    'GT_PK(2,2)'      4751  35541  4681  35544  33036  4822
-CONVEX 11006    'GT_PK(2,2)'      4749  35545  4820  35546  26641  4890
-CONVEX 11007    'GT_PK(2,2)'      5101  35547  4959  35548  26644  5032
-CONVEX 11008    'GT_PK(2,2)'      5174  35549  5101  35550  35548  5032
-CONVEX 11009    'GT_PK(2,2)'      5101  35549  5174  35551  35552  5244
-CONVEX 11010    'GT_PK(2,2)'      4959  35547  5101  35553  35554  5029
-CONVEX 11011    'GT_PK(2,2)'      4539  35555  4468  20666  35556  4400
-CONVEX 11012    'GT_PK(2,2)'      4468  35555  4539  35557  35558  4608
-CONVEX 11013    'GT_PK(2,2)'      4263  35559  4197  26647  35560  4334
-CONVEX 11014    'GT_PK(2,2)'      4197  35559  4263  35561  35562  4127
-CONVEX 11015    'GT_PK(2,2)'      4060  35563  4197  35564  35561  4127
-CONVEX 11016    'GT_PK(2,2)'      3991  35565  4060  35566  35564  4127
-CONVEX 11017    'GT_PK(2,2)'      3991  35567  4058  35568  35569  3922
-CONVEX 11018    'GT_PK(2,2)'      4058  35567  3991  35570  35566  4127
-CONVEX 11019    'GT_PK(2,2)'      4263  35571  4195  35562  35572  4127
-CONVEX 11020    'GT_PK(2,2)'      4195  35573  4058  35572  35570  4127
-CONVEX 11021    'GT_PK(2,2)'      1624  35574  1677  35575  26923  1574
-CONVEX 11022    'GT_PK(2,2)'      1624  35576  1572  35577  17684  1675
-CONVEX 11023    'GT_PK(2,2)'      1624  35578  1521  35576  35579  1572
-CONVEX 11024    'GT_PK(2,2)'      1521  35578  1624  35580  35575  1574
-CONVEX 11025    'GT_PK(2,2)'      2105  35581  2049  35582  35583  1993
-CONVEX 11026    'GT_PK(2,2)'      1834  35584  1887  35585  26662  1942
-CONVEX 11027    'GT_PK(2,2)'      1781  35586  1834  35587  35588  1888
-CONVEX 11028    'GT_PK(2,2)'      1834  35585  1942  35588  20673  1888
-CONVEX 11029    'GT_PK(2,2)'      2219  35589  2276  35590  35591  2336
-CONVEX 11030    'GT_PK(2,2)'      2220  35592  2337  35593  35594  2279
-CONVEX 11031    'GT_PK(2,2)'      2108  35595  2221  26663  35596  2165
-CONVEX 11032    'GT_PK(2,2)'      2339  35597  2221  35598  35599  2279
-CONVEX 11033    'GT_PK(2,2)'      2221  35600  2280  35596  26696  2165
-CONVEX 11034    'GT_PK(2,2)'      2280  35600  2221  35601  35597  2339
-CONVEX 11035    'GT_PK(2,2)'      2164  35602  2108  35603  26667  2051
-CONVEX 11036    'GT_PK(2,2)'      2164  35604  2221  35602  35595  2108
-CONVEX 11037    'GT_PK(2,2)'      2164  35605  2220  35606  35593  2279
-CONVEX 11038    'GT_PK(2,2)'      2221  35604  2164  35599  35606  2279
-CONVEX 11039    'GT_PK(2,2)'      1994  35607  2049  35608  35609  2106
-CONVEX 11040    'GT_PK(2,2)'      1995  35610  2107  26670  35611  2051
-CONVEX 11041    'GT_PK(2,2)'      2107  35612  2164  35611  35603  2051
-CONVEX 11042    'GT_PK(2,2)'      2164  35612  2107  35605  35613  2220
-CONVEX 11043    'GT_PK(2,2)'      2700  35614  2637  35615  26679  2762
-CONVEX 11044    'GT_PK(2,2)'      2700  35616  2639  35617  26702  2577
-CONVEX 11045    'GT_PK(2,2)'      2637  35614  2700  26675  35617  2577
-CONVEX 11046    'GT_PK(2,2)'      2636  35618  2699  35619  26681  2575
-CONVEX 11047    'GT_PK(2,2)'      2513  35620  2636  35621  35619  2575
-CONVEX 11048    'GT_PK(2,2)'      2515  35622  2453  26677  35623  2575
-CONVEX 11049    'GT_PK(2,2)'      2453  35624  2513  35623  35621  2575
-CONVEX 11050    'GT_PK(2,2)'      2634  35625  2573  25068  35626  2512
-CONVEX 11051    'GT_PK(2,2)'      2573  35627  2636  35628  35620  2513
-CONVEX 11052    'GT_PK(2,2)'      2573  35625  2634  35629  25066  2697
-CONVEX 11053    'GT_PK(2,2)'      2636  35627  2573  35630  35629  2697
-CONVEX 11054    'GT_PK(2,2)'      2512  35631  2392  20679  35632  2451
-CONVEX 11055    'GT_PK(2,2)'      2276  35633  2393  35591  35634  2336
-CONVEX 11056    'GT_PK(2,2)'      2393  35635  2453  35634  35636  2336
-CONVEX 11057    'GT_PK(2,2)'      2453  35635  2393  35624  35637  2513
-CONVEX 11058    'GT_PK(2,2)'      3326  35638  3263  35639  35640  3390
-CONVEX 11059    'GT_PK(2,2)'      3263  35638  3326  35641  35642  3198
-CONVEX 11060    'GT_PK(2,2)'      3134  35643  3071  35644  26692  3010
-CONVEX 11061    'GT_PK(2,2)'      3073  35645  3134  35646  35644  3010
-CONVEX 11062    'GT_PK(2,2)'      3134  35645  3073  35647  35648  3198
-CONVEX 11063    'GT_PK(2,2)'      3071  35643  3134  26684  35649  3196
-CONVEX 11064    'GT_PK(2,2)'      2641  35650  2580  35651  26694  2519
-CONVEX 11065    'GT_PK(2,2)'      2641  35652  2703  35650  35653  2580
-CONVEX 11066    'GT_PK(2,2)'      2397  35654  2280  35655  35601  2339
-CONVEX 11067    'GT_PK(2,2)'      2458  35656  2397  26695  35657  2519
-CONVEX 11068    'GT_PK(2,2)'      2517  35658  2395  26699  35659  2454
-CONVEX 11069    'GT_PK(2,2)'      2395  35660  2337  35659  35661  2454
-CONVEX 11070    'GT_PK(2,2)'      2395  35662  2339  35663  35598  2279
-CONVEX 11071    'GT_PK(2,2)'      2337  35660  2395  35594  35663  2279
-CONVEX 11072    'GT_PK(2,2)'      2578  35664  2517  35665  26701  2639
-CONVEX 11073    'GT_PK(2,2)'      2702  35666  2578  35667  35665  2639
-CONVEX 11074    'GT_PK(2,2)'      2578  35668  2641  35669  35651  2519
-CONVEX 11075    'GT_PK(2,2)'      2641  35668  2578  35670  35666  2702
-CONVEX 11076    'GT_PK(2,2)'      2110  35671  2165  35672  26697  2222
-CONVEX 11077    'GT_PK(2,2)'      2110  35673  1997  35674  20675  2052
-CONVEX 11078    'GT_PK(2,2)'      2165  35671  2110  26665  35674  2052
-CONVEX 11079    'GT_PK(2,2)'      1997  35675  1943  20674  35676  1888
-CONVEX 11080    'GT_PK(2,2)'      2580  35677  2521  26693  35678  2458
-CONVEX 11081    'GT_PK(2,2)'      2461  35679  2521  35680  35681  2582
-CONVEX 11082    'GT_PK(2,2)'      2523  35682  2461  35683  35680  2582
-CONVEX 11083    'GT_PK(2,2)'      2644  35684  2523  26687  35683  2582
-CONVEX 11084    'GT_PK(2,2)'      2584  35685  2523  35686  35684  2644
-CONVEX 11085    'GT_PK(2,2)'      2872  35687  2809  35688  26474  2751
-CONVEX 11086    'GT_PK(2,2)'      2809  35687  2872  35689  35690  2932
-CONVEX 11087    'GT_PK(2,2)'      3439  35691  3503  35692  35693  3373
-CONVEX 11088    'GT_PK(2,2)'      3439  35694  3570  35691  26711  3503
-CONVEX 11089    'GT_PK(2,2)'      3839  35695  3904  26714  35696  3771
-CONVEX 11090    'GT_PK(2,2)'      3904  35697  3836  35696  26501  3771
-CONVEX 11091    'GT_PK(2,2)'      3841  35698  3975  35341  35699  3906
-CONVEX 11092    'GT_PK(2,2)'      3975  35700  4042  35699  35701  3906
-CONVEX 11093    'GT_PK(2,2)'      4042  35700  3975  35702  35703  4111
-CONVEX 11094    'GT_PK(2,2)'      4380  35704  4312  35432  35705  4449
-CONVEX 11095    'GT_PK(2,2)'      4176  35706  4107  35707  35708  4040
-CONVEX 11096    'GT_PK(2,2)'      4109  35709  4176  35710  35707  4040
-CONVEX 11097    'GT_PK(2,2)'      4314  35711  4176  35712  35713  4245
-CONVEX 11098    'GT_PK(2,2)'      4176  35709  4109  35713  35714  4245
-CONVEX 11099    'GT_PK(2,2)'      4058  35715  3989  35569  35716  3922
-CONVEX 11100    'GT_PK(2,2)'      3804  35717  3672  35718  26724  3741
-CONVEX 11101    'GT_PK(2,2)'      3736  35719  3804  35720  35721  3870
-CONVEX 11102    'GT_PK(2,2)'      3804  35719  3736  35717  26787  3672
-CONVEX 11103    'GT_PK(2,2)'      2842  35722  2966  35723  20693  2902
-CONVEX 11104    'GT_PK(2,2)'      3032  35724  2970  26728  35725  3097
-CONVEX 11105    'GT_PK(2,2)'      2909  35726  2970  35727  35728  2845
-CONVEX 11106    'GT_PK(2,2)'      3097  35725  2970  35729  35730  3034
-CONVEX 11107    'GT_PK(2,2)'      2970  35726  2909  35730  26743  3034
-CONVEX 11108    'GT_PK(2,2)'      3218  35731  3155  26731  35732  3283
-CONVEX 11109    'GT_PK(2,2)'      3155  35733  3029  35734  20695  3092
-CONVEX 11110    'GT_PK(2,2)'      3155  35735  3221  35732  20688  3283
-CONVEX 11111    'GT_PK(2,2)'      3221  35735  3155  20689  35734  3092
-CONVEX 11112    'GT_PK(2,2)'      3274  35736  3146  35737  35738  3214
-CONVEX 11113    'GT_PK(2,2)'      3404  35739  3274  18002  35740  3339
-CONVEX 11114    'GT_PK(2,2)'      3274  35737  3214  35740  21433  3339
-CONVEX 11115    'GT_PK(2,2)'      2357  35741  2418  35742  35743  2476
-CONVEX 11116    'GT_PK(2,2)'      3420  35744  3289  26755  35745  3355
-CONVEX 11117    'GT_PK(2,2)'      3289  35746  3226  35745  26737  3355
-CONVEX 11118    'GT_PK(2,2)'      3286  35747  3352  20723  35748  3417
-CONVEX 11119    'GT_PK(2,2)'      3224  35749  3352  26772  35747  3286
-CONVEX 11120    'GT_PK(2,2)'      3417  35748  3352  17693  35750  3482
-CONVEX 11121    'GT_PK(2,2)'      3289  35751  3352  35752  35749  3224
-CONVEX 11122    'GT_PK(2,2)'      3352  35753  3420  35750  20701  3482
-CONVEX 11123    'GT_PK(2,2)'      3352  35751  3289  35753  35744  3420
-CONVEX 11124    'GT_PK(2,2)'      5271  35754  5127  35755  26773  5201
-CONVEX 11125    'GT_PK(2,2)'      5271  35756  5416  35757  26776  5341
-CONVEX 11126    'GT_PK(2,2)'      5275  35758  5345  26782  35759  5201
-CONVEX 11127    'GT_PK(2,2)'      5345  35760  5271  35759  35755  5201
-CONVEX 11128    'GT_PK(2,2)'      5271  35760  5345  35756  35761  5416
-CONVEX 11129    'GT_PK(2,2)'      5416  35761  5345  35762  35763  5489
-CONVEX 11130    'GT_PK(2,2)'      4295  35764  4227  35765  35766  4364
-CONVEX 11131    'GT_PK(2,2)'      4227  35764  4295  26793  35767  4157
-CONVEX 11132    'GT_PK(2,2)'      4574  35768  4435  35769  26800  4505
-CONVEX 11133    'GT_PK(2,2)'      4574  35769  4505  35770  35419  4646
-CONVEX 11134    'GT_PK(2,2)'      4298  35771  4435  35772  35773  4364
-CONVEX 11135    'GT_PK(2,2)'      4227  35774  4298  35766  35772  4364
-CONVEX 11136    'GT_PK(2,2)'      4298  35774  4227  35775  26796  4159
-CONVEX 11137    'GT_PK(2,2)'      4298  35775  4159  35776  26792  4229
-CONVEX 11138    'GT_PK(2,2)'      4367  35777  4298  26798  35776  4229
-CONVEX 11139    'GT_PK(2,2)'      4435  35771  4298  26799  35777  4367
-CONVEX 11140    'GT_PK(2,2)'      4571  35778  4503  35779  35780  4643
-CONVEX 11141    'GT_PK(2,2)'      4435  35781  4503  35773  35782  4364
-CONVEX 11142    'GT_PK(2,2)'      4503  35783  4574  35780  35784  4643
-CONVEX 11143    'GT_PK(2,2)'      4574  35783  4503  35768  35781  4435
-CONVEX 11144    'GT_PK(2,2)'      4499  35785  4427  35786  26809  4361
-CONVEX 11145    'GT_PK(2,2)'      4085  35787  3949  35788  26802  4018
-CONVEX 11146    'GT_PK(2,2)'      4145  35789  4085  35790  35791  4217
-CONVEX 11147    'GT_PK(2,2)'      3949  35787  4085  26805  35792  4012
-CONVEX 11148    'GT_PK(2,2)'      4085  35789  4145  35792  35793  4012
-CONVEX 11149    'GT_PK(2,2)'      4087  35794  4018  35795  20728  3952
-CONVEX 11150    'GT_PK(2,2)'      4154  35796  4291  35797  35798  4217
-CONVEX 11151    'GT_PK(2,2)'      4085  35799  4154  35791  35797  4217
-CONVEX 11152    'GT_PK(2,2)'      4154  35799  4085  35800  35788  4018
-CONVEX 11153    'GT_PK(2,2)'      4087  35801  4154  35794  35800  4018
-CONVEX 11154    'GT_PK(2,2)'      4352  35802  4427  35803  35804  4490
-CONVEX 11155    'GT_PK(2,2)'      4352  35805  4291  35802  26808  4427
-CONVEX 11156    'GT_PK(2,2)'      4291  35805  4352  35798  35806  4217
-CONVEX 11157    'GT_PK(2,2)'      4992  35807  5066  35808  26812  5136
-CONVEX 11158    'GT_PK(2,2)'      4987  35809  5131  35810  26780  5057
-CONVEX 11159    'GT_PK(2,2)'      4913  35811  4987  35812  35810  5057
-CONVEX 11160    'GT_PK(2,2)'      2789  35813  2854  20699  35814  2914
-CONVEX 11161    'GT_PK(2,2)'      2731  35815  2854  35816  35813  2789
-CONVEX 11162    'GT_PK(2,2)'      2854  35817  2977  35814  20730  2914
-CONVEX 11163    'GT_PK(2,2)'      2854  35815  2731  35818  35819  2793
-CONVEX 11164    'GT_PK(2,2)'      2854  35820  2917  35817  26818  2977
-CONVEX 11165    'GT_PK(2,2)'      2917  35820  2854  35821  35818  2793
-CONVEX 11166    'GT_PK(2,2)'      2917  35822  2857  26820  35823  2981
-CONVEX 11167    'GT_PK(2,2)'      2857  35822  2917  35824  35821  2793
-CONVEX 11168    'GT_PK(2,2)'      1702  35825  1645  35826  26829  1754
-CONVEX 11169    'GT_PK(2,2)'      1751  35827  1702  17743  35828  1806
-CONVEX 11170    'GT_PK(2,2)'      1702  35826  1754  35828  20750  1806
-CONVEX 11171    'GT_PK(2,2)'      1645  35825  1702  26834  35829  1596
-CONVEX 11172    'GT_PK(2,2)'      1293  35830  1341  35831  26841  1248
-CONVEX 11173    'GT_PK(2,2)'      1338  35832  1293  20754  35833  1246
-CONVEX 11174    'GT_PK(2,2)'      1489  35834  1594  35835  26835  1542
-CONVEX 11175    'GT_PK(2,2)'      1489  35835  1542  35836  20783  1438
-CONVEX 11176    'GT_PK(2,2)'      1389  35837  1489  35838  35836  1438
-CONVEX 11177    'GT_PK(2,2)'      1344  35839  1389  35840  35838  1438
-CONVEX 11178    'GT_PK(2,2)'      1389  35839  1344  26846  35841  1294
-CONVEX 11179    'GT_PK(2,2)'      89  35842  1397  35843  35844  91
-CONVEX 11180    'GT_PK(2,2)'      1397  35845  1471  35844  35846  91
-CONVEX 11181    'GT_PK(2,2)'      1471  35845  1397  35847  35848  1494
-CONVEX 11182    'GT_PK(2,2)'      1494  35848  1397  20784  35849  1438
-CONVEX 11183    'GT_PK(2,2)'      1397  35850  1344  35849  35840  1438
-CONVEX 11184    'GT_PK(2,2)'      1344  35850  1397  35851  35842  89
-CONVEX 11185    'GT_PK(2,2)'      15241  35852  15283  35853  32892  15328
-CONVEX 11186    'GT_PK(2,2)'      15366  32891  15283  35854  32875  15324
-CONVEX 11187    'GT_PK(2,2)'      1299  35855  1210  26842  35856  1248
-CONVEX 11188    'GT_PK(2,2)'      1163  35857  1210  26915  35858  83
-CONVEX 11189    'GT_PK(2,2)'      1210  35857  1163  35856  35859  1248
-CONVEX 11190    'GT_PK(2,2)'      1210  35860  85  35858  35861  83
-CONVEX 11191    'GT_PK(2,2)'      1210  35855  1299  35862  26845  1294
-CONVEX 11192    'GT_PK(2,2)'      85  35860  1210  35863  35862  1294
-CONVEX 11193    'GT_PK(2,2)'      1287  35864  1381  20752  35865  1338
-CONVEX 11194    'GT_PK(2,2)'      1370  35866  1424  28036  35867  1324
-CONVEX 11195    'GT_PK(2,2)'      1424  35866  1370  35868  28039  1472
-CONVEX 11196    'GT_PK(2,2)'      1594  35869  1653  26832  35870  1699
-CONVEX 11197    'GT_PK(2,2)'      1653  35871  1760  35870  17717  1699
-CONVEX 11198    'GT_PK(2,2)'      1679  35872  1734  26850  35873  1628
-CONVEX 11199    'GT_PK(2,2)'      1625  35874  1575  35875  28009  1678
-CONVEX 11200    'GT_PK(2,2)'      1730  35876  1625  35372  35875  1678
-CONVEX 11201    'GT_PK(2,2)'      1679  35877  1625  35878  35876  1730
-CONVEX 11202    'GT_PK(2,2)'      1625  35877  1679  35879  26851  1576
-CONVEX 11203    'GT_PK(2,2)'      1522  35880  1625  28031  35879  1576
-CONVEX 11204    'GT_PK(2,2)'      1625  35880  1522  35874  28017  1575
-CONVEX 11205    'GT_PK(2,2)'      2376  35881  2438  20769  35882  2494
-CONVEX 11206    'GT_PK(2,2)'      2325  35883  2438  26862  35881  2376
-CONVEX 11207    'GT_PK(2,2)'      2494  35882  2438  26827  35884  2555
-CONVEX 11208    'GT_PK(2,2)'      2438  35885  2500  35884  26867  2555
-CONVEX 11209    'GT_PK(2,2)'      2438  35883  2325  35886  35887  2386
-CONVEX 11210    'GT_PK(2,2)'      2500  35885  2438  26865  35886  2386
-CONVEX 11211    'GT_PK(2,2)'      1998  35888  1953  35889  26868  2057
-CONVEX 11212    'GT_PK(2,2)'      2109  35890  1998  26877  35889  2057
-CONVEX 11213    'GT_PK(2,2)'      1998  35891  2048  35892  17724  1941
-CONVEX 11214    'GT_PK(2,2)'      1998  35890  2109  35891  26873  2048
-CONVEX 11215    'GT_PK(2,2)'      2167  35893  2278  26875  35894  2217
-CONVEX 11216    'GT_PK(2,2)'      2278  35895  2325  35894  26861  2217
-CONVEX 11217    'GT_PK(2,2)'      2325  35895  2278  35887  35896  2386
-CONVEX 11218    'GT_PK(2,2)'      2386  35896  2278  20764  35897  2338
-CONVEX 11219    'GT_PK(2,2)'      2119  35898  2057  35899  26869  2009
-CONVEX 11220    'GT_PK(2,2)'      2119  35900  2167  35898  26876  2057
-CONVEX 11221    'GT_PK(2,2)'      2064  35901  2119  35902  35899  2009
-CONVEX 11222    'GT_PK(2,2)'      1634  35903  1739  35904  35905  1689
-CONVEX 11223    'GT_PK(2,2)'      1793  35906  1740  35907  35908  1689
-CONVEX 11224    'GT_PK(2,2)'      1739  35909  1793  35905  35907  1689
-CONVEX 11225    'GT_PK(2,2)'      2672  35910  2551  35911  26883  2613
-CONVEX 11226    'GT_PK(2,2)'      2731  35912  2672  35819  35913  2793
-CONVEX 11227    'GT_PK(2,2)'      2672  35912  2731  35914  35915  2609
-CONVEX 11228    'GT_PK(2,2)'      2551  35910  2672  35916  35914  2609
-CONVEX 11229    'GT_PK(2,2)'      1695  35917  1637  35918  35919  1622
-CONVEX 11230    'GT_PK(2,2)'      97  35920  1637  17739  35921  1690
-CONVEX 11231    'GT_PK(2,2)'      1637  35922  1743  35921  17742  1690
-CONVEX 11232    'GT_PK(2,2)'      1637  35917  1695  35922  26884  1743
-CONVEX 11233    'GT_PK(2,2)'      95  35923  1637  35924  35920  97
-CONVEX 11234    'GT_PK(2,2)'      1471  35925  93  35846  35926  91
-CONVEX 11235    'GT_PK(2,2)'      15194  32874  15283  35927  35852  15241
-CONVEX 11236    'GT_PK(2,2)'      5052  35928  4979  35929  35930  4909
-CONVEX 11237    'GT_PK(2,2)'      1546  35931  1494  35932  20785  1596
-CONVEX 11238    'GT_PK(2,2)'      1546  35933  1471  35931  35847  1494
-CONVEX 11239    'GT_PK(2,2)'      1474  35934  1521  35935  35580  1574
-CONVEX 11240    'GT_PK(2,2)'      1525  35936  1474  26932  35935  1574
-CONVEX 11241    'GT_PK(2,2)'      1474  35936  1525  35937  26929  1427
-CONVEX 11242    'GT_PK(2,2)'      1521  35934  1474  35938  35939  1425
-CONVEX 11243    'GT_PK(2,2)'      1474  35940  1378  35939  35941  1425
-CONVEX 11244    'GT_PK(2,2)'      1378  35940  1474  26956  35937  1427
-CONVEX 11245    'GT_PK(2,2)'      1477  35942  1380  26930  35943  1427
-CONVEX 11246    'GT_PK(2,2)'      1380  35944  1332  35943  26955  1427
-CONVEX 11247    'GT_PK(2,2)'      1527  35945  1429  35946  35947  1477
-CONVEX 11248    'GT_PK(2,2)'      1429  35948  1380  35947  35942  1477
-CONVEX 11249    'GT_PK(2,2)'      1380  35948  1429  35949  35950  1333
-CONVEX 11250    'GT_PK(2,2)'      1429  35945  1527  35951  26934  1479
-CONVEX 11251    'GT_PK(2,2)'      1527  35952  1630  26933  35953  1580
-CONVEX 11252    'GT_PK(2,2)'      1578  35954  1626  35955  26926  1680
-CONVEX 11253    'GT_PK(2,2)'      1630  35956  1578  35957  35955  1680
-CONVEX 11254    'GT_PK(2,2)'      1578  35956  1630  35958  35952  1527
-CONVEX 11255    'GT_PK(2,2)'      1578  35958  1527  35959  35946  1477
-CONVEX 11256    'GT_PK(2,2)'      1525  35960  1578  26928  35959  1477
-CONVEX 11257    'GT_PK(2,2)'      1578  35960  1525  35954  26931  1626
-CONVEX 11258    'GT_PK(2,2)'      1431  35961  1529  35962  35963  1481
-CONVEX 11259    'GT_PK(2,2)'      1529  35961  1431  26937  35964  1479
-CONVEX 11260    'GT_PK(2,2)'      1333  35965  1288  35966  35967  1241
-CONVEX 11261    'GT_PK(2,2)'      1243  35968  1288  26940  35969  1335
-CONVEX 11262    'GT_PK(2,2)'      1199  35970  1243  35971  26941  1290
-CONVEX 11263    'GT_PK(2,2)'      1068  35972  1024  35973  35974  1110
-CONVEX 11264    'GT_PK(2,2)'      1024  35972  1068  35975  35976  984
-CONVEX 11265    'GT_PK(2,2)'      1112  35977  1200  26960  35978  1156
-CONVEX 11266    'GT_PK(2,2)'      1156  35979  1247  35980  35981  1201
-CONVEX 11267    'GT_PK(2,2)'      1200  35982  1247  35978  35979  1156
-CONVEX 11268    'GT_PK(2,2)'      1385  35983  1339  35984  35985  1435
-CONVEX 11269    'GT_PK(2,2)'      2060  35986  2003  35987  26986  1949
-CONVEX 11270    'GT_PK(2,2)'      2115  35988  2060  26968  35989  2173
-CONVEX 11271    'GT_PK(2,2)'      2060  35988  2115  35986  26970  2003
-CONVEX 11272    'GT_PK(2,2)'      2006  35990  1897  35991  35992  1952
-CONVEX 11273    'GT_PK(2,2)'      2062  35993  2006  26963  35991  1952
-CONVEX 11274    'GT_PK(2,2)'      1897  35990  2006  26705  35994  1949
-CONVEX 11275    'GT_PK(2,2)'      2006  35995  2060  35994  35987  1949
-CONVEX 11276    'GT_PK(2,2)'      1683  35996  1633  26976  35997  1736
-CONVEX 11277    'GT_PK(2,2)'      1530  35998  1633  26974  35999  1581
-CONVEX 11278    'GT_PK(2,2)'      1633  35996  1683  35999  36000  1581
-CONVEX 11279    'GT_PK(2,2)'      1683  36001  1629  36000  36002  1581
-CONVEX 11280    'GT_PK(2,2)'      1629  36003  1526  36002  20809  1581
-CONVEX 11281    'GT_PK(2,2)'      1526  36003  1629  21499  36004  1577
-CONVEX 11282    'GT_PK(2,2)'      1629  36005  1681  36004  28012  1577
-CONVEX 11283    'GT_PK(2,2)'      1733  36006  1683  36007  26975  1787
-CONVEX 11284    'GT_PK(2,2)'      1629  36008  1733  36005  36009  1681
-CONVEX 11285    'GT_PK(2,2)'      1733  36008  1629  36006  36001  1683
-CONVEX 11286    'GT_PK(2,2)'      1844  36010  1898  36011  26988  1952
-CONVEX 11287    'GT_PK(2,2)'      1844  36012  1897  36013  26706  1791
-CONVEX 11288    'GT_PK(2,2)'      1897  36012  1844  35992  36011  1952
-CONVEX 11289    'GT_PK(2,2)'      1434  36014  1386  36015  36016  1337
-CONVEX 11290    'GT_PK(2,2)'      1386  36014  1434  36017  36018  1484
-CONVEX 11291    'GT_PK(2,2)'      1339  36019  1386  35985  36020  1435
-CONVEX 11292    'GT_PK(2,2)'      1386  36017  1484  36020  36021  1435
-CONVEX 11293    'GT_PK(2,2)'      1003  36022  961  20848  36023  1043
-CONVEX 11294    'GT_PK(2,2)'      961  36024  999  36023  27000  1043
-CONVEX 11295    'GT_PK(2,2)'      999  36024  961  36025  36026  918
-CONVEX 11296    'GT_PK(2,2)'      923  36027  961  26997  36022  1003
-CONVEX 11297    'GT_PK(2,2)'      956  36028  999  36029  36025  918
-CONVEX 11298    'GT_PK(2,2)'      999  36028  956  27001  36030  1040
-CONVEX 11299    'GT_PK(2,2)'      637  36031  700  32674  36032  669
-CONVEX 11300    'GT_PK(2,2)'      666  36033  700  20823  36031  637
-CONVEX 11301    'GT_PK(2,2)'      1366  36034  1318  36035  27010  1415
-CONVEX 11302    'GT_PK(2,2)'      1320  36036  1366  27005  36037  1417
-CONVEX 11303    'GT_PK(2,2)'      1366  36036  1320  36038  20826  1271
-CONVEX 11304    'GT_PK(2,2)'      1318  36034  1366  27015  36038  1271
-CONVEX 11305    'GT_PK(2,2)'      1366  36039  1463  36037  20849  1417
-CONVEX 11306    'GT_PK(2,2)'      1463  36039  1366  27076  36035  1415
-CONVEX 11307    'GT_PK(2,2)'      1038  36040  996  36041  36042  954
-CONVEX 11308    'GT_PK(2,2)'      956  36043  996  36030  36044  1040
-CONVEX 11309    'GT_PK(2,2)'      996  36045  914  36042  36046  954
-CONVEX 11310    'GT_PK(2,2)'      996  36043  956  36045  36047  914
-CONVEX 11311    'GT_PK(2,2)'      1081  36048  1126  36049  20831  1040
-CONVEX 11312    'GT_PK(2,2)'      996  36050  1081  36044  36049  1040
-CONVEX 11313    'GT_PK(2,2)'      1081  36050  996  36051  36040  1038
-CONVEX 11314    'GT_PK(2,2)'      1124  36052  1081  36053  36051  1038
-CONVEX 11315    'GT_PK(2,2)'      1041  36054  997  32727  36055  959
-CONVEX 11316    'GT_PK(2,2)'      997  36056  1038  36057  36041  954
-CONVEX 11317    'GT_PK(2,2)'      916  36058  997  36059  36057  954
-CONVEX 11318    'GT_PK(2,2)'      997  36058  916  36055  32724  959
-CONVEX 11319    'GT_PK(2,2)'      1311  36060  1361  27020  36061  1264
-CONVEX 11320    'GT_PK(2,2)'      1361  36062  1316  36061  27024  1264
-CONVEX 11321    'GT_PK(2,2)'      1413  36063  1461  36064  27025  1364
-CONVEX 11322    'GT_PK(2,2)'      1413  36065  1361  36066  36067  1459
-CONVEX 11323    'GT_PK(2,2)'      1512  36068  1413  36069  36066  1459
-CONVEX 11324    'GT_PK(2,2)'      1413  36068  1512  36063  27053  1461
-CONVEX 11325    'GT_PK(2,2)'      1316  36070  1413  27021  36064  1364
-CONVEX 11326    'GT_PK(2,2)'      1361  36065  1413  36062  36070  1316
-CONVEX 11327    'GT_PK(2,2)'      2047  36071  2105  36072  35582  1993
-CONVEX 11328    'GT_PK(2,2)'      2047  36073  1992  36074  25059  2104
-CONVEX 11329    'GT_PK(2,2)'      2047  36075  1937  36073  36076  1992
-CONVEX 11330    'GT_PK(2,2)'      1937  36075  2047  36077  36072  1993
-CONVEX 11331    'GT_PK(2,2)'      2162  36078  2219  36079  36080  2106
-CONVEX 11332    'GT_PK(2,2)'      2219  36078  2162  35589  36081  2276
-CONVEX 11333    'GT_PK(2,2)'      2049  36082  2162  35609  36079  2106
-CONVEX 11334    'GT_PK(2,2)'      2162  36082  2049  36083  35581  2105
-CONVEX 11335    'GT_PK(2,2)'      1884  36084  1937  36085  36077  1993
-CONVEX 11336    'GT_PK(2,2)'      1777  36086  1884  27081  36087  1830
-CONVEX 11337    'GT_PK(2,2)'      1934  36088  1990  27027  36089  1881
-CONVEX 11338    'GT_PK(2,2)'      1990  36090  1935  36089  27030  1881
-CONVEX 11339    'GT_PK(2,2)'      1990  36088  1934  36091  27059  2044
-CONVEX 11340    'GT_PK(2,2)'      1935  36090  1990  27037  36092  2045
-CONVEX 11341    'GT_PK(2,2)'      1310  36093  1263  36094  36095  1358
-CONVEX 11342    'GT_PK(2,2)'      1310  36096  1356  36097  36098  1261
-CONVEX 11343    'GT_PK(2,2)'      1219  36099  1310  36100  36097  1261
-CONVEX 11344    'GT_PK(2,2)'      1310  36099  1219  36093  32705  1263
-CONVEX 11345    'GT_PK(2,2)'      1218  36101  1260  27019  36102  1311
-CONVEX 11346    'GT_PK(2,2)'      1260  36103  1357  36102  36104  1311
-CONVEX 11347    'GT_PK(2,2)'      1408  36105  1510  36106  36107  1459
-CONVEX 11348    'GT_PK(2,2)'      1361  36108  1408  36067  36106  1459
-CONVEX 11349    'GT_PK(2,2)'      1357  36109  1408  36104  36110  1311
-CONVEX 11350    'GT_PK(2,2)'      1408  36108  1361  36110  36060  1311
-CONVEX 11351    'GT_PK(2,2)'      1773  36111  1880  36112  27057  1826
-CONVEX 11352    'GT_PK(2,2)'      1879  36113  1988  36114  36115  1933
-CONVEX 11353    'GT_PK(2,2)'      1409  36116  1455  36117  36118  1358
-CONVEX 11354    'GT_PK(2,2)'      1779  36119  1831  27064  36120  1886
-CONVEX 11355    'GT_PK(2,2)'      1885  36121  1831  26651  36122  1778
-CONVEX 11356    'GT_PK(2,2)'      1778  36122  1831  20867  36123  1725
-CONVEX 11357    'GT_PK(2,2)'      1831  36119  1779  36123  27069  1725
-CONVEX 11358    'GT_PK(2,2)'      1520  36124  1470  27089  36125  1419
-CONVEX 11359    'GT_PK(2,2)'      1373  36126  1470  36127  36128  1425
-CONVEX 11360    'GT_PK(2,2)'      1470  36126  1373  36125  36129  1419
-CONVEX 11361    'GT_PK(2,2)'      1470  36130  1521  36128  35938  1425
-CONVEX 11362    'GT_PK(2,2)'      1521  36130  1470  35579  36131  1572
-CONVEX 11363    'GT_PK(2,2)'      1470  36124  1520  36131  27088  1572
-CONVEX 11364    'GT_PK(2,2)'      929  36132  969  27105  36133  1010
-CONVEX 11365    'GT_PK(2,2)'      969  36134  927  36135  26991  1008
-CONVEX 11366    'GT_PK(2,2)'      927  36134  969  26994  36136  891
-CONVEX 11367    'GT_PK(2,2)'      969  36132  929  36136  27100  891
-CONVEX 11368    'GT_PK(2,2)'      1050  36137  969  17778  36135  1008
-CONVEX 11369    'GT_PK(2,2)'      1010  36133  969  20877  36137  1050
-CONVEX 11370    'GT_PK(2,2)'      934  36138  974  27132  36139  1016
-CONVEX 11371    'GT_PK(2,2)'      974  36140  931  36141  27107  1013
-CONVEX 11372    'GT_PK(2,2)'      974  36142  1056  36139  27093  1016
-CONVEX 11373    'GT_PK(2,2)'      1056  36142  974  27094  36141  1013
-CONVEX 11374    'GT_PK(2,2)'      931  36143  894  27090  36144  855
-CONVEX 11375    'GT_PK(2,2)'      894  36145  934  36146  27131  857
-CONVEX 11376    'GT_PK(2,2)'      974  36147  894  36140  36143  931
-CONVEX 11377    'GT_PK(2,2)'      894  36147  974  36145  36138  934
-CONVEX 11378    'GT_PK(2,2)'      855  36144  894  17803  36148  820
-CONVEX 11379    'GT_PK(2,2)'      894  36146  857  36148  27134  820
-CONVEX 11380    'GT_PK(2,2)'      1185  36149  1143  36150  27097  1097
-CONVEX 11381    'GT_PK(2,2)'      1140  36151  1185  20904  36150  1097
-CONVEX 11382    'GT_PK(2,2)'      1326  36152  1276  36153  36154  1373
-CONVEX 11383    'GT_PK(2,2)'      1280  36155  1326  26958  36156  1378
-CONVEX 11384    'GT_PK(2,2)'      1378  36156  1326  35941  36157  1425
-CONVEX 11385    'GT_PK(2,2)'      1326  36153  1373  36157  36127  1425
-CONVEX 11386    'GT_PK(2,2)'      1276  36158  1321  36154  36159  1373
-CONVEX 11387    'GT_PK(2,2)'      1373  36159  1321  36129  36160  1419
-CONVEX 11388    'GT_PK(2,2)'      1321  36161  1368  36160  27007  1419
-CONVEX 11389    'GT_PK(2,2)'      1368  36161  1321  27003  36162  1273
-CONVEX 11390    'GT_PK(2,2)'      751  36163  822  36164  27110  787
-CONVEX 11391    'GT_PK(2,2)'      751  36165  784  36163  27136  822
-CONVEX 11392    'GT_PK(2,2)'      1029  36166  987  36167  36168  1070
-CONVEX 11393    'GT_PK(2,2)'      945  36169  905  36170  36171  984
-CONVEX 11394    'GT_PK(2,2)'      905  36169  945  36172  36173  866
-CONVEX 11395    'GT_PK(2,2)'      1198  36174  1245  36175  36176  1289
-CONVEX 11396    'GT_PK(2,2)'      1198  36177  1155  36174  27141  1245
-CONVEX 11397    'GT_PK(2,2)'      1155  36178  1113  27143  36179  1201
-CONVEX 11398    'GT_PK(2,2)'      1113  36180  1156  36179  35980  1201
-CONVEX 11399    'GT_PK(2,2)'      1156  36180  1113  26962  36181  1070
-CONVEX 11400    'GT_PK(2,2)'      1113  36182  1029  36181  36167  1070
-CONVEX 11401    'GT_PK(2,2)'      799  36183  831  36184  36185  872
-CONVEX 11402    'GT_PK(2,2)'      799  36186  833  36187  28074  762
-CONVEX 11403    'GT_PK(2,2)'      833  36186  799  36188  36184  872
-CONVEX 11404    'GT_PK(2,2)'      988  36189  948  36190  36191  1029
-CONVEX 11405    'GT_PK(2,2)'      948  36192  987  36191  36166  1029
-CONVEX 11406    'GT_PK(2,2)'      946  36193  904  36194  18050  869
-CONVEX 11407    'GT_PK(2,2)'      946  36195  983  36193  36196  904
-CONVEX 11408    'GT_PK(2,2)'      1069  36197  988  36198  36190  1029
-CONVEX 11409    'GT_PK(2,2)'      1113  36199  1069  36182  36198  1029
-CONVEX 11410    'GT_PK(2,2)'      1069  36199  1113  36200  36178  1155
-CONVEX 11411    'GT_PK(2,2)'      659  36201  723  27146  36202  693
-CONVEX 11412    'GT_PK(2,2)'      723  36203  760  36202  28065  693
-CONVEX 11413    'GT_PK(2,2)'      760  36203  723  20912  36204  792
-CONVEX 11414    'GT_PK(2,2)'      723  36205  755  36204  36206  792
-CONVEX 11415    'GT_PK(2,2)'      723  36201  659  36207  27147  688
-CONVEX 11416    'GT_PK(2,2)'      755  36205  723  36208  36207  688
-CONVEX 11417    'GT_PK(2,2)'      864  36209  825  27113  36210  900
-CONVEX 11418    'GT_PK(2,2)'      825  36211  861  36210  27124  900
-CONVEX 11419    'GT_PK(2,2)'      825  36209  864  36212  27117  792
-CONVEX 11420    'GT_PK(2,2)'      755  36213  825  36206  36212  792
-CONVEX 11421    'GT_PK(2,2)'      861  36211  825  27111  36214  787
-CONVEX 11422    'GT_PK(2,2)'      825  36213  755  36214  36215  787
-CONVEX 11423    'GT_PK(2,2)'      1150  36216  1192  36217  36218  1241
-CONVEX 11424    'GT_PK(2,2)'      1192  36216  1150  26952  36219  1103
-CONVEX 11425    'GT_PK(2,2)'      1022  36220  982  36221  27154  941
-CONVEX 11426    'GT_PK(2,2)'      980  36222  1022  27119  36221  941
-CONVEX 11427    'GT_PK(2,2)'      1024  36223  1066  35974  36224  1110
-CONVEX 11428    'GT_PK(2,2)'      1066  36223  1024  36225  36226  982
-CONVEX 11429    'GT_PK(2,2)'      1022  36227  1066  36220  36225  982
-CONVEX 11430    'GT_PK(2,2)'      1066  36227  1022  36228  36229  1107
-CONVEX 11431    'GT_PK(2,2)'      943  36230  1024  36231  35975  984
-CONVEX 11432    'GT_PK(2,2)'      905  36232  943  36171  36231  984
-CONVEX 11433    'GT_PK(2,2)'      943  36233  903  36234  27153  982
-CONVEX 11434    'GT_PK(2,2)'      1024  36230  943  36226  36234  982
-CONVEX 11435    'GT_PK(2,2)'      903  36233  943  27151  36235  865
-CONVEX 11436    'GT_PK(2,2)'      943  36232  905  36235  36236  865
-CONVEX 11437    'GT_PK(2,2)'      684  36237  655  36238  27157  716
-CONVEX 11438    'GT_PK(2,2)'      655  36239  619  27156  36240  678
-CONVEX 11439    'GT_PK(2,2)'      619  36241  594  36242  16127  651
-CONVEX 11440    'GT_PK(2,2)'      678  36240  619  17795  36242  651
-CONVEX 11441    'GT_PK(2,2)'      500  36243  520  27159  36244  478
-CONVEX 11442    'GT_PK(2,2)'      520  36245  491  36244  16619  478
-CONVEX 11443    'GT_PK(2,2)'      391  36246  15913  36247  36248  15917
-CONVEX 11444    'GT_PK(2,2)'      393  36249  391  36250  36247  15917
-CONVEX 11445    'GT_PK(2,2)'      15913  36246  391  27164  36251  389
-CONVEX 11446    'GT_PK(2,2)'      4979  35928  5052  36252  36253  5122
-CONVEX 11447    'GT_PK(2,2)'      4837  36254  4979  36255  36256  4908
-CONVEX 11448    'GT_PK(2,2)'      15832  36257  15800  36258  36259  15853
-CONVEX 11449    'GT_PK(2,2)'      14480  36260  14369  21857  36261  14426
-CONVEX 11450    'GT_PK(2,2)'      14425  36262  14369  20942  36260  14480
-CONVEX 11451    'GT_PK(2,2)'      14369  36263  14316  36261  36264  14426
-CONVEX 11452    'GT_PK(2,2)'      14316  36263  14369  36265  36266  14259
-CONVEX 11453    'GT_PK(2,2)'      14302  36267  14360  21761  36268  14412
-CONVEX 11454    'GT_PK(2,2)'      14360  36269  14466  36268  27195  14412
-CONVEX 11455    'GT_PK(2,2)'      14360  36267  14302  36270  28400  14251
-CONVEX 11456    'GT_PK(2,2)'      14360  36270  14251  36271  36272  14308
-CONVEX 11457    'GT_PK(2,2)'      14415  36273  14360  27190  36271  14308
-CONVEX 11458    'GT_PK(2,2)'      14466  36269  14360  27196  36273  14415
-CONVEX 11459    'GT_PK(2,2)'      14474  36274  14366  36275  36276  14423
-CONVEX 11460    'GT_PK(2,2)'      14531  36277  14474  20947  36275  14423
-CONVEX 11461    'GT_PK(2,2)'      14578  36278  14474  27198  36277  14531
-CONVEX 11462    'GT_PK(2,2)'      14474  36279  14415  36274  27188  14366
-CONVEX 11463    'GT_PK(2,2)'      14415  36279  14474  27197  36280  14522
-CONVEX 11464    'GT_PK(2,2)'      14474  36278  14578  36280  36281  14522
-CONVEX 11465    'GT_PK(2,2)'      14197  36282  14254  36283  27201  14308
-CONVEX 11466    'GT_PK(2,2)'      14251  36284  14197  36272  36283  14308
-CONVEX 11467    'GT_PK(2,2)'      14254  36285  14139  36286  36287  14198
-CONVEX 11468    'GT_PK(2,2)'      14197  36288  14139  36282  36285  14254
-CONVEX 11469    'GT_PK(2,2)'      14024  36289  14139  28576  36290  14081
-CONVEX 11470    'GT_PK(2,2)'      14139  36288  14197  36290  36291  14081
-CONVEX 11471    'GT_PK(2,2)'      14423  36292  14368  20949  36293  14478
-CONVEX 11472    'GT_PK(2,2)'      14368  36294  14425  36293  20940  14478
-CONVEX 11473    'GT_PK(2,2)'      14256  36295  14310  36296  36297  14198
-CONVEX 11474    'GT_PK(2,2)'      14310  36298  14254  36297  36286  14198
-CONVEX 11475    'GT_PK(2,2)'      14254  36298  14310  27200  36299  14366
-CONVEX 11476    'GT_PK(2,2)'      14366  36299  14310  36276  36300  14423
-CONVEX 11477    'GT_PK(2,2)'      14310  36301  14368  36300  36292  14423
-CONVEX 11478    'GT_PK(2,2)'      14368  36301  14310  36302  36295  14256
-CONVEX 11479    'GT_PK(2,2)'      15176  36303  15131  36304  36305  15083
-CONVEX 11480    'GT_PK(2,2)'      15131  36306  15036  36305  28438  15083
-CONVEX 11481    'GT_PK(2,2)'      15036  36306  15131  28437  36307  15086
-CONVEX 11482    'GT_PK(2,2)'      15131  36303  15176  36308  27207  15222
-CONVEX 11483    'GT_PK(2,2)'      15308  36309  15264  36310  27202  341
-CONVEX 11484    'GT_PK(2,2)'      15351  36311  15308  17840  36312  343
-CONVEX 11485    'GT_PK(2,2)'      15308  36310  341  36312  36313  343
-CONVEX 11486    'GT_PK(2,2)'      15308  36311  15351  36314  17841  15266
-CONVEX 11487    'GT_PK(2,2)'      15308  36314  15266  36315  36316  15222
-CONVEX 11488    'GT_PK(2,2)'      15264  36309  15308  27208  36315  15222
-CONVEX 11489    'GT_PK(2,2)'      15080  36317  15014  36318  20979  15099
-CONVEX 11490    'GT_PK(2,2)'      15172  36319  15080  27211  36318  15099
-CONVEX 11491    'GT_PK(2,2)'      14983  36320  15080  28443  36321  15034
-CONVEX 11492    'GT_PK(2,2)'      15014  36317  15080  27253  36320  14983
-CONVEX 11493    'GT_PK(2,2)'      14810  36322  14783  36323  20983  14852
-CONVEX 11494    'GT_PK(2,2)'      14782  36324  14810  27240  36325  14885
-CONVEX 11495    'GT_PK(2,2)'      14810  36326  14914  36325  27250  14885
-CONVEX 11496    'GT_PK(2,2)'      14914  36326  14810  27248  36323  14852
-CONVEX 11497    'GT_PK(2,2)'      14574  36327  14678  21766  36328  14627
-CONVEX 11498    'GT_PK(2,2)'      14678  36329  14732  36328  36330  14627
-CONVEX 11499    'GT_PK(2,2)'      14678  36331  14782  36329  27241  14732
-CONVEX 11500    'GT_PK(2,2)'      14578  36332  14626  36281  36333  14522
-CONVEX 11501    'GT_PK(2,2)'      14680  36334  14626  27246  36332  14578
-CONVEX 11502    'GT_PK(2,2)'      14522  36333  14626  27193  36335  14574
-CONVEX 11503    'GT_PK(2,2)'      14626  36336  14678  36335  36327  14574
-CONVEX 11504    'GT_PK(2,2)'      15389  36337  15429  36338  27257  15347
-CONVEX 11505    'GT_PK(2,2)'      15389  36338  15347  36339  27327  15303
-CONVEX 11506    'GT_PK(2,2)'      15344  36340  15389  21003  36339  15303
-CONVEX 11507    'GT_PK(2,2)'      14929  36341  14971  27314  36342  15024
-CONVEX 11508    'GT_PK(2,2)'      15018  36343  14971  36344  36345  14923
-CONVEX 11509    'GT_PK(2,2)'      14971  36346  14872  36345  27308  14923
-CONVEX 11510    'GT_PK(2,2)'      14971  36341  14929  36346  21046  14872
-CONVEX 11511    'GT_PK(2,2)'      15743  36347  15775  36348  27274  15804
-CONVEX 11512    'GT_PK(2,2)'      15775  36347  15743  27277  36349  15715
-CONVEX 11513    'GT_PK(2,2)'      15743  36350  15677  36349  27627  15715
-CONVEX 11514    'GT_PK(2,2)'      15677  36350  15743  27623  36351  15709
-CONVEX 11515    'GT_PK(2,2)'      15769  36352  15741  27287  36353  15798
-CONVEX 11516    'GT_PK(2,2)'      15798  36353  15741  36354  36355  15773
-CONVEX 11517    'GT_PK(2,2)'      15741  36356  15712  36355  27427  15773
-CONVEX 11518    'GT_PK(2,2)'      15712  36356  15741  27435  36357  15680
-CONVEX 11519    'GT_PK(2,2)'      15741  36358  15710  36357  21019  15680
-CONVEX 11520    'GT_PK(2,2)'      15741  36352  15769  36358  27283  15710
-CONVEX 11521    'GT_PK(2,2)'      15235  36359  15189  36360  21156  15148
-CONVEX 11522    'GT_PK(2,2)'      15405  36361  15362  27306  36362  15326
-CONVEX 11523    'GT_PK(2,2)'      14720  36363  14616  36364  27788  14668
-CONVEX 11524    'GT_PK(2,2)'      14616  36363  14720  27781  36365  14671
-CONVEX 11525    'GT_PK(2,2)'      14932  36366  15028  36367  27341  14978
-CONVEX 11526    'GT_PK(2,2)'      14879  36368  14932  36369  36367  14978
-CONVEX 11527    'GT_PK(2,2)'      14930  36370  14879  36371  36369  14978
-CONVEX 11528    'GT_PK(2,2)'      14879  36370  14930  27316  36372  14826
-CONVEX 11529    'GT_PK(2,2)'      14933  36373  14981  36374  36375  14882
-CONVEX 11530    'GT_PK(2,2)'      14979  36376  14933  27315  36377  14880
-CONVEX 11531    'GT_PK(2,2)'      14933  36376  14979  36378  27336  15029
-CONVEX 11532    'GT_PK(2,2)'      14981  36373  14933  27338  36378  15029
-CONVEX 11533    'GT_PK(2,2)'      14933  36374  14882  36379  36380  14829
-CONVEX 11534    'GT_PK(2,2)'      14880  36377  14933  36381  36379  14829
-CONVEX 11535    'GT_PK(2,2)'      14935  36382  14982  36383  21057  14883
-CONVEX 11536    'GT_PK(2,2)'      14981  36384  14935  36375  36385  14882
-CONVEX 11537    'GT_PK(2,2)'      14935  36386  15031  36382  27350  14982
-CONVEX 11538    'GT_PK(2,2)'      15031  36386  14935  27354  36384  14981
-CONVEX 11539    'GT_PK(2,2)'      14832  36387  14935  27754  36383  14883
-CONVEX 11540    'GT_PK(2,2)'      14935  36387  14832  36385  36388  14882
-CONVEX 11541    'GT_PK(2,2)'      15167  36389  15076  36390  36391  15124
-CONVEX 11542    'GT_PK(2,2)'      15076  36392  15030  36391  27345  15124
-CONVEX 11543    'GT_PK(2,2)'      15167  36393  15214  27343  36394  15256
-CONVEX 11544    'GT_PK(2,2)'      15260  36395  15214  27638  36396  15170
-CONVEX 11545    'GT_PK(2,2)'      15214  36397  15124  36396  21055  15170
-CONVEX 11546    'GT_PK(2,2)'      15214  36393  15167  36397  36390  15124
-CONVEX 11547    'GT_PK(2,2)'      15214  36398  15301  36394  27648  15256
-CONVEX 11548    'GT_PK(2,2)'      15214  36395  15260  36398  27639  15301
-CONVEX 11549    'GT_PK(2,2)'      14967  36399  15018  36400  36344  14923
-CONVEX 11550    'GT_PK(2,2)'      14967  36401  15064  36399  36402  15018
-CONVEX 11551    'GT_PK(2,2)'      14967  36403  15016  36401  36404  15064
-CONVEX 11552    'GT_PK(2,2)'      14712  36405  14615  27374  36406  14664
-CONVEX 11553    'GT_PK(2,2)'      14569  36407  14615  27364  36408  14515
-CONVEX 11554    'GT_PK(2,2)'      14615  36407  14569  36406  27365  14664
-CONVEX 11555    'GT_PK(2,2)'      14662  36409  14712  36410  27370  14765
-CONVEX 11556    'GT_PK(2,2)'      14715  36411  14662  36412  36410  14765
-CONVEX 11557    'GT_PK(2,2)'      14662  36411  14715  36413  27380  14614
-CONVEX 11558    'GT_PK(2,2)'      14662  36414  14615  36409  36405  14712
-CONVEX 11559    'GT_PK(2,2)'      14515  36415  14460  17916  36416  14406
-CONVEX 11560    'GT_PK(2,2)'      14460  36417  14350  36416  27797  14406
-CONVEX 11561    'GT_PK(2,2)'      14867  36418  14817  27367  36419  14765
-CONVEX 11562    'GT_PK(2,2)'      14817  36420  14715  36419  36412  14765
-CONVEX 11563    'GT_PK(2,2)'      14295  36421  14407  36422  27383  14351
-CONVEX 11564    'GT_PK(2,2)'      14516  36423  14569  36424  27363  14461
-CONVEX 11565    'GT_PK(2,2)'      14407  36425  14516  27384  36424  14461
-CONVEX 11566    'GT_PK(2,2)'      14569  36423  14516  27366  36426  14622
-CONVEX 11567    'GT_PK(2,2)'      14462  36427  14516  36428  36425  14407
-CONVEX 11568    'GT_PK(2,2)'      14516  36429  14570  36426  21082  14622
-CONVEX 11569    'GT_PK(2,2)'      14516  36427  14462  36429  36430  14570
-CONVEX 11570    'GT_PK(2,2)'      14960  36431  14864  21079  36432  14916
-CONVEX 11571    'GT_PK(2,2)'      14766  36433  14864  27386  36434  14813
-CONVEX 11572    'GT_PK(2,2)'      14864  36435  14915  36434  36436  14813
-CONVEX 11573    'GT_PK(2,2)'      14915  36435  14864  36437  36431  14960
-CONVEX 11574    'GT_PK(2,2)'      14779  36438  14725  17919  36439  14677
-CONVEX 11575    'GT_PK(2,2)'      14725  36440  14624  36439  30094  14677
-CONVEX 11576    'GT_PK(2,2)'      14624  36440  14725  23040  36441  14673
-CONVEX 11577    'GT_PK(2,2)'      14725  36442  14766  36441  27387  14673
-CONVEX 11578    'GT_PK(2,2)'      14867  36443  14917  36444  36445  14965
-CONVEX 11579    'GT_PK(2,2)'      14917  36446  15012  36445  36447  14965
-CONVEX 11580    'GT_PK(2,2)'      14917  36443  14867  36448  27368  14814
-CONVEX 11581    'GT_PK(2,2)'      15012  36446  14917  36449  36450  14963
-CONVEX 11582    'GT_PK(2,2)'      14865  36451  14915  36452  36453  14963
-CONVEX 11583    'GT_PK(2,2)'      14763  36454  14865  27373  36455  14814
-CONVEX 11584    'GT_PK(2,2)'      14865  36454  14763  36456  27360  14813
-CONVEX 11585    'GT_PK(2,2)'      14915  36451  14865  36436  36456  14813
-CONVEX 11586    'GT_PK(2,2)'      14865  36457  14917  36455  36448  14814
-CONVEX 11587    'GT_PK(2,2)'      14917  36457  14865  36450  36452  14963
-CONVEX 11588    'GT_PK(2,2)'      15056  36458  15012  36459  36449  14963
-CONVEX 11589    'GT_PK(2,2)'      15012  36458  15056  36460  36461  15105
-CONVEX 11590    'GT_PK(2,2)'      15144  36462  15188  36463  36464  15234
-CONVEX 11591    'GT_PK(2,2)'      15053  36465  15144  36466  36467  15102
-CONVEX 11592    'GT_PK(2,2)'      15053  36468  14960  36469  21080  15006
-CONVEX 11593    'GT_PK(2,2)'      14915  36470  15008  36453  36471  14963
-CONVEX 11594    'GT_PK(2,2)'      15008  36472  15056  36471  36459  14963
-CONVEX 11595    'GT_PK(2,2)'      15056  36472  15008  36473  36474  15102
-CONVEX 11596    'GT_PK(2,2)'      15008  36475  15053  36474  36466  15102
-CONVEX 11597    'GT_PK(2,2)'      15008  36470  14915  36476  36437  14960
-CONVEX 11598    'GT_PK(2,2)'      15053  36475  15008  36468  36476  14960
-CONVEX 11599    'GT_PK(2,2)'      14297  36477  14240  27389  36478  14185
-CONVEX 11600    'GT_PK(2,2)'      14240  36479  14126  36478  36480  14185
-CONVEX 11601    'GT_PK(2,2)'      14126  36479  14240  23008  36481  14184
-CONVEX 11602    'GT_PK(2,2)'      15291  36482  15251  36483  36484  15203
-CONVEX 11603    'GT_PK(2,2)'      15251  36485  15158  36484  36486  15203
-CONVEX 11604    'GT_PK(2,2)'      15158  36485  15251  36487  36488  15209
-CONVEX 11605    'GT_PK(2,2)'      15209  36488  15251  27262  36489  15298
-CONVEX 11606    'GT_PK(2,2)'      15339  36490  15383  36491  27406  15298
-CONVEX 11607    'GT_PK(2,2)'      15251  36492  15339  36489  36491  15298
-CONVEX 11608    'GT_PK(2,2)'      15339  36492  15251  36493  36482  15291
-CONVEX 11609    'GT_PK(2,2)'      15383  36490  15339  36494  36495  15421
-CONVEX 11610    'GT_PK(2,2)'      15464  36496  15383  36497  36494  15421
-CONVEX 11611    'GT_PK(2,2)'      15607  36498  15575  27400  36499  15535
-CONVEX 11612    'GT_PK(2,2)'      15540  36500  15575  27407  36501  15613
-CONVEX 11613    'GT_PK(2,2)'      15575  36502  15644  36501  27430  15613
-CONVEX 11614    'GT_PK(2,2)'      15644  36502  15575  27432  36498  15607
-CONVEX 11615    'GT_PK(2,2)'      15858  36503  15809  36504  36505  15859
-CONVEX 11616    'GT_PK(2,2)'      15858  36506  379  36507  36508  381
-CONVEX 11617    'GT_PK(2,2)'      379  36506  15858  21175  36504  15859
-CONVEX 11618    'GT_PK(2,2)'      15320  36509  15360  36510  27546  15402
-CONVEX 11619    'GT_PK(2,2)'      15188  36511  15277  36464  36512  15234
-CONVEX 11620    'GT_PK(2,2)'      15277  36513  15320  36512  36514  15234
-CONVEX 11621    'GT_PK(2,2)'      15320  36513  15277  36509  36515  15360
-CONVEX 11622    'GT_PK(2,2)'      15277  36516  15316  36515  36517  15360
-CONVEX 11623    'GT_PK(2,2)'      15868  36518  15893  27690  36519  15908
-CONVEX 11624    'GT_PK(2,2)'      15849  36520  15893  27411  36518  15868
-CONVEX 11625    'GT_PK(2,2)'      15893  36521  15930  36519  17921  15908
-CONVEX 11626    'GT_PK(2,2)'      15893  36520  15849  36522  36523  15876
-CONVEX 11627    'GT_PK(2,2)'      15930  36521  15893  17931  36524  15919
-CONVEX 11628    'GT_PK(2,2)'      15893  36522  15876  36524  27417  15919
-CONVEX 11629    'GT_PK(2,2)'      15828  36525  15798  36526  36354  15773
-CONVEX 11630    'GT_PK(2,2)'      15828  36527  15849  36525  27413  15798
-CONVEX 11631    'GT_PK(2,2)'      15792  36528  15828  27426  36526  15773
-CONVEX 11632    'GT_PK(2,2)'      15849  36527  15828  36523  36529  15876
-CONVEX 11633    'GT_PK(2,2)'      382  36530  384  36531  27445  15884
-CONVEX 11634    'GT_PK(2,2)'      4979  36532  5049  36256  36533  4908
-CONVEX 11635    'GT_PK(2,2)'      5049  36532  4979  36534  36252  5122
-CONVEX 11636    'GT_PK(2,2)'      15861  36535  15902  36536  27441  15899
-CONVEX 11637    'GT_PK(2,2)'      15902  36535  15861  27446  36537  15884
-CONVEX 11638    'GT_PK(2,2)'      15391  36538  15471  21223  36539  15431
-CONVEX 11639    'GT_PK(2,2)'      15471  36540  15509  36539  27455  15431
-CONVEX 11640    'GT_PK(2,2)'      15471  36538  15391  36541  27592  15432
-CONVEX 11641    'GT_PK(2,2)'      15509  36540  15471  36542  36543  15547
-CONVEX 11642    'GT_PK(2,2)'      15585  36544  15619  36545  36546  15547
-CONVEX 11643    'GT_PK(2,2)'      15619  36547  359  36548  27462  15653
-CONVEX 11644    'GT_PK(2,2)'      15619  36544  15585  36549  27459  357
-CONVEX 11645    'GT_PK(2,2)'      359  36547  15619  36550  36549  357
-CONVEX 11646    'GT_PK(2,2)'      15510  36551  15585  36552  36545  15547
-CONVEX 11647    'GT_PK(2,2)'      15472  36553  15510  21237  36554  15432
-CONVEX 11648    'GT_PK(2,2)'      15510  36553  15472  36555  27219  15548
-CONVEX 11649    'GT_PK(2,2)'      15585  36551  15510  27461  36555  15548
-CONVEX 11650    'GT_PK(2,2)'      15510  36556  15471  36554  36541  15432
-CONVEX 11651    'GT_PK(2,2)'      15471  36556  15510  36543  36552  15547
-CONVEX 11652    'GT_PK(2,2)'      15686  36557  15618  36558  36559  15653
-CONVEX 11653    'GT_PK(2,2)'      15686  36560  363  36561  27478  15704
-CONVEX 11654    'GT_PK(2,2)'      15686  36561  15704  36562  36563  15639
-CONVEX 11655    'GT_PK(2,2)'      15618  36557  15686  27494  36562  15639
-CONVEX 11656    'GT_PK(2,2)'      15686  36558  15653  36564  27463  361
-CONVEX 11657    'GT_PK(2,2)'      363  36560  15686  36565  36564  361
-CONVEX 11658    'GT_PK(2,2)'      15509  36566  15583  27457  36567  15546
-CONVEX 11659    'GT_PK(2,2)'      15583  36568  15618  36567  27495  15546
-CONVEX 11660    'GT_PK(2,2)'      15583  36566  15509  36569  36542  15547
-CONVEX 11661    'GT_PK(2,2)'      15618  36568  15583  36559  36570  15653
-CONVEX 11662    'GT_PK(2,2)'      15619  36571  15583  36546  36569  15547
-CONVEX 11663    'GT_PK(2,2)'      15583  36571  15619  36570  36548  15653
-CONVEX 11664    'GT_PK(2,2)'      15704  36572  15662  36563  36573  15639
-CONVEX 11665    'GT_PK(2,2)'      15725  36574  15662  27481  36572  15704
-CONVEX 11666    'GT_PK(2,2)'      15662  36574  15725  36575  27485  15691
-CONVEX 11667    'GT_PK(2,2)'      15662  36576  15595  36573  27491  15639
-CONVEX 11668    'GT_PK(2,2)'      15624  36577  15662  27519  36575  15691
-CONVEX 11669    'GT_PK(2,2)'      15662  36577  15624  36576  27520  15595
-CONVEX 11670    'GT_PK(2,2)'      14962  36578  15055  21077  36579  15006
-CONVEX 11671    'GT_PK(2,2)'      15055  36578  14962  36580  17908  15011
-CONVEX 11672    'GT_PK(2,2)'      15101  36581  15055  21194  36580  15011
-CONVEX 11673    'GT_PK(2,2)'      15143  36582  15055  27487  36581  15101
-CONVEX 11674    'GT_PK(2,2)'      371  36583  15780  36584  36585  369
-CONVEX 11675    'GT_PK(2,2)'      15720  36586  15780  27510  36587  15749
-CONVEX 11676    'GT_PK(2,2)'      15780  36588  15753  36585  21152  369
-CONVEX 11677    'GT_PK(2,2)'      15780  36586  15720  36588  27512  15753
-CONVEX 11678    'GT_PK(2,2)'      15811  36589  15782  36590  21168  15752
-CONVEX 11679    'GT_PK(2,2)'      15776  36591  15811  27527  36590  15752
-CONVEX 11680    'GT_PK(2,2)'      15807  36592  371  36593  36594  373
-CONVEX 11681    'GT_PK(2,2)'      15811  36595  15807  36596  36593  373
-CONVEX 11682    'GT_PK(2,2)'      15807  36595  15811  36597  36591  15776
-CONVEX 11683    'GT_PK(2,2)'      15807  36597  15776  36598  27528  15749
-CONVEX 11684    'GT_PK(2,2)'      15780  36599  15807  36587  36598  15749
-CONVEX 11685    'GT_PK(2,2)'      15807  36599  15780  36592  36583  371
-CONVEX 11686    'GT_PK(2,2)'      15475  36600  15512  36601  36602  15436
-CONVEX 11687    'GT_PK(2,2)'      15436  36602  15512  36603  36604  15477
-CONVEX 11688    'GT_PK(2,2)'      15512  36605  15551  36604  36606  15477
-CONVEX 11689    'GT_PK(2,2)'      15551  36605  15512  27529  36607  15586
-CONVEX 11690    'GT_PK(2,2)'      15587  36608  15515  27517  36609  15555
-CONVEX 11691    'GT_PK(2,2)'      15657  36610  15688  36611  27543  15723
-CONVEX 11692    'GT_PK(2,2)'      15657  36612  15589  36613  27533  15622
-CONVEX 11693    'GT_PK(2,2)'      15688  36610  15657  27541  36613  15622
-CONVEX 11694    'GT_PK(2,2)'      15516  36614  15481  36615  27548  15439
-CONVEX 11695    'GT_PK(2,2)'      15516  36616  15551  36617  27532  15589
-CONVEX 11696    'GT_PK(2,2)'      15556  36618  15516  36619  36617  15589
-CONVEX 11697    'GT_PK(2,2)'      15516  36618  15556  36614  36620  15481
-CONVEX 11698    'GT_PK(2,2)'      15551  36616  15516  36606  36621  15477
-CONVEX 11699    'GT_PK(2,2)'      15516  36615  15439  36621  36622  15477
-CONVEX 11700    'GT_PK(2,2)'      14834  36623  14734  36624  36625  14785
-CONVEX 11701    'GT_PK(2,2)'      14734  36623  14834  17904  36626  14784
-CONVEX 11702    'GT_PK(2,2)'      14969  36627  15032  36628  27564  15060
-CONVEX 11703    'GT_PK(2,2)'      14921  36629  14969  17909  36630  15011
-CONVEX 11704    'GT_PK(2,2)'      14969  36628  15060  36630  21193  15011
-CONVEX 11705    'GT_PK(2,2)'      13897  36631  13838  36632  27565  13957
-CONVEX 11706    'GT_PK(2,2)'      13838  36631  13897  28450  36633  13777
-CONVEX 11707    'GT_PK(2,2)'      13897  36634  13837  36633  36635  13777
-CONVEX 11708    'GT_PK(2,2)'      13837  36634  13897  23007  36636  13956
-CONVEX 11709    'GT_PK(2,2)'      14074  36637  14015  27567  36638  13957
-CONVEX 11710    'GT_PK(2,2)'      14015  36639  14073  36640  21202  13956
-CONVEX 11711    'GT_PK(2,2)'      14073  36639  14015  36641  36642  14131
-CONVEX 11712    'GT_PK(2,2)'      14015  36637  14074  36642  36643  14131
-CONVEX 11713    'GT_PK(2,2)'      13897  36644  14015  36636  36640  13956
-CONVEX 11714    'GT_PK(2,2)'      14015  36644  13897  36638  36632  13957
-CONVEX 11715    'GT_PK(2,2)'      15309  36645  15352  36646  21238  15392
-CONVEX 11716    'GT_PK(2,2)'      15350  36647  15309  27589  36646  15392
-CONVEX 11717    'GT_PK(2,2)'      15307  36648  15391  36649  21222  15349
-CONVEX 11718    'GT_PK(2,2)'      15307  36650  15350  36648  27591  15391
-CONVEX 11719    'GT_PK(2,2)'      15263  36651  15307  21770  36649  15349
-CONVEX 11720    'GT_PK(2,2)'      15221  36652  15307  36653  36651  15263
-CONVEX 11721    'GT_PK(2,2)'      15847  36654  15877  36655  21301  15894
-CONVEX 11722    'GT_PK(2,2)'      15865  36656  15840  36657  36658  15817
-CONVEX 11723    'GT_PK(2,2)'      15847  36659  15865  36660  36657  15817
-CONVEX 11724    'GT_PK(2,2)'      15886  36661  15865  27628  36662  15907
-CONVEX 11725    'GT_PK(2,2)'      15865  36661  15886  36656  36663  15840
-CONVEX 11726    'GT_PK(2,2)'      15907  36662  15865  21261  36664  15894
-CONVEX 11727    'GT_PK(2,2)'      15865  36659  15847  36664  36655  15894
-CONVEX 11728    'GT_PK(2,2)'      15927  36665  15906  27603  36666  15943
-CONVEX 11729    'GT_PK(2,2)'      15906  36665  15927  36667  36668  15889
-CONVEX 11730    'GT_PK(2,2)'      15943  36666  15906  21265  36669  15926
-CONVEX 11731    'GT_PK(2,2)'      15906  36670  15886  36669  27629  15926
-CONVEX 11732    'GT_PK(2,2)'      15897  36671  15933  36672  36673  15922
-CONVEX 11733    'GT_PK(2,2)'      15909  36674  15927  36675  27601  15940
-CONVEX 11734    'GT_PK(2,2)'      15927  36674  15909  36668  36676  15889
-CONVEX 11735    'GT_PK(2,2)'      15933  36677  15909  36678  36675  15940
-CONVEX 11736    'GT_PK(2,2)'      15909  36677  15933  36679  36671  15897
-CONVEX 11737    'GT_PK(2,2)'      15880  36680  15897  36681  36672  15922
-CONVEX 11738    'GT_PK(2,2)'      15880  36682  15832  36683  36258  15853
-CONVEX 11739    'GT_PK(2,2)'      15897  36680  15880  36684  36683  15853
-CONVEX 11740    'GT_PK(2,2)'      15920  36685  15935  36686  36687  15950
-CONVEX 11741    'GT_PK(2,2)'      15935  36688  15960  36687  27605  15950
-CONVEX 11742    'GT_PK(2,2)'      14339  36689  14281  36690  31219  14225
-CONVEX 11743    'GT_PK(2,2)'      14338  36691  14281  27620  36692  14393
-CONVEX 11744    'GT_PK(2,2)'      14281  36689  14339  36692  36693  14393
-CONVEX 11745    'GT_PK(2,2)'      14557  36694  14503  36695  36696  14610
-CONVEX 11746    'GT_PK(2,2)'      14503  36697  14449  36698  36699  14394
-CONVEX 11747    'GT_PK(2,2)'      14449  36700  14502  36701  27614  14393
-CONVEX 11748    'GT_PK(2,2)'      14449  36702  14557  36700  36703  14502
-CONVEX 11749    'GT_PK(2,2)'      14557  36702  14449  36694  36697  14503
-CONVEX 11750    'GT_PK(2,2)'      14339  36704  14449  36693  36701  14393
-CONVEX 11751    'GT_PK(2,2)'      14449  36704  14339  36699  36705  14394
-CONVEX 11752    'GT_PK(2,2)'      14719  36706  14773  36707  36708  14822
-CONVEX 11753    'GT_PK(2,2)'      15800  36709  15818  36259  36710  15853
-CONVEX 11754    'GT_PK(2,2)'      15609  36711  15677  36712  27624  15643
-CONVEX 11755    'GT_PK(2,2)'      15677  36711  15609  27626  36713  15645
-CONVEX 11756    'GT_PK(2,2)'      15338  36714  15379  27656  36715  15294
-CONVEX 11757    'GT_PK(2,2)'      15709  36716  15674  27625  36717  15643
-CONVEX 11758    'GT_PK(2,2)'      15674  36718  15606  36717  36719  15643
-CONVEX 11759    'GT_PK(2,2)'      15606  36720  15637  36721  36722  15568
-CONVEX 11760    'GT_PK(2,2)'      15674  36723  15637  36718  36720  15606
-CONVEX 11761    'GT_PK(2,2)'      15637  36723  15674  36724  36725  15703
-CONVEX 11762    'GT_PK(2,2)'      15304  36726  15261  36727  27326  15347
-CONVEX 11763    'GT_PK(2,2)'      15260  36728  15304  27641  36729  15346
-CONVEX 11764    'GT_PK(2,2)'      15261  36726  15304  27330  36730  15216
-CONVEX 11765    'GT_PK(2,2)'      15304  36728  15260  36730  27637  15216
-CONVEX 11766    'GT_PK(2,2)'      15304  36731  15388  36729  20998  15346
-CONVEX 11767    'GT_PK(2,2)'      15388  36731  15304  27258  36727  15347
-CONVEX 11768    'GT_PK(2,2)'      15341  36732  15385  27642  36733  15423
-CONVEX 11769    'GT_PK(2,2)'      15425  36734  15385  20999  36735  15346
-CONVEX 11770    'GT_PK(2,2)'      15385  36736  15301  36735  27640  15346
-CONVEX 11771    'GT_PK(2,2)'      15385  36732  15341  36736  27647  15301
-CONVEX 11772    'GT_PK(2,2)'      15463  36737  15385  27631  36734  15425
-CONVEX 11773    'GT_PK(2,2)'      15385  36737  15463  36733  27633  15423
-CONVEX 11774    'GT_PK(2,2)'      15207  36738  15253  36739  27655  15294
-CONVEX 11775    'GT_PK(2,2)'      15946  36740  15914  27662  36741  15924
-CONVEX 11776    'GT_PK(2,2)'      15914  36740  15946  36742  27657  15929
-CONVEX 11777    'GT_PK(2,2)'      15895  36743  15914  27668  36742  15929
-CONVEX 11778    'GT_PK(2,2)'      15914  36743  15895  36744  27670  15872
-CONVEX 11779    'GT_PK(2,2)'      15924  36741  15914  21308  36745  15887
-CONVEX 11780    'GT_PK(2,2)'      15914  36744  15872  36745  27272  15887
-CONVEX 11781    'GT_PK(2,2)'      13127  36746  13194  27717  36747  13256
-CONVEX 11782    'GT_PK(2,2)'      13194  36748  13129  36749  27696  13258
-CONVEX 11783    'GT_PK(2,2)'      13064  36750  13194  27719  36746  13127
-CONVEX 11784    'GT_PK(2,2)'      13194  36750  13064  36748  27721  13129
-CONVEX 11785    'GT_PK(2,2)'      13194  36751  13321  36747  24237  13256
-CONVEX 11786    'GT_PK(2,2)'      13321  36751  13194  24235  36749  13258
-CONVEX 11787    'GT_PK(2,2)'      12740  36752  12607  36753  36754  12675
-CONVEX 11788    'GT_PK(2,2)'      12607  36752  12740  34485  36755  12673
-CONVEX 11789    'GT_PK(2,2)'      12742  36756  12807  30017  36757  12675
-CONVEX 11790    'GT_PK(2,2)'      12807  36758  12740  36757  36753  12675
-CONVEX 11791    'GT_PK(2,2)'      12740  36758  12807  36759  36760  12873
-CONVEX 11792    'GT_PK(2,2)'      12873  36760  12807  36761  36762  12939
-CONVEX 11793    'GT_PK(2,2)'      12807  36763  12875  36762  18913  12939
-CONVEX 11794    'GT_PK(2,2)'      12807  36756  12742  36763  22988  12875
-CONVEX 11795    'GT_PK(2,2)'      13004  36764  12873  36765  36761  12939
-CONVEX 11796    'GT_PK(2,2)'      13004  36766  13133  36767  17063  13068
-CONVEX 11797    'GT_PK(2,2)'      13004  36768  13070  36766  22980  13133
-CONVEX 11798    'GT_PK(2,2)'      13070  36768  13004  22981  36765  12939
-CONVEX 11799    'GT_PK(2,2)'      12871  36769  13002  36770  27699  12935
-CONVEX 11800    'GT_PK(2,2)'      12871  36771  12803  36772  34491  12738
-CONVEX 11801    'GT_PK(2,2)'      12803  36771  12871  34492  36770  12935
-CONVEX 11802    'GT_PK(2,2)'      13323  36773  13388  21091  36774  13450
-CONVEX 11803    'GT_PK(2,2)'      13388  36775  13260  36776  27390  13325
-CONVEX 11804    'GT_PK(2,2)'      13260  36775  13388  27393  36773  13323
-CONVEX 11805    'GT_PK(2,2)'      14347  36777  14289  36778  36779  14234
-CONVEX 11806    'GT_PK(2,2)'      14289  36777  14347  36780  27775  14401
-CONVEX 11807    'GT_PK(2,2)'      14177  36781  14119  36782  27731  14234
-CONVEX 11808    'GT_PK(2,2)'      14289  36783  14177  36779  36782  14234
-CONVEX 11809    'GT_PK(2,2)'      14177  36783  14289  36784  36785  14233
-CONVEX 11810    'GT_PK(2,2)'      14177  36784  14233  36786  31822  14118
-CONVEX 11811    'GT_PK(2,2)'      14060  36787  14177  36788  36786  14118
-CONVEX 11812    'GT_PK(2,2)'      14119  36781  14177  27727  36787  14060
-CONVEX 11813    'GT_PK(2,2)'      14002  36789  14059  36790  27735  13942
-CONVEX 11814    'GT_PK(2,2)'      14002  36791  14060  36792  36788  14118
-CONVEX 11815    'GT_PK(2,2)'      14059  36789  14002  31820  36792  14118
-CONVEX 11816    'GT_PK(2,2)'      13826  36793  13765  36794  36795  13704
-CONVEX 11817    'GT_PK(2,2)'      13765  36796  13825  36797  36798  13703
-CONVEX 11818    'GT_PK(2,2)'      14061  36799  14119  36800  27728  14003
-CONVEX 11819    'GT_PK(2,2)'      13944  36801  14061  36802  36800  14003
-CONVEX 11820    'GT_PK(2,2)'      14061  36801  13944  36803  36804  14004
-CONVEX 11821    'GT_PK(2,2)'      14061  36803  14004  36805  36806  14120
-CONVEX 11822    'GT_PK(2,2)'      14178  36807  14061  36808  36805  14120
-CONVEX 11823    'GT_PK(2,2)'      14061  36807  14178  36799  27730  14119
-CONVEX 11824    'GT_PK(2,2)'      14004  36809  14062  36806  36810  14120
-CONVEX 11825    'GT_PK(2,2)'      14062  36811  14179  36810  36812  14120
-CONVEX 11826    'GT_PK(2,2)'      14179  36811  14062  27798  36813  14122
-CONVEX 11827    'GT_PK(2,2)'      13825  36814  13764  36798  36815  13703
-CONVEX 11828    'GT_PK(2,2)'      13577  36816  13512  36817  19613  13450
-CONVEX 11829    'GT_PK(2,2)'      13577  36818  13638  36816  21337  13512
-CONVEX 11830    'GT_PK(2,2)'      13390  36819  13327  27740  36820  13454
-CONVEX 11831    'GT_PK(2,2)'      13454  36820  13327  27743  36821  13392
-CONVEX 11832    'GT_PK(2,2)'      13327  36822  13264  36821  22995  13392
-CONVEX 11833    'GT_PK(2,2)'      13264  36822  13327  30022  36823  13200
-CONVEX 11834    'GT_PK(2,2)'      13327  36824  13262  36823  21088  13200
-CONVEX 11835    'GT_PK(2,2)'      13327  36819  13390  36824  27736  13262
-CONVEX 11836    'GT_PK(2,2)'      13642  36825  13765  36826  36797  13703
-CONVEX 11837    'GT_PK(2,2)'      13765  36825  13642  36795  36827  13704
-CONVEX 11838    'GT_PK(2,2)'      13764  36828  13641  36815  36829  13703
-CONVEX 11839    'GT_PK(2,2)'      13580  36830  13516  36831  27739  13454
-CONVEX 11840    'GT_PK(2,2)'      13517  36832  13580  27741  36831  13454
-CONVEX 11841    'GT_PK(2,2)'      13580  36833  13641  36830  36834  13516
-CONVEX 11842    'GT_PK(2,2)'      13642  36835  13580  36836  36832  13517
-CONVEX 11843    'GT_PK(2,2)'      13580  36835  13642  36837  36826  13703
-CONVEX 11844    'GT_PK(2,2)'      13641  36833  13580  36829  36837  13703
-CONVEX 11845    'GT_PK(2,2)'      13642  36838  13582  36827  36839  13704
-CONVEX 11846    'GT_PK(2,2)'      13582  36838  13642  36840  36836  13517
-CONVEX 11847    'GT_PK(2,2)'      14723  36841  14777  27747  36842  14674
-CONVEX 11848    'GT_PK(2,2)'      14777  36841  14723  36843  36844  14827
-CONVEX 11849    'GT_PK(2,2)'      14777  36845  14880  36846  36381  14829
-CONVEX 11850    'GT_PK(2,2)'      14880  36845  14777  27311  36843  14827
-CONVEX 11851    'GT_PK(2,2)'      14882  36847  14781  36380  36848  14829
-CONVEX 11852    'GT_PK(2,2)'      14832  36849  14781  36388  36847  14882
-CONVEX 11853    'GT_PK(2,2)'      14122  36850  14180  27800  36851  14236
-CONVEX 11854    'GT_PK(2,2)'      14180  36852  14292  36851  27792  14236
-CONVEX 11855    'GT_PK(2,2)'      14124  36853  14065  36854  30036  14183
-CONVEX 11856    'GT_PK(2,2)'      14065  36853  14124  36855  36856  14008
-CONVEX 11857    'GT_PK(2,2)'      14348  36857  14458  36858  27756  14402
-CONVEX 11858    'GT_PK(2,2)'      14458  36857  14348  27758  36859  14403
-CONVEX 11859    'GT_PK(2,2)'      12860  36860  12992  21352  36861  12925
-CONVEX 11860    'GT_PK(2,2)'      12992  36862  13056  36861  36863  12925
-CONVEX 11861    'GT_PK(2,2)'      13056  36862  12992  21357  36864  13121
-CONVEX 11862    'GT_PK(2,2)'      12992  36865  13058  36864  27815  13121
-CONVEX 11863    'GT_PK(2,2)'      12795  36866  12730  36867  27824  12862
-CONVEX 11864    'GT_PK(2,2)'      12728  36868  12795  27825  36869  12860
-CONVEX 11865    'GT_PK(2,2)'      12730  36870  12663  27822  36871  12596
-CONVEX 11866    'GT_PK(2,2)'      12663  36872  12728  36873  27828  12594
-CONVEX 11867    'GT_PK(2,2)'      12795  36874  12663  36866  36870  12730
-CONVEX 11868    'GT_PK(2,2)'      12663  36874  12795  36872  36868  12728
-CONVEX 11869    'GT_PK(2,2)'      12663  36875  12528  36871  36876  12596
-CONVEX 11870    'GT_PK(2,2)'      12528  36875  12663  36877  36873  12594
-CONVEX 11871    'GT_PK(2,2)'      12462  36878  12528  36879  36880  12393
-CONVEX 11872    'GT_PK(2,2)'      12528  36878  12462  36876  36881  12596
-CONVEX 11873    'GT_PK(2,2)'      12599  36882  12464  36883  36884  12532
-CONVEX 11874    'GT_PK(2,2)'      12665  36885  12599  27693  36886  12732
-CONVEX 11875    'GT_PK(2,2)'      12667  36887  12599  36888  36883  12532
-CONVEX 11876    'GT_PK(2,2)'      12599  36887  12667  36886  36889  12732
-CONVEX 11877    'GT_PK(2,2)'      12530  36890  12665  36891  27821  12596
-CONVEX 11878    'GT_PK(2,2)'      12464  36892  12530  36893  36894  12395
-CONVEX 11879    'GT_PK(2,2)'      12530  36895  12599  36890  36885  12665
-CONVEX 11880    'GT_PK(2,2)'      12599  36895  12530  36882  36892  12464
-CONVEX 11881    'GT_PK(2,2)'      12462  36896  12530  36881  36891  12596
-CONVEX 11882    'GT_PK(2,2)'      12530  36896  12462  36894  36897  12395
-CONVEX 11883    'GT_PK(2,2)'      12259  36898  12326  27830  36899  12189
-CONVEX 11884    'GT_PK(2,2)'      12326  36900  12462  36901  36879  12393
-CONVEX 11885    'GT_PK(2,2)'      12326  36898  12259  36902  36903  12395
-CONVEX 11886    'GT_PK(2,2)'      12462  36900  12326  36897  36902  12395
-CONVEX 11887    'GT_PK(2,2)'      13250  36904  13313  36905  27842  13186
-CONVEX 11888    'GT_PK(2,2)'      13121  36906  13250  21359  36905  13186
-CONVEX 11889    'GT_PK(2,2)'      13188  36907  13250  27816  36906  13121
-CONVEX 11890    'GT_PK(2,2)'      13315  36908  13250  21380  36907  13188
-CONVEX 11891    'GT_PK(2,2)'      13250  36908  13315  36909  21389  13379
-CONVEX 11892    'GT_PK(2,2)'      13313  36904  13250  27848  36909  13379
-CONVEX 11893    'GT_PK(2,2)'      13115  36910  12986  27854  36911  13051
-CONVEX 11894    'GT_PK(2,2)'      12986  36912  12921  36911  27839  13051
-CONVEX 11895    'GT_PK(2,2)'      12921  36912  12986  27835  36913  12854
-CONVEX 11896    'GT_PK(2,2)'      12986  36914  12919  36913  36915  12854
-CONVEX 11897    'GT_PK(2,2)'      13246  36916  13311  27855  36917  13375
-CONVEX 11898    'GT_PK(2,2)'      13311  36918  13248  36919  27844  13377
-CONVEX 11899    'GT_PK(2,2)'      13248  36918  13311  36920  36921  13184
-CONVEX 11900    'GT_PK(2,2)'      13311  36916  13246  36921  27861  13184
-CONVEX 11901    'GT_PK(2,2)'      13439  36922  13311  36923  36919  13377
-CONVEX 11902    'GT_PK(2,2)'      13311  36922  13439  36917  36924  13375
-CONVEX 11903    'GT_PK(2,2)'      13439  36925  13502  36924  36926  13375
-CONVEX 11904    'GT_PK(2,2)'      13502  36927  13438  36926  27863  13375
-CONVEX 11905    'GT_PK(2,2)'      13438  36927  13502  27866  36928  13565
-CONVEX 11906    'GT_PK(2,2)'      13502  36929  13628  36928  36930  13565
-CONVEX 11907    'GT_PK(2,2)'      12858  36931  12923  36932  27867  12791
-CONVEX 11908    'GT_PK(2,2)'      12858  36933  12726  36934  27810  12793
-CONVEX 11909    'GT_PK(2,2)'      12726  36933  12858  27809  36932  12791
-CONVEX 11910    'GT_PK(2,2)'      12858  36934  12793  36935  21351  12925
-CONVEX 11911    'GT_PK(2,2)'      13117  36936  13053  27862  36937  13184
-CONVEX 11912    'GT_PK(2,2)'      13053  36936  13117  36938  27852  12988
-CONVEX 11913    'GT_PK(2,2)'      12923  36939  13053  27869  36938  12988
-CONVEX 11914    'GT_PK(2,2)'      13757  36940  13633  24267  36941  13696
-CONVEX 11915    'GT_PK(2,2)'      13633  36942  13571  36941  31796  13696
-CONVEX 11916    'GT_PK(2,2)'      13633  36943  13570  36944  27872  13507
-CONVEX 11917    'GT_PK(2,2)'      13571  36942  13633  31795  36944  13507
-CONVEX 11918    'GT_PK(2,2)'      13568  36945  13503  27878  36946  13441
-CONVEX 11919    'GT_PK(2,2)'      13441  36946  13503  27847  36947  13377
-CONVEX 11920    'GT_PK(2,2)'      13503  36948  13439  36947  36923  13377
-CONVEX 11921    'GT_PK(2,2)'      13503  36945  13568  36949  27881  13630
-CONVEX 11922    'GT_PK(2,2)'      13568  36950  13631  27880  36951  13693
-CONVEX 11923    'GT_PK(2,2)'      13693  36951  13631  36952  36953  13756
-CONVEX 11924    'GT_PK(2,2)'      13570  36954  13631  27871  36955  13505
-CONVEX 11925    'GT_PK(2,2)'      13631  36950  13568  36955  27879  13505
-CONVEX 11926    'GT_PK(2,2)'      13307  36956  13374  27882  36957  13436
-CONVEX 11927    'GT_PK(2,2)'      13438  36958  13374  27864  36959  13309
-CONVEX 11928    'GT_PK(2,2)'      13436  36957  13374  27887  36960  13500
-CONVEX 11929    'GT_PK(2,2)'      13374  36958  13438  36960  27865  13500
-CONVEX 11930    'GT_PK(2,2)'      13244  36961  13182  36962  27859  13309
-CONVEX 11931    'GT_PK(2,2)'      13374  36963  13244  36959  36962  13309
-CONVEX 11932    'GT_PK(2,2)'      13244  36963  13374  36964  36956  13307
-CONVEX 11933    'GT_PK(2,2)'      13244  36964  13307  36965  36966  13180
-CONVEX 11934    'GT_PK(2,2)'      13115  36967  13244  36968  36965  13180
-CONVEX 11935    'GT_PK(2,2)'      13244  36967  13115  36961  27853  13182
-CONVEX 11936    'GT_PK(2,2)'      13687  36969  13749  36970  31888  13624
-CONVEX 11937    'GT_PK(2,2)'      13749  36969  13687  24300  36971  13811
-CONVEX 11938    'GT_PK(2,2)'      13436  36972  13499  27884  36973  13372
-CONVEX 11939    'GT_PK(2,2)'      13564  36974  13499  27885  36972  13436
-CONVEX 11940    'GT_PK(2,2)'      13688  36975  13564  36976  27888  13627
-CONVEX 11941    'GT_PK(2,2)'      13688  36977  13752  36978  31803  13813
-CONVEX 11942    'GT_PK(2,2)'      13752  36977  13688  36979  36976  13627
-CONVEX 11943    'GT_PK(2,2)'      4979  36254  4837  35930  36980  4909
-CONVEX 11944    'GT_PK(2,2)'      5262  36981  5334  36982  36983  5406
-CONVEX 11945    'GT_PK(2,2)'      5334  36981  5262  36984  16767  5190
-CONVEX 11946    'GT_PK(2,2)'      5334  36984  5190  36985  36986  5263
-CONVEX 11947    'GT_PK(2,2)'      3335  36987  3402  36988  27891  138
-CONVEX 11948    'GT_PK(2,2)'      3208  36989  3335  18019  36990  136
-CONVEX 11949    'GT_PK(2,2)'      3335  36988  138  36990  36991  136
-CONVEX 11950    'GT_PK(2,2)'      3335  36992  3271  36993  27968  3399
-CONVEX 11951    'GT_PK(2,2)'      3271  36992  3335  21461  36989  3208
-CONVEX 11952    'GT_PK(2,2)'      3530  36994  3599  36995  27900  141
-CONVEX 11953    'GT_PK(2,2)'      3402  36996  3530  27893  36997  139
-CONVEX 11954    'GT_PK(2,2)'      3530  36995  141  36997  36998  139
-CONVEX 11955    'GT_PK(2,2)'      3530  36999  3596  37000  37001  3664
-CONVEX 11956    'GT_PK(2,2)'      3599  36994  3530  27898  37000  3664
-CONVEX 11957    'GT_PK(2,2)'      3466  37002  3532  37003  37004  3596
-CONVEX 11958    'GT_PK(2,2)'      3530  37005  3466  36999  37003  3596
-CONVEX 11959    'GT_PK(2,2)'      3466  37005  3530  37006  36996  3402
-CONVEX 11960    'GT_PK(2,2)'      3532  37002  3466  37007  37008  3399
-CONVEX 11961    'GT_PK(2,2)'      3466  37009  3335  37008  36993  3399
-CONVEX 11962    'GT_PK(2,2)'      3335  37009  3466  36987  37006  3402
-CONVEX 11963    'GT_PK(2,2)'      2531  37010  2467  27905  37011  2413
-CONVEX 11964    'GT_PK(2,2)'      2467  37010  2531  37012  27902  2587
-CONVEX 11965    'GT_PK(2,2)'      2467  37013  2314  37011  21491  2413
-CONVEX 11966    'GT_PK(2,2)'      2467  37014  2408  37013  27975  2314
-CONVEX 11967    'GT_PK(2,2)'      2489  37015  2467  27908  37012  2587
-CONVEX 11968    'GT_PK(2,2)'      2408  37014  2467  27978  37015  2489
-CONVEX 11969    'GT_PK(2,2)'      2535  37016  2476  37017  37018  2597
-CONVEX 11970    'GT_PK(2,2)'      3090  37019  2964  37020  27925  3029
-CONVEX 11971    'GT_PK(2,2)'      3155  37021  3090  35733  37020  3029
-CONVEX 11972    'GT_PK(2,2)'      3090  37021  3155  37022  35731  3218
-CONVEX 11973    'GT_PK(2,2)'      3090  37022  3218  37023  26733  3152
-CONVEX 11974    'GT_PK(2,2)'      2961  37024  3087  27941  37025  3022
-CONVEX 11975    'GT_PK(2,2)'      3087  37026  3146  37025  37027  3022
-CONVEX 11976    'GT_PK(2,2)'      3146  37026  3087  35738  37028  3214
-CONVEX 11977    'GT_PK(2,2)'      3214  37028  3087  21435  37029  3152
-CONVEX 11978    'GT_PK(2,2)'      2830  37030  2769  37031  27960  2893
-CONVEX 11979    'GT_PK(2,2)'      2830  37032  2708  37030  27944  2769
-CONVEX 11980    'GT_PK(2,2)'      2955  37033  2830  21453  37031  2893
-CONVEX 11981    'GT_PK(2,2)'      3081  37034  2955  37035  21452  3019
-CONVEX 11982    'GT_PK(2,2)'      3081  37036  3017  37034  37037  2955
-CONVEX 11983    'GT_PK(2,2)'      3534  37038  3403  27966  37039  3468
-CONVEX 11984    'GT_PK(2,2)'      3403  37040  3467  37041  37042  3337
-CONVEX 11985    'GT_PK(2,2)'      3467  37040  3403  37043  37038  3534
-CONVEX 11986    'GT_PK(2,2)'      2475  37044  2595  37045  27919  2533
-CONVEX 11987    'GT_PK(2,2)'      2415  37046  2475  27991  37045  2533
-CONVEX 11988    'GT_PK(2,2)'      2475  37047  2535  37044  37048  2595
-CONVEX 11989    'GT_PK(2,2)'      2475  37046  2415  37049  27998  2355
-CONVEX 11990    'GT_PK(2,2)'      2301  37050  2240  21493  37051  2358
-CONVEX 11991    'GT_PK(2,2)'      2240  37052  2294  37051  27997  2358
-CONVEX 11992    'GT_PK(2,2)'      2234  37053  2240  28001  37050  2301
-CONVEX 11993    'GT_PK(2,2)'      2242  37054  2125  37055  37056  2184
-CONVEX 11994    'GT_PK(2,2)'      1901  37057  2012  28007  37058  1961
-CONVEX 11995    'GT_PK(2,2)'      2013  37059  2071  37060  37061  2125
-CONVEX 11996    'GT_PK(2,2)'      2125  37061  2071  37056  37062  2184
-CONVEX 11997    'GT_PK(2,2)'      1906  37063  1851  20776  37064  1798
-CONVEX 11998    'GT_PK(2,2)'      1743  37065  1851  17741  37066  1796
-CONVEX 11999    'GT_PK(2,2)'      1851  37065  1743  37064  26885  1798
-CONVEX 12000    'GT_PK(2,2)'      1959  37067  1906  37068  20780  2016
-CONVEX 12001    'GT_PK(2,2)'      2071  37069  1959  37070  37068  2016
-CONVEX 12002    'GT_PK(2,2)'      1959  37069  2071  37071  37059  2013
-CONVEX 12003    'GT_PK(2,2)'      1959  37072  1851  37067  37063  1906
-CONVEX 12004    'GT_PK(2,2)'      1956  37073  2012  37074  37057  1901
-CONVEX 12005    'GT_PK(2,2)'      1334  37075  1289  37076  37077  1383
-CONVEX 12006    'GT_PK(2,2)'      1430  37078  1334  28028  37076  1383
-CONVEX 12007    'GT_PK(2,2)'      1426  37079  1524  37080  28020  1473
-CONVEX 12008    'GT_PK(2,2)'      1524  37079  1426  28021  37081  1476
-CONVEX 12009    'GT_PK(2,2)'      940  37082  899  37083  28041  863
-CONVEX 12010    'GT_PK(2,2)'      899  37082  940  37084  37085  977
-CONVEX 12011    'GT_PK(2,2)'      904  37086  940  18053  37083  863
-CONVEX 12012    'GT_PK(2,2)'      977  37085  940  37087  37088  1020
-CONVEX 12013    'GT_PK(2,2)'      940  37089  983  37088  37090  1020
-CONVEX 12014    'GT_PK(2,2)'      983  37089  940  36196  37086  904
-CONVEX 12015    'GT_PK(2,2)'      935  37091  977  37092  37093  1014
-CONVEX 12016    'GT_PK(2,2)'      935  37094  899  37091  37084  977
-CONVEX 12017    'GT_PK(2,2)'      935  37095  972  37096  21506  895
-CONVEX 12018    'GT_PK(2,2)'      935  37092  1014  37095  28046  972
-CONVEX 12019    'GT_PK(2,2)'      859  37097  786  37098  21526  824
-CONVEX 12020    'GT_PK(2,2)'      899  37099  859  28040  37098  824
-CONVEX 12021    'GT_PK(2,2)'      786  37097  859  21517  37100  821
-CONVEX 12022    'GT_PK(2,2)'      935  37101  859  37094  37099  899
-CONVEX 12023    'GT_PK(2,2)'      821  37100  859  16606  37102  895
-CONVEX 12024    'GT_PK(2,2)'      859  37101  935  37102  37096  895
-CONVEX 12025    'GT_PK(2,2)'      1231  37103  1183  37104  37105  1141
-CONVEX 12026    'GT_PK(2,2)'      1139  37106  1183  37107  37108  1229
-CONVEX 12027    'GT_PK(2,2)'      1183  37109  1275  37108  21504  1229
-CONVEX 12028    'GT_PK(2,2)'      1183  37103  1231  37109  28043  1275
-CONVEX 12029    'GT_PK(2,2)'      1105  37110  1060  37111  37112  1020
-CONVEX 12030    'GT_PK(2,2)'      1060  37113  977  37112  37087  1020
-CONVEX 12031    'GT_PK(2,2)'      977  37113  1060  37093  37114  1014
-CONVEX 12032    'GT_PK(2,2)'      1145  37115  1060  37116  37110  1105
-CONVEX 12033    'GT_PK(2,2)'      1054  37117  1012  28047  37118  972
-CONVEX 12034    'GT_PK(2,2)'      1012  37119  932  37118  21505  972
-CONVEX 12035    'GT_PK(2,2)'      971  37120  1012  28052  37121  1053
-CONVEX 12036    'GT_PK(2,2)'      1012  37120  971  37119  37122  932
-CONVEX 12037    'GT_PK(2,2)'      1095  37123  1054  37124  37125  1141
-CONVEX 12038    'GT_PK(2,2)'      1183  37126  1095  37105  37124  1141
-CONVEX 12039    'GT_PK(2,2)'      1095  37126  1183  37127  37106  1139
-CONVEX 12040    'GT_PK(2,2)'      1095  37127  1139  37128  37129  1053
-CONVEX 12041    'GT_PK(2,2)'      1012  37130  1095  37121  37128  1053
-CONVEX 12042    'GT_PK(2,2)'      1095  37130  1012  37123  37117  1054
-CONVEX 12043    'GT_PK(2,2)'      971  37131  896  37122  37132  932
-CONVEX 12044    'GT_PK(2,2)'      856  37133  896  16600  37134  68
-CONVEX 12045    'GT_PK(2,2)'      932  37132  896  21508  37133  856
-CONVEX 12046    'GT_PK(2,2)'      896  37135  70  37134  37136  68
-CONVEX 12047    'GT_PK(2,2)'      70  37135  896  18024  37137  937
-CONVEX 12048    'GT_PK(2,2)'      896  37131  971  37137  28049  937
-CONVEX 12049    'GT_PK(2,2)'      937  37138  979  18026  37139  72
-CONVEX 12050    'GT_PK(2,2)'      1015  37140  979  28050  37138  937
-CONVEX 12051    'GT_PK(2,2)'      979  37140  1015  37141  37142  1061
-CONVEX 12052    'GT_PK(2,2)'      979  37143  74  37139  37144  72
-CONVEX 12053    'GT_PK(2,2)'      979  37145  1025  37143  28053  74
-CONVEX 12054    'GT_PK(2,2)'      1025  37145  979  37146  37141  1061
-CONVEX 12055    'GT_PK(2,2)'      1139  37147  1098  37129  37148  1053
-CONVEX 12056    'GT_PK(2,2)'      1098  37149  1015  37148  28051  1053
-CONVEX 12057    'GT_PK(2,2)'      1015  37149  1098  37142  37150  1061
-CONVEX 12058    'GT_PK(2,2)'      1157  37151  1196  37152  28058  1246
-CONVEX 12059    'GT_PK(2,2)'      1071  37153  1157  26908  37154  1116
-CONVEX 12060    'GT_PK(2,2)'      1109  37155  1025  37156  37146  1061
-CONVEX 12061    'GT_PK(2,2)'      1025  37155  1109  28056  37157  1071
-CONVEX 12062    'GT_PK(2,2)'      1109  37158  1157  37157  37153  1071
-CONVEX 12063    'GT_PK(2,2)'      1157  37158  1109  37151  37159  1196
-CONVEX 12064    'GT_PK(2,2)'      571  37160  600  20905  37161  544
-CONVEX 12065    'GT_PK(2,2)'      600  37162  575  37161  28059  544
-CONVEX 12066    'GT_PK(2,2)'      600  37160  571  37163  27138  627
-CONVEX 12067    'GT_PK(2,2)'      659  37164  600  27148  37163  627
-CONVEX 12068    'GT_PK(2,2)'      600  37164  659  37165  27144  632
-CONVEX 12069    'GT_PK(2,2)'      575  37162  600  28062  37165  632
-CONVEX 12070    'GT_PK(2,2)'      662  37166  632  37167  27145  693
-CONVEX 12071    'GT_PK(2,2)'      725  37168  662  28066  37167  693
-CONVEX 12072    'GT_PK(2,2)'      632  37166  662  28063  37169  602
-CONVEX 12073    'GT_PK(2,2)'      662  37168  725  37170  37171  690
-CONVEX 12074    'GT_PK(2,2)'      662  37172  629  37169  28067  602
-CONVEX 12075    'GT_PK(2,2)'      629  37172  662  37173  37170  690
-CONVEX 12076    'GT_PK(2,2)'      793  37174  725  37175  28064  760
-CONVEX 12077    'GT_PK(2,2)'      793  37176  829  37177  27150  865
-CONVEX 12078    'GT_PK(2,2)'      829  37176  793  20910  37175  760
-CONVEX 12079    'GT_PK(2,2)'      599  37178  48  37179  18055  573
-CONVEX 12080    'GT_PK(2,2)'      629  37180  599  28068  37179  573
-CONVEX 12081    'GT_PK(2,2)'      48  37178  599  37181  37182  50
-CONVEX 12082    'GT_PK(2,2)'      790  37183  757  37184  28070  830
-CONVEX 12083    'GT_PK(2,2)'      790  37184  830  37185  18052  863
-CONVEX 12084    'GT_PK(2,2)'      824  37186  790  28042  37185  863
-CONVEX 12085    'GT_PK(2,2)'      753  37187  790  21527  37186  824
-CONVEX 12086    'GT_PK(2,2)'      910  37188  833  37189  36188  872
-CONVEX 12087    'GT_PK(2,2)'      948  37190  910  37191  37189  872
-CONVEX 12088    'GT_PK(2,2)'      910  37190  948  37192  36189  988
-CONVEX 12089    'GT_PK(2,2)'      946  37193  910  37194  37192  988
-CONVEX 12090    'GT_PK(2,2)'      833  37188  910  28075  37195  869
-CONVEX 12091    'GT_PK(2,2)'      910  37193  946  37195  36194  869
-CONVEX 12092    'GT_PK(2,2)'      10103  37196  10178  28115  37197  10030
-CONVEX 12093    'GT_PK(2,2)'      10251  37198  10178  28079  37196  10103
-CONVEX 12094    'GT_PK(2,2)'      10178  37199  10105  37197  28086  10030
-CONVEX 12095    'GT_PK(2,2)'      10105  37199  10178  37200  37201  10257
-CONVEX 12096    'GT_PK(2,2)'      10178  37202  10326  37201  37203  10257
-CONVEX 12097    'GT_PK(2,2)'      10178  37198  10251  37202  28080  10326
-CONVEX 12098    'GT_PK(2,2)'      10097  37204  10164  21569  37205  10239
-CONVEX 12099    'GT_PK(2,2)'      10164  37206  10301  37205  28130  10239
-CONVEX 12100    'GT_PK(2,2)'      9506  37207  9583  37208  37209  9432
-CONVEX 12101    'GT_PK(2,2)'      9356  37210  9506  28124  37208  9432
-CONVEX 12102    'GT_PK(2,2)'      9583  37211  9734  37212  37213  9661
-CONVEX 12103    'GT_PK(2,2)'      9734  37214  9854  37213  28091  9661
-CONVEX 12104    'GT_PK(2,2)'      9949  37215  10025  28084  37216  10101
-CONVEX 12105    'GT_PK(2,2)'      10025  37217  10173  37216  21571  10101
-CONVEX 12106    'GT_PK(2,2)'      10097  37218  10025  37219  37220  9941
-CONVEX 12107    'GT_PK(2,2)'      10025  37218  10097  37217  21567  10173
-CONVEX 12108    'GT_PK(2,2)'      9866  37221  9949  37222  37223  9790
-CONVEX 12109    'GT_PK(2,2)'      9866  37224  9779  37225  28089  9941
-CONVEX 12110    'GT_PK(2,2)'      10025  37226  9866  37220  37225  9941
-CONVEX 12111    'GT_PK(2,2)'      9866  37226  10025  37221  37215  9949
-CONVEX 12112    'GT_PK(2,2)'      9956  37227  9923  28108  37228  9808
-CONVEX 12113    'GT_PK(2,2)'      9923  37229  9734  37228  37230  9808
-CONVEX 12114    'GT_PK(2,2)'      9734  37229  9923  37214  37231  9854
-CONVEX 12115    'GT_PK(2,2)'      5334  37232  5407  37233  37234  5479
-CONVEX 12116    'GT_PK(2,2)'      5407  37232  5334  37235  36985  5263
-CONVEX 12117    'GT_PK(2,2)'      5406  36983  5334  37236  37233  5479
-CONVEX 12118    'GT_PK(2,2)'      5188  16772  5262  37237  37238  5333
-CONVEX 12119    'GT_PK(2,2)'      5262  36982  5406  37238  37239  5333
-CONVEX 12120    'GT_PK(2,2)'      211  37240  213  37241  37242  8381
-CONVEX 12121    'GT_PK(2,2)'      8610  37243  8761  29244  37244  8683
-CONVEX 12122    'GT_PK(2,2)'      8683  37244  8761  22420  37245  8833
-CONVEX 12123    'GT_PK(2,2)'      8761  37246  8911  37245  37247  8833
-CONVEX 12124    'GT_PK(2,2)'      221  37248  9045  37249  37250  219
-CONVEX 12125    'GT_PK(2,2)'      9198  37251  9045  28096  37248  221
-CONVEX 12126    'GT_PK(2,2)'      9045  37252  9061  37253  37254  8911
-CONVEX 12127    'GT_PK(2,2)'      9061  37252  9045  37255  37251  9198
-CONVEX 12128    'GT_PK(2,2)'      9806  37256  9656  37257  28123  9805
-CONVEX 12129    'GT_PK(2,2)'      9656  37256  9806  28121  37258  9731
-CONVEX 12130    'GT_PK(2,2)'      9806  37259  9882  37258  28103  9731
-CONVEX 12131    'GT_PK(2,2)'      9955  37260  9806  28112  37257  9805
-CONVEX 12132    'GT_PK(2,2)'      9806  37260  9955  37259  28116  9882
-CONVEX 12133    'GT_PK(2,2)'      9356  37261  9206  37262  37263  9282
-CONVEX 12134    'GT_PK(2,2)'      9056  37264  9206  37265  37266  9131
-CONVEX 12135    'GT_PK(2,2)'      9131  37266  9206  37267  37268  9281
-CONVEX 12136    'GT_PK(2,2)'      9206  37261  9356  37268  28125  9281
-CONVEX 12137    'GT_PK(2,2)'      9282  37263  9206  37269  37270  9132
-CONVEX 12138    'GT_PK(2,2)'      9206  37264  9056  37270  37271  9132
-CONVEX 12139    'GT_PK(2,2)'      9431  37272  9507  37273  28118  9581
-CONVEX 12140    'GT_PK(2,2)'      9506  37274  9431  37275  37273  9581
-CONVEX 12141    'GT_PK(2,2)'      9431  37274  9506  37276  37210  9356
-CONVEX 12142    'GT_PK(2,2)'      9431  37276  9356  37277  37262  9282
-CONVEX 12143    'GT_PK(2,2)'      9431  37278  9360  37272  28101  9507
-CONVEX 12144    'GT_PK(2,2)'      9360  37278  9431  37279  37277  9282
-CONVEX 12145    'GT_PK(2,2)'      10545  37280  10399  37281  37282  10472
-CONVEX 12146    'GT_PK(2,2)'      10326  37283  10399  37203  37284  10257
-CONVEX 12147    'GT_PK(2,2)'      10399  37283  10326  37282  37285  10472
-CONVEX 12148    'GT_PK(2,2)'      10399  37286  10345  37284  37287  10257
-CONVEX 12149    'GT_PK(2,2)'      10399  37280  10545  37288  37289  10473
-CONVEX 12150    'GT_PK(2,2)'      10345  37286  10399  37290  37288  10473
-CONVEX 12151    'GT_PK(2,2)'      10618  37291  10545  37292  37281  10472
-CONVEX 12152    'GT_PK(2,2)'      241  37293  10618  37294  37292  10472
-CONVEX 12153    'GT_PK(2,2)'      10618  37293  241  37295  37296  243
-CONVEX 12154    'GT_PK(2,2)'      10545  37291  10618  37297  37298  10692
-CONVEX 12155    'GT_PK(2,2)'      10176  37299  10323  37300  28140  10250
-CONVEX 12156    'GT_PK(2,2)'      10176  37301  10028  37302  28083  10101
-CONVEX 12157    'GT_PK(2,2)'      10248  37303  10176  21572  37302  10101
-CONVEX 12158    'GT_PK(2,2)'      10323  37299  10176  28144  37303  10248
-CONVEX 12159    'GT_PK(2,2)'      10028  37301  10176  28149  37304  10102
-CONVEX 12160    'GT_PK(2,2)'      10176  37300  10250  37304  28201  10102
-CONVEX 12161    'GT_PK(2,2)'      9873  37305  9949  37306  28082  10028
-CONVEX 12162    'GT_PK(2,2)'      9954  37307  9873  28147  37306  10028
-CONVEX 12163    'GT_PK(2,2)'      9949  37305  9873  37223  37308  9790
-CONVEX 12164    'GT_PK(2,2)'      9644  37309  9562  37310  37311  9720
-CONVEX 12165    'GT_PK(2,2)'      9800  37312  9644  21575  37310  9720
-CONVEX 12166    'GT_PK(2,2)'      9477  37313  9562  37314  37315  9402
-CONVEX 12167    'GT_PK(2,2)'      9477  37314  9402  37316  28157  9290
-CONVEX 12168    'GT_PK(2,2)'      9477  37317  9364  37318  37319  9552
-CONVEX 12169    'GT_PK(2,2)'      9364  37317  9477  37320  37316  9290
-CONVEX 12170    'GT_PK(2,2)'      9216  37321  9139  28158  37322  9290
-CONVEX 12171    'GT_PK(2,2)'      9139  37321  9216  37323  37324  9065
-CONVEX 12172    'GT_PK(2,2)'      9328  37325  9216  37326  28156  9402
-CONVEX 12173    'GT_PK(2,2)'      9510  37327  9583  37328  37212  9661
-CONVEX 12174    'GT_PK(2,2)'      9583  37327  9510  37209  37329  9432
-CONVEX 12175    'GT_PK(2,2)'      9704  37330  9866  37331  37222  9790
-CONVEX 12176    'GT_PK(2,2)'      9866  37330  9704  37224  37332  9779
-CONVEX 12177    'GT_PK(2,2)'      8983  37333  9134  29287  37334  9059
-CONVEX 12178    'GT_PK(2,2)'      9134  37333  8983  37335  29293  9057
-CONVEX 12179    'GT_PK(2,2)'      9497  37336  9645  37337  37338  9570
-CONVEX 12180    'GT_PK(2,2)'      9645  37336  9497  37339  37340  9573
-CONVEX 12181    'GT_PK(2,2)'      9645  37341  9721  37342  37343  9794
-CONVEX 12182    'GT_PK(2,2)'      9721  37341  9645  37344  37339  9573
-CONVEX 12183    'GT_PK(2,2)'      9795  37345  9723  28666  37346  9872
-CONVEX 12184    'GT_PK(2,2)'      9723  37347  9799  37346  37348  9872
-CONVEX 12185    'GT_PK(2,2)'      9948  37349  10095  37350  28660  10020
-CONVEX 12186    'GT_PK(2,2)'      9948  37351  9799  37352  37353  9874
-CONVEX 12187    'GT_PK(2,2)'      9948  37352  9874  37354  28153  10023
-CONVEX 12188    'GT_PK(2,2)'      10095  37349  9948  28208  37354  10023
-CONVEX 12189    'GT_PK(2,2)'      9948  37350  10020  37355  28663  9872
-CONVEX 12190    'GT_PK(2,2)'      9799  37351  9948  37348  37355  9872
-CONVEX 12191    'GT_PK(2,2)'      11750  37356  11679  37357  28164  11612
-CONVEX 12192    'GT_PK(2,2)'      11750  37358  11823  37359  28744  11888
-CONVEX 12193    'GT_PK(2,2)'      11679  37360  11815  28166  37361  11746
-CONVEX 12194    'GT_PK(2,2)'      11815  37362  11887  37361  28745  11746
-CONVEX 12195    'GT_PK(2,2)'      11887  37362  11815  37363  37364  11958
-CONVEX 12196    'GT_PK(2,2)'      11958  37364  11815  21968  37365  11888
-CONVEX 12197    'GT_PK(2,2)'      11815  37366  11750  37365  37359  11888
-CONVEX 12198    'GT_PK(2,2)'      11750  37366  11815  37356  37360  11679
-CONVEX 12199    'GT_PK(2,2)'      11257  37367  11329  28806  37368  11400
-CONVEX 12200    'GT_PK(2,2)'      11329  37369  11470  37368  28169  11400
-CONVEX 12201    'GT_PK(2,2)'      11401  37370  11329  37371  37372  11260
-CONVEX 12202    'GT_PK(2,2)'      11329  37370  11401  37369  37373  11470
-CONVEX 12203    'GT_PK(2,2)'      10753  37374  10824  28172  37375  10679
-CONVEX 12204    'GT_PK(2,2)'      10895  37376  10824  37377  37378  10969
-CONVEX 12205    'GT_PK(2,2)'      10824  37379  10750  37375  21904  10679
-CONVEX 12206    'GT_PK(2,2)'      10824  37376  10895  37379  28671  10750
-CONVEX 12207    'GT_PK(2,2)'      11113  37380  11184  37381  28799  11255
-CONVEX 12208    'GT_PK(2,2)'      10898  37382  11040  37383  37384  10969
-CONVEX 12209    'GT_PK(2,2)'      10824  37385  10898  37378  37383  10969
-CONVEX 12210    'GT_PK(2,2)'      10898  37385  10824  37386  37374  10753
-CONVEX 12211    'GT_PK(2,2)'      10898  37386  10753  37387  37388  10828
-CONVEX 12212    'GT_PK(2,2)'      11325  37389  11395  37390  28810  11253
-CONVEX 12213    'GT_PK(2,2)'      11395  37389  11325  28807  37391  11467
-CONVEX 12214    'GT_PK(2,2)'      11467  37391  11325  28771  37392  11397
-CONVEX 12215    'GT_PK(2,2)'      11325  37393  11254  37392  37394  11397
-CONVEX 12216    'GT_PK(2,2)'      11325  37395  11181  37393  37396  11254
-CONVEX 12217    'GT_PK(2,2)'      11109  37397  11181  28174  37398  11253
-CONVEX 12218    'GT_PK(2,2)'      11181  37395  11325  37398  37390  11253
-CONVEX 12219    'GT_PK(2,2)'      11040  37399  11110  37384  37400  10969
-CONVEX 12220    'GT_PK(2,2)'      11181  37401  11110  37396  37402  11254
-CONVEX 12221    'GT_PK(2,2)'      11183  37403  11113  37404  37381  11255
-CONVEX 12222    'GT_PK(2,2)'      11113  37403  11183  37405  37406  11040
-CONVEX 12223    'GT_PK(2,2)'      11183  37407  11110  37406  37399  11040
-CONVEX 12224    'GT_PK(2,2)'      11110  37407  11183  37402  37408  11254
-CONVEX 12225    'GT_PK(2,2)'      11326  37409  11468  37410  28768  11397
-CONVEX 12226    'GT_PK(2,2)'      11254  37411  11326  37394  37410  11397
-CONVEX 12227    'GT_PK(2,2)'      11183  37412  11326  37408  37411  11254
-CONVEX 12228    'GT_PK(2,2)'      11326  37413  11398  37409  28797  11468
-CONVEX 12229    'GT_PK(2,2)'      11398  37413  11326  28802  37414  11255
-CONVEX 12230    'GT_PK(2,2)'      11326  37412  11183  37414  37404  11255
-CONVEX 12231    'GT_PK(2,2)'      10685  37415  10611  28177  37416  10756
-CONVEX 12232    'GT_PK(2,2)'      10536  37417  10611  28209  37418  10467
-CONVEX 12233    'GT_PK(2,2)'      10467  37418  10611  21596  37419  10541
-CONVEX 12234    'GT_PK(2,2)'      10611  37415  10685  37419  37420  10541
-CONVEX 12235    'GT_PK(2,2)'      10753  37421  10682  37388  37422  10828
-CONVEX 12236    'GT_PK(2,2)'      10682  37421  10753  37423  28171  10608
-CONVEX 12237    'GT_PK(2,2)'      10613  37424  10758  37425  37426  10684
-CONVEX 12238    'GT_PK(2,2)'      10613  37425  10684  37427  28181  10539
-CONVEX 12239    'GT_PK(2,2)'      10469  37428  10613  37429  37427  10539
-CONVEX 12240    'GT_PK(2,2)'      10613  37428  10469  37430  21593  10541
-CONVEX 12241    'GT_PK(2,2)'      10685  37431  10613  37420  37430  10541
-CONVEX 12242    'GT_PK(2,2)'      10758  37424  10613  28183  37431  10685
-CONVEX 12243    'GT_PK(2,2)'      11184  37432  11042  21592  37433  11114
-CONVEX 12244    'GT_PK(2,2)'      11113  37434  11042  37380  37432  11184
-CONVEX 12245    'GT_PK(2,2)'      10755  37435  10610  37436  28180  10684
-CONVEX 12246    'GT_PK(2,2)'      10755  37437  10899  37438  37439  10828
-CONVEX 12247    'GT_PK(2,2)'      10682  37440  10755  37422  37438  10828
-CONVEX 12248    'GT_PK(2,2)'      10755  37440  10682  37435  37441  10610
-CONVEX 12249    'GT_PK(2,2)'      11756  37442  11624  37443  21603  258
-CONVEX 12250    'GT_PK(2,2)'      11624  37442  11756  28215  37444  11686
-CONVEX 12251    'GT_PK(2,2)'      11756  37445  11824  37444  37446  11686
-CONVEX 12252    'GT_PK(2,2)'      11756  37447  11872  37445  37448  11824
-CONVEX 12253    'GT_PK(2,2)'      11872  37449  260  37450  37451  262
-CONVEX 12254    'GT_PK(2,2)'      5188  37452  5260  37453  37454  5116
-CONVEX 12255    'GT_PK(2,2)'      5046  16810  5188  37455  37453  5116
-CONVEX 12256    'GT_PK(2,2)'      260  37456  11756  37457  37443  258
-CONVEX 12257    'GT_PK(2,2)'      11756  37456  260  37447  37449  11872
-CONVEX 12258    'GT_PK(2,2)'      12103  37458  266  37459  18089  12215
-CONVEX 12259    'GT_PK(2,2)'      12103  37460  264  37458  37461  266
-CONVEX 12260    'GT_PK(2,2)'      11872  37462  11971  37448  37463  11824
-CONVEX 12261    'GT_PK(2,2)'      11971  37464  11898  37463  37465  11824
-CONVEX 12262    'GT_PK(2,2)'      12103  37466  11971  37460  37467  264
-CONVEX 12263    'GT_PK(2,2)'      264  37467  11971  37468  37469  262
-CONVEX 12264    'GT_PK(2,2)'      11971  37462  11872  37469  37450  262
-CONVEX 12265    'GT_PK(2,2)'      12380  37470  12314  37471  28188  12445
-CONVEX 12266    'GT_PK(2,2)'      12380  37471  12445  37472  21587  12521
-CONVEX 12267    'GT_PK(2,2)'      12450  37473  12380  28190  37472  12521
-CONVEX 12268    'GT_PK(2,2)'      5188  37237  5333  37452  37474  5260
-CONVEX 12269    'GT_PK(2,2)'      5404  37475  5333  37476  37477  5477
-CONVEX 12270    'GT_PK(2,2)'      5404  37476  5477  37478  37479  5549
-CONVEX 12271    'GT_PK(2,2)'      12721  37480  12852  28580  37481  12771
-CONVEX 12272    'GT_PK(2,2)'      12852  37482  12885  37481  28192  12771
-CONVEX 12273    'GT_PK(2,2)'      12852  37480  12721  37483  21835  278
-CONVEX 12274    'GT_PK(2,2)'      280  37484  12852  37485  37483  278
-CONVEX 12275    'GT_PK(2,2)'      12983  37486  283  37487  21842  13091
-CONVEX 12276    'GT_PK(2,2)'      12983  37488  280  37486  37489  283
-CONVEX 12277    'GT_PK(2,2)'      12852  37490  12983  37482  37491  12885
-CONVEX 12278    'GT_PK(2,2)'      12983  37490  12852  37488  37484  280
-CONVEX 12279    'GT_PK(2,2)'      13038  37492  12968  21589  37493  13091
-CONVEX 12280    'GT_PK(2,2)'      12968  37494  12983  37493  37487  13091
-CONVEX 12281    'GT_PK(2,2)'      12983  37494  12968  37491  37495  12885
-CONVEX 12282    'GT_PK(2,2)'      12905  37496  12968  28197  37492  13038
-CONVEX 12283    'GT_PK(2,2)'      12885  37495  12968  28194  37497  12830
-CONVEX 12284    'GT_PK(2,2)'      12968  37496  12905  37497  37498  12830
-CONVEX 12285    'GT_PK(2,2)'      12570  37499  12502  37500  37501  12437
-CONVEX 12286    'GT_PK(2,2)'      12768  37502  12704  37503  28196  12830
-CONVEX 12287    'GT_PK(2,2)'      12768  37504  12839  37505  21888  12703
-CONVEX 12288    'GT_PK(2,2)'      12905  37506  12768  37498  37503  12830
-CONVEX 12289    'GT_PK(2,2)'      12768  37506  12905  37504  28199  12839
-CONVEX 12290    'GT_PK(2,2)'      10100  37507  10175  37508  37509  10249
-CONVEX 12291    'GT_PK(2,2)'      10172  37510  10100  28203  37508  10249
-CONVEX 12292    'GT_PK(2,2)'      9951  37511  10100  28154  37512  10023
-CONVEX 12293    'GT_PK(2,2)'      10100  37510  10172  37512  28207  10023
-CONVEX 12294    'GT_PK(2,2)'      10324  37513  10175  37514  28200  10250
-CONVEX 12295    'GT_PK(2,2)'      10324  37514  10250  37515  28141  10397
-CONVEX 12296    'GT_PK(2,2)'      10469  37516  10324  21595  37515  10397
-CONVEX 12297    'GT_PK(2,2)'      10175  37513  10324  37509  37517  10249
-CONVEX 12298    'GT_PK(2,2)'      10172  37518  10243  28206  37519  10095
-CONVEX 12299    'GT_PK(2,2)'      10243  37520  10167  37519  28659  10095
-CONVEX 12300    'GT_PK(2,2)'      10391  37521  10243  37522  37523  10319
-CONVEX 12301    'GT_PK(2,2)'      10243  37518  10172  37523  28204  10319
-CONVEX 12302    'GT_PK(2,2)'      10900  37524  10758  37525  28184  10830
-CONVEX 12303    'GT_PK(2,2)'      10974  37526  10900  37527  37525  10830
-CONVEX 12304    'GT_PK(2,2)'      10900  37526  10974  37528  37529  11044
-CONVEX 12305    'GT_PK(2,2)'      10827  37530  10901  37531  37532  10756
-CONVEX 12306    'GT_PK(2,2)'      10974  37533  10901  37534  37535  11045
-CONVEX 12307    'GT_PK(2,2)'      11045  37535  10901  28231  37536  10973
-CONVEX 12308    'GT_PK(2,2)'      10901  37530  10827  37536  37537  10973
-CONVEX 12309    'GT_PK(2,2)'      10756  37532  10901  28179  37538  10830
-CONVEX 12310    'GT_PK(2,2)'      10901  37533  10974  37538  37527  10830
-CONVEX 12311    'GT_PK(2,2)'      10681  37539  10827  37540  37531  10756
-CONVEX 12312    'GT_PK(2,2)'      10611  37541  10681  37416  37540  10756
-CONVEX 12313    'GT_PK(2,2)'      10681  37541  10611  37542  37417  10536
-CONVEX 12314    'GT_PK(2,2)'      10681  37542  10536  37543  28212  10605
-CONVEX 12315    'GT_PK(2,2)'      11753  37544  11898  37545  37546  11826
-CONVEX 12316    'GT_PK(2,2)'      11898  37544  11753  37465  37547  11824
-CONVEX 12317    'GT_PK(2,2)'      11824  37547  11753  37446  37548  11686
-CONVEX 12318    'GT_PK(2,2)'      11753  37549  11615  37548  28223  11686
-CONVEX 12319    'GT_PK(2,2)'      11548  37550  11475  28254  37551  11399
-CONVEX 12320    'GT_PK(2,2)'      11615  37552  11475  28222  37550  11548
-CONVEX 12321    'GT_PK(2,2)'      11475  37553  11330  37551  28233  11399
-CONVEX 12322    'GT_PK(2,2)'      11330  37553  11475  28236  37554  11403
-CONVEX 12323    'GT_PK(2,2)'      10580  37555  10437  37556  37557  10473
-CONVEX 12324    'GT_PK(2,2)'      10437  37558  10345  37557  37290  10473
-CONVEX 12325    'GT_PK(2,2)'      10345  37558  10437  37559  37560  10301
-CONVEX 12326    'GT_PK(2,2)'      10437  37561  10382  37560  28129  10301
-CONVEX 12327    'GT_PK(2,2)'      10382  37561  10437  28128  37562  10524
-CONVEX 12328    'GT_PK(2,2)'      10437  37555  10580  37562  28240  10524
-CONVEX 12329    'GT_PK(2,2)'      10580  37563  10741  28239  37564  10674
-CONVEX 12330    'GT_PK(2,2)'      10819  37565  10741  28247  37566  10885
-CONVEX 12331    'GT_PK(2,2)'      10741  37565  10819  37564  37567  10674
-CONVEX 12332    'GT_PK(2,2)'      10741  37568  10812  37566  37569  10885
-CONVEX 12333    'GT_PK(2,2)'      10896  37570  11046  37571  28245  10973
-CONVEX 12334    'GT_PK(2,2)'      11046  37570  10896  28243  37572  10965
-CONVEX 12335    'GT_PK(2,2)'      10827  37573  10896  37537  37571  10973
-CONVEX 12336    'GT_PK(2,2)'      10896  37574  10819  37572  28246  10965
-CONVEX 12337    'GT_PK(2,2)'      5475  37575  5404  37576  37478  5549
-CONVEX 12338    'GT_PK(2,2)'      5260  37577  5404  37578  37579  5331
-CONVEX 12339    'GT_PK(2,2)'      5404  37575  5475  37579  37580  5331
-CONVEX 12340    'GT_PK(2,2)'      5333  37475  5404  37474  37577  5260
-CONVEX 12341    'GT_PK(2,2)'      5120  37581  5049  37582  37583  5192
-CONVEX 12342    'GT_PK(2,2)'      5120  37582  5192  37584  37585  5263
-CONVEX 12343    'GT_PK(2,2)'      239  37586  241  37587  37294  10472
-CONVEX 12344    'GT_PK(2,2)'      239  37588  10326  37589  28081  237
-CONVEX 12345    'GT_PK(2,2)'      10326  37588  239  37285  37587  10472
-CONVEX 12346    'GT_PK(2,2)'      5190  37590  5120  36986  37584  5263
-CONVEX 12347    'GT_PK(2,2)'      5049  37581  5120  37591  37592  4977
-CONVEX 12348    'GT_PK(2,2)'      5120  37590  5190  37593  16769  5047
-CONVEX 12349    'GT_PK(2,2)'      4977  37592  5120  37594  37593  5047
-CONVEX 12350    'GT_PK(2,2)'      4980  37595  4907  37596  37597  5051
-CONVEX 12351    'GT_PK(2,2)'      4907  37598  4839  37599  29458  4768
-CONVEX 12352    'GT_PK(2,2)'      4839  37598  4907  37600  37595  4980
-CONVEX 12353    'GT_PK(2,2)'      4759  37601  4834  29802  37602  4697
-CONVEX 12354    'GT_PK(2,2)'      4915  37603  4834  28257  37601  4759
-CONVEX 12355    'GT_PK(2,2)'      4697  37602  4834  18823  37604  4768
-CONVEX 12356    'GT_PK(2,2)'      4834  37605  4907  37604  37599  4768
-CONVEX 12357    'GT_PK(2,2)'      4261  37606  4125  37607  37608  4195
-CONVEX 12358    'GT_PK(2,2)'      4195  37608  4125  35573  37609  4058
-CONVEX 12359    'GT_PK(2,2)'      4056  37610  4125  37611  37612  4193
-CONVEX 12360    'GT_PK(2,2)'      4125  37610  4056  37613  37614  3989
-CONVEX 12361    'GT_PK(2,2)'      4125  37613  3989  37609  35715  4058
-CONVEX 12362    'GT_PK(2,2)'      4193  37612  4125  37615  37606  4261
-CONVEX 12363    'GT_PK(2,2)'      4253  37616  4117  37617  37618  4187
-CONVEX 12364    'GT_PK(2,2)'      4117  37619  4050  37618  37620  4187
-CONVEX 12365    'GT_PK(2,2)'      4050  37619  4117  37621  17158  3981
-CONVEX 12366    'GT_PK(2,2)'      1566  37622  1618  37623  37624  1668
-CONVEX 12367    'GT_PK(2,2)'      1420  37625  1518  37626  37627  1466
-CONVEX 12368    'GT_PK(2,2)'      1671  37628  1620  37629  37630  1720
-CONVEX 12369    'GT_PK(2,2)'      588  37631  616  28275  37632  564
-CONVEX 12370    'GT_PK(2,2)'      535  37633  522  28276  24071  570
-CONVEX 12371    'GT_PK(2,2)'      522  37634  481  24072  17534  499
-CONVEX 12372    'GT_PK(2,2)'      522  37635  484  37634  32859  481
-CONVEX 12373    'GT_PK(2,2)'      484  37635  522  32869  37633  535
-CONVEX 12374    'GT_PK(2,2)'      968  37636  924  37637  24820  888
-CONVEX 12375    'GT_PK(2,2)'      1051  37638  1096  28277  37639  1137
-CONVEX 12376    'GT_PK(2,2)'      742  37640  814  37641  37642  776
-CONVEX 12377    'GT_PK(2,2)'      776  37642  814  19890  37643  848
-CONVEX 12378    'GT_PK(2,2)'      814  37644  888  37643  24821  848
-CONVEX 12379    'GT_PK(2,2)'      814  37645  854  37644  37646  888
-CONVEX 12380    'GT_PK(2,2)'      739  37647  708  24809  37648  776
-CONVEX 12381    'GT_PK(2,2)'      708  37649  742  37648  37641  776
-CONVEX 12382    'GT_PK(2,2)'      671  37650  708  32787  37647  739
-CONVEX 12383    'GT_PK(2,2)'      742  37649  708  28282  37651  675
-CONVEX 12384    'GT_PK(2,2)'      710  37652  780  28280  37653  742
-CONVEX 12385    'GT_PK(2,2)'      814  37654  780  37645  28320  854
-CONVEX 12386    'GT_PK(2,2)'      780  37654  814  37653  37640  742
-CONVEX 12387    'GT_PK(2,2)'      646  37655  616  16609  37631  588
-CONVEX 12388    'GT_PK(2,2)'      646  37656  710  37657  28281  675
-CONVEX 12389    'GT_PK(2,2)'      616  37655  646  37658  37657  675
-CONVEX 12390    'GT_PK(2,2)'      2134  37659  2079  28287  37660  2020
-CONVEX 12391    'GT_PK(2,2)'      1966  37661  2079  28294  37662  2022
-CONVEX 12392    'GT_PK(2,2)'      2079  37661  1966  37660  28295  2020
-CONVEX 12393    'GT_PK(2,2)'      2079  37663  2139  37662  37664  2022
-CONVEX 12394    'GT_PK(2,2)'      2079  37659  2134  37665  37666  2194
-CONVEX 12395    'GT_PK(2,2)'      2139  37663  2079  37667  37665  2194
-CONVEX 12396    'GT_PK(2,2)'      2077  37668  2131  28285  37669  2189
-CONVEX 12397    'GT_PK(2,2)'      2247  37670  2131  37671  37672  2188
-CONVEX 12398    'GT_PK(2,2)'      2131  37670  2247  37669  37673  2189
-CONVEX 12399    'GT_PK(2,2)'      2131  37674  2076  37672  29124  2188
-CONVEX 12400    'GT_PK(2,2)'      2076  37675  2018  22236  37676  1962
-CONVEX 12401    'GT_PK(2,2)'      2018  37677  1907  37676  29062  1962
-CONVEX 12402    'GT_PK(2,2)'      2131  37678  2018  37674  37675  2076
-CONVEX 12403    'GT_PK(2,2)'      2018  37678  2131  37679  37668  2077
-CONVEX 12404    'GT_PK(2,2)'      2425  37680  2306  28289  37681  2365
-CONVEX 12405    'GT_PK(2,2)'      2306  37682  2246  37681  29115  2365
-CONVEX 12406    'GT_PK(2,2)'      2246  37682  2306  29121  37683  2188
-CONVEX 12407    'GT_PK(2,2)'      2306  37684  2247  37683  37671  2188
-CONVEX 12408    'GT_PK(2,2)'      1856  37685  1750  28290  37686  1801
-CONVEX 12409    'GT_PK(2,2)'      1750  37687  1696  37686  28303  1801
-CONVEX 12410    'GT_PK(2,2)'      1696  37687  1750  37688  37689  1644
-CONVEX 12411    'GT_PK(2,2)'      1693  37690  1745  37691  22257  1800
-CONVEX 12412    'GT_PK(2,2)'      1747  37692  1693  28307  37691  1800
-CONVEX 12413    'GT_PK(2,2)'      1642  37693  1693  28332  37692  1747
-CONVEX 12414    'GT_PK(2,2)'      1745  37690  1693  22245  37694  1640
-CONVEX 12415    'GT_PK(2,2)'      2145  37695  2090  37696  37697  2032
-CONVEX 12416    'GT_PK(2,2)'      2083  37698  1969  37699  28301  2022
-CONVEX 12417    'GT_PK(2,2)'      2139  37700  2083  37664  37699  2022
-CONVEX 12418    'GT_PK(2,2)'      2253  37701  2139  37702  37667  2194
-CONVEX 12419    'GT_PK(2,2)'      2088  37703  2145  37704  37696  2032
-CONVEX 12420    'GT_PK(2,2)'      2678  37705  2739  37706  37707  2801
-CONVEX 12421    'GT_PK(2,2)'      2797  37708  2859  37709  37710  2922
-CONVEX 12422    'GT_PK(2,2)'      2859  37708  2797  37711  37712  2735
-CONVEX 12423    'GT_PK(2,2)'      2797  37713  2674  37712  37714  2735
-CONVEX 12424    'GT_PK(2,2)'      2674  37715  2612  37714  37716  2735
-CONVEX 12425    'GT_PK(2,2)'      2612  37715  2674  37717  37718  2553
-CONVEX 12426    'GT_PK(2,2)'      2497  37719  2437  37720  37721  2378
-CONVEX 12427    'GT_PK(2,2)'      2861  37722  2797  37723  37709  2922
-CONVEX 12428    'GT_PK(2,2)'      950  37724  870  28308  37725  909
-CONVEX 12429    'GT_PK(2,2)'      67  37726  870  28315  37727  835
-CONVEX 12430    'GT_PK(2,2)'      909  37725  870  21675  37728  69
-CONVEX 12431    'GT_PK(2,2)'      870  37726  67  37728  37729  69
-CONVEX 12432    'GT_PK(2,2)'      911  37730  873  37731  37732  835
-CONVEX 12433    'GT_PK(2,2)'      870  37733  911  37727  37731  835
-CONVEX 12434    'GT_PK(2,2)'      911  37733  870  37734  37724  950
-CONVEX 12435    'GT_PK(2,2)'      911  37734  950  37735  28311  991
-CONVEX 12436    'GT_PK(2,2)'      951  37736  911  37737  37735  991
-CONVEX 12437    'GT_PK(2,2)'      911  37736  951  37730  28325  873
-CONVEX 12438    'GT_PK(2,2)'      4185  17157  4117  37738  37616  4253
-CONVEX 12439    'GT_PK(2,2)'      1214  37739  1166  37740  37741  1256
-CONVEX 12440    'GT_PK(2,2)'      1160  37742  1115  37743  16724  1204
-CONVEX 12441    'GT_PK(2,2)'      1033  37744  1118  37745  28329  1076
-CONVEX 12442    'GT_PK(2,2)'      1033  37746  951  37747  37737  991
-CONVEX 12443    'GT_PK(2,2)'      1648  37748  1700  37749  37750  1598
-CONVEX 12444    'GT_PK(2,2)'      1545  37751  1648  37752  37749  1598
-CONVEX 12445    'GT_PK(2,2)'      1592  37753  1696  37754  37688  1644
-CONVEX 12446    'GT_PK(2,2)'      1592  37755  1642  37753  28333  1696
-CONVEX 12447    'GT_PK(2,2)'      1640  37756  1590  18141  37757  1539
-CONVEX 12448    'GT_PK(2,2)'      1693  37758  1590  37694  37756  1640
-CONVEX 12449    'GT_PK(2,2)'      1590  37758  1693  37759  37693  1642
-CONVEX 12450    'GT_PK(2,2)'      1345  37760  1296  37761  16716  1391
-CONVEX 12451    'GT_PK(2,2)'      1393  37762  1491  37763  37764  1442
-CONVEX 12452    'GT_PK(2,2)'      1590  37765  1491  37757  37766  1539
-CONVEX 12453    'GT_PK(2,2)'      1488  37767  1440  21664  37768  1391
-CONVEX 12454    'GT_PK(2,2)'      1440  37769  1345  37768  37761  1391
-CONVEX 12455    'GT_PK(2,2)'      1345  37769  1440  37770  37771  1393
-CONVEX 12456    'GT_PK(2,2)'      1440  37772  1491  37771  37762  1393
-CONVEX 12457    'GT_PK(2,2)'      1440  37767  1488  37773  21661  1539
-CONVEX 12458    'GT_PK(2,2)'      1491  37772  1440  37766  37773  1539
-CONVEX 12459    'GT_PK(2,2)'      1444  37774  1495  37775  37776  1398
-CONVEX 12460    'GT_PK(2,2)'      3779  17032  3711  37777  37778  3646
-CONVEX 12461    'GT_PK(2,2)'      3779  37777  3646  16855  37779  3713
-CONVEX 12462    'GT_PK(2,2)'      936  37780  973  37781  37782  893
-CONVEX 12463    'GT_PK(2,2)'      1284  37783  1340  37784  28343  1369
-CONVEX 12464    'GT_PK(2,2)'      1303  37785  1284  28951  37784  1369
-CONVEX 12465    'GT_PK(2,2)'      1390  37786  88  18355  37787  90
-CONVEX 12466    'GT_PK(2,2)'      1340  37788  88  28341  37786  1390
-CONVEX 12467    'GT_PK(2,2)'      3709  37789  3777  37790  17020  3843
-CONVEX 12468    'GT_PK(2,2)'      3777  37789  3709  37791  37792  3644
-CONVEX 12469    'GT_PK(2,2)'      84  37793  1211  37794  37795  82
-CONVEX 12470    'GT_PK(2,2)'      1211  37796  1303  37797  28344  1255
-CONVEX 12471    'GT_PK(2,2)'      1284  37798  1211  37799  37793  84
-CONVEX 12472    'GT_PK(2,2)'      1211  37798  1284  37796  37785  1303
-CONVEX 12473    'GT_PK(2,2)'      1211  37800  1165  37795  18120  82
-CONVEX 12474    'GT_PK(2,2)'      1211  37797  1255  37800  21694  1165
-CONVEX 12475    'GT_PK(2,2)'      12361  37801  12294  37802  37803  12430
-CONVEX 12476    'GT_PK(2,2)'      12294  37801  12361  37804  30625  12225
-CONVEX 12477    'GT_PK(2,2)'      12427  37805  12496  28366  37806  12562
-CONVEX 12478    'GT_PK(2,2)'      12562  37806  12496  21724  37807  12630
-CONVEX 12479    'GT_PK(2,2)'      12496  37808  12564  37807  28538  12630
-CONVEX 12480    'GT_PK(2,2)'      12564  37808  12496  37809  37810  12429
-CONVEX 12481    'GT_PK(2,2)'      12222  37811  12291  23349  37812  12358
-CONVEX 12482    'GT_PK(2,2)'      12291  37813  12427  37812  28365  12358
-CONVEX 12483    'GT_PK(2,2)'      12086  37814  11947  37815  37816  12018
-CONVEX 12484    'GT_PK(2,2)'      11947  37817  12016  37818  37819  11877
-CONVEX 12485    'GT_PK(2,2)'      12086  37820  12016  37814  37817  11947
-CONVEX 12486    'GT_PK(2,2)'      11947  37821  11879  37816  37822  12018
-CONVEX 12487    'GT_PK(2,2)'      11879  37823  11738  37824  37825  11810
-CONVEX 12488    'GT_PK(2,2)'      11738  37826  11808  37827  37828  11668
-CONVEX 12489    'GT_PK(2,2)'      11808  37829  11947  37830  37818  11877
-CONVEX 12490    'GT_PK(2,2)'      11879  37831  11808  37823  37826  11738
-CONVEX 12491    'GT_PK(2,2)'      11808  37831  11879  37829  37821  11947
-CONVEX 12492    'GT_PK(2,2)'      11808  37832  11736  37828  37833  11668
-CONVEX 12493    'GT_PK(2,2)'      11736  37832  11808  37834  37830  11877
-CONVEX 12494    'GT_PK(2,2)'      11949  37835  12087  37836  37837  12018
-CONVEX 12495    'GT_PK(2,2)'      11949  37838  11879  37839  37824  11810
-CONVEX 12496    'GT_PK(2,2)'      11879  37838  11949  37822  37836  12018
-CONVEX 12497    'GT_PK(2,2)'      12087  37840  12020  28369  37841  12158
-CONVEX 12498    'GT_PK(2,2)'      12020  37842  12089  37841  28375  12158
-CONVEX 12499    'GT_PK(2,2)'      12089  37842  12020  37843  37844  11950
-CONVEX 12500    'GT_PK(2,2)'      11949  37845  12020  37835  37840  12087
-CONVEX 12501    'GT_PK(2,2)'      12296  37846  12363  28373  37847  12227
-CONVEX 12502    'GT_PK(2,2)'      12294  37848  12363  37803  37849  12430
-CONVEX 12503    'GT_PK(2,2)'      12363  37848  12294  37847  37850  12227
-CONVEX 12504    'GT_PK(2,2)'      12363  37846  12296  37851  28701  12432
-CONVEX 12505    'GT_PK(2,2)'      14022  37852  13963  37853  28378  13904
-CONVEX 12506    'GT_PK(2,2)'      14022  37854  13964  37855  28575  14081
-CONVEX 12507    'GT_PK(2,2)'      13964  37854  14022  28573  37853  13904
-CONVEX 12508    'GT_PK(2,2)'      13960  37856  13841  28382  37857  13902
-CONVEX 12509    'GT_PK(2,2)'      13781  37858  13841  28398  37859  13901
-CONVEX 12510    'GT_PK(2,2)'      13841  37856  13960  37859  28389  13901
-CONVEX 12511    'GT_PK(2,2)'      13720  37860  13781  37861  21747  13659
-CONVEX 12512    'GT_PK(2,2)'      13598  37862  13720  28384  37861  13659
-CONVEX 12513    'GT_PK(2,2)'      13720  37863  13841  37860  37858  13781
-CONVEX 12514    'GT_PK(2,2)'      13720  37862  13598  37864  37865  13660
-CONVEX 12515    'GT_PK(2,2)'      13598  37866  13537  37865  37867  13660
-CONVEX 12516    'GT_PK(2,2)'      13476  37868  13537  28491  37869  13412
-CONVEX 12517    'GT_PK(2,2)'      13473  37870  13598  37871  28383  13536
-CONVEX 12518    'GT_PK(2,2)'      13473  37872  13411  37873  28565  13348
-CONVEX 12519    'GT_PK(2,2)'      13473  37871  13536  37872  21740  13411
-CONVEX 12520    'GT_PK(2,2)'      13412  37874  13473  28556  37873  13348
-CONVEX 12521    'GT_PK(2,2)'      13537  37875  13473  37869  37874  13412
-CONVEX 12522    'GT_PK(2,2)'      13473  37875  13537  37870  37866  13598
-CONVEX 12523    'GT_PK(2,2)'      14361  37876  14471  28411  37877  14414
-CONVEX 12524    'GT_PK(2,2)'      14471  37876  14361  37878  37879  14417
-CONVEX 12525    'GT_PK(2,2)'      14734  37880  14683  36625  37881  14785
-CONVEX 12526    'GT_PK(2,2)'      14683  37882  14628  37883  18928  14576
-CONVEX 12527    'GT_PK(2,2)'      14628  37882  14683  18930  37880  14734
-CONVEX 12528    'GT_PK(2,2)'      14527  37884  14471  37885  37878  14417
-CONVEX 12529    'GT_PK(2,2)'      14471  37884  14527  37886  37887  14580
-CONVEX 12530    'GT_PK(2,2)'      14249  37888  14189  37889  37890  14131
-CONVEX 12531    'GT_PK(2,2)'      14130  37891  14189  30054  37892  14244
-CONVEX 12532    'GT_PK(2,2)'      14189  37893  14073  37890  36641  14131
-CONVEX 12533    'GT_PK(2,2)'      14073  37893  14189  21203  37891  14130
-CONVEX 12534    'GT_PK(2,2)'      14361  37894  14304  37879  37895  14417
-CONVEX 12535    'GT_PK(2,2)'      14304  37894  14361  37896  28412  14244
-CONVEX 12536    'GT_PK(2,2)'      14189  37897  14304  37892  37896  14244
-CONVEX 12537    'GT_PK(2,2)'      14304  37897  14189  37898  37888  14249
-CONVEX 12538    'GT_PK(2,2)'      14074  37899  14194  36643  37900  14131
-CONVEX 12539    'GT_PK(2,2)'      14194  37901  14249  37900  37889  14131
-CONVEX 12540    'GT_PK(2,2)'      14938  37902  14985  37903  37904  15033
-CONVEX 12541    'GT_PK(2,2)'      15035  37905  14985  37906  37907  14939
-CONVEX 12542    'GT_PK(2,2)'      15032  37908  14984  27562  37909  15079
-CONVEX 12543    'GT_PK(2,2)'      15079  37909  14984  21188  37910  15033
-CONVEX 12544    'GT_PK(2,2)'      14984  37911  14938  37910  37903  15033
-CONVEX 12545    'GT_PK(2,2)'      15174  37912  15129  27552  37913  15219
-CONVEX 12546    'GT_PK(2,2)'      14988  37914  15035  37915  37906  14939
-CONVEX 12547    'GT_PK(2,2)'      15081  37916  15174  37917  21182  15127
-CONVEX 12548    'GT_PK(2,2)'      15081  37918  14985  37919  37905  15035
-CONVEX 12549    'GT_PK(2,2)'      15081  37920  15129  37916  37912  15174
-CONVEX 12550    'GT_PK(2,2)'      15129  37920  15081  37921  37919  15035
-CONVEX 12551    'GT_PK(2,2)'      15081  37917  15127  37922  21187  15033
-CONVEX 12552    'GT_PK(2,2)'      14985  37918  15081  37904  37922  15033
-CONVEX 12553    'GT_PK(2,2)'      14359  37923  14470  28424  37924  14416
-CONVEX 12554    'GT_PK(2,2)'      14523  37925  14413  28431  37926  14467
-CONVEX 12555    'GT_PK(2,2)'      14413  37927  14359  37928  28425  14301
-CONVEX 12556    'GT_PK(2,2)'      14470  37929  14413  37930  37925  14523
-CONVEX 12557    'GT_PK(2,2)'      14413  37929  14470  37927  37923  14359
-CONVEX 12558    'GT_PK(2,2)'      14413  37931  14357  37926  21758  14467
-CONVEX 12559    'GT_PK(2,2)'      14357  37931  14413  28405  37928  14301
-CONVEX 12560    'GT_PK(2,2)'      15087  37932  14992  37933  37934  15041
-CONVEX 12561    'GT_PK(2,2)'      14638  37935  14691  37936  23873  14743
-CONVEX 12562    'GT_PK(2,2)'      14637  37937  14584  37938  37939  14528
-CONVEX 12563    'GT_PK(2,2)'      14584  37940  14691  37941  37935  14638
-CONVEX 12564    'GT_PK(2,2)'      14691  37940  14584  37942  37937  14637
-CONVEX 12565    'GT_PK(2,2)'      14581  37943  14637  37944  37938  14528
-CONVEX 12566    'GT_PK(2,2)'      14248  37945  14134  28427  37946  14191
-CONVEX 12567    'GT_PK(2,2)'      14019  37947  14134  28391  37948  14076
-CONVEX 12568    'GT_PK(2,2)'      14134  37947  14019  37949  28390  14075
-CONVEX 12569    'GT_PK(2,2)'      14191  37946  14134  28421  37949  14075
-CONVEX 12570    'GT_PK(2,2)'      14732  37950  14682  36330  37951  14627
-CONVEX 12571    'GT_PK(2,2)'      14682  37952  14575  37951  28433  14627
-CONVEX 12572    'GT_PK(2,2)'      15269  37953  15180  37954  37955  15224
-CONVEX 12573    'GT_PK(2,2)'      15269  37954  15224  37956  17818  15310
-CONVEX 12574    'GT_PK(2,2)'      15269  37957  15353  37958  27594  15311
-CONVEX 12575    'GT_PK(2,2)'      15353  37957  15269  20978  37956  15310
-CONVEX 12576    'GT_PK(2,2)'      15133  37959  15040  37960  28434  15086
-CONVEX 12577    'GT_PK(2,2)'      15180  37961  15133  37955  37962  15224
-CONVEX 12578    'GT_PK(2,2)'      13596  37963  13533  27570  37964  13471
-CONVEX 12579    'GT_PK(2,2)'      13533  37965  13408  37964  28446  13471
-CONVEX 12580    'GT_PK(2,2)'      13408  37965  13533  37966  37967  13470
-CONVEX 12581    'GT_PK(2,2)'      13655  37968  13717  37969  28449  13777
-CONVEX 12582    'GT_PK(2,2)'      13655  37970  13593  37971  37972  13532
-CONVEX 12583    'GT_PK(2,2)'      13717  37973  13778  28448  37974  13838
-CONVEX 12584    'GT_PK(2,2)'      13839  37975  13778  27588  37976  13718
-CONVEX 12585    'GT_PK(2,2)'      13778  37975  13839  37977  21217  13898
-CONVEX 12586    'GT_PK(2,2)'      13838  37974  13778  27566  37977  13898
-CONVEX 12587    'GT_PK(2,2)'      13230  37978  13356  37979  28457  13292
-CONVEX 12588    'GT_PK(2,2)'      13166  37980  13230  21909  37981  13101
-CONVEX 12589    'GT_PK(2,2)'      13230  37980  13166  37982  28696  13294
-CONVEX 12590    'GT_PK(2,2)'      13356  37978  13230  37983  37982  13294
-CONVEX 12591    'GT_PK(2,2)'      13230  37984  13163  37981  28477  13101
-CONVEX 12592    'GT_PK(2,2)'      13230  37979  13292  37984  28465  13163
-CONVEX 12593    'GT_PK(2,2)'      13783  37985  13722  28510  37986  13661
-CONVEX 12594    'GT_PK(2,2)'      13842  37987  13722  28490  37985  13783
-CONVEX 12595    'GT_PK(2,2)'      13539  37988  13476  37989  28494  13414
-CONVEX 12596    'GT_PK(2,2)'      13539  37989  13414  37990  28497  13477
-CONVEX 12597    'GT_PK(2,2)'      13601  37991  13539  21779  37990  13477
-CONVEX 12598    'GT_PK(2,2)'      13539  37991  13601  37992  28512  13661
-CONVEX 12599    'GT_PK(2,2)'      13030  37993  12965  28522  37994  13096
-CONVEX 12600    'GT_PK(2,2)'      13096  37994  12965  28470  37995  13032
-CONVEX 12601    'GT_PK(2,2)'      12965  37996  12900  37997  21797  12835
-CONVEX 12602    'GT_PK(2,2)'      12965  37993  13030  37996  37998  12900
-CONVEX 12603    'GT_PK(2,2)'      12566  37999  12499  28533  38000  12634
-CONVEX 12604    'GT_PK(2,2)'      12499  38001  12363  38002  37851  12432
-CONVEX 12605    'GT_PK(2,2)'      12499  37999  12566  38003  38004  12430
-CONVEX 12606    'GT_PK(2,2)'      12363  38001  12499  37849  38003  12430
-CONVEX 12607    'GT_PK(2,2)'      12702  38005  12770  28535  38006  12835
-CONVEX 12608    'GT_PK(2,2)'      12837  38007  12770  38008  38009  12705
-CONVEX 12609    'GT_PK(2,2)'      12567  38010  12702  38011  28536  12634
-CONVEX 12610    'GT_PK(2,2)'      12567  38012  12499  38013  38002  12432
-CONVEX 12611    'GT_PK(2,2)'      12499  38012  12567  38000  38011  12634
-CONVEX 12612    'GT_PK(2,2)'      12361  38014  12498  30628  38015  12429
-CONVEX 12613    'GT_PK(2,2)'      12498  38016  12564  38015  37809  12429
-CONVEX 12614    'GT_PK(2,2)'      12498  38014  12361  38017  37802  12430
-CONVEX 12615    'GT_PK(2,2)'      12564  38016  12498  28539  38018  12632
-CONVEX 12616    'GT_PK(2,2)'      12498  38019  12566  38018  28532  12632
-CONVEX 12617    'GT_PK(2,2)'      12566  38019  12498  38004  38017  12430
-CONVEX 12618    'GT_PK(2,2)'      12962  38020  13029  38021  28541  13093
-CONVEX 12619    'GT_PK(2,2)'      13027  38022  12962  28542  38021  13093
-CONVEX 12620    'GT_PK(2,2)'      12962  38023  12897  38024  21803  12832
-CONVEX 12621    'GT_PK(2,2)'      12962  38022  13027  38023  28547  12897
-CONVEX 12622    'GT_PK(2,2)'      12900  38025  12964  21792  38026  12833
-CONVEX 12623    'GT_PK(2,2)'      13030  38027  12964  37998  38025  12900
-CONVEX 12624    'GT_PK(2,2)'      13095  38028  13030  38029  28523  13160
-CONVEX 12625    'GT_PK(2,2)'      13223  38030  13095  28549  38029  13160
-CONVEX 12626    'GT_PK(2,2)'      13095  38030  13223  38031  28558  13158
-CONVEX 12627    'GT_PK(2,2)'      13095  38032  12964  38028  38027  13030
-CONVEX 12628    'GT_PK(2,2)'      13029  38033  13095  28540  38031  13158
-CONVEX 12629    'GT_PK(2,2)'      12964  38032  13095  38034  38033  13029
-CONVEX 12630    'GT_PK(2,2)'      13964  38035  13906  28574  38036  14024
-CONVEX 12631    'GT_PK(2,2)'      13906  38037  13787  38038  21815  13849
-CONVEX 12632    'GT_PK(2,2)'      13906  38039  13846  38037  21830  13787
-CONVEX 12633    'GT_PK(2,2)'      13906  38035  13964  38039  28572  13846
-CONVEX 12634    'GT_PK(2,2)'      13295  38040  13355  38041  28599  13420
-CONVEX 12635    'GT_PK(2,2)'      13295  38042  13359  38043  38044  13233
-CONVEX 12636    'GT_PK(2,2)'      13359  38042  13295  38045  38041  13420
-CONVEX 12637    'GT_PK(2,2)'      13167  38046  13295  21921  38043  13233
-CONVEX 12638    'GT_PK(2,2)'      13295  38046  13167  38047  28658  13229
-CONVEX 12639    'GT_PK(2,2)'      13355  38040  13295  28598  38047  13229
-CONVEX 12640    'GT_PK(2,2)'      13172  38048  13043  38049  21923  13107
-CONVEX 12641    'GT_PK(2,2)'      13360  38050  13297  38051  28611  13234
-CONVEX 12642    'GT_PK(2,2)'      13548  38052  13488  38053  38054  13611
-CONVEX 12643    'GT_PK(2,2)'      13550  38055  13674  38056  38057  13611
-CONVEX 12644    'GT_PK(2,2)'      13488  38058  13550  38054  38056  13611
-CONVEX 12645    'GT_PK(2,2)'      13673  38059  13549  38060  38061  13610
-CONVEX 12646    'GT_PK(2,2)'      301  38062  303  38063  38064  13913
-CONVEX 12647    'GT_PK(2,2)'      13974  38065  303  28623  38066  305
-CONVEX 12648    'GT_PK(2,2)'      303  38065  13974  38064  38067  13913
-CONVEX 12649    'GT_PK(2,2)'      3711  17142  3777  38068  37791  3644
-CONVEX 12650    'GT_PK(2,2)'      3979  17159  4115  17012  38069  4046
-CONVEX 12651    'GT_PK(2,2)'      3914  38070  3848  38071  38072  3983
-CONVEX 12652    'GT_PK(2,2)'      4050  38073  3914  38074  38071  3983
-CONVEX 12653    'GT_PK(2,2)'      13607  38075  13545  38076  28592  13479
-CONVEX 12654    'GT_PK(2,2)'      13529  38077  13607  28600  38076  13479
-CONVEX 12655    'GT_PK(2,2)'      13671  38078  13607  38079  38080  13733
-CONVEX 12656    'GT_PK(2,2)'      13545  38081  13671  38082  38083  13610
-CONVEX 12657    'GT_PK(2,2)'      13607  38078  13671  38075  38081  13545
-CONVEX 12658    'GT_PK(2,2)'      299  38084  13733  38085  38086  297
-CONVEX 12659    'GT_PK(2,2)'      3914  38073  4050  16838  37621  3981
-CONVEX 12660    'GT_PK(2,2)'      3848  38070  3914  38087  16836  3781
-CONVEX 12661    'GT_PK(2,2)'      14202  38088  14316  38089  36265  14259
-CONVEX 12662    'GT_PK(2,2)'      14202  38090  14144  38091  38092  14088
-CONVEX 12663    'GT_PK(2,2)'      14144  38090  14202  38093  38089  14259
-CONVEX 12664    'GT_PK(2,2)'      14479  38094  14372  28630  38095  14428
-CONVEX 12665    'GT_PK(2,2)'      14316  38096  14372  36264  38097  14426
-CONVEX 12666    'GT_PK(2,2)'      14372  38094  14479  38097  28629  14426
-CONVEX 12667    'GT_PK(2,2)'      13727  38098  13789  21816  38099  13849
-CONVEX 12668    'GT_PK(2,2)'      13668  38100  13789  28614  38098  13727
-CONVEX 12669    'GT_PK(2,2)'      307  38101  308  28627  38102  14147
-CONVEX 12670    'GT_PK(2,2)'      14205  38103  308  38104  38105  310
-CONVEX 12671    'GT_PK(2,2)'      308  38103  14205  38102  38106  14147
-CONVEX 12672    'GT_PK(2,2)'      2638  38107  2581  38108  38109  2698
-CONVEX 12673    'GT_PK(2,2)'      2581  38107  2638  38110  38111  2522
-CONVEX 12674    'GT_PK(2,2)'      2695  38112  2638  38113  38114  2754
-CONVEX 12675    'GT_PK(2,2)'      2638  38112  2695  38115  38116  2579
-CONVEX 12676    'GT_PK(2,2)'      14428  38117  14373  28609  38118  314
-CONVEX 12677    'GT_PK(2,2)'      14147  38119  14091  28619  38120  14030
-CONVEX 12678    'GT_PK(2,2)'      14205  38121  14091  38106  38119  14147
-CONVEX 12679    'GT_PK(2,2)'      10167  38122  10092  28661  38123  10020
-CONVEX 12680    'GT_PK(2,2)'      10092  38124  9945  38123  28662  10020
-CONVEX 12681    'GT_PK(2,2)'      9945  38124  10092  38125  38126  10017
-CONVEX 12682    'GT_PK(2,2)'      10677  38127  10822  38128  28669  10748
-CONVEX 12683    'GT_PK(2,2)'      10604  38129  10677  38130  38131  10532
-CONVEX 12684    'GT_PK(2,2)'      10677  38129  10604  38132  21903  10750
-CONVEX 12685    'GT_PK(2,2)'      10822  38127  10677  28672  38132  10750
-CONVEX 12686    'GT_PK(2,2)'      10818  38133  10672  28882  38134  10746
-CONVEX 12687    'GT_PK(2,2)'      10672  38133  10818  38135  28880  10744
-CONVEX 12688    'GT_PK(2,2)'      10675  38136  10821  38137  18225  10746
-CONVEX 12689    'GT_PK(2,2)'      10675  38138  10748  38136  21900  10821
-CONVEX 12690    'GT_PK(2,2)'      10456  38139  10386  38140  38141  10532
-CONVEX 12691    'GT_PK(2,2)'      10386  38139  10456  38142  38143  10310
-CONVEX 12692    'GT_PK(2,2)'      10386  38144  10459  38141  38145  10532
-CONVEX 12693    'GT_PK(2,2)'      10459  38146  10604  38145  38130  10532
-CONVEX 12694    'GT_PK(2,2)'      10534  38147  10459  18087  38148  10388
-CONVEX 12695    'GT_PK(2,2)'      10604  38146  10459  21906  38147  10534
-CONVEX 12696    'GT_PK(2,2)'      9718  38149  9645  38150  37342  9794
-CONVEX 12697    'GT_PK(2,2)'      9645  38149  9718  37338  38151  9570
-CONVEX 12698    'GT_PK(2,2)'      9863  38152  9939  38153  38154  10011
-CONVEX 12699    'GT_PK(2,2)'      9939  38152  9863  38155  38156  9791
-CONVEX 12700    'GT_PK(2,2)'      10459  38157  10312  38148  38158  10388
-CONVEX 12701    'GT_PK(2,2)'      10312  38157  10459  38159  38144  10386
-CONVEX 12702    'GT_PK(2,2)'      10153  38160  10006  38161  38162  10081
-CONVEX 12703    'GT_PK(2,2)'      10006  38163  10079  38164  38165  9932
-CONVEX 12704    'GT_PK(2,2)'      10079  38163  10006  38166  38160  10153
-CONVEX 12705    'GT_PK(2,2)'      9857  38167  9930  28682  38168  9782
-CONVEX 12706    'GT_PK(2,2)'      10003  38169  9857  38170  28687  9932
-CONVEX 12707    'GT_PK(2,2)'      10079  38171  10003  38165  38170  9932
-CONVEX 12708    'GT_PK(2,2)'      10003  38171  10079  38172  38173  10151
-CONVEX 12709    'GT_PK(2,2)'      10003  38172  10151  38174  28679  10077
-CONVEX 12710    'GT_PK(2,2)'      9930  38175  10003  38176  38174  10077
-CONVEX 12711    'GT_PK(2,2)'      10003  38175  9930  38169  38167  9857
-CONVEX 12712    'GT_PK(2,2)'      12645  38177  12712  22006  38178  12576
-CONVEX 12713    'GT_PK(2,2)'      12712  38179  12643  38178  22016  12576
-CONVEX 12714    'GT_PK(2,2)'      12978  38180  12912  21935  38181  12846
-CONVEX 12715    'GT_PK(2,2)'      13042  38182  12912  38183  38180  12978
-CONVEX 12716    'GT_PK(2,2)'      13103  38184  13166  38185  21907  13036
-CONVEX 12717    'GT_PK(2,2)'      13232  38186  13103  28699  38187  13168
-CONVEX 12718    'GT_PK(2,2)'      13103  38186  13232  38184  28695  13166
-CONVEX 12719    'GT_PK(2,2)'      13103  38188  13040  38187  38189  13168
-CONVEX 12720    'GT_PK(2,2)'      12572  38190  12503  28842  38191  12436
-CONVEX 12721    'GT_PK(2,2)'      12236  38192  12375  28723  38193  12306
-CONVEX 12722    'GT_PK(2,2)'      12306  38193  12375  21910  38194  12443
-CONVEX 12723    'GT_PK(2,2)'      12646  38195  12577  21930  38196  12713
-CONVEX 12724    'GT_PK(2,2)'      12509  38197  12577  28731  38198  12441
-CONVEX 12725    'GT_PK(2,2)'      12644  38199  12577  38200  38197  12509
-CONVEX 12726    'GT_PK(2,2)'      12644  38201  12778  38202  21932  12713
-CONVEX 12727    'GT_PK(2,2)'      12577  38199  12644  38196  38202  12713
-CONVEX 12728    'GT_PK(2,2)'      12372  38203  12234  28726  38204  12302
-CONVEX 12729    'GT_PK(2,2)'      12234  38205  12168  38206  28715  12097
-CONVEX 12730    'GT_PK(2,2)'      12164  38207  12234  38208  38206  12097
-CONVEX 12731    'GT_PK(2,2)'      12302  38204  12234  21916  38207  12164
-CONVEX 12732    'GT_PK(2,2)'      12304  38209  12236  38210  28725  12168
-CONVEX 12733    'GT_PK(2,2)'      12234  38211  12304  38205  38210  12168
-CONVEX 12734    'GT_PK(2,2)'      12304  38211  12234  38212  38203  12372
-CONVEX 12735    'GT_PK(2,2)'      12304  38213  12375  38209  38192  12236
-CONVEX 12736    'GT_PK(2,2)'      12304  38212  12372  38214  28730  12441
-CONVEX 12737    'GT_PK(2,2)'      12375  38213  12304  38215  38214  12441
-CONVEX 12738    'GT_PK(2,2)'      12776  38216  12708  38217  28732  12842
-CONVEX 12739    'GT_PK(2,2)'      12776  38218  12909  38219  21958  12843
-CONVEX 12740    'GT_PK(2,2)'      12909  38218  12776  21959  38217  12842
-CONVEX 12741    'GT_PK(2,2)'      12708  38216  12776  38220  38221  12641
-CONVEX 12742    'GT_PK(2,2)'      12638  38222  12703  38223  21889  12774
-CONVEX 12743    'GT_PK(2,2)'      12708  38224  12638  28733  38223  12774
-CONVEX 12744    'GT_PK(2,2)'      12638  38225  12570  38222  38226  12703
-CONVEX 12745    'GT_PK(2,2)'      12570  38225  12638  37499  38227  12502
-CONVEX 12746    'GT_PK(2,2)'      12166  38228  12239  38229  38230  12301
-CONVEX 12747    'GT_PK(2,2)'      12166  38231  12099  38228  28750  12239
-CONVEX 12748    'GT_PK(2,2)'      12166  38232  12231  38233  28785  12094
-CONVEX 12749    'GT_PK(2,2)'      12231  38232  12166  38234  38229  12301
-CONVEX 12750    'GT_PK(2,2)'      12444  38235  12308  38236  28753  12379
-CONVEX 12751    'GT_PK(2,2)'      12368  38237  12502  38238  38239  12435
-CONVEX 12752    'GT_PK(2,2)'      12300  38240  12368  28758  38238  12435
-CONVEX 12753    'GT_PK(2,2)'      12368  38240  12300  38241  28789  12231
-CONVEX 12754    'GT_PK(2,2)'      12502  38237  12368  37501  38242  12437
-CONVEX 12755    'GT_PK(2,2)'      12368  38243  12301  38242  38244  12437
-CONVEX 12756    'GT_PK(2,2)'      12368  38241  12231  38243  38234  12301
-CONVEX 12757    'GT_PK(2,2)'      11678  38245  11747  38246  28779  11818
-CONVEX 12758    'GT_PK(2,2)'      11538  38247  11678  28772  38248  11609
-CONVEX 12759    'GT_PK(2,2)'      11747  38245  11678  21986  38249  11607
-CONVEX 12760    'GT_PK(2,2)'      11678  38247  11538  38249  28767  11607
-CONVEX 12761    'GT_PK(2,2)'      11749  38250  11678  28762  38246  11818
-CONVEX 12762    'GT_PK(2,2)'      11678  38250  11749  38248  28763  11609
-CONVEX 12763    'GT_PK(2,2)'      12025  38251  11954  38252  28776  11887
-CONVEX 12764    'GT_PK(2,2)'      12025  38252  11887  38253  37363  11958
-CONVEX 12765    'GT_PK(2,2)'      12099  38254  12025  28749  38253  11958
-CONVEX 12766    'GT_PK(2,2)'      12166  38255  12025  38231  38254  12099
-CONVEX 12767    'GT_PK(2,2)'      11954  38251  12025  28775  38256  12094
-CONVEX 12768    'GT_PK(2,2)'      12025  38255  12166  38256  38233  12094
-CONVEX 12769    'GT_PK(2,2)'      11955  38257  11889  38258  28761  11818
-CONVEX 12770    'GT_PK(2,2)'      12095  38259  11955  28792  38260  12024
-CONVEX 12771    'GT_PK(2,2)'      11886  38261  11955  28780  38258  11818
-CONVEX 12772    'GT_PK(2,2)'      11955  38261  11886  38260  28782  12024
-CONVEX 12773    'GT_PK(2,2)'      12027  38262  12095  38263  28793  12164
-CONVEX 12774    'GT_PK(2,2)'      11889  38264  12027  21969  38265  11959
-CONVEX 12775    'GT_PK(2,2)'      11955  38266  12027  38257  38264  11889
-CONVEX 12776    'GT_PK(2,2)'      12027  38266  11955  38262  38259  12095
-CONVEX 12777    'GT_PK(2,2)'      12027  38263  12164  38267  38208  12097
-CONVEX 12778    'GT_PK(2,2)'      11959  38265  12027  28720  38267  12097
-CONVEX 12779    'GT_PK(2,2)'      12370  38268  12506  38269  28841  12436
-CONVEX 12780    'GT_PK(2,2)'      12506  38268  12370  22007  38270  12439
-CONVEX 12781    'GT_PK(2,2)'      12299  38271  12162  38272  28817  12233
-CONVEX 12782    'GT_PK(2,2)'      12299  38273  12370  38274  38269  12436
-CONVEX 12783    'GT_PK(2,2)'      12370  38273  12299  38275  38272  12233
-CONVEX 12784    'GT_PK(2,2)'      12162  38271  12299  28823  38276  12230
-CONVEX 12785    'GT_PK(2,2)'      12091  38277  11952  28822  38278  12023
-CONVEX 12786    'GT_PK(2,2)'      11099  38279  11025  38280  38281  10954
-CONVEX 12787    'GT_PK(2,2)'      12235  38282  12165  38283  38284  12098
-CONVEX 12788    'GT_PK(2,2)'      12169  38285  12235  21993  38283  12098
-CONVEX 12789    'GT_PK(2,2)'      12305  38286  12235  28832  38285  12169
-CONVEX 12790    'GT_PK(2,2)'      11957  38287  12026  28835  38288  11885
-CONVEX 12791    'GT_PK(2,2)'      12026  38289  12165  38290  28813  12093
-CONVEX 12792    'GT_PK(2,2)'      12165  38289  12026  38284  38291  12098
-CONVEX 12793    'GT_PK(2,2)'      12026  38287  11957  38291  28834  12098
-CONVEX 12794    'GT_PK(2,2)'      11953  38292  12026  18245  38290  12093
-CONVEX 12795    'GT_PK(2,2)'      11885  38288  12026  38293  38292  11953
-CONVEX 12796    'GT_PK(2,2)'      11748  38294  11605  38295  28852  11677
-CONVEX 12797    'GT_PK(2,2)'      11748  38296  11890  38297  28839  11817
-CONVEX 12798    'GT_PK(2,2)'      11675  38298  11748  38299  38297  11817
-CONVEX 12799    'GT_PK(2,2)'      11748  38298  11675  38294  28844  11605
-CONVEX 12800    'GT_PK(2,2)'      11892  38300  11961  38301  28705  12030
-CONVEX 12801    'GT_PK(2,2)'      11821  38302  11892  28856  38303  11751
-CONVEX 12802    'GT_PK(2,2)'      11892  38302  11821  38300  28857  11961
-CONVEX 12803    'GT_PK(2,2)'      11820  38304  11748  38305  38295  11677
-CONVEX 12804    'GT_PK(2,2)'      11748  38304  11820  38296  38306  11890
-CONVEX 12805    'GT_PK(2,2)'      11751  38307  11820  22022  38305  11677
-CONVEX 12806    'GT_PK(2,2)'      11892  38308  11820  38303  38307  11751
-CONVEX 12807    'GT_PK(2,2)'      12029  38309  11962  21995  38310  12101
-CONVEX 12808    'GT_PK(2,2)'      11890  38311  11962  28840  38309  12029
-CONVEX 12809    'GT_PK(2,2)'      11820  38312  11962  38306  38311  11890
-CONVEX 12810    'GT_PK(2,2)'      12101  38310  11962  28709  38313  12030
-CONVEX 12811    'GT_PK(2,2)'      11962  38314  11892  38313  38301  12030
-CONVEX 12812    'GT_PK(2,2)'      11962  38312  11820  38314  38308  11892
-CONVEX 12813    'GT_PK(2,2)'      11460  38315  11389  38316  30495  11318
-CONVEX 12814    'GT_PK(2,2)'      11390  38317  11460  38318  38316  11318
-CONVEX 12815    'GT_PK(2,2)'      11460  38317  11390  38319  38320  11533
-CONVEX 12816    'GT_PK(2,2)'      11885  38321  11744  28837  38322  11817
-CONVEX 12817    'GT_PK(2,2)'      11744  38323  11675  38322  38299  11817
-CONVEX 12818    'GT_PK(2,2)'      11534  38324  11463  28845  38325  11605
-CONVEX 12819    'GT_PK(2,2)'      11463  38326  11535  38325  28851  11605
-CONVEX 12820    'GT_PK(2,2)'      11535  38326  11463  38327  38328  11393
-CONVEX 12821    'GT_PK(2,2)'      11535  38329  11465  28854  38330  11606
-CONVEX 12822    'GT_PK(2,2)'      11606  38330  11465  22024  38331  11536
-CONVEX 12823    'GT_PK(2,2)'      11322  38332  11465  28850  38333  11393
-CONVEX 12824    'GT_PK(2,2)'      11465  38329  11535  38333  38327  11393
-CONVEX 12825    'GT_PK(2,2)'      11465  38334  11394  38331  18254  11536
-CONVEX 12826    'GT_PK(2,2)'      11465  38332  11322  38334  28871  11394
-CONVEX 12827    'GT_PK(2,2)'      11036  38335  11106  28860  38336  10963
-CONVEX 12828    'GT_PK(2,2)'      11177  38337  11106  38338  38339  11249
-CONVEX 12829    'GT_PK(2,2)'      11249  38339  11106  28848  38340  11179
-CONVEX 12830    'GT_PK(2,2)'      11106  38335  11036  38340  28864  11179
-CONVEX 12831    'GT_PK(2,2)'      10963  38336  11106  22042  38341  11034
-CONVEX 12832    'GT_PK(2,2)'      11106  38337  11177  38341  38342  11034
-CONVEX 12833    'GT_PK(2,2)'      3290  38343  3421  28886  38344  3356
-CONVEX 12834    'GT_PK(2,2)'      3356  38344  3421  25211  38345  3486
-CONVEX 12835    'GT_PK(2,2)'      3421  38346  3551  38345  22373  3486
-CONVEX 12836    'GT_PK(2,2)'      3551  38346  3421  22369  38347  3484
-CONVEX 12837    'GT_PK(2,2)'      3421  38348  3354  38347  18257  3484
-CONVEX 12838    'GT_PK(2,2)'      3421  38343  3290  38348  28887  3354
-CONVEX 12839    'GT_PK(2,2)'      2480  38349  2600  28889  38350  2541
-CONVEX 12840    'GT_PK(2,2)'      2541  38350  2600  22065  38351  2661
-CONVEX 12841    'GT_PK(2,2)'      2600  38352  2722  38351  22072  2661
-CONVEX 12842    'GT_PK(2,2)'      2539  38353  2600  29087  38349  2480
-CONVEX 12843    'GT_PK(2,2)'      2663  38354  2785  28894  38355  2724
-CONVEX 12844    'GT_PK(2,2)'      2785  38356  2847  38355  18264  2724
-CONVEX 12845    'GT_PK(2,2)'      2847  38356  2785  22054  38357  2910
-CONVEX 12846    'GT_PK(2,2)'      2785  38358  2846  38357  38359  2910
-CONVEX 12847    'GT_PK(2,2)'      2971  38360  3033  38361  18296  3098
-CONVEX 12848    'GT_PK(2,2)'      2846  38362  2971  38359  38363  2910
-CONVEX 12849    'GT_PK(2,2)'      2971  38364  2908  38360  28898  3033
-CONVEX 12850    'GT_PK(2,2)'      2908  38364  2971  28900  38362  2846
-CONVEX 12851    'GT_PK(2,2)'      3035  38365  2971  22049  38361  3098
-CONVEX 12852    'GT_PK(2,2)'      2971  38365  3035  38363  22051  2910
-CONVEX 12853    'GT_PK(2,2)'      2723  38366  2663  38367  28891  2601
-CONVEX 12854    'GT_PK(2,2)'      2846  38368  2723  28902  38369  2783
-CONVEX 12855    'GT_PK(2,2)'      2723  38370  2785  38366  38354  2663
-CONVEX 12856    'GT_PK(2,2)'      2785  38370  2723  38358  38368  2846
-CONVEX 12857    'GT_PK(2,2)'      2723  38367  2601  38371  22064  2661
-CONVEX 12858    'GT_PK(2,2)'      2783  38369  2723  22073  38371  2661
-CONVEX 12859    'GT_PK(2,2)'      3031  38372  3095  38373  22067  2969
-CONVEX 12860    'GT_PK(2,2)'      2906  38374  3031  28907  38373  2969
-CONVEX 12861    'GT_PK(2,2)'      3031  38374  2906  38375  22077  2967
-CONVEX 12862    'GT_PK(2,2)'      3093  38376  3031  28913  38375  2967
-CONVEX 12863    'GT_PK(2,2)'      3156  38377  3093  38378  28911  3030
-CONVEX 12864    'GT_PK(2,2)'      3220  38379  3156  18289  38380  3091
-CONVEX 12865    'GT_PK(2,2)'      3156  38378  3030  38380  22080  3091
-CONVEX 12866    'GT_PK(2,2)'      3156  38379  3220  38381  22082  3285
-CONVEX 12867    'GT_PK(2,2)'      3222  38382  3156  28895  38381  3285
-CONVEX 12868    'GT_PK(2,2)'      3093  38377  3156  38383  38382  3222
-CONVEX 12869    'GT_PK(2,2)'      3411  38384  3347  38385  22100  3280
-CONVEX 12870    'GT_PK(2,2)'      3343  38386  3411  18393  38385  3280
-CONVEX 12871    'GT_PK(2,2)'      3473  38387  3411  28919  38386  3343
-CONVEX 12872    'GT_PK(2,2)'      3542  38388  3411  38389  38387  3473
-CONVEX 12873    'GT_PK(2,2)'      3539  38390  3408  38391  18267  3471
-CONVEX 12874    'GT_PK(2,2)'      3539  38392  3473  38390  28920  3408
-CONVEX 12875    'GT_PK(2,2)'      3470  38393  3406  38394  28922  3538
-CONVEX 12876    'GT_PK(2,2)'      3405  38395  3470  22089  38396  3537
-CONVEX 12877    'GT_PK(2,2)'      3603  38397  3470  38398  38394  3538
-CONVEX 12878    'GT_PK(2,2)'      3470  38397  3603  38396  28985  3537
-CONVEX 12879    'GT_PK(2,2)'      3151  38399  3025  28925  38400  3086
-CONVEX 12880    'GT_PK(2,2)'      3025  38401  2962  38402  18396  2899
-CONVEX 12881    'GT_PK(2,2)'      2962  38401  3025  18284  38403  3089
-CONVEX 12882    'GT_PK(2,2)'      3025  38399  3151  38403  28929  3089
-CONVEX 12883    'GT_PK(2,2)'      2960  38404  3025  18273  38402  2899
-CONVEX 12884    'GT_PK(2,2)'      3086  38400  3025  22093  38404  2960
-CONVEX 12885    'GT_PK(2,2)'      1968  38405  2075  38406  18363  2023
-CONVEX 12886    'GT_PK(2,2)'      1917  38407  1968  29102  38406  2023
-CONVEX 12887    'GT_PK(2,2)'      1968  38407  1917  38408  29103  1861
-CONVEX 12888    'GT_PK(2,2)'      1797  38409  1749  18365  38410  1691
-CONVEX 12889    'GT_PK(2,2)'      1749  38411  1647  38410  28944  1691
-CONVEX 12890    'GT_PK(2,2)'      1757  38412  1861  38413  29104  1809
-CONVEX 12891    'GT_PK(2,2)'      1757  38413  1809  38414  22138  1705
-CONVEX 12892    'GT_PK(2,2)'      1654  38415  1757  22141  38414  1705
-CONVEX 12893    'GT_PK(2,2)'      1600  38416  1531  38417  22146  1547
-CONVEX 12894    'GT_PK(2,2)'      1647  38418  1600  28943  38417  1547
-CONVEX 12895    'GT_PK(2,2)'      1531  38416  1600  22156  38419  1573
-CONVEX 12896    'GT_PK(2,2)'      1600  38420  1654  38419  22140  1573
-CONVEX 12897    'GT_PK(2,2)'      2070  38421  2014  38422  29060  2124
-CONVEX 12898    'GT_PK(2,2)'      2182  38423  2070  28955  38422  2124
-CONVEX 12899    'GT_PK(2,2)'      2070  38424  2015  38425  18370  1958
-CONVEX 12900    'GT_PK(2,2)'      2014  38421  2070  28954  38425  1958
-CONVEX 12901    'GT_PK(2,2)'      2015  38424  2070  22160  38426  2127
-CONVEX 12902    'GT_PK(2,2)'      2070  38423  2182  38426  28960  2127
-CONVEX 12903    'GT_PK(2,2)'      4221  38427  4360  29187  38428  4292
-CONVEX 12904    'GT_PK(2,2)'      4360  38429  4431  38428  22632  4292
-CONVEX 12905    'GT_PK(2,2)'      4431  38429  4360  18705  38430  4500
-CONVEX 12906    'GT_PK(2,2)'      4360  38431  4430  38430  28973  4500
-CONVEX 12907    'GT_PK(2,2)'      4430  38431  4360  38432  38433  4290
-CONVEX 12908    'GT_PK(2,2)'      4360  38427  4221  38433  38434  4290
-CONVEX 12909    'GT_PK(2,2)'      4013  38435  4150  28964  38436  4084
-CONVEX 12910    'GT_PK(2,2)'      4150  38437  4221  38436  29190  4084
-CONVEX 12911    'GT_PK(2,2)'      4221  38437  4150  38434  38438  4290
-CONVEX 12912    'GT_PK(2,2)'      4430  38439  4358  28974  38440  4498
-CONVEX 12913    'GT_PK(2,2)'      4358  38439  4430  38441  38432  4290
-CONVEX 12914    'GT_PK(2,2)'      4358  38442  4426  38440  18718  4498
-CONVEX 12915    'GT_PK(2,2)'      4358  38443  4286  38442  28978  4426
-CONVEX 12916    'GT_PK(2,2)'      3670  38444  3806  38445  38446  3737
-CONVEX 12917    'GT_PK(2,2)'      3603  38447  3670  28987  38445  3737
-CONVEX 12918    'GT_PK(2,2)'      3670  38447  3603  38448  38398  3538
-CONVEX 12919    'GT_PK(2,2)'      3942  38449  3806  38450  38451  3874
-CONVEX 12920    'GT_PK(2,2)'      3942  38450  3874  38452  18388  4011
-CONVEX 12921    'GT_PK(2,2)'      2529  38453  2649  29021  38454  2590
-CONVEX 12922    'GT_PK(2,2)'      2649  38455  2711  38454  29013  2590
-CONVEX 12923    'GT_PK(2,2)'      2711  38455  2649  29015  38456  2772
-CONVEX 12924    'GT_PK(2,2)'      2123  38457  2235  38458  29035  2180
-CONVEX 12925    'GT_PK(2,2)'      2069  38459  2123  22220  38460  2010
-CONVEX 12926    'GT_PK(2,2)'      2235  38461  2292  29037  38462  2351
-CONVEX 12927    'GT_PK(2,2)'      2411  38463  2292  29034  38464  2353
-CONVEX 12928    'GT_PK(2,2)'      2292  38463  2411  38462  29029  2351
-CONVEX 12929    'GT_PK(2,2)'      2122  38465  2067  38466  29055  2011
-CONVEX 12930    'GT_PK(2,2)'      2067  38465  2122  29058  38467  2181
-CONVEX 12931    'GT_PK(2,2)'      2181  38467  2122  18379  38468  2237
-CONVEX 12932    'GT_PK(2,2)'      2122  38469  2180  38468  22199  2237
-CONVEX 12933    'GT_PK(2,2)'      2244  38470  2359  18428  38471  2302
-CONVEX 12934    'GT_PK(2,2)'      2359  38472  2419  38471  29083  2302
-CONVEX 12935    'GT_PK(2,2)'      2419  38472  2359  29084  38473  2477
-CONVEX 12936    'GT_PK(2,2)'      2299  38474  2359  22271  38470  2244
-CONVEX 12937    'GT_PK(2,2)'      2477  38475  2596  29086  38476  2537
-CONVEX 12938    'GT_PK(2,2)'      2780  38477  2903  38478  28917  2843
-CONVEX 12939    'GT_PK(2,2)'      2720  38479  2780  29089  38478  2843
-CONVEX 12940    'GT_PK(2,2)'      2903  38477  2780  28914  38480  2841
-CONVEX 12941    'GT_PK(2,2)'      2078  38481  2133  38482  29125  2019
-CONVEX 12942    'GT_PK(2,2)'      2021  38483  2078  18452  38484  1964
-CONVEX 12943    'GT_PK(2,2)'      2078  38482  2019  38484  22238  1964
-CONVEX 12944    'GT_PK(2,2)'      2078  38483  2021  38485  18460  2135
-CONVEX 12945    'GT_PK(2,2)'      2191  38486  2078  22291  38485  2135
-CONVEX 12946    'GT_PK(2,2)'      2133  38481  2078  29122  38486  2191
-CONVEX 12947    'GT_PK(2,2)'      3212  38487  3341  38488  18269  3277
-CONVEX 12948    'GT_PK(2,2)'      3212  38489  3275  38487  29127  3341
-CONVEX 12949    'GT_PK(2,2)'      3149  38490  3212  18276  38488  3277
-CONVEX 12950    'GT_PK(2,2)'      3212  38491  3147  38489  38492  3275
-CONVEX 12951    'GT_PK(2,2)'      3084  38493  3212  29133  38490  3149
-CONVEX 12952    'GT_PK(2,2)'      3212  38493  3084  38491  29131  3147
-CONVEX 12953    'GT_PK(2,2)'      3275  38494  3340  29126  38495  3405
-CONVEX 12954    'GT_PK(2,2)'      3340  38496  3470  38495  38395  3405
-CONVEX 12955    'GT_PK(2,2)'      3470  38496  3340  38393  38497  3406
-CONVEX 12956    'GT_PK(2,2)'      3020  38498  2957  29135  38499  2894
-CONVEX 12957    'GT_PK(2,2)'      2957  38500  2833  38499  29028  2894
-CONVEX 12958    'GT_PK(2,2)'      2833  38500  2957  29026  38501  2895
-CONVEX 12959    'GT_PK(2,2)'      2957  38502  3021  38501  22306  2895
-CONVEX 12960    'GT_PK(2,2)'      3083  38503  3147  38504  29132  3021
-CONVEX 12961    'GT_PK(2,2)'      2957  38505  3083  38502  38504  3021
-CONVEX 12962    'GT_PK(2,2)'      3083  38505  2957  38506  38498  3020
-CONVEX 12963    'GT_PK(2,2)'      2773  38507  2834  38508  29019  2710
-CONVEX 12964    'GT_PK(2,2)'      2652  38509  2773  29138  38508  2710
-CONVEX 12965    'GT_PK(2,2)'      2897  38510  2773  29150  38511  2838
-CONVEX 12966    'GT_PK(2,2)'      2773  38510  2897  38507  29147  2834
-CONVEX 12967    'GT_PK(2,2)'      2773  38512  2712  38511  29143  2838
-CONVEX 12968    'GT_PK(2,2)'      2773  38509  2652  38512  38513  2712
-CONVEX 12969    'GT_PK(2,2)'      2652  38514  2593  38513  38515  2712
-CONVEX 12970    'GT_PK(2,2)'      2593  38514  2652  38516  29141  2528
-CONVEX 12971    'GT_PK(2,2)'      2470  38517  2593  18474  38516  2528
-CONVEX 12972    'GT_PK(2,2)'      2538  38518  2593  38519  38517  2470
-CONVEX 12973    'GT_PK(2,2)'      2538  38520  119  38521  38522  121
-CONVEX 12974    'GT_PK(2,2)'      2754  38114  2638  38523  38108  2698
-CONVEX 12975    'GT_PK(2,2)'      119  38524  2470  38525  18472  117
-CONVEX 12976    'GT_PK(2,2)'      119  38520  2538  38524  38519  2470
-CONVEX 12977    'GT_PK(2,2)'      2638  38115  2579  38111  38526  2522
-CONVEX 12978    'GT_PK(2,2)'      2695  38527  2811  38528  38529  2751
-CONVEX 12979    'GT_PK(2,2)'      2829  38530  2718  16834  38531  125
-CONVEX 12980    'GT_PK(2,2)'      2853  38532  2718  18483  38530  2829
-CONVEX 12981    'GT_PK(2,2)'      2776  38533  2718  29146  38532  2853
-CONVEX 12982    'GT_PK(2,2)'      3937  38534  148  29170  38535  150
-CONVEX 12983    'GT_PK(2,2)'      2635  38536  2695  17681  38528  2751
-CONVEX 12984    'GT_PK(2,2)'      2579  38116  2695  38537  38536  2635
-CONVEX 12985    'GT_PK(2,2)'      2695  38113  2754  38527  38538  2811
-CONVEX 12986    'GT_PK(2,2)'      3472  38539  3605  28923  38540  3538
-CONVEX 12987    'GT_PK(2,2)'      3540  38541  3605  29172  38539  3472
-CONVEX 12988    'GT_PK(2,2)'      3605  38542  3670  38540  38448  3538
-CONVEX 12989    'GT_PK(2,2)'      3607  38543  3474  38544  22337  3541
-CONVEX 12990    'GT_PK(2,2)'      3607  38545  3540  38543  29174  3474
-CONVEX 12991    'GT_PK(2,2)'      3675  38546  3607  38547  38544  3541
-CONVEX 12992    'GT_PK(2,2)'      4086  38548  4153  38549  29184  4223
-CONVEX 12993    'GT_PK(2,2)'      4086  38549  4223  38550  18597  4155
-CONVEX 12994    'GT_PK(2,2)'      4019  38551  4086  22380  38550  4155
-CONVEX 12995    'GT_PK(2,2)'      4086  38551  4019  38552  22379  3950
-CONVEX 12996    'GT_PK(2,2)'      4016  38553  4086  22376  38552  3950
-CONVEX 12997    'GT_PK(2,2)'      4153  38548  4086  29188  38553  4016
-CONVEX 12998    'GT_PK(2,2)'      4644  38554  4784  38555  29749  4714
-CONVEX 12999    'GT_PK(2,2)'      4784  38554  4644  29745  38556  4712
-CONVEX 13000    'GT_PK(2,2)'      4644  38557  4572  38556  29217  4712
-CONVEX 13001    'GT_PK(2,2)'      4572  38557  4644  29215  38558  4502
-CONVEX 13002    'GT_PK(2,2)'      4434  38559  4573  29191  38560  4504
-CONVEX 13003    'GT_PK(2,2)'      4573  38561  4645  38560  38562  4504
-CONVEX 13004    'GT_PK(2,2)'      4645  38561  4573  38563  38564  4714
-CONVEX 13005    'GT_PK(2,2)'      4573  38565  4644  38564  38555  4714
-CONVEX 13006    'GT_PK(2,2)'      4573  38559  4434  38566  29197  4502
-CONVEX 13007    'GT_PK(2,2)'      4644  38565  4573  38558  38566  4502
-CONVEX 13008    'GT_PK(2,2)'      4226  38567  4158  38568  29203  4089
-CONVEX 13009    'GT_PK(2,2)'      4226  38569  4156  38570  29213  4296
-CONVEX 13010    'GT_PK(2,2)'      4156  38569  4226  29209  38568  4089
-CONVEX 13011    'GT_PK(2,2)'      4226  38570  4296  38571  29195  4365
-CONVEX 13012    'GT_PK(2,2)'      4297  38572  4226  38573  38571  4365
-CONVEX 13013    'GT_PK(2,2)'      4158  38567  4226  29206  38572  4297
-CONVEX 13014    'GT_PK(2,2)'      7628  38574  7778  38575  22412  7703
-CONVEX 13015    'GT_PK(2,2)'      7553  38576  7628  22402  38575  7703
-CONVEX 13016    'GT_PK(2,2)'      7478  38577  7628  29228  38576  7553
-CONVEX 13017    'GT_PK(2,2)'      7778  38574  7628  22415  38578  205
-CONVEX 13018    'GT_PK(2,2)'      7628  38579  203  38578  38580  205
-CONVEX 13019    'GT_PK(2,2)'      7628  38577  7478  38579  29230  203
-CONVEX 13020    'GT_PK(2,2)'      8231  38581  8082  38582  18611  15965
-CONVEX 13021    'GT_PK(2,2)'      211  38583  8231  38584  38582  15965
-CONVEX 13022    'GT_PK(2,2)'      8231  38583  211  38585  37241  8381
-CONVEX 13023    'GT_PK(2,2)'      8083  38586  8228  38587  38588  8005
-CONVEX 13024    'GT_PK(2,2)'      8082  38589  8083  18613  38590  7930
-CONVEX 13025    'GT_PK(2,2)'      8083  38587  8005  38590  22416  7930
-CONVEX 13026    'GT_PK(2,2)'      8231  38591  8083  38581  38589  8082
-CONVEX 13027    'GT_PK(2,2)'      8083  38591  8231  38586  38592  8228
-CONVEX 13028    'GT_PK(2,2)'      8228  38593  8084  38588  38594  8005
-CONVEX 13029    'GT_PK(2,2)'      7929  38595  8084  29237  38596  8008
-CONVEX 13030    'GT_PK(2,2)'      8084  38595  7929  38594  29234  8005
-CONVEX 13031    'GT_PK(2,2)'      8084  38593  8228  38597  38598  8300
-CONVEX 13032    'GT_PK(2,2)'      8156  38599  8084  38600  38597  8300
-CONVEX 13033    'GT_PK(2,2)'      8084  38599  8156  38596  38601  8008
-CONVEX 13034    'GT_PK(2,2)'      8458  38602  8533  38603  29239  8607
-CONVEX 13035    'GT_PK(2,2)'      9056  38604  8982  37271  38605  9132
-CONVEX 13036    'GT_PK(2,2)'      8982  38606  9061  38605  38607  9132
-CONVEX 13037    'GT_PK(2,2)'      8911  38608  8982  37247  38609  8833
-CONVEX 13038    'GT_PK(2,2)'      9061  38606  8982  37254  38608  8911
-CONVEX 13039    'GT_PK(2,2)'      7547  38610  7470  29245  38611  7396
-CONVEX 13040    'GT_PK(2,2)'      7396  38611  7470  22426  38612  7319
-CONVEX 13041    'GT_PK(2,2)'      7470  38613  7394  38612  29355  7319
-CONVEX 13042    'GT_PK(2,2)'      7394  38613  7470  38614  38615  7545
-CONVEX 13043    'GT_PK(2,2)'      7392  38616  7288  38617  29346  7216
-CONVEX 13044    'GT_PK(2,2)'      7392  38617  7216  38618  22460  7318
-CONVEX 13045    'GT_PK(2,2)'      7616  38619  7691  38620  29421  7540
-CONVEX 13046    'GT_PK(2,2)'      7691  38619  7616  22464  38621  7767
-CONVEX 13047    'GT_PK(2,2)'      7398  38622  7549  38623  29256  7471
-CONVEX 13048    'GT_PK(2,2)'      7321  38624  7398  22429  38623  7471
-CONVEX 13049    'GT_PK(2,2)'      7248  38625  7398  18631  38624  7321
-CONVEX 13050    'GT_PK(2,2)'      7323  38626  7398  22435  38625  7248
-CONVEX 13051    'GT_PK(2,2)'      7398  38626  7323  38627  38628  7474
-CONVEX 13052    'GT_PK(2,2)'      7549  38622  7398  29260  38627  7474
-CONVEX 13053    'GT_PK(2,2)'      7548  38629  7624  38630  29259  7474
-CONVEX 13054    'GT_PK(2,2)'      7624  38629  7548  22433  38631  7696
-CONVEX 13055    'GT_PK(2,2)'      7548  38632  7620  38631  29265  7696
-CONVEX 13056    'GT_PK(2,2)'      7548  38633  7472  38632  29271  7620
-CONVEX 13057    'GT_PK(2,2)'      8388  38634  8463  22480  38635  8538
-CONVEX 13058    'GT_PK(2,2)'      8463  38636  8614  38635  29390  8538
-CONVEX 13059    'GT_PK(2,2)'      8463  38634  8388  38637  29396  8311
-CONVEX 13060    'GT_PK(2,2)'      8614  38636  8463  38638  38639  8537
-CONVEX 13061    'GT_PK(2,2)'      7991  38640  8068  29273  38641  7920
-CONVEX 13062    'GT_PK(2,2)'      8234  38642  8308  38643  38644  8383
-CONVEX 13063    'GT_PK(2,2)'      8382  38645  8308  38646  38647  8232
-CONVEX 13064    'GT_PK(2,2)'      8382  38648  8457  38649  38650  8532
-CONVEX 13065    'GT_PK(2,2)'      7848  38651  7774  38652  29252  7699
-CONVEX 13066    'GT_PK(2,2)'      7772  38653  7848  22432  38652  7699
-CONVEX 13067    'GT_PK(2,2)'      7920  38654  7848  22443  38653  7772
-CONVEX 13068    'GT_PK(2,2)'      7774  38655  7847  29254  38656  7698
-CONVEX 13069    'GT_PK(2,2)'      8986  38657  9137  29280  38658  9063
-CONVEX 13070    'GT_PK(2,2)'      9137  38657  8986  38659  29289  9059
-CONVEX 13071    'GT_PK(2,2)'      8760  38660  8835  38661  29278  8912
-CONVEX 13072    'GT_PK(2,2)'      8760  38662  8684  38660  29290  8835
-CONVEX 13073    'GT_PK(2,2)'      8838  38663  8760  38664  38661  8912
-CONVEX 13074    'GT_PK(2,2)'      8760  38663  8838  38665  38666  8685
-CONVEX 13075    'GT_PK(2,2)'      8684  38667  8608  29291  38668  8758
-CONVEX 13076    'GT_PK(2,2)'      8832  38669  8907  38670  29292  8983
-CONVEX 13077    'GT_PK(2,2)'      8832  38671  8908  38672  29283  8758
-CONVEX 13078    'GT_PK(2,2)'      8908  38671  8832  29285  38670  8983
-CONVEX 13079    'GT_PK(2,2)'      8906  38673  8982  38674  38604  9056
-CONVEX 13080    'GT_PK(2,2)'      8906  38675  8756  38676  22419  8833
-CONVEX 13081    'GT_PK(2,2)'      8982  38673  8906  38609  38676  8833
-CONVEX 13082    'GT_PK(2,2)'      8981  38677  9056  38678  37265  9131
-CONVEX 13083    'GT_PK(2,2)'      8981  38678  9131  38679  38680  9057
-CONVEX 13084    'GT_PK(2,2)'      8907  38681  8981  29294  38679  9057
-CONVEX 13085    'GT_PK(2,2)'      8981  38682  8906  38677  38674  9056
-CONVEX 13086    'GT_PK(2,2)'      6511  38683  6660  38684  29301  6586
-CONVEX 13087    'GT_PK(2,2)'      6660  38683  6511  29297  38685  6584
-CONVEX 13088    'GT_PK(2,2)'      6658  38686  6740  38687  38688  6814
-CONVEX 13089    'GT_PK(2,2)'      6822  38689  6740  16939  38690  6663
-CONVEX 13090    'GT_PK(2,2)'      6814  38688  6740  16934  38691  6898
-CONVEX 13091    'GT_PK(2,2)'      6740  38689  6822  38691  18658  6898
-CONVEX 13092    'GT_PK(2,2)'      6657  38692  6734  29304  38693  6810
-CONVEX 13093    'GT_PK(2,2)'      6810  38693  6734  22470  38694  6891
-CONVEX 13094    'GT_PK(2,2)'      6734  38695  6814  38694  16932  6891
-CONVEX 13095    'GT_PK(2,2)'      6734  38696  6658  38695  38687  6814
-CONVEX 13096    'GT_PK(2,2)'      6658  38696  6734  38697  38698  6580
-CONVEX 13097    'GT_PK(2,2)'      6734  38692  6657  38698  29308  6580
-CONVEX 13098    'GT_PK(2,2)'      6434  38699  6506  38700  29307  6584
-CONVEX 13099    'GT_PK(2,2)'      6511  38701  6434  38685  38700  6584
-CONVEX 13100    'GT_PK(2,2)'      6434  38701  6511  38702  38703  6362
-CONVEX 13101    'GT_PK(2,2)'      6434  38702  6362  38704  38705  6287
-CONVEX 13102    'GT_PK(2,2)'      6135  38706  5986  23524  29317  6060
-CONVEX 13103    'GT_PK(2,2)'      5986  38706  6135  29312  38707  6062
-CONVEX 13104    'GT_PK(2,2)'      6222  38708  6073  38709  38710  6146
-CONVEX 13105    'GT_PK(2,2)'      6073  38708  6222  38711  29519  6148
-CONVEX 13106    'GT_PK(2,2)'      5912  38712  6059  38713  38714  5985
-CONVEX 13107    'GT_PK(2,2)'      5987  38715  5912  38716  38717  5844
-CONVEX 13108    'GT_PK(2,2)'      5912  38715  5987  38712  29496  6059
-CONVEX 13109    'GT_PK(2,2)'      5843  38718  5769  29318  38719  5913
-CONVEX 13110    'GT_PK(2,2)'      7111  38720  7186  38721  22487  7037
-CONVEX 13111    'GT_PK(2,2)'      6961  38722  7111  29362  38721  7037
-CONVEX 13112    'GT_PK(2,2)'      7111  38722  6961  38723  29330  7036
-CONVEX 13113    'GT_PK(2,2)'      7491  38724  7415  18641  38725  7571
-CONVEX 13114    'GT_PK(2,2)'      7496  38726  7657  38727  22511  7571
-CONVEX 13115    'GT_PK(2,2)'      7415  38728  7496  38725  38727  7571
-CONVEX 13116    'GT_PK(2,2)'      7496  38728  7415  38729  38730  7342
-CONVEX 13117    'GT_PK(2,2)'      7657  38726  7496  22506  38731  7582
-CONVEX 13118    'GT_PK(2,2)'      7038  38732  7117  38733  29335  7193
-CONVEX 13119    'GT_PK(2,2)'      7038  38734  6962  38732  29350  7117
-CONVEX 13120    'GT_PK(2,2)'      7272  38735  7347  29336  38736  7193
-CONVEX 13121    'GT_PK(2,2)'      7347  38737  7266  38736  38738  7193
-CONVEX 13122    'GT_PK(2,2)'      7347  38739  7433  38740  29414  7508
-CONVEX 13123    'GT_PK(2,2)'      7347  38735  7272  38739  29340  7433
-CONVEX 13124    'GT_PK(2,2)'      7394  38741  7468  29356  38742  7318
-CONVEX 13125    'GT_PK(2,2)'      7468  38743  7392  38742  38618  7318
-CONVEX 13126    'GT_PK(2,2)'      7392  38743  7468  38744  38745  7542
-CONVEX 13127    'GT_PK(2,2)'      7468  38741  7394  38746  38614  7545
-CONVEX 13128    'GT_PK(2,2)'      7040  38747  6965  38748  29357  6892
-CONVEX 13129    'GT_PK(2,2)'      7040  38749  7112  38750  29409  7188
-CONVEX 13130    'GT_PK(2,2)'      6963  38751  7040  29402  38748  6892
-CONVEX 13131    'GT_PK(2,2)'      7040  38751  6963  38749  29403  7112
-CONVEX 13132    'GT_PK(2,2)'      7263  38752  7114  22485  38753  7188
-CONVEX 13133    'GT_PK(2,2)'      7114  38754  7040  38753  38750  7188
-CONVEX 13134    'GT_PK(2,2)'      7040  38754  7114  38747  38755  6965
-CONVEX 13135    'GT_PK(2,2)'      6965  38755  7114  29686  38756  7042
-CONVEX 13136    'GT_PK(2,2)'      7042  38756  7114  22773  38757  7190
-CONVEX 13137    'GT_PK(2,2)'      7114  38752  7263  38757  38758  7190
-CONVEX 13138    'GT_PK(2,2)'      6741  38759  6889  38760  29406  6815
-CONVEX 13139    'GT_PK(2,2)'      6668  38761  6741  29372  38760  6815
-CONVEX 13140    'GT_PK(2,2)'      6889  38759  6741  29363  38762  6812
-CONVEX 13141    'GT_PK(2,2)'      8312  38763  8250  38764  29374  8213
-CONVEX 13142    'GT_PK(2,2)'      8312  38765  8388  38766  22481  8464
-CONVEX 13143    'GT_PK(2,2)'      8237  38767  8312  29392  38764  8213
-CONVEX 13144    'GT_PK(2,2)'      8312  38767  8237  38765  29395  8388
-CONVEX 13145    'GT_PK(2,2)'      8481  38768  8539  38769  38770  8638
-CONVEX 13146    'GT_PK(2,2)'      8481  38771  8413  38772  29380  8329
-CONVEX 13147    'GT_PK(2,2)'      8481  38769  8638  38773  38774  8568
-CONVEX 13148    'GT_PK(2,2)'      8413  38771  8481  38775  38773  8568
-CONVEX 13149    'GT_PK(2,2)'      8250  38776  8389  29379  38777  8329
-CONVEX 13150    'GT_PK(2,2)'      8389  38778  8481  38777  38772  8329
-CONVEX 13151    'GT_PK(2,2)'      8481  38778  8389  38768  38779  8539
-CONVEX 13152    'GT_PK(2,2)'      8539  38779  8389  38780  38781  8464
-CONVEX 13153    'GT_PK(2,2)'      8389  38782  8312  38781  38766  8464
-CONVEX 13154    'GT_PK(2,2)'      8312  38782  8389  38763  38776  8250
-CONVEX 13155    'GT_PK(2,2)'      8617  38783  8539  38784  38780  8464
-CONVEX 13156    'GT_PK(2,2)'      8617  38785  8691  38786  29383  8769
-CONVEX 13157    'GT_PK(2,2)'      8538  38787  8617  22482  38784  8464
-CONVEX 13158    'GT_PK(2,2)'      8691  38785  8617  29391  38787  8538
-CONVEX 13159    'GT_PK(2,2)'      8704  38788  8769  38789  38790  8869
-CONVEX 13160    'GT_PK(2,2)'      8539  38791  8704  38770  38792  8638
-CONVEX 13161    'GT_PK(2,2)'      8704  38793  8617  38788  38786  8769
-CONVEX 13162    'GT_PK(2,2)'      8617  38793  8704  38783  38791  8539
-CONVEX 13163    'GT_PK(2,2)'      8798  38794  8704  38795  38789  8869
-CONVEX 13164    'GT_PK(2,2)'      8704  38794  8798  38792  38796  8638
-CONVEX 13165    'GT_PK(2,2)'      7411  38797  7337  38798  22490  7488
-CONVEX 13166    'GT_PK(2,2)'      7337  38797  7411  22483  38799  7263
-CONVEX 13167    'GT_PK(2,2)'      7947  38800  7795  38801  38802  7873
-CONVEX 13168    'GT_PK(2,2)'      7904  38803  7970  29422  38804  7814
-CONVEX 13169    'GT_PK(2,2)'      7970  38805  7884  38804  29441  7814
-CONVEX 13170    'GT_PK(2,2)'      7884  38805  7970  29440  38806  8038
-CONVEX 13171    'GT_PK(2,2)'      7990  38807  8065  38808  38809  8141
-CONVEX 13172    'GT_PK(2,2)'      7915  38810  8065  29432  38807  7990
-CONVEX 13173    'GT_PK(2,2)'      8065  38811  8213  38809  29375  8141
-CONVEX 13174    'GT_PK(2,2)'      8065  38810  7915  38812  29424  7993
-CONVEX 13175    'GT_PK(2,2)'      8213  38811  8065  29394  38813  8143
-CONVEX 13176    'GT_PK(2,2)'      8065  38812  7993  38813  38814  8143
-CONVEX 13177    'GT_PK(2,2)'      4988  38815  4918  38816  29585  4846
-CONVEX 13178    'GT_PK(2,2)'      4918  38815  4988  38817  38818  5060
-CONVEX 13179    'GT_PK(2,2)'      4917  38819  4774  38820  22689  4845
-CONVEX 13180    'GT_PK(2,2)'      4917  38820  4845  38821  22688  4986
-CONVEX 13181    'GT_PK(2,2)'      5059  38822  4917  38823  38821  4986
-CONVEX 13182    'GT_PK(2,2)'      4988  38824  4917  38825  38822  5059
-CONVEX 13183    'GT_PK(2,2)'      4774  38819  4917  29598  38826  4846
-CONVEX 13184    'GT_PK(2,2)'      4917  38824  4988  38826  38816  4846
-CONVEX 13185    'GT_PK(2,2)'      5347  38827  5276  18651  38828  5418
-CONVEX 13186    'GT_PK(2,2)'      4990  38829  5061  22622  38830  5133
-CONVEX 13187    'GT_PK(2,2)'      5495  38831  5434  29503  38832  5566
-CONVEX 13188    'GT_PK(2,2)'      5434  38833  5289  38834  18105  5400
-CONVEX 13189    'GT_PK(2,2)'      5499  38835  5434  21635  38834  5400
-CONVEX 13190    'GT_PK(2,2)'      5434  38835  5499  38832  29446  5566
-CONVEX 13191    'GT_PK(2,2)'      5289  38836  5350  18109  38837  5189
-CONVEX 13192    'GT_PK(2,2)'      5434  38838  5350  38833  38836  5289
-CONVEX 13193    'GT_PK(2,2)'      5350  38838  5434  38839  38831  5495
-CONVEX 13194    'GT_PK(2,2)'      5984  38840  6099  38841  38842  6022
-CONVEX 13195    'GT_PK(2,2)'      6099  38840  5984  29474  38843  6057
-CONVEX 13196    'GT_PK(2,2)'      4982  38844  5125  38845  29450  5051
-CONVEX 13197    'GT_PK(2,2)'      4907  38846  4982  37597  38845  5051
-CONVEX 13198    'GT_PK(2,2)'      4982  38847  4915  38848  28260  5055
-CONVEX 13199    'GT_PK(2,2)'      5125  38844  4982  29452  38848  5055
-CONVEX 13200    'GT_PK(2,2)'      4982  38849  4834  38847  37603  4915
-CONVEX 13201    'GT_PK(2,2)'      4834  38849  4982  37605  38846  4907
-CONVEX 13202    'GT_PK(2,2)'      5266  38850  5336  38851  29454  5408
-CONVEX 13203    'GT_PK(2,2)'      5336  38850  5266  38852  38853  5194
-CONVEX 13204    'GT_PK(2,2)'      5269  38854  5126  29465  38855  5196
-CONVEX 13205    'GT_PK(2,2)'      5126  38856  5056  38857  38858  4984
-CONVEX 13206    'GT_PK(2,2)'      5126  38854  5269  38859  29468  5199
-CONVEX 13207    'GT_PK(2,2)'      5056  38856  5126  38860  38859  5199
-CONVEX 13208    'GT_PK(2,2)'      5556  38861  5627  38862  38863  5702
-CONVEX 13209    'GT_PK(2,2)'      5556  38864  5486  38865  38866  5413
-CONVEX 13210    'GT_PK(2,2)'      5772  38867  5843  38868  29315  5917
-CONVEX 13211    'GT_PK(2,2)'      5627  38869  5772  38863  38870  5702
-CONVEX 13212    'GT_PK(2,2)'      5772  38871  5846  38870  38872  5702
-CONVEX 13213    'GT_PK(2,2)'      5846  38871  5772  29311  38868  5917
-CONVEX 13214    'GT_PK(2,2)'      5340  38873  5484  29473  38874  5413
-CONVEX 13215    'GT_PK(2,2)'      5484  38875  5556  38874  38865  5413
-CONVEX 13216    'GT_PK(2,2)'      5556  38875  5484  38861  38876  5627
-CONVEX 13217    'GT_PK(2,2)'      5484  38873  5340  38877  29467  5411
-CONVEX 13218    'GT_PK(2,2)'      5270  38878  5128  29471  38879  5199
-CONVEX 13219    'GT_PK(2,2)'      5128  38880  5056  38879  38860  5199
-CONVEX 13220    'GT_PK(2,2)'      5056  38880  5128  38881  38882  4985
-CONVEX 13221    'GT_PK(2,2)'      4985  38882  5128  22668  38883  5058
-CONVEX 13222    'GT_PK(2,2)'      5486  38884  5343  38866  38885  5413
-CONVEX 13223    'GT_PK(2,2)'      5343  38886  5270  38885  29472  5413
-CONVEX 13224    'GT_PK(2,2)'      6278  38887  6205  38888  22531  6353
-CONVEX 13225    'GT_PK(2,2)'      6396  38889  6278  29478  38888  6353
-CONVEX 13226    'GT_PK(2,2)'      6278  38889  6396  38890  29487  6300
-CONVEX 13227    'GT_PK(2,2)'      6278  38891  6099  38887  29475  6205
-CONVEX 13228    'GT_PK(2,2)'      6617  38892  6692  38893  29489  6521
-CONVEX 13229    'GT_PK(2,2)'      6724  38894  6617  29484  38895  6544
-CONVEX 13230    'GT_PK(2,2)'      6617  38894  6724  38896  29483  6798
-CONVEX 13231    'GT_PK(2,2)'      6692  38892  6617  29492  38896  6798
-CONVEX 13232    'GT_PK(2,2)'      6617  38897  6450  38895  29486  6544
-CONVEX 13233    'GT_PK(2,2)'      6450  38897  6617  38898  38893  6521
-CONVEX 13234    'GT_PK(2,2)'      6770  38899  6671  38900  38901  6596
-CONVEX 13235    'GT_PK(2,2)'      6692  38902  6770  29490  38900  6596
-CONVEX 13236    'GT_PK(2,2)'      6671  38899  6770  22544  38903  6845
-CONVEX 13237    'GT_PK(2,2)'      6770  38902  6692  38904  29491  6872
-CONVEX 13238    'GT_PK(2,2)'      6770  38905  6946  38903  22585  6845
-CONVEX 13239    'GT_PK(2,2)'      6946  38905  6770  22587  38904  6872
-CONVEX 13240    'GT_PK(2,2)'      6504  38906  6658  38907  38697  6580
-CONVEX 13241    'GT_PK(2,2)'      6450  38908  6364  29488  38909  6300
-CONVEX 13242    'GT_PK(2,2)'      6364  38910  6521  38911  22541  6436
-CONVEX 13243    'GT_PK(2,2)'      6364  38908  6450  38910  38898  6521
-CONVEX 13244    'GT_PK(2,2)'      5987  38912  6064  29498  38913  6134
-CONVEX 13245    'GT_PK(2,2)'      5637  38914  5705  29505  38915  5561
-CONVEX 13246    'GT_PK(2,2)'      5774  38916  5705  38917  38918  5855
-CONVEX 13247    'GT_PK(2,2)'      5705  38919  5630  38915  29442  5561
-CONVEX 13248    'GT_PK(2,2)'      5705  38916  5774  38919  38920  5630
-CONVEX 13249    'GT_PK(2,2)'      5691  38921  5762  29447  38922  5566
-CONVEX 13250    'GT_PK(2,2)'      5762  38923  5637  38922  29502  5566
-CONVEX 13251    'GT_PK(2,2)'      6811  38924  6662  38925  29509  6736
-CONVEX 13252    'GT_PK(2,2)'      6811  38926  6887  38927  29326  6738
-CONVEX 13253    'GT_PK(2,2)'      6662  38924  6811  29513  38927  6738
-CONVEX 13254    'GT_PK(2,2)'      6812  38928  6665  29327  38929  6738
-CONVEX 13255    'GT_PK(2,2)'      6665  38930  6590  38929  29512  6738
-CONVEX 13256    'GT_PK(2,2)'      6741  38931  6665  38762  38928  6812
-CONVEX 13257    'GT_PK(2,2)'      5929  38932  6002  29529  38933  5857
-CONVEX 13258    'GT_PK(2,2)'      5857  38933  6002  29524  38934  5930
-CONVEX 13259    'GT_PK(2,2)'      6002  38935  6150  38936  22781  6077
-CONVEX 13260    'GT_PK(2,2)'      5930  38934  6002  18648  38936  6077
-CONVEX 13261    'GT_PK(2,2)'      6000  38937  6073  38938  38711  6148
-CONVEX 13262    'GT_PK(2,2)'      5783  38939  5712  29526  38940  5640
-CONVEX 13263    'GT_PK(2,2)'      5712  38941  5567  38940  29540  5640
-CONVEX 13264    'GT_PK(2,2)'      5712  38939  5783  38942  29525  5858
-CONVEX 13265    'GT_PK(2,2)'      5567  38941  5712  29531  38943  5642
-CONVEX 13266    'GT_PK(2,2)'      5786  38944  5712  22812  38942  5858
-CONVEX 13267    'GT_PK(2,2)'      5642  38943  5712  22806  38944  5786
-CONVEX 13268    'GT_PK(2,2)'      5490  38945  5634  29534  38946  5563
-CONVEX 13269    'GT_PK(2,2)'      5563  38946  5634  22570  38947  5709
-CONVEX 13270    'GT_PK(2,2)'      5634  38948  5780  38947  38949  5709
-CONVEX 13271    'GT_PK(2,2)'      5634  38945  5490  38950  38951  5562
-CONVEX 13272    'GT_PK(2,2)'      3609  38952  3544  38953  22604  3680
-CONVEX 13273    'GT_PK(2,2)'      3609  38954  3675  38955  38547  3541
-CONVEX 13274    'GT_PK(2,2)'      3476  38956  3609  29556  38955  3541
-CONVEX 13275    'GT_PK(2,2)'      3609  38956  3476  38952  29558  3544
-CONVEX 13276    'GT_PK(2,2)'      3812  38957  3880  22609  38958  3948
-CONVEX 13277    'GT_PK(2,2)'      3880  38959  4015  38958  18688  3948
-CONVEX 13278    'GT_PK(2,2)'      3880  38960  3946  38959  22610  4015
-CONVEX 13279    'GT_PK(2,2)'      3880  38961  3813  38960  29562  3946
-CONVEX 13280    'GT_PK(2,2)'      4286  38962  4148  28977  38963  4214
-CONVEX 13281    'GT_PK(2,2)'      3877  38964  3944  28971  38965  4013
-CONVEX 13282    'GT_PK(2,2)'      4010  38966  3944  29565  38967  3875
-CONVEX 13283    'GT_PK(2,2)'      3873  38968  3940  29572  38969  4007
-CONVEX 13284    'GT_PK(2,2)'      3940  38968  3873  38970  29575  3805
-CONVEX 13285    'GT_PK(2,2)'      4146  38971  4078  38972  38973  4007
-CONVEX 13286    'GT_PK(2,2)'      4078  38974  3941  38973  29571  4007
-CONVEX 13287    'GT_PK(2,2)'      4078  38975  4010  38974  29563  3941
-CONVEX 13288    'GT_PK(2,2)'      4078  38971  4146  38976  38977  4214
-CONVEX 13289    'GT_PK(2,2)'      4148  38978  4078  38963  38976  4214
-CONVEX 13290    'GT_PK(2,2)'      4078  38978  4148  38975  38979  4010
-CONVEX 13291    'GT_PK(2,2)'      4284  38980  4354  38981  28976  4214
-CONVEX 13292    'GT_PK(2,2)'      4146  38982  4284  38977  38981  4214
-CONVEX 13293    'GT_PK(2,2)'      4354  38980  4284  22649  38983  4422
-CONVEX 13294    'GT_PK(2,2)'      4284  38982  4146  38984  38985  4213
-CONVEX 13295    'GT_PK(2,2)'      4284  38986  4353  38983  29578  4422
-CONVEX 13296    'GT_PK(2,2)'      4353  38986  4284  38987  38984  4213
-CONVEX 13297    'GT_PK(2,2)'      4146  38988  4077  38985  38989  4213
-CONVEX 13298    'GT_PK(2,2)'      4077  38990  4147  38989  38991  4213
-CONVEX 13299    'GT_PK(2,2)'      4147  38990  4077  38992  38993  4009
-CONVEX 13300    'GT_PK(2,2)'      4077  38988  4146  38994  38972  4007
-CONVEX 13301    'GT_PK(2,2)'      3940  38995  4077  38969  38994  4007
-CONVEX 13302    'GT_PK(2,2)'      4077  38995  3940  38993  38996  4009
-CONVEX 13303    'GT_PK(2,2)'      4353  38997  4285  29579  38998  4423
-CONVEX 13304    'GT_PK(2,2)'      4285  38999  4215  39000  22674  4355
-CONVEX 13305    'GT_PK(2,2)'      4423  38998  4285  16991  39000  4355
-CONVEX 13306    'GT_PK(2,2)'      4285  39001  4147  38999  39002  4215
-CONVEX 13307    'GT_PK(2,2)'      4285  38997  4353  39003  38987  4213
-CONVEX 13308    'GT_PK(2,2)'      4147  39001  4285  38991  39003  4213
-CONVEX 13309    'GT_PK(2,2)'      5064  39004  5135  39005  29588  5207
-CONVEX 13310    'GT_PK(2,2)'      5064  39006  4993  39007  18802  4922
-CONVEX 13311    'GT_PK(2,2)'      4991  39008  5064  22654  39007  4922
-CONVEX 13312    'GT_PK(2,2)'      5135  39004  5064  29591  39008  4991
-CONVEX 13313    'GT_PK(2,2)'      5137  39009  5064  29659  39005  5207
-CONVEX 13314    'GT_PK(2,2)'      5064  39009  5137  39006  22748  4993
-CONVEX 13315    'GT_PK(2,2)'      4700  39010  4841  22666  39011  4771
-CONVEX 13316    'GT_PK(2,2)'      5126  39012  5053  38855  39013  5196
-CONVEX 13317    'GT_PK(2,2)'      5053  39012  5126  39014  38857  4984
-CONVEX 13318    'GT_PK(2,2)'      3424  39015  3488  39016  29632  3556
-CONVEX 13319    'GT_PK(2,2)'      3424  39017  3359  39018  33321  3294
-CONVEX 13320    'GT_PK(2,2)'      3424  39018  3294  39019  33372  3357
-CONVEX 13321    'GT_PK(2,2)'      3488  39015  3424  29635  39019  3357
-CONVEX 13322    'GT_PK(2,2)'      3424  39016  3556  39020  39021  3489
-CONVEX 13323    'GT_PK(2,2)'      3359  39017  3424  33320  39020  3489
-CONVEX 13324    'GT_PK(2,2)'      3554  39022  3488  39023  29634  3423
-CONVEX 13325    'GT_PK(2,2)'      3686  39024  3554  29181  39025  3619
-CONVEX 13326    'GT_PK(2,2)'      3554  39024  3686  39026  29183  3621
-CONVEX 13327    'GT_PK(2,2)'      3488  39022  3554  29633  39026  3621
-CONVEX 13328    'GT_PK(2,2)'      3619  39025  3554  22374  39027  3486
-CONVEX 13329    'GT_PK(2,2)'      3554  39023  3423  39027  25210  3486
-CONVEX 13330    'GT_PK(2,2)'      6378  39028  6451  22820  39029  6526
-CONVEX 13331    'GT_PK(2,2)'      6451  39030  6599  39029  39031  6526
-CONVEX 13332    'GT_PK(2,2)'      6524  39032  6451  22758  39033  6375
-CONVEX 13333    'GT_PK(2,2)'      6599  39030  6451  29663  39032  6524
-CONVEX 13334    'GT_PK(2,2)'      6895  39034  7044  39035  29681  6970
-CONVEX 13335    'GT_PK(2,2)'      7044  39034  6895  29678  39036  6968
-CONVEX 13336    'GT_PK(2,2)'      6819  39037  6895  22764  39038  6747
-CONVEX 13337    'GT_PK(2,2)'      6895  39037  6819  39036  29688  6968
-CONVEX 13338    'GT_PK(2,2)'      6897  39039  7046  39040  30333  6972
-CONVEX 13339    'GT_PK(2,2)'      7046  39039  6897  29675  39041  6970
-CONVEX 13340    'GT_PK(2,2)'      6601  39042  6528  39043  22818  6453
-CONVEX 13341    'GT_PK(2,2)'      6526  39044  6601  22822  39043  6453
-CONVEX 13342    'GT_PK(2,2)'      6601  39045  6677  39042  39046  6528
-CONVEX 13343    'GT_PK(2,2)'      6677  39045  6601  39047  39048  6750
-CONVEX 13344    'GT_PK(2,2)'      6895  39049  6821  39038  39050  6747
-CONVEX 13345    'GT_PK(2,2)'      6821  39049  6895  39051  39035  6970
-CONVEX 13346    'GT_PK(2,2)'      6897  39052  6821  39041  39051  6970
-CONVEX 13347    'GT_PK(2,2)'      6821  39052  6897  39053  39054  6750
-CONVEX 13348    'GT_PK(2,2)'      6082  39055  6231  29695  39056  6159
-CONVEX 13349    'GT_PK(2,2)'      6231  39057  6306  39056  29709  6159
-CONVEX 13350    'GT_PK(2,2)'      6306  39057  6231  29707  39058  6378
-CONVEX 13351    'GT_PK(2,2)'      6233  39059  6083  29710  39060  6159
-CONVEX 13352    'GT_PK(2,2)'      6083  39061  6008  39060  29694  6159
-CONVEX 13353    'GT_PK(2,2)'      6083  39062  5936  39061  29701  6008
-CONVEX 13354    'GT_PK(2,2)'      5936  39062  6083  29788  39063  6009
-CONVEX 13355    'GT_PK(2,2)'      6083  39064  6160  39063  29782  6009
-CONVEX 13356    'GT_PK(2,2)'      6083  39059  6233  39064  29712  6160
-CONVEX 13357    'GT_PK(2,2)'      5141  39065  5284  29741  39066  5214
-CONVEX 13358    'GT_PK(2,2)'      5284  39067  5356  39068  39069  5429
-CONVEX 13359    'GT_PK(2,2)'      5284  39065  5141  39070  29737  5213
-CONVEX 13360    'GT_PK(2,2)'      5356  39067  5284  29766  39070  5213
-CONVEX 13361    'GT_PK(2,2)'      4929  39071  5001  39072  39073  5072
-CONVEX 13362    'GT_PK(2,2)'      5145  39074  5288  23512  39075  5218
-CONVEX 13363    'GT_PK(2,2)'      6088  39076  6162  39077  23088  6236
-CONVEX 13364    'GT_PK(2,2)'      6088  39078  6012  39076  29777  6162
-CONVEX 13365    'GT_PK(2,2)'      6166  39079  6240  39080  30167  6092
-CONVEX 13366    'GT_PK(2,2)'      6240  39079  6166  39081  39082  6314
-CONVEX 13367    'GT_PK(2,2)'      5800  39083  5946  39084  39085  5873
-CONVEX 13368    'GT_PK(2,2)'      5870  39086  5800  39087  39088  5724
-CONVEX 13369    'GT_PK(2,2)'      5870  39089  5944  39090  29760  6018
-CONVEX 13370    'GT_PK(2,2)'      5946  39091  5870  39092  39090  6018
-CONVEX 13371    'GT_PK(2,2)'      5870  39091  5946  39086  39083  5800
-CONVEX 13372    'GT_PK(2,2)'      5436  39093  5509  39094  39095  5581
-CONVEX 13373    'GT_PK(2,2)'      5436  39096  5365  39097  39098  5292
-CONVEX 13374    'GT_PK(2,2)'      5509  39099  5363  29759  39100  5435
-CONVEX 13375    'GT_PK(2,2)'      5363  39101  5290  39100  39102  5435
-CONVEX 13376    'GT_PK(2,2)'      5363  39103  5436  39104  39097  5292
-CONVEX 13377    'GT_PK(2,2)'      5436  39103  5363  39093  39099  5509
-CONVEX 13378    'GT_PK(2,2)'      5800  39105  5654  39088  39106  5724
-CONVEX 13379    'GT_PK(2,2)'      5654  39107  5580  39106  29754  5724
-CONVEX 13380    'GT_PK(2,2)'      5580  39107  5654  29757  39108  5509
-CONVEX 13381    'GT_PK(2,2)'      5509  39108  5654  39095  39109  5581
-CONVEX 13382    'GT_PK(2,2)'      5798  39110  5724  39111  29755  5652
-CONVEX 13383    'GT_PK(2,2)'      5722  39112  5798  39113  39111  5652
-CONVEX 13384    'GT_PK(2,2)'      5798  39114  5870  39110  39087  5724
-CONVEX 13385    'GT_PK(2,2)'      5870  39114  5798  39089  39115  5944
-CONVEX 13386    'GT_PK(2,2)'      6317  39116  6464  39117  39118  6391
-CONVEX 13387    'GT_PK(2,2)'      5805  39119  5732  39120  39121  5659
-CONVEX 13388    'GT_PK(2,2)'      5948  39122  5802  39123  39124  5873
-CONVEX 13389    'GT_PK(2,2)'      5583  39125  5655  39126  29763  5727
-CONVEX 13390    'GT_PK(2,2)'      5583  39127  5512  39128  39129  5438
-CONVEX 13391    'GT_PK(2,2)'      5802  39130  5726  39124  39131  5873
-CONVEX 13392    'GT_PK(2,2)'      5655  39132  5726  29762  39130  5802
-CONVEX 13393    'GT_PK(2,2)'      5726  39132  5655  39133  39134  5581
-CONVEX 13394    'GT_PK(2,2)'      5726  39135  5800  39131  39084  5873
-CONVEX 13395    'GT_PK(2,2)'      5654  39136  5726  39109  39133  5581
-CONVEX 13396    'GT_PK(2,2)'      5726  39136  5654  39135  39105  5800
-CONVEX 13397    'GT_PK(2,2)'      5657  39137  5583  39138  39126  5727
-CONVEX 13398    'GT_PK(2,2)'      5583  39137  5657  39127  39139  5512
-CONVEX 13399    'GT_PK(2,2)'      5657  39140  5585  39139  39141  5512
-CONVEX 13400    'GT_PK(2,2)'      5427  39142  5356  39143  29765  5283
-CONVEX 13401    'GT_PK(2,2)'      5427  39144  5354  39145  22827  5500
-CONVEX 13402    'GT_PK(2,2)'      5354  39144  5427  29724  39143  5283
-CONVEX 13403    'GT_PK(2,2)'      5429  39146  5502  29769  39147  5574
-CONVEX 13404    'GT_PK(2,2)'      5356  39148  5502  39069  39146  5429
-CONVEX 13405    'GT_PK(2,2)'      5427  39149  5502  39142  39148  5356
-CONVEX 13406    'GT_PK(2,2)'      4299  39150  4160  39151  29201  4228
-CONVEX 13407    'GT_PK(2,2)'      4230  39152  4299  29620  39153  4369
-CONVEX 13408    'GT_PK(2,2)'      4299  39152  4230  39150  29616  4160
-CONVEX 13409    'GT_PK(2,2)'      4507  39154  4577  22839  39155  4649
-CONVEX 13410    'GT_PK(2,2)'      4436  39156  4297  39157  38573  4365
-CONVEX 13411    'GT_PK(2,2)'      4504  39158  4436  29193  39157  4365
-CONVEX 13412    'GT_PK(2,2)'      4719  39159  4578  39160  22838  4649
-CONVEX 13413    'GT_PK(2,2)'      4719  39161  4650  39159  29796  4578
-CONVEX 13414    'GT_PK(2,2)'      5002  39162  4929  39163  39072  5072
-CONVEX 13415    'GT_PK(2,2)'      5002  39164  4859  39162  29797  4929
-CONVEX 13416    'GT_PK(2,2)'      5145  23510  5002  39165  39163  5072
-CONVEX 13417    'GT_PK(2,2)'      3933  39166  3869  39167  29815  3798
-CONVEX 13418    'GT_PK(2,2)'      3869  39166  3933  29821  39168  4004
-CONVEX 13419    'GT_PK(2,2)'      4072  39169  3933  29827  39170  4002
-CONVEX 13420    'GT_PK(2,2)'      3933  39169  4072  39168  29823  4004
-CONVEX 13421    'GT_PK(2,2)'      11855  39171  11924  39172  39173  11784
-CONVEX 13422    'GT_PK(2,2)'      11853  39174  11924  29945  39175  11992
-CONVEX 13423    'GT_PK(2,2)'      11924  39174  11853  39173  39176  11784
-CONVEX 13424    'GT_PK(2,2)'      11924  39177  12062  39175  39178  11992
-CONVEX 13425    'GT_PK(2,2)'      11363  39179  11506  29849  39180  11434
-CONVEX 13426    'GT_PK(2,2)'      11789  39181  11861  39182  16291  11930
-CONVEX 13427    'GT_PK(2,2)'      11789  39183  11720  39181  18856  11861
-CONVEX 13428    'GT_PK(2,2)'      11151  39184  11077  39185  29846  11007
-CONVEX 13429    'GT_PK(2,2)'      11151  39186  11222  39184  39187  11077
-CONVEX 13430    'GT_PK(2,2)'      11218  39188  11291  39189  29850  11361
-CONVEX 13431    'GT_PK(2,2)'      11218  39190  11289  39191  29984  11146
-CONVEX 13432    'GT_PK(2,2)'      11218  39189  11361  39190  39192  11289
-CONVEX 13433    'GT_PK(2,2)'      11504  39193  11361  39194  29851  11434
-CONVEX 13434    'GT_PK(2,2)'      11853  39195  11713  39176  39196  11784
-CONVEX 13435    'GT_PK(2,2)'      11713  39195  11853  39197  29943  11782
-CONVEX 13436    'GT_PK(2,2)'      11641  39198  11713  22960  39197  11782
-CONVEX 13437    'GT_PK(2,2)'      11571  39199  11713  39200  39198  11641
-CONVEX 13438    'GT_PK(2,2)'      11287  39201  11430  22969  39202  11357
-CONVEX 13439    'GT_PK(2,2)'      11370  39203  11513  39204  29867  11441
-CONVEX 13440    'GT_PK(2,2)'      11228  39205  11370  39206  39207  11298
-CONVEX 13441    'GT_PK(2,2)'      11370  39204  11441  39207  39208  11298
-CONVEX 13442    'GT_PK(2,2)'      11370  39205  11228  39209  23506  11300
-CONVEX 13443    'GT_PK(2,2)'      11370  39209  11300  39210  19188  11443
-CONVEX 13444    'GT_PK(2,2)'      11513  39203  11370  29872  39210  11443
-CONVEX 13445    'GT_PK(2,2)'      11368  39211  11226  39212  39213  11298
-CONVEX 13446    'GT_PK(2,2)'      11441  39214  11368  39208  39212  11298
-CONVEX 13447    'GT_PK(2,2)'      11512  39215  11368  29883  39214  11441
-CONVEX 13448    'GT_PK(2,2)'      11368  39215  11512  39216  29882  11440
-CONVEX 13449    'GT_PK(2,2)'      11296  39217  11368  29856  39216  11440
-CONVEX 13450    'GT_PK(2,2)'      11368  39217  11296  39211  29857  11226
-CONVEX 13451    'GT_PK(2,2)'      11996  39218  12064  29892  39219  11926
-CONVEX 13452    'GT_PK(2,2)'      12206  39220  12277  39221  29915  12344
-CONVEX 13453    'GT_PK(2,2)'      12206  39221  12344  39222  29911  12275
-CONVEX 13454    'GT_PK(2,2)'      12137  39223  12206  18839  39222  12275
-CONVEX 13455    'GT_PK(2,2)'      12068  39224  12206  18886  39223  12137
-CONVEX 13456    'GT_PK(2,2)'      10275  39225  10421  39226  39227  10348
-CONVEX 13457    'GT_PK(2,2)'      10421  39225  10275  39228  22948  10350
-CONVEX 13458    'GT_PK(2,2)'      10498  39229  10421  22944  39228  10350
-CONVEX 13459    'GT_PK(2,2)'      10569  39230  10421  30833  39229  10498
-CONVEX 13460    'GT_PK(2,2)'      10642  39231  10569  39232  30831  10715
-CONVEX 13461    'GT_PK(2,2)'      10567  39233  10642  22949  39234  10713
-CONVEX 13462    'GT_PK(2,2)'      10346  39235  10494  39236  29930  10418
-CONVEX 13463    'GT_PK(2,2)'      10346  39237  10272  39238  39239  10197
-CONVEX 13464    'GT_PK(2,2)'      10272  39237  10346  39240  39236  10418
-CONVEX 13465    'GT_PK(2,2)'      10272  39241  10344  39242  39243  10196
-CONVEX 13466    'GT_PK(2,2)'      10416  39244  10344  29936  39245  10493
-CONVEX 13467    'GT_PK(2,2)'      10344  39246  10418  39245  22952  10493
-CONVEX 13468    'GT_PK(2,2)'      10344  39241  10272  39246  39240  10418
-CONVEX 13469    'GT_PK(2,2)'      10048  39247  10122  39248  39249  9973
-CONVEX 13470    'GT_PK(2,2)'      10122  39247  10048  39250  39251  10196
-CONVEX 13471    'GT_PK(2,2)'      10049  39252  10125  39253  39254  10197
-CONVEX 13472    'GT_PK(2,2)'      10125  39252  10049  30656  39255  9976
-CONVEX 13473    'GT_PK(2,2)'      10124  39256  10272  39257  39242  10196
-CONVEX 13474    'GT_PK(2,2)'      10048  39258  10124  39251  39257  10196
-CONVEX 13475    'GT_PK(2,2)'      10124  39258  10048  39259  39260  9975
-CONVEX 13476    'GT_PK(2,2)'      10049  39261  10124  39262  39259  9975
-CONVEX 13477    'GT_PK(2,2)'      10272  39256  10124  39239  39263  10197
-CONVEX 13478    'GT_PK(2,2)'      10124  39261  10049  39263  39253  10197
-CONVEX 13479    'GT_PK(2,2)'      10270  39264  10122  39265  39250  10196
-CONVEX 13480    'GT_PK(2,2)'      10270  39266  10344  39267  39244  10416
-CONVEX 13481    'GT_PK(2,2)'      10344  39266  10270  39243  39265  10196
-CONVEX 13482    'GT_PK(2,2)'      10270  39267  10416  39268  39269  10342
-CONVEX 13483    'GT_PK(2,2)'      10710  39270  10784  22957  39271  10854
-CONVEX 13484    'GT_PK(2,2)'      10639  39272  10784  29939  39270  10710
-CONVEX 13485    'GT_PK(2,2)'      10784  39273  10929  39271  22966  10854
-CONVEX 13486    'GT_PK(2,2)'      10784  39272  10639  39274  29933  10712
-CONVEX 13487    'GT_PK(2,2)'      10784  39274  10712  39275  18895  10856
-CONVEX 13488    'GT_PK(2,2)'      10929  39273  10784  29989  39275  10856
-CONVEX 13489    'GT_PK(2,2)'      10491  39276  10414  39277  25901  10342
-CONVEX 13490    'GT_PK(2,2)'      10491  39278  10561  39276  39279  10414
-CONVEX 13491    'GT_PK(2,2)'      10416  39280  10491  39269  39277  10342
-CONVEX 13492    'GT_PK(2,2)'      10564  39281  10491  29934  39280  10416
-CONVEX 13493    'GT_PK(2,2)'      12060  39282  11922  39283  29944  11992
-CONVEX 13494    'GT_PK(2,2)'      12060  39284  12199  39285  29946  12129
-CONVEX 13495    'GT_PK(2,2)'      11922  39286  11990  29940  39287  11851
-CONVEX 13496    'GT_PK(2,2)'      12058  39288  11990  39289  39290  12129
-CONVEX 13497    'GT_PK(2,2)'      11990  39291  12060  39290  39285  12129
-CONVEX 13498    'GT_PK(2,2)'      12060  39291  11990  39282  39286  11922
-CONVEX 13499    'GT_PK(2,2)'      11570  39292  11500  29953  39293  11641
-CONVEX 13500    'GT_PK(2,2)'      11430  39294  11500  39202  39295  11357
-CONVEX 13501    'GT_PK(2,2)'      11500  39296  11428  39295  39297  11357
-CONVEX 13502    'GT_PK(2,2)'      11500  39292  11570  39296  29957  11428
-CONVEX 13503    'GT_PK(2,2)'      11500  39298  11571  39293  39200  11641
-CONVEX 13504    'GT_PK(2,2)'      11500  39294  11430  39298  39299  11571
-CONVEX 13505    'GT_PK(2,2)'      11426  39300  11353  29963  39301  11283
-CONVEX 13506    'GT_PK(2,2)'      11353  39302  11210  39301  25925  11283
-CONVEX 13507    'GT_PK(2,2)'      11497  39303  11568  39304  29976  11637
-CONVEX 13508    'GT_PK(2,2)'      11497  39305  11426  39303  29967  11568
-CONVEX 13509    'GT_PK(2,2)'      11497  39306  11353  39305  39300  11426
-CONVEX 13510    'GT_PK(2,2)'      11566  39307  11497  39308  39304  11637
-CONVEX 13511    'GT_PK(2,2)'      11497  39307  11566  39309  29962  11425
-CONVEX 13512    'GT_PK(2,2)'      11353  39306  11497  39310  39309  11425
-CONVEX 13513    'GT_PK(2,2)'      11709  39311  11778  29977  39312  11637
-CONVEX 13514    'GT_PK(2,2)'      11778  39311  11709  39313  29974  11849
-CONVEX 13515    'GT_PK(2,2)'      11780  39314  11920  29975  39315  11849
-CONVEX 13516    'GT_PK(2,2)'      11920  39314  11780  39316  29970  11851
-CONVEX 13517    'GT_PK(2,2)'      11990  39317  11920  39287  39316  11851
-CONVEX 13518    'GT_PK(2,2)'      11920  39317  11990  39318  39288  12058
-CONVEX 13519    'GT_PK(2,2)'      12536  39319  12401  34495  39320  12470
-CONVEX 13520    'GT_PK(2,2)'      12197  39321  12129  39322  29947  12267
-CONVEX 13521    'GT_PK(2,2)'      12197  39323  12058  39321  39289  12129
-CONVEX 13522    'GT_PK(2,2)'      11564  39324  11423  39325  34460  11495
-CONVEX 13523    'GT_PK(2,2)'      11564  39326  11633  39327  34470  11492
-CONVEX 13524    'GT_PK(2,2)'      11423  39324  11564  39328  39327  11492
-CONVEX 13525    'GT_PK(2,2)'      12328  39329  12464  39330  36893  12395
-CONVEX 13526    'GT_PK(2,2)'      12259  39331  12328  36903  39330  12395
-CONVEX 13527    'GT_PK(2,2)'      11142  39332  11070  39333  39334  11214
-CONVEX 13528    'GT_PK(2,2)'      11000  39335  11070  22963  39336  10926
-CONVEX 13529    'GT_PK(2,2)'      11070  39335  11000  39337  22973  11144
-CONVEX 13530    'GT_PK(2,2)'      11214  39334  11070  22971  39337  11144
-CONVEX 13531    'GT_PK(2,2)'      10998  39338  10924  39339  20380  10852
-CONVEX 13532    'GT_PK(2,2)'      10926  39340  10998  18899  39339  10852
-CONVEX 13533    'GT_PK(2,2)'      11070  39341  10998  39336  39340  10926
-CONVEX 13534    'GT_PK(2,2)'      10998  39341  11070  39342  39332  11142
-CONVEX 13535    'GT_PK(2,2)'      11140  39343  11212  25926  39344  11283
-CONVEX 13536    'GT_PK(2,2)'      11283  39344  11212  29965  39345  11355
-CONVEX 13537    'GT_PK(2,2)'      11285  39346  11428  39347  25919  11355
-CONVEX 13538    'GT_PK(2,2)'      11212  39348  11285  39345  39347  11355
-CONVEX 13539    'GT_PK(2,2)'      11285  39348  11212  39349  39350  11142
-CONVEX 13540    'GT_PK(2,2)'      11285  39349  11142  39351  39333  11214
-CONVEX 13541    'GT_PK(2,2)'      11428  39346  11285  39297  39352  11357
-CONVEX 13542    'GT_PK(2,2)'      11285  39351  11214  39352  22968  11357
-CONVEX 13543    'GT_PK(2,2)'      12814  39353  12748  29990  39354  12881
-CONVEX 13544    'GT_PK(2,2)'      12816  39355  12748  18860  39356  12683
-CONVEX 13545    'GT_PK(2,2)'      12881  39354  12748  39357  39355  12816
-CONVEX 13546    'GT_PK(2,2)'      12541  39358  12607  39359  34483  12472
-CONVEX 13547    'GT_PK(2,2)'      12405  39360  12541  30013  39359  12472
-CONVEX 13548    'GT_PK(2,2)'      12607  39358  12541  36754  39361  12675
-CONVEX 13549    'GT_PK(2,2)'      12541  39362  12609  39361  30016  12675
-CONVEX 13550    'GT_PK(2,2)'      12609  39363  12677  30015  39364  12742
-CONVEX 13551    'GT_PK(2,2)'      12742  39364  12677  22989  39365  12810
-CONVEX 13552    'GT_PK(2,2)'      12744  39366  12677  22865  39367  12611
-CONVEX 13553    'GT_PK(2,2)'      12677  39366  12744  39365  22859  12810
-CONVEX 13554    'GT_PK(2,2)'      12476  39368  12543  39369  39370  12407
-CONVEX 13555    'GT_PK(2,2)'      12543  39371  12677  39372  39363  12609
-CONVEX 13556    'GT_PK(2,2)'      12543  39368  12476  39373  30010  12611
-CONVEX 13557    'GT_PK(2,2)'      12677  39371  12543  39367  39373  12611
-CONVEX 13558    'GT_PK(2,2)'      13208  39374  13078  39375  30019  13143
-CONVEX 13559    'GT_PK(2,2)'      13208  39376  13334  39377  39378  13270
-CONVEX 13560    'GT_PK(2,2)'      13272  39379  13208  22990  39375  13143
-CONVEX 13561    'GT_PK(2,2)'      13334  39376  13208  39380  39379  13272
-CONVEX 13562    'GT_PK(2,2)'      13078  39381  13141  39382  39383  13013
-CONVEX 13563    'GT_PK(2,2)'      13013  39383  13141  18921  39384  13076
-CONVEX 13564    'GT_PK(2,2)'      13141  39385  13208  39386  39377  13270
-CONVEX 13565    'GT_PK(2,2)'      13208  39385  13141  39374  39381  13078
-CONVEX 13566    'GT_PK(2,2)'      13078  39387  12947  30018  39388  13014
-CONVEX 13567    'GT_PK(2,2)'      12947  39387  13078  39389  39382  13013
-CONVEX 13568    'GT_PK(2,2)'      12947  39390  12881  39391  39357  12816
-CONVEX 13569    'GT_PK(2,2)'      12881  39390  12947  22992  39389  13013
-CONVEX 13570    'GT_PK(2,2)'      13890  39392  13830  39393  39394  13771
-CONVEX 13571    'GT_PK(2,2)'      13830  39395  13709  39394  39396  13771
-CONVEX 13572    'GT_PK(2,2)'      13709  39395  13830  39397  39398  13769
-CONVEX 13573    'GT_PK(2,2)'      14065  39399  13949  30038  39400  14009
-CONVEX 13574    'GT_PK(2,2)'      13949  39401  13890  39400  30044  14009
-CONVEX 13575    'GT_PK(2,2)'      13949  39399  14065  39402  36855  14008
-CONVEX 13576    'GT_PK(2,2)'      13949  39403  13830  39401  39392  13890
-CONVEX 13577    'GT_PK(2,2)'      13831  39404  13951  39405  30043  13890
-CONVEX 13578    'GT_PK(2,2)'      13831  39405  13890  39406  39393  13771
-CONVEX 13579    'GT_PK(2,2)'      13831  39407  13772  39408  23022  13891
-CONVEX 13580    'GT_PK(2,2)'      13951  39404  13831  30042  39408  13891
-CONVEX 13581    'GT_PK(2,2)'      14068  39409  14128  39410  23003  14185
-CONVEX 13582    'GT_PK(2,2)'      14068  39411  14012  39409  30073  14128
-CONVEX 13583    'GT_PK(2,2)'      14126  39412  14068  36480  39410  14185
-CONVEX 13584    'GT_PK(2,2)'      14012  39411  14068  39413  39414  13952
-CONVEX 13585    'GT_PK(2,2)'      14068  39415  14010  39414  23011  13952
-CONVEX 13586    'GT_PK(2,2)'      14010  39415  14068  23014  39412  14126
-CONVEX 13587    'GT_PK(2,2)'      13892  39416  14012  39417  39413  13952
-CONVEX 13588    'GT_PK(2,2)'      13834  39418  13892  39419  39420  13773
-CONVEX 13589    'GT_PK(2,2)'      13892  39418  13834  39421  30077  13953
-CONVEX 13590    'GT_PK(2,2)'      14012  39416  13892  30072  39421  13953
-CONVEX 13591    'GT_PK(2,2)'      13892  39422  13833  39420  23019  13773
-CONVEX 13592    'GT_PK(2,2)'      13833  39422  13892  23016  39417  13952
-CONVEX 13593    'GT_PK(2,2)'      13895  39423  13955  30074  39424  14013
-CONVEX 13594    'GT_PK(2,2)'      14013  39424  13955  30047  39425  14072
-CONVEX 13595    'GT_PK(2,2)'      13955  39426  14014  39425  21196  14072
-CONVEX 13596    'GT_PK(2,2)'      14014  39426  13955  21198  39427  13896
-CONVEX 13597    'GT_PK(2,2)'      13955  39428  13835  39427  39429  13896
-CONVEX 13598    'GT_PK(2,2)'      13835  39428  13955  39430  39423  13895
-CONVEX 13599    'GT_PK(2,2)'      13145  39431  13209  39432  18919  13080
-CONVEX 13600    'GT_PK(2,2)'      13016  39433  13145  30082  39432  13080
-CONVEX 13601    'GT_PK(2,2)'      12953  39434  12887  39435  39436  12821
-CONVEX 13602    'GT_PK(2,2)'      12887  39437  12754  39436  30083  12821
-CONVEX 13603    'GT_PK(2,2)'      12889  39438  12953  39439  39435  12821
-CONVEX 13604    'GT_PK(2,2)'      12819  39440  12951  39441  30079  12886
-CONVEX 13605    'GT_PK(2,2)'      12754  39442  12819  30087  39443  12687
-CONVEX 13606    'GT_PK(2,2)'      12819  39444  12887  39440  39445  12951
-CONVEX 13607    'GT_PK(2,2)'      12887  39444  12819  39437  39442  12754
-CONVEX 13608    'GT_PK(2,2)'      12752  39446  12819  29900  39441  12886
-CONVEX 13609    'GT_PK(2,2)'      12687  39443  12819  22934  39446  12752
-CONVEX 13610    'GT_PK(2,2)'      13334  39447  13399  39448  39449  13461
-CONVEX 13611    'GT_PK(2,2)'      13399  39447  13334  39450  39380  13272
-CONVEX 13612    'GT_PK(2,2)'      13591  39451  13527  39452  39453  13465
-CONVEX 13613    'GT_PK(2,2)'      13527  39454  13403  39453  39455  13465
-CONVEX 13614    'GT_PK(2,2)'      13074  39456  13204  30005  39457  13137
-CONVEX 13615    'GT_PK(2,2)'      13204  39456  13074  39458  30008  13139
-CONVEX 13616    'GT_PK(2,2)'      13394  39459  13331  39460  39461  13458
-CONVEX 13617    'GT_PK(2,2)'      13268  39462  13204  39463  39458  13139
-CONVEX 13618    'GT_PK(2,2)'      13204  39462  13268  39464  39465  13331
-CONVEX 13619    'GT_PK(2,2)'      13829  39466  13768  30090  39467  13707
-CONVEX 13620    'GT_PK(2,2)'      13768  39466  13829  39468  39469  13887
-CONVEX 13621    'GT_PK(2,2)'      13766  39470  13826  39471  36794  13704
-CONVEX 13622    'GT_PK(2,2)'      13826  39470  13766  39472  39473  13886
-CONVEX 13623    'GT_PK(2,2)'      13586  39474  13522  39475  39476  13461
-CONVEX 13624    'GT_PK(2,2)'      13645  39477  13768  39478  39479  13706
-CONVEX 13625    'GT_PK(2,2)'      13645  39480  13585  39481  39482  13707
-CONVEX 13626    'GT_PK(2,2)'      13768  39477  13645  39467  39481  13707
-CONVEX 13627    'GT_PK(2,2)'      13888  39483  13829  39484  30088  13769
-CONVEX 13628    'GT_PK(2,2)'      13830  39485  13888  39398  39484  13769
-CONVEX 13629    'GT_PK(2,2)'      13888  39486  13949  39487  39402  14008
-CONVEX 13630    'GT_PK(2,2)'      13949  39486  13888  39403  39485  13830
-CONVEX 13631    'GT_PK(2,2)'      14571  39488  14518  30091  39489  14625
-CONVEX 13632    'GT_PK(2,2)'      14573  39490  14518  23038  39491  14465
-CONVEX 13633    'GT_PK(2,2)'      14518  39490  14573  39489  23034  14625
-CONVEX 13634    'GT_PK(2,2)'      14518  39492  14409  39491  30060  14465
-CONVEX 13635    'GT_PK(2,2)'      14518  39493  14463  39492  39494  14409
-CONVEX 13636    'GT_PK(2,2)'      14463  39493  14518  39495  39488  14571
-CONVEX 13637    'GT_PK(2,2)'      9691  39496  9839  39497  30104  9764
-CONVEX 13638    'GT_PK(2,2)'      9616  39498  9691  19171  39497  9764
-CONVEX 13639    'GT_PK(2,2)'      9543  39499  9691  19000  39498  9616
-CONVEX 13640    'GT_PK(2,2)'      9691  39499  9543  39500  18995  9618
-CONVEX 13641    'GT_PK(2,2)'      9766  39501  9691  23061  39500  9618
-CONVEX 13642    'GT_PK(2,2)'      9839  39496  9691  30109  39501  9766
-CONVEX 13643    'GT_PK(2,2)'      10061  39502  9913  39503  30110  9988
-CONVEX 13644    'GT_PK(2,2)'      10061  39504  10137  39505  30743  10210
-CONVEX 13645    'GT_PK(2,2)'      10061  39503  9988  39504  23048  10137
-CONVEX 13646    'GT_PK(2,2)'      10136  39506  10061  30735  39505  10210
-CONVEX 13647    'GT_PK(2,2)'      10061  39506  10136  39507  23053  9986
-CONVEX 13648    'GT_PK(2,2)'      9913  39502  10061  30107  39507  9986
-CONVEX 13649    'GT_PK(2,2)'      10289  39508  10216  30115  39509  10364
-CONVEX 13650    'GT_PK(2,2)'      10143  39510  10216  30139  39511  10067
-CONVEX 13651    'GT_PK(2,2)'      10584  39512  10512  30123  39513  10658
-CONVEX 13652    'GT_PK(2,2)'      10658  39513  10512  23070  39514  10586
-CONVEX 13653    'GT_PK(2,2)'      10364  39515  10512  30116  39516  10436
-CONVEX 13654    'GT_PK(2,2)'      10512  39512  10584  39516  30127  10436
-CONVEX 13655    'GT_PK(2,2)'      9992  39517  9919  39518  39519  10067
-CONVEX 13656    'GT_PK(2,2)'      9846  39520  9919  30480  39521  9772
-CONVEX 13657    'GT_PK(2,2)'      9919  39522  9845  39521  18950  9772
-CONVEX 13658    'GT_PK(2,2)'      9919  39517  9992  39522  30135  9845
-CONVEX 13659    'GT_PK(2,2)'      9919  39520  9846  39523  19019  9993
-CONVEX 13660    'GT_PK(2,2)'      10067  39519  9919  30141  39523  9993
-CONVEX 13661    'GT_PK(2,2)'      10065  39524  10141  18941  39525  10214
-CONVEX 13662    'GT_PK(2,2)'      9992  39526  10141  30138  39524  10065
-CONVEX 13663    'GT_PK(2,2)'      10141  39527  10289  39525  30113  10214
-CONVEX 13664    'GT_PK(2,2)'      10141  39526  9992  39528  39518  10067
-CONVEX 13665    'GT_PK(2,2)'      10216  39529  10141  39511  39528  10067
-CONVEX 13666    'GT_PK(2,2)'      10141  39529  10216  39527  39508  10289
-CONVEX 13667    'GT_PK(2,2)'      10216  39530  10291  39509  39531  10364
-CONVEX 13668    'GT_PK(2,2)'      10291  39530  10216  39532  39510  10143
-CONVEX 13669    'GT_PK(2,2)'      10366  39533  10291  39534  39535  10217
-CONVEX 13670    'GT_PK(2,2)'      10291  39532  10143  39535  30143  10217
-CONVEX 13671    'GT_PK(2,2)'      9400  39536  9251  39537  30263  9326
-CONVEX 13672    'GT_PK(2,2)'      9400  39537  9326  39538  39539  9475
-CONVEX 13673    'GT_PK(2,2)'      9548  39540  9400  30477  39538  9475
-CONVEX 13674    'GT_PK(2,2)'      9400  39540  9548  39541  23084  9474
-CONVEX 13675    'GT_PK(2,2)'      9324  39542  9400  39543  39541  9474
-CONVEX 13676    'GT_PK(2,2)'      9251  39536  9400  30147  39542  9324
-CONVEX 13677    'GT_PK(2,2)'      6916  39544  6843  39545  39546  6768
-CONVEX 13678    'GT_PK(2,2)'      6843  39547  6695  39546  39548  6768
-CONVEX 13679    'GT_PK(2,2)'      6464  39549  6539  39118  39550  6391
-CONVEX 13680    'GT_PK(2,2)'      6680  39551  6753  39552  39553  6827
-CONVEX 13681    'GT_PK(2,2)'      6532  39554  6680  30180  39555  6607
-CONVEX 13682    'GT_PK(2,2)'      6680  39556  6755  39555  39557  6607
-CONVEX 13683    'GT_PK(2,2)'      6755  39556  6680  39558  39552  6827
-CONVEX 13684    'GT_PK(2,2)'      6605  39559  6532  39560  30174  6456
-CONVEX 13685    'GT_PK(2,2)'      6529  39561  6605  30196  39560  6456
-CONVEX 13686    'GT_PK(2,2)'      6605  39562  6680  39559  39554  6532
-CONVEX 13687    'GT_PK(2,2)'      6680  39562  6605  39551  39563  6753
-CONVEX 13688    'GT_PK(2,2)'      6454  39564  6603  30199  39565  6529
-CONVEX 13689    'GT_PK(2,2)'      6603  39566  6677  39567  39568  6752
-CONVEX 13690    'GT_PK(2,2)'      6603  39564  6454  39569  30187  6528
-CONVEX 13691    'GT_PK(2,2)'      6677  39566  6603  39046  39569  6528
-CONVEX 13692    'GT_PK(2,2)'      8029  39570  7880  39571  39572  7953
-CONVEX 13693    'GT_PK(2,2)'      7880  39570  8029  39573  39574  7956
-CONVEX 13694    'GT_PK(2,2)'      8029  39575  8105  39574  30320  7956
-CONVEX 13695    'GT_PK(2,2)'      8105  39575  8029  30321  39576  8161
-CONVEX 13696    'GT_PK(2,2)'      7583  39577  7658  39578  39579  7735
-CONVEX 13697    'GT_PK(2,2)'      6902  39580  6753  39581  39582  6826
-CONVEX 13698    'GT_PK(2,2)'      6753  39580  6902  39553  39583  6827
-CONVEX 13699    'GT_PK(2,2)'      7593  39584  7517  39585  39586  7667
-CONVEX 13700    'GT_PK(2,2)'      8169  39587  8120  30222  39588  8255
-CONVEX 13701    'GT_PK(2,2)'      8120  39589  8168  39588  30236  8255
-CONVEX 13702    'GT_PK(2,2)'      8043  39590  8120  39591  39592  7971
-CONVEX 13703    'GT_PK(2,2)'      8120  39590  8043  39589  30239  8168
-CONVEX 13704    'GT_PK(2,2)'      7746  39593  7897  39594  30233  7824
-CONVEX 13705    'GT_PK(2,2)'      7897  39593  7746  30231  39595  7821
-CONVEX 13706    'GT_PK(2,2)'      7893  39596  7971  39597  30230  7821
-CONVEX 13707    'GT_PK(2,2)'      7893  39598  8043  39596  39591  7971
-CONVEX 13708    'GT_PK(2,2)'      8041  39599  8167  39600  23104  8118
-CONVEX 13709    'GT_PK(2,2)'      8167  39599  8041  23126  39601  8114
-CONVEX 13710    'GT_PK(2,2)'      7964  39602  8037  39603  23097  8114
-CONVEX 13711    'GT_PK(2,2)'      8041  39604  7964  39601  39603  8114
-CONVEX 13712    'GT_PK(2,2)'      7964  39604  8041  39605  39606  7891
-CONVEX 13713    'GT_PK(2,2)'      8244  39607  8173  39608  39609  8131
-CONVEX 13714    'GT_PK(2,2)'      8321  39610  8244  23212  39611  8396
-CONVEX 13715    'GT_PK(2,2)'      8173  39607  8244  30413  39610  8321
-CONVEX 13716    'GT_PK(2,2)'      8469  39612  8545  39613  23107  8622
-CONVEX 13717    'GT_PK(2,2)'      7600  39614  7680  30412  39615  7750
-CONVEX 13718    'GT_PK(2,2)'      7605  39616  7532  39617  39618  7684
-CONVEX 13719    'GT_PK(2,2)'      7380  39619  7231  39620  30446  7307
-CONVEX 13720    'GT_PK(2,2)'      7302  39621  7380  39622  39623  7454
-CONVEX 13721    'GT_PK(2,2)'      7380  39621  7302  39619  30430  7231
-CONVEX 13722    'GT_PK(2,2)'      7731  39624  7658  39625  39626  7580
-CONVEX 13723    'GT_PK(2,2)'      8571  39627  8493  39628  30156  8648
-CONVEX 13724    'GT_PK(2,2)'      8724  39629  8571  30527  39628  8648
-CONVEX 13725    'GT_PK(2,2)'      9403  39630  9253  39631  30256  9330
-CONVEX 13726    'GT_PK(2,2)'      9478  39632  9403  30462  39631  9330
-CONVEX 13727    'GT_PK(2,2)'      9403  39632  9478  39633  30463  9550
-CONVEX 13728    'GT_PK(2,2)'      9403  39633  9550  39634  30472  9475
-CONVEX 13729    'GT_PK(2,2)'      9326  39635  9403  39539  39634  9475
-CONVEX 13730    'GT_PK(2,2)'      9253  39630  9403  30266  39635  9326
-CONVEX 13731    'GT_PK(2,2)'      9319  39636  9393  39637  30400  9240
-CONVEX 13732    'GT_PK(2,2)'      9166  39638  9319  30296  39637  9240
-CONVEX 13733    'GT_PK(2,2)'      9393  39636  9319  23199  39639  9468
-CONVEX 13734    'GT_PK(2,2)'      9319  39638  9166  39640  30298  9244
-CONVEX 13735    'GT_PK(2,2)'      9468  39639  9319  18998  39641  9395
-CONVEX 13736    'GT_PK(2,2)'      9319  39640  9244  39641  23146  9395
-CONVEX 13737    'GT_PK(2,2)'      9323  39642  9399  23148  39643  9472
-CONVEX 13738    'GT_PK(2,2)'      9250  39644  9399  30307  39642  9323
-CONVEX 13739    'GT_PK(2,2)'      9399  39645  9547  39643  23076  9472
-CONVEX 13740    'GT_PK(2,2)'      9399  39644  9250  39646  30299  9324
-CONVEX 13741    'GT_PK(2,2)'      9399  39646  9324  39647  39543  9474
-CONVEX 13742    'GT_PK(2,2)'      9547  39645  9399  23081  39647  9474
-CONVEX 13743    'GT_PK(2,2)'      8815  39648  8657  39649  39650  8733
-CONVEX 13744    'GT_PK(2,2)'      8577  39651  8652  39652  39653  8733
-CONVEX 13745    'GT_PK(2,2)'      8657  39654  8577  39650  39652  8733
-CONVEX 13746    'GT_PK(2,2)'      8495  39655  8423  39656  39657  8342
-CONVEX 13747    'GT_PK(2,2)'      8652  39658  8495  39659  39660  8568
-CONVEX 13748    'GT_PK(2,2)'      8577  39661  8495  39651  39658  8652
-CONVEX 13749    'GT_PK(2,2)'      8495  39661  8577  39655  39662  8423
-CONVEX 13750    'GT_PK(2,2)'      8495  39663  8413  39660  38775  8568
-CONVEX 13751    'GT_PK(2,2)'      8413  39663  8495  29382  39656  8342
-CONVEX 13752    'GT_PK(2,2)'      8274  39664  8201  39665  30309  8112
-CONVEX 13753    'GT_PK(2,2)'      8423  39666  8274  39657  39667  8342
-CONVEX 13754    'GT_PK(2,2)'      8274  39665  8112  39668  23155  8207
-CONVEX 13755    'GT_PK(2,2)'      8342  39667  8274  22479  39668  8207
-CONVEX 13756    'GT_PK(2,2)'      8889  39669  8814  30549  39670  8966
-CONVEX 13757    'GT_PK(2,2)'      8814  39669  8889  39671  30313  8736
-CONVEX 13758    'GT_PK(2,2)'      8894  39672  8815  39673  39674  8969
-CONVEX 13759    'GT_PK(2,2)'      8660  39675  8584  30311  39676  8505
-CONVEX 13760    'GT_PK(2,2)'      8584  39677  8741  39678  39679  8661
-CONVEX 13761    'GT_PK(2,2)'      8741  39677  8584  39680  39675  8660
-CONVEX 13762    'GT_PK(2,2)'      8580  39681  8427  39682  39683  8503
-CONVEX 13763    'GT_PK(2,2)'      8655  39684  8736  39685  30314  8812
-CONVEX 13764    'GT_PK(2,2)'      8655  39686  8580  39684  39687  8736
-CONVEX 13765    'GT_PK(2,2)'      8962  39688  8809  30546  39689  8887
-CONVEX 13766    'GT_PK(2,2)'      8809  39688  8962  39690  30317  8883
-CONVEX 13767    'GT_PK(2,2)'      8729  39691  8809  39692  39690  8883
-CONVEX 13768    'GT_PK(2,2)'      8809  39691  8729  39693  39694  8654
-CONVEX 13769    'GT_PK(2,2)'      8105  39695  8163  30319  39696  8032
-CONVEX 13770    'GT_PK(2,2)'      8264  39697  8163  39698  39699  8341
-CONVEX 13771    'GT_PK(2,2)'      8163  39700  8266  39699  30163  8341
-CONVEX 13772    'GT_PK(2,2)'      8163  39695  8105  39700  30322  8266
-CONVEX 13773    'GT_PK(2,2)'      8163  39697  8264  39701  23112  8107
-CONVEX 13774    'GT_PK(2,2)'      8032  39696  8163  23162  39701  8107
-CONVEX 13775    'GT_PK(2,2)'      8100  39702  8029  39703  39571  7953
-CONVEX 13776    'GT_PK(2,2)'      8029  39702  8100  39576  39704  8161
-CONVEX 13777    'GT_PK(2,2)'      8420  39705  8345  30160  39706  8497
-CONVEX 13778    'GT_PK(2,2)'      8161  39707  8345  30323  39708  8266
-CONVEX 13779    'GT_PK(2,2)'      8345  39705  8420  39708  30162  8266
-CONVEX 13780    'GT_PK(2,2)'      8346  39709  8160  39710  30349  8271
-CONVEX 13781    'GT_PK(2,2)'      7949  39711  7875  39712  39713  8028
-CONVEX 13782    'GT_PK(2,2)'      7875  39714  7722  39715  18637  7802
-CONVEX 13783    'GT_PK(2,2)'      7957  39716  7875  29438  39715  7802
-CONVEX 13784    'GT_PK(2,2)'      7875  39716  7957  39713  18964  8028
-CONVEX 13785    'GT_PK(2,2)'      7797  39717  7949  39718  39719  7873
-CONVEX 13786    'GT_PK(2,2)'      7797  39720  7642  39721  30326  7722
-CONVEX 13787    'GT_PK(2,2)'      7875  39722  7797  39714  39721  7722
-CONVEX 13788    'GT_PK(2,2)'      7797  39722  7875  39717  39711  7949
-CONVEX 13789    'GT_PK(2,2)'      7795  39723  7870  39724  39725  7718
-CONVEX 13790    'GT_PK(2,2)'      7870  39723  7795  39726  38800  7947
-CONVEX 13791    'GT_PK(2,2)'      7343  39727  7269  39728  39729  7195
-CONVEX 13792    'GT_PK(2,2)'      7269  39730  7120  39729  30332  7195
-CONVEX 13793    'GT_PK(2,2)'      7269  39727  7343  39731  30327  7418
-CONVEX 13794    'GT_PK(2,2)'      7417  39732  7568  30330  39733  7492
-CONVEX 13795    'GT_PK(2,2)'      7568  39734  7645  39733  30339  7492
-CONVEX 13796    'GT_PK(2,2)'      7414  39735  7341  39736  30344  7265
-CONVEX 13797    'GT_PK(2,2)'      7267  39737  7341  39738  39739  7417
-CONVEX 13798    'GT_PK(2,2)'      7118  39740  7267  29673  39741  7195
-CONVEX 13799    'GT_PK(2,2)'      7267  39740  7118  39742  29680  7194
-CONVEX 13800    'GT_PK(2,2)'      7341  39737  7267  30343  39742  7194
-CONVEX 13801    'GT_PK(2,2)'      7267  39743  7343  39741  39728  7195
-CONVEX 13802    'GT_PK(2,2)'      7343  39743  7267  30329  39738  7417
-CONVEX 13803    'GT_PK(2,2)'      7877  39744  7801  39745  39746  7951
-CONVEX 13804    'GT_PK(2,2)'      7723  39747  7801  30337  39748  7649
-CONVEX 13805    'GT_PK(2,2)'      7877  39749  8025  39750  39751  7953
-CONVEX 13806    'GT_PK(2,2)'      8025  39752  8100  39751  39703  7953
-CONVEX 13807    'GT_PK(2,2)'      8100  39752  8025  39753  39754  8160
-CONVEX 13808    'GT_PK(2,2)'      8025  39755  8095  39754  30348  8160
-CONVEX 13809    'GT_PK(2,2)'      8095  39755  8025  30353  39756  7951
-CONVEX 13810    'GT_PK(2,2)'      8025  39749  7877  39756  39745  7951
-CONVEX 13811    'GT_PK(2,2)'      7874  39757  7723  39758  30341  7798
-CONVEX 13812    'GT_PK(2,2)'      7874  39759  7801  39757  39747  7723
-CONVEX 13813    'GT_PK(2,2)'      7874  39760  8023  39761  30352  7951
-CONVEX 13814    'GT_PK(2,2)'      7801  39759  7874  39746  39761  7951
-CONVEX 13815    'GT_PK(2,2)'      9529  39762  9380  39763  30354  9453
-CONVEX 13816    'GT_PK(2,2)'      9380  39762  9529  30360  39764  9456
-CONVEX 13817    'GT_PK(2,2)'      9603  39765  9529  39766  39767  9676
-CONVEX 13818    'GT_PK(2,2)'      9529  39765  9603  39764  39768  9456
-CONVEX 13819    'GT_PK(2,2)'      8472  39769  8398  30370  39770  8548
-CONVEX 13820    'GT_PK(2,2)'      8398  39771  8474  39770  39772  8548
-CONVEX 13821    'GT_PK(2,2)'      8322  39773  8398  39774  39775  8245
-CONVEX 13822    'GT_PK(2,2)'      8398  39773  8322  39771  39776  8474
-CONVEX 13823    'GT_PK(2,2)'      8401  39777  8322  30380  39778  8249
-CONVEX 13824    'GT_PK(2,2)'      8322  39777  8401  39776  30376  8474
-CONVEX 13825    'GT_PK(2,2)'      8474  39779  8628  39772  39780  8548
-CONVEX 13826    'GT_PK(2,2)'      8628  39781  8701  39780  30372  8548
-CONVEX 13827    'GT_PK(2,2)'      8701  39781  8628  39782  39783  8780
-CONVEX 13828    'GT_PK(2,2)'      8628  39779  8474  39784  30377  8551
-CONVEX 13829    'GT_PK(2,2)'      8628  39785  8706  39783  19004  8780
-CONVEX 13830    'GT_PK(2,2)'      8628  39784  8551  39785  18988  8706
-CONVEX 13831    'GT_PK(2,2)'      8170  39786  8325  39787  30379  8249
-CONVEX 13832    'GT_PK(2,2)'      8126  39788  8170  39789  39787  8249
-CONVEX 13833    'GT_PK(2,2)'      8170  39788  8126  39790  39791  8050
-CONVEX 13834    'GT_PK(2,2)'      8170  39790  8050  39792  30227  8123
-CONVEX 13835    'GT_PK(2,2)'      8251  39793  8170  30225  39792  8123
-CONVEX 13836    'GT_PK(2,2)'      8325  39786  8170  30382  39793  8251
-CONVEX 13837    'GT_PK(2,2)'      8486  39794  8412  39795  39796  8564
-CONVEX 13838    'GT_PK(2,2)'      8336  39797  8412  30387  39798  8260
-CONVEX 13839    'GT_PK(2,2)'      8260  39798  8412  23125  39799  8334
-CONVEX 13840    'GT_PK(2,2)'      8412  39794  8486  39799  30384  8334
-CONVEX 13841    'GT_PK(2,2)'      8640  39800  8714  39801  23190  8562
-CONVEX 13842    'GT_PK(2,2)'      8486  39802  8640  30386  39801  8562
-CONVEX 13843    'GT_PK(2,2)'      8640  39802  8486  39803  39795  8564
-CONVEX 13844    'GT_PK(2,2)'      8717  39804  8640  30393  39803  8564
-CONVEX 13845    'GT_PK(2,2)'      8490  39805  8336  39806  30390  8415
-CONVEX 13846    'GT_PK(2,2)'      8490  39807  8644  39808  30392  8564
-CONVEX 13847    'GT_PK(2,2)'      8412  39809  8490  39796  39808  8564
-CONVEX 13848    'GT_PK(2,2)'      8490  39809  8412  39805  39797  8336
-CONVEX 13849    'GT_PK(2,2)'      8871  39810  9022  39811  23133  8945
-CONVEX 13850    'GT_PK(2,2)'      9022  39810  8871  18957  39812  8950
-CONVEX 13851    'GT_PK(2,2)'      8783  39813  8934  39814  30404  8856
-CONVEX 13852    'GT_PK(2,2)'      8783  39815  8706  39816  18989  8631
-CONVEX 13853    'GT_PK(2,2)'      8783  39814  8856  39815  19003  8706
-CONVEX 13854    'GT_PK(2,2)'      8709  39817  8783  23189  39816  8631
-CONVEX 13855    'GT_PK(2,2)'      8783  39817  8709  39818  23185  8859
-CONVEX 13856    'GT_PK(2,2)'      8934  39813  8783  30401  39818  8859
-CONVEX 13857    'GT_PK(2,2)'      7147  39819  7222  30424  39820  7073
-CONVEX 13858    'GT_PK(2,2)'      7073  39820  7222  20181  39821  7144
-CONVEX 13859    'GT_PK(2,2)'      7222  39822  7291  39821  20173  7144
-CONVEX 13860    'GT_PK(2,2)'      6931  39823  6855  39824  39825  6782
-CONVEX 13861    'GT_PK(2,2)'      7005  39826  6931  20206  39827  6856
-CONVEX 13862    'GT_PK(2,2)'      6931  39824  6782  39827  39828  6856
-CONVEX 13863    'GT_PK(2,2)'      7003  39829  7077  39830  30441  6928
-CONVEX 13864    'GT_PK(2,2)'      6855  39831  7003  30443  39830  6928
-CONVEX 13865    'GT_PK(2,2)'      7077  39829  7003  30438  39832  7150
-CONVEX 13866    'GT_PK(2,2)'      6931  39833  7003  39823  39831  6855
-CONVEX 13867    'GT_PK(2,2)'      10441  39834  10292  23261  39835  10367
-CONVEX 13868    'GT_PK(2,2)'      10366  39836  10292  30785  39834  10441
-CONVEX 13869    'GT_PK(2,2)'      10292  39836  10366  39837  39534  10217
-CONVEX 13870    'GT_PK(2,2)'      10144  39838  10292  30459  39837  10217
-CONVEX 13871    'GT_PK(2,2)'      10146  39839  9997  39840  23273  10072
-CONVEX 13872    'GT_PK(2,2)'      10221  39841  10146  23280  39840  10072
-CONVEX 13873    'GT_PK(2,2)'      10146  39841  10221  39842  23281  10294
-CONVEX 13874    'GT_PK(2,2)'      9701  39843  9553  39844  30469  9629
-CONVEX 13875    'GT_PK(2,2)'      9849  39845  9701  19042  39846  9776
-CONVEX 13876    'GT_PK(2,2)'      9701  39844  9629  39846  19051  9776
-CONVEX 13877    'GT_PK(2,2)'      9774  39847  9701  23257  39845  9849
-CONVEX 13878    'GT_PK(2,2)'      9701  39847  9774  39848  30485  9626
-CONVEX 13879    'GT_PK(2,2)'      9553  39843  9701  30467  39848  9626
-CONVEX 13880    'GT_PK(2,2)'      10811  39849  10882  30487  39850  10736
-CONVEX 13881    'GT_PK(2,2)'      10808  39851  10882  39852  39853  10954
-CONVEX 13882    'GT_PK(2,2)'      10882  39851  10808  39850  39854  10736
-CONVEX 13883    'GT_PK(2,2)'      10882  39849  10811  39855  39856  10956
-CONVEX 13884    'GT_PK(2,2)'      10811  39857  10884  39856  39858  10956
-CONVEX 13885    'GT_PK(2,2)'      10884  39859  11029  39858  39860  10956
-CONVEX 13886    'GT_PK(2,2)'      10961  39861  11105  30512  39862  11033
-CONVEX 13887    'GT_PK(2,2)'      11105  39861  10961  39863  30490  11034
-CONVEX 13888    'GT_PK(2,2)'      11105  39864  11177  39865  39866  11248
-CONVEX 13889    'GT_PK(2,2)'      11177  39864  11105  38342  39863  11034
-CONVEX 13890    'GT_PK(2,2)'      10958  39867  11031  39868  30492  11102
-CONVEX 13891    'GT_PK(2,2)'      11029  39869  10958  39870  39868  11102
-CONVEX 13892    'GT_PK(2,2)'      10958  39871  10884  39872  39873  10814
-CONVEX 13893    'GT_PK(2,2)'      10884  39871  10958  39859  39869  11029
-CONVEX 13894    'GT_PK(2,2)'      11099  39874  11170  39875  39876  11242
-CONVEX 13895    'GT_PK(2,2)'      11175  39877  11103  39878  30500  11033
-CONVEX 13896    'GT_PK(2,2)'      11175  39879  11105  39880  39865  11248
-CONVEX 13897    'GT_PK(2,2)'      11105  39879  11175  39862  39878  11033
-CONVEX 13898    'GT_PK(2,2)'      10815  39881  10888  39882  30507  10959
-CONVEX 13899    'GT_PK(2,2)'      10888  39881  10815  30508  39883  10742
-CONVEX 13900    'GT_PK(2,2)'      10667  39884  10739  39885  39886  10814
-CONVEX 13901    'GT_PK(2,2)'      10521  39887  10667  39888  39889  10593
-CONVEX 13902    'GT_PK(2,2)'      10664  39890  10808  39891  39892  10734
-CONVEX 13903    'GT_PK(2,2)'      10664  39893  10589  39894  30515  10518
-CONVEX 13904    'GT_PK(2,2)'      10589  39893  10664  39895  39891  10734
-CONVEX 13905    'GT_PK(2,2)'      10591  39896  10664  23295  39894  10518
-CONVEX 13906    'GT_PK(2,2)'      10664  39896  10591  39897  23298  10736
-CONVEX 13907    'GT_PK(2,2)'      10808  39890  10664  39854  39897  10736
-CONVEX 13908    'GT_PK(2,2)'      11025  39898  10881  38281  39899  10954
-CONVEX 13909    'GT_PK(2,2)'      10881  39900  10808  39899  39852  10954
-CONVEX 13910    'GT_PK(2,2)'      10808  39900  10881  39892  39901  10734
-CONVEX 13911    'GT_PK(2,2)'      10953  39902  10881  39903  39898  11025
-CONVEX 13912    'GT_PK(2,2)'      10734  39901  10881  39904  39905  10807
-CONVEX 13913    'GT_PK(2,2)'      10881  39902  10953  39905  30792  10807
-CONVEX 13914    'GT_PK(2,2)'      9183  39906  9033  30520  39907  9109
-CONVEX 13915    'GT_PK(2,2)'      8956  39908  9033  30535  39909  9108
-CONVEX 13916    'GT_PK(2,2)'      9033  39906  9183  39909  30516  9108
-CONVEX 13917    'GT_PK(2,2)'      8572  39910  8726  30157  39911  8648
-CONVEX 13918    'GT_PK(2,2)'      8726  39912  8802  39911  30526  8648
-CONVEX 13919    'GT_PK(2,2)'      9926  39913  9999  23274  39914  10072
-CONVEX 13920    'GT_PK(2,2)'      9999  39915  10148  39914  23279  10072
-CONVEX 13921    'GT_PK(2,2)'      10148  39916  10074  23288  39917  10223
-CONVEX 13922    'GT_PK(2,2)'      9999  39918  10074  39915  39916  10148
-CONVEX 13923    'GT_PK(2,2)'      10074  39918  9999  39919  39920  9928
-CONVEX 13924    'GT_PK(2,2)'      9264  39921  9413  39922  30558  9337
-CONVEX 13925    'GT_PK(2,2)'      9264  39923  9339  39921  39924  9413
-CONVEX 13926    'GT_PK(2,2)'      9036  39925  9111  30544  39926  8962
-CONVEX 13927    'GT_PK(2,2)'      9111  39927  9184  39928  23264  9034
-CONVEX 13928    'GT_PK(2,2)'      8962  39926  9111  30316  39928  9034
-CONVEX 13929    'GT_PK(2,2)'      9036  39929  8964  39930  39931  9113
-CONVEX 13930    'GT_PK(2,2)'      8889  39932  8964  30315  39933  8812
-CONVEX 13931    'GT_PK(2,2)'      8964  39934  8887  39933  39935  8812
-CONVEX 13932    'GT_PK(2,2)'      8964  39929  9036  39934  30545  8887
-CONVEX 13933    'GT_PK(2,2)'      8964  39936  9038  39931  39937  9113
-CONVEX 13934    'GT_PK(2,2)'      9038  39936  8964  30547  39932  8889
-CONVEX 13935    'GT_PK(2,2)'      9408  39938  9484  39939  30550  9557
-CONVEX 13936    'GT_PK(2,2)'      9408  39940  9482  39941  30563  9333
-CONVEX 13937    'GT_PK(2,2)'      9482  39940  9408  30564  39939  9557
-CONVEX 13938    'GT_PK(2,2)'      9484  39942  9410  30552  39943  9559
-CONVEX 13939    'GT_PK(2,2)'      9486  39944  9410  30559  39945  9337
-CONVEX 13940    'GT_PK(2,2)'      9410  39944  9486  39943  39946  9559
-CONVEX 13941    'GT_PK(2,2)'      9782  39947  9634  28684  39948  9709
-CONVEX 13942    'GT_PK(2,2)'      9707  39949  9634  39950  39947  9782
-CONVEX 13943    'GT_PK(2,2)'      9634  39949  9707  39951  30556  9559
-CONVEX 13944    'GT_PK(2,2)'      9486  39952  9634  39946  39951  9559
-CONVEX 13945    'GT_PK(2,2)'      10447  39953  10298  39954  30566  10373
-CONVEX 13946    'GT_PK(2,2)'      10447  39955  10521  39956  39888  10593
-CONVEX 13947    'GT_PK(2,2)'      10521  39955  10447  23302  39954  10373
-CONVEX 13948    'GT_PK(2,2)'      10447  39956  10593  39957  19025  10520
-CONVEX 13949    'GT_PK(2,2)'      10372  39958  10447  23285  39957  10520
-CONVEX 13950    'GT_PK(2,2)'      10298  39953  10447  30567  39958  10372
-CONVEX 13951    'GT_PK(2,2)'      12625  39959  12692  23314  39960  12557
-CONVEX 13952    'GT_PK(2,2)'      12692  39961  12624  39960  19082  12557
-CONVEX 13953    'GT_PK(2,2)'      12692  39959  12625  39962  39963  12759
-CONVEX 13954    'GT_PK(2,2)'      12824  39964  12692  39965  39962  12759
-CONVEX 13955    'GT_PK(2,2)'      13281  39966  13217  16736  39967  13154
-CONVEX 13956    'GT_PK(2,2)'      13405  39968  13468  30583  39969  13531
-CONVEX 13957    'GT_PK(2,2)'      13593  39970  13468  37972  39971  13532
-CONVEX 13958    'GT_PK(2,2)'      13468  39970  13593  39969  39972  13531
-CONVEX 13959    'GT_PK(2,2)'      12627  39973  12694  30619  39974  12559
-CONVEX 13960    'GT_PK(2,2)'      12625  39975  12694  39963  39976  12759
-CONVEX 13961    'GT_PK(2,2)'      12559  39974  12694  30608  39975  12625
-CONVEX 13962    'GT_PK(2,2)'      12694  39973  12627  39977  30617  12761
-CONVEX 13963    'GT_PK(2,2)'      11806  39978  11736  39979  37834  11877
-CONVEX 13964    'GT_PK(2,2)'      11311  39980  11454  39981  39982  11381
-CONVEX 13965    'GT_PK(2,2)'      9905  39983  9978  30646  39984  9830
-CONVEX 13966    'GT_PK(2,2)'      10051  39985  9978  39986  39987  10127
-CONVEX 13967    'GT_PK(2,2)'      9978  39988  10053  39987  30653  10127
-CONVEX 13968    'GT_PK(2,2)'      10053  39988  9978  30652  39983  9905
-CONVEX 13969    'GT_PK(2,2)'      9978  39989  9903  39984  30663  9830
-CONVEX 13970    'GT_PK(2,2)'      9903  39989  9978  30660  39985  10051
-CONVEX 13971    'GT_PK(2,2)'      10200  39990  10125  39991  30654  10051
-CONVEX 13972    'GT_PK(2,2)'      10200  39991  10051  39992  39986  10127
-CONVEX 13973    'GT_PK(2,2)'      10275  39993  10200  22947  39992  10127
-CONVEX 13974    'GT_PK(2,2)'      10200  39993  10275  39994  39226  10348
-CONVEX 13975    'GT_PK(2,2)'      9528  39995  9602  23166  39996  9453
-CONVEX 13976    'GT_PK(2,2)'      9680  39997  9602  30657  39995  9528
-CONVEX 13977    'GT_PK(2,2)'      9529  39998  9602  39767  39999  9676
-CONVEX 13978    'GT_PK(2,2)'      9602  39998  9529  39996  39763  9453
-CONVEX 13979    'GT_PK(2,2)'      9828  40000  9680  40001  30659  9756
-CONVEX 13980    'GT_PK(2,2)'      9828  40002  9903  40003  30661  9976
-CONVEX 13981    'GT_PK(2,2)'      9903  40002  9828  30662  40001  9756
-CONVEX 13982    'GT_PK(2,2)'      8701  40004  8778  30373  40005  8625
-CONVEX 13983    'GT_PK(2,2)'      8778  40006  8928  40007  30689  8850
-CONVEX 13984    'GT_PK(2,2)'      8778  40007  8850  40008  23409  8700
-CONVEX 13985    'GT_PK(2,2)'      8625  40005  8778  23111  40008  8700
-CONVEX 13986    'GT_PK(2,2)'      8930  40009  8854  23209  40010  8780
-CONVEX 13987    'GT_PK(2,2)'      8854  40011  8701  40010  39782  8780
-CONVEX 13988    'GT_PK(2,2)'      8854  40012  8778  40011  40004  8701
-CONVEX 13989    'GT_PK(2,2)'      8778  40012  8854  40006  40013  8928
-CONVEX 13990    'GT_PK(2,2)'      10648  40014  10719  40015  30842  10573
-CONVEX 13991    'GT_PK(2,2)'      10501  40016  10648  30696  40015  10573
-CONVEX 13992    'GT_PK(2,2)'      10648  40017  10793  40014  30839  10719
-CONVEX 13993    'GT_PK(2,2)'      10648  40016  10501  40018  30700  10574
-CONVEX 13994    'GT_PK(2,2)'      11083  40019  11011  30709  40020  10940
-CONVEX 13995    'GT_PK(2,2)'      10940  40020  11011  30719  40021  10865
-CONVEX 13996    'GT_PK(2,2)'      11011  40022  10938  40021  30835  10865
-CONVEX 13997    'GT_PK(2,2)'      11011  40023  11081  40022  40024  10938
-CONVEX 13998    'GT_PK(2,2)'      10651  40025  10578  23420  40026  10724
-CONVEX 13999    'GT_PK(2,2)'      10505  40027  10578  30727  40025  10651
-CONVEX 14000    'GT_PK(2,2)'      11232  40028  11088  30807  40029  11160
-CONVEX 14001    'GT_PK(2,2)'      11159  40030  11088  19185  40028  11232
-CONVEX 14002    'GT_PK(2,2)'      11088  40030  11159  40031  30861  11014
-CONVEX 14003    'GT_PK(2,2)'      10944  40032  11088  30760  40031  11014
-CONVEX 14004    'GT_PK(2,2)'      10800  40033  10870  30756  40034  10726
-CONVEX 14005    'GT_PK(2,2)'      10870  40035  10798  40034  40036  10726
-CONVEX 14006    'GT_PK(2,2)'      10870  40037  10944  40035  30761  10798
-CONVEX 14007    'GT_PK(2,2)'      11447  40038  11376  30798  40039  11519
-CONVEX 14008    'GT_PK(2,2)'      11376  40040  11233  40041  30771  11306
-CONVEX 14009    'GT_PK(2,2)'      11305  40042  11376  30803  40038  11447
-CONVEX 14010    'GT_PK(2,2)'      11376  40042  11305  40040  30808  11233
-CONVEX 14011    'GT_PK(2,2)'      11376  40043  11449  40039  40044  11519
-CONVEX 14012    'GT_PK(2,2)'      11449  40043  11376  30774  40041  11306
-CONVEX 14013    'GT_PK(2,2)'      10663  40045  10588  40046  30778  10515
-CONVEX 14014    'GT_PK(2,2)'      10589  40047  10663  30513  40046  10515
-CONVEX 14015    'GT_PK(2,2)'      10663  40048  10734  40049  39904  10807
-CONVEX 14016    'GT_PK(2,2)'      10663  40047  10589  40048  39895  10734
-CONVEX 14017    'GT_PK(2,2)'      10588  40050  10733  30788  40051  10661
-CONVEX 14018    'GT_PK(2,2)'      10733  40052  10805  40051  30782  10661
-CONVEX 14019    'GT_PK(2,2)'      10805  40052  10733  40053  40054  10878
-CONVEX 14020    'GT_PK(2,2)'      10663  40055  10733  40045  40050  10588
-CONVEX 14021    'GT_PK(2,2)'      10733  40056  10807  40054  30793  10878
-CONVEX 14022    'GT_PK(2,2)'      10733  40055  10663  40056  40049  10807
-CONVEX 14023    'GT_PK(2,2)'      11452  40057  11310  40058  40059  11381
-CONVEX 14024    'GT_PK(2,2)'      10951  40060  10805  40061  40053  10878
-CONVEX 14025    'GT_PK(2,2)'      10805  40060  10951  30781  40062  10876
-CONVEX 14026    'GT_PK(2,2)'      10874  40063  11020  19178  40064  10948
-CONVEX 14027    'GT_PK(2,2)'      11020  40065  11092  40064  23461  10948
-CONVEX 14028    'GT_PK(2,2)'      11097  40066  10953  40067  39903  11025
-CONVEX 14029    'GT_PK(2,2)'      11658  40068  11800  40069  30809  11728
-CONVEX 14030    'GT_PK(2,2)'      11658  40070  11586  40071  19183  11517
-CONVEX 14031    'GT_PK(2,2)'      11658  40069  11728  40070  30821  11586
-CONVEX 14032    'GT_PK(2,2)'      11588  40072  11658  30796  40071  11517
-CONVEX 14033    'GT_PK(2,2)'      11658  40072  11588  40073  30800  11729
-CONVEX 14034    'GT_PK(2,2)'      11800  40068  11658  30814  40073  11729
-CONVEX 14035    'GT_PK(2,2)'      10500  40074  10571  30823  40075  10423
-CONVEX 14036    'GT_PK(2,2)'      10644  40076  10571  30826  40077  10717
-CONVEX 14037    'GT_PK(2,2)'      10571  40078  10646  40077  30850  10717
-CONVEX 14038    'GT_PK(2,2)'      10646  40078  10571  30844  40074  10500
-CONVEX 14039    'GT_PK(2,2)'      10571  40079  10498  40075  22943  10423
-CONVEX 14040    'GT_PK(2,2)'      10571  40076  10644  40079  30832  10498
-CONVEX 14041    'GT_PK(2,2)'      10793  40080  10721  30836  40081  10865
-CONVEX 14042    'GT_PK(2,2)'      10721  40082  10574  40083  23433  10649
-CONVEX 14043    'GT_PK(2,2)'      10721  40084  10648  40082  40018  10574
-CONVEX 14044    'GT_PK(2,2)'      10648  40084  10721  40017  40080  10793
-CONVEX 14045    'GT_PK(2,2)'      10721  40085  10794  40081  30718  10865
-CONVEX 14046    'GT_PK(2,2)'      10794  40085  10721  30716  40083  10649
-CONVEX 14047    'GT_PK(2,2)'      11009  40086  10936  40087  30852  10863
-CONVEX 14048    'GT_PK(2,2)'      11009  40087  10863  40088  30838  10938
-CONVEX 14049    'GT_PK(2,2)'      11081  40089  11009  40024  40088  10938
-CONVEX 14050    'GT_PK(2,2)'      11009  40089  11081  40090  29853  11153
-CONVEX 14051    'GT_PK(2,2)'      7252  40091  7101  30864  40092  7177
-CONVEX 14052    'GT_PK(2,2)'      6951  40093  7101  30886  40094  7022
-CONVEX 14053    'GT_PK(2,2)'      7101  40095  7027  40092  19201  7177
-CONVEX 14054    'GT_PK(2,2)'      7101  40093  6951  40095  30913  7027
-CONVEX 14055    'GT_PK(2,2)'      198  40096  7325  40097  40098  200
-CONVEX 14056    'GT_PK(2,2)'      7926  40099  8077  30867  40100  8003
-CONVEX 14057    'GT_PK(2,2)'      8077  40101  8153  40102  40103  8227
-CONVEX 14058    'GT_PK(2,2)'      7550  40104  7625  23561  40105  7475
-CONVEX 14059    'GT_PK(2,2)'      7250  40106  7174  40107  23646  7324
-CONVEX 14060    'GT_PK(2,2)'      7400  40108  7250  30955  40107  7324
-CONVEX 14061    'GT_PK(2,2)'      7250  40108  7400  40109  23558  7326
-CONVEX 14062    'GT_PK(2,2)'      7176  40110  7250  30906  40109  7326
-CONVEX 14063    'GT_PK(2,2)'      6311  40111  6230  30928  40112  6385
-CONVEX 14064    'GT_PK(2,2)'      6158  40113  6230  31344  40111  6311
-CONVEX 14065    'GT_PK(2,2)'      6226  40114  6155  40115  40116  6079
-CONVEX 14066    'GT_PK(2,2)'      6226  40117  6297  40118  30936  6376
-CONVEX 14067    'GT_PK(2,2)'      6149  40119  6226  31343  40115  6079
-CONVEX 14068    'GT_PK(2,2)'      6297  40117  6226  40120  40119  6149
-CONVEX 14069    'GT_PK(2,2)'      6026  40121  6158  40122  31347  6091
-CONVEX 14070    'GT_PK(2,2)'      6026  40123  5983  40124  23806  5908
-CONVEX 14071    'GT_PK(2,2)'      6026  40122  6091  40123  23787  5983
-CONVEX 14072    'GT_PK(2,2)'      6698  40125  6646  30923  40126  6531
-CONVEX 14073    'GT_PK(2,2)'      6646  40127  6459  40126  30935  6531
-CONVEX 14074    'GT_PK(2,2)'      6459  40127  6646  30932  40128  6574
-CONVEX 14075    'GT_PK(2,2)'      6646  40129  6723  40128  40130  6574
-CONVEX 14076    'GT_PK(2,2)'      6646  40125  6698  40131  30917  6797
-CONVEX 14077    'GT_PK(2,2)'      6723  40129  6646  30931  40131  6797
-CONVEX 14078    'GT_PK(2,2)'      6499  40132  6404  30927  40133  6311
-CONVEX 14079    'GT_PK(2,2)'      6311  40133  6404  31346  40134  6239
-CONVEX 14080    'GT_PK(2,2)'      6501  40135  6404  30901  40136  6575
-CONVEX 14081    'GT_PK(2,2)'      6404  40132  6499  40136  40137  6575
-CONVEX 14082    'GT_PK(2,2)'      6649  40138  6726  40139  30898  6575
-CONVEX 14083    'GT_PK(2,2)'      6723  40140  6649  40130  40141  6574
-CONVEX 14084    'GT_PK(2,2)'      6649  40142  6799  40138  31105  6726
-CONVEX 14085    'GT_PK(2,2)'      6799  40142  6649  31107  40140  6723
-CONVEX 14086    'GT_PK(2,2)'      6499  40143  6649  40137  40139  6575
-CONVEX 14087    'GT_PK(2,2)'      6649  40143  6499  40141  30924  6574
-CONVEX 14088    'GT_PK(2,2)'      190  40144  6653  40145  19204  192
-CONVEX 14089    'GT_PK(2,2)'      2821  40146  2761  40147  40148  2704
-CONVEX 14090    'GT_PK(2,2)'      2761  40149  2643  40148  40150  2704
-CONVEX 14091    'GT_PK(2,2)'      2761  40146  2821  40151  40152  2879
-CONVEX 14092    'GT_PK(2,2)'      6502  40153  6503  30944  40154  6354
-CONVEX 14093    'GT_PK(2,2)'      6503  40155  188  40154  40156  6354
-CONVEX 14094    'GT_PK(2,2)'      6503  40157  190  40155  40158  188
-CONVEX 14095    'GT_PK(2,2)'      6651  40159  6503  30884  40153  6502
-CONVEX 14096    'GT_PK(2,2)'      6503  40159  6651  40160  30881  6653
-CONVEX 14097    'GT_PK(2,2)'      190  40157  6503  40144  40160  6653
-CONVEX 14098    'GT_PK(2,2)'      188  40161  186  40156  40162  6354
-CONVEX 14099    'GT_PK(2,2)'      6206  40163  186  40164  40165  184
-CONVEX 14100    'GT_PK(2,2)'      186  40163  6206  40162  40166  6354
-CONVEX 14101    'GT_PK(2,2)'      2761  40167  2817  40168  40169  2701
-CONVEX 14102    'GT_PK(2,2)'      2817  40167  2761  40170  40151  2879
-CONVEX 14103    'GT_PK(2,2)'      6058  40171  6206  40172  40164  184
-CONVEX 14104    'GT_PK(2,2)'      182  40173  6058  40174  40172  184
-CONVEX 14105    'GT_PK(2,2)'      5927  40175  6058  23824  40173  182
-CONVEX 14106    'GT_PK(2,2)'      6206  40176  6279  40166  40177  6354
-CONVEX 14107    'GT_PK(2,2)'      6279  40178  6427  40177  30943  6354
-CONVEX 14108    'GT_PK(2,2)'      7771  40179  7849  40180  40181  7697
-CONVEX 14109    'GT_PK(2,2)'      7771  40182  7924  40179  40183  7849
-CONVEX 14110    'GT_PK(2,2)'      8144  40184  8064  34603  40185  8221
-CONVEX 14111    'GT_PK(2,2)'      8064  40186  8142  40185  34608  8221
-CONVEX 14112    'GT_PK(2,2)'      8142  40187  7954  23563  40188  8033
-CONVEX 14113    'GT_PK(2,2)'      8064  40189  7954  40186  40187  8142
-CONVEX 14114    'GT_PK(2,2)'      7954  40189  8064  40190  40191  7878
-CONVEX 14115    'GT_PK(2,2)'      8373  40192  8297  40193  30987  8446
-CONVEX 14116    'GT_PK(2,2)'      8514  40194  8373  30991  40193  8446
-CONVEX 14117    'GT_PK(2,2)'      8373  40194  8514  40195  40196  8447
-CONVEX 14118    'GT_PK(2,2)'      8639  40197  8514  40198  30990  8586
-CONVEX 14119    'GT_PK(2,2)'      8639  40199  8718  40200  34661  8766
-CONVEX 14120    'GT_PK(2,2)'      8718  40199  8639  34660  40198  8586
-CONVEX 14121    'GT_PK(2,2)'      8450  40201  8375  40202  40203  8523
-CONVEX 14122    'GT_PK(2,2)'      8375  40204  8448  40203  21232  8523
-CONVEX 14123    'GT_PK(2,2)'      8764  40205  8839  40206  20419  8913
-CONVEX 14124    'GT_PK(2,2)'      7045  40207  6896  40208  40209  6971
-CONVEX 14125    'GT_PK(2,2)'      6527  40210  6455  40211  31082  6602
-CONVEX 14126    'GT_PK(2,2)'      6455  40210  6527  40212  40213  6379
-CONVEX 14127    'GT_PK(2,2)'      6820  40214  6749  40215  40216  6896
-CONVEX 14128    'GT_PK(2,2)'      6896  40217  6823  40209  40218  6971
-CONVEX 14129    'GT_PK(2,2)'      6749  40219  6823  40216  40217  6896
-CONVEX 14130    'GT_PK(2,2)'      6823  40220  6899  40218  40221  6971
-CONVEX 14131    'GT_PK(2,2)'      7045  40222  7119  40223  40224  7192
-CONVEX 14132    'GT_PK(2,2)'      7119  40222  7045  40225  40208  6971
-CONVEX 14133    'GT_PK(2,2)'      7270  40226  7196  40227  40228  7122
-CONVEX 14134    'GT_PK(2,2)'      7199  40229  7270  40230  40227  7122
-CONVEX 14135    'GT_PK(2,2)'      7185  40231  7258  40232  40233  7108
-CONVEX 14136    'GT_PK(2,2)'      8097  40234  8284  40235  40236  8212
-CONVEX 14137    'GT_PK(2,2)'      8590  40237  8666  40238  40239  8745
-CONVEX 14138    'GT_PK(2,2)'      8666  40237  8590  23724  40240  8509
-CONVEX 14139    'GT_PK(2,2)'      8668  40241  8590  31192  40238  8745
-CONVEX 14140    'GT_PK(2,2)'      8511  40242  8590  40243  40241  8668
-CONVEX 14141    'GT_PK(2,2)'      8284  40244  8359  40236  21227  8212
-CONVEX 14142    'GT_PK(2,2)'      7566  40245  7720  40246  40247  7638
-CONVEX 14143    'GT_PK(2,2)'      7646  40248  7720  40249  40245  7566
-CONVEX 14144    'GT_PK(2,2)'      7871  40250  7720  40251  40252  7799
-CONVEX 14145    'GT_PK(2,2)'      7720  40248  7646  40252  40253  7799
-CONVEX 14146    'GT_PK(2,2)'      7950  40254  7871  40255  40251  7799
-CONVEX 14147    'GT_PK(2,2)'      7876  40256  7950  40257  40255  7799
-CONVEX 14148    'GT_PK(2,2)'      7950  40256  7876  40258  40259  8027
-CONVEX 14149    'GT_PK(2,2)'      7577  40260  7423  40261  31002  7503
-CONVEX 14150    'GT_PK(2,2)'      7423  40260  7577  40262  40263  7497
-CONVEX 14151    'GT_PK(2,2)'      7881  40264  7958  40265  26444  8031
-CONVEX 14152    'GT_PK(2,2)'      7958  40264  7881  35209  40266  7808
-CONVEX 14153    'GT_PK(2,2)'      7955  40267  8106  40268  40269  8027
-CONVEX 14154    'GT_PK(2,2)'      7876  40270  7955  40259  40268  8027
-CONVEX 14155    'GT_PK(2,2)'      7955  40270  7876  40271  40272  7803
-CONVEX 14156    'GT_PK(2,2)'      7881  40273  7955  40274  40271  7803
-CONVEX 14157    'GT_PK(2,2)'      8106  40267  7955  30995  40275  8031
-CONVEX 14158    'GT_PK(2,2)'      7955  40273  7881  40275  40265  8031
-CONVEX 14159    'GT_PK(2,2)'      6618  40276  6694  40277  40278  6766
-CONVEX 14160    'GT_PK(2,2)'      6472  40279  6398  40280  31010  6325
-CONVEX 14161    'GT_PK(2,2)'      6400  40281  6472  34126  40280  6325
-CONVEX 14162    'GT_PK(2,2)'      6621  40282  6472  31006  40283  6548
-CONVEX 14163    'GT_PK(2,2)'      6472  40281  6400  40283  34125  6548
-CONVEX 14164    'GT_PK(2,2)'      6690  40284  6618  40285  40277  6766
-CONVEX 14165    'GT_PK(2,2)'      6618  40284  6690  40286  40287  6542
-CONVEX 14166    'GT_PK(2,2)'      6542  40288  6615  40289  40290  6467
-CONVEX 14167    'GT_PK(2,2)'      6690  40291  6615  40287  40288  6542
-CONVEX 14168    'GT_PK(2,2)'      6615  40291  6690  40292  40293  6764
-CONVEX 14169    'GT_PK(2,2)'      6021  40294  6095  40295  35248  5947
-CONVEX 14170    'GT_PK(2,2)'      5515  40296  5586  40297  40298  5441
-CONVEX 14171    'GT_PK(2,2)'      5586  40296  5515  31024  40299  5660
-CONVEX 14172    'GT_PK(2,2)'      5801  40300  5656  40301  31025  5728
-CONVEX 14173    'GT_PK(2,2)'      6683  40302  6756  40303  23581  6608
-CONVEX 14174    'GT_PK(2,2)'      6535  40304  6683  31044  40303  6608
-CONVEX 14175    'GT_PK(2,2)'      6756  40302  6683  23593  40305  6831
-CONVEX 14176    'GT_PK(2,2)'      6683  40306  6758  40305  40307  6831
-CONVEX 14177    'GT_PK(2,2)'      6316  40308  6390  40309  40310  6463
-CONVEX 14178    'GT_PK(2,2)'      6316  40309  6463  40311  31027  6387
-CONVEX 14179    'GT_PK(2,2)'      6683  40312  6610  40306  40313  6758
-CONVEX 14180    'GT_PK(2,2)'      6610  40314  6535  40315  31026  6463
-CONVEX 14181    'GT_PK(2,2)'      6610  40312  6683  40314  40304  6535
-CONVEX 14182    'GT_PK(2,2)'      6613  40316  6538  40317  40318  6465
-CONVEX 14183    'GT_PK(2,2)'      6538  40319  6390  40318  31029  6465
-CONVEX 14184    'GT_PK(2,2)'      6390  40319  6538  40310  40320  6463
-CONVEX 14185    'GT_PK(2,2)'      6538  40321  6610  40320  40315  6463
-CONVEX 14186    'GT_PK(2,2)'      6013  40322  5942  31034  40323  6089
-CONVEX 14187    'GT_PK(2,2)'      5869  40324  5942  35260  40325  5796
-CONVEX 14188    'GT_PK(2,2)'      5796  40325  5942  26560  40326  5866
-CONVEX 14189    'GT_PK(2,2)'      5942  40322  6013  40326  31038  5866
-CONVEX 14190    'GT_PK(2,2)'      6460  40327  6384  31039  40328  6313
-CONVEX 14191    'GT_PK(2,2)'      6384  40329  6237  40328  40330  6313
-CONVEX 14192    'GT_PK(2,2)'      7277  40331  7204  40332  40333  7353
-CONVEX 14193    'GT_PK(2,2)'      7204  40334  7279  40333  35188  7353
-CONVEX 14194    'GT_PK(2,2)'      7056  40335  7204  31066  40336  7128
-CONVEX 14195    'GT_PK(2,2)'      7204  40331  7277  40336  31050  7128
-CONVEX 14196    'GT_PK(2,2)'      7351  40337  7428  31003  40338  7503
-CONVEX 14197    'GT_PK(2,2)'      7277  40339  7428  31049  40337  7351
-CONVEX 14198    'GT_PK(2,2)'      7428  40340  7581  40338  40341  7503
-CONVEX 14199    'GT_PK(2,2)'      7428  40339  7277  40342  40332  7353
-CONVEX 14200    'GT_PK(2,2)'      7428  40343  7506  40340  31053  7581
-CONVEX 14201    'GT_PK(2,2)'      7506  40343  7428  31054  40342  7353
-CONVEX 14202    'GT_PK(2,2)'      7051  40344  7199  40345  40230  7122
-CONVEX 14203    'GT_PK(2,2)'      7051  40346  6903  40347  30993  6977
-CONVEX 14204    'GT_PK(2,2)'      7053  40348  7126  31063  40349  6977
-CONVEX 14205    'GT_PK(2,2)'      7126  40348  7053  40350  31060  7202
-CONVEX 14206    'GT_PK(2,2)'      7126  40351  7051  40349  40347  6977
-CONVEX 14207    'GT_PK(2,2)'      7051  40351  7126  40344  40352  7199
-CONVEX 14208    'GT_PK(2,2)'      7348  40353  7423  40354  40262  7497
-CONVEX 14209    'GT_PK(2,2)'      7348  40354  7497  40355  40356  7419
-CONVEX 14210    'GT_PK(2,2)'      7270  40357  7348  40358  40355  7419
-CONVEX 14211    'GT_PK(2,2)'      7348  40357  7270  40359  40229  7199
-CONVEX 14212    'GT_PK(2,2)'      8106  40360  8206  40269  40361  8027
-CONVEX 14213    'GT_PK(2,2)'      8279  40362  8348  40363  31074  8426
-CONVEX 14214    'GT_PK(2,2)'      8279  40364  8206  40365  40360  8106
-CONVEX 14215    'GT_PK(2,2)'      8279  40365  8106  40366  30996  8205
-CONVEX 14216    'GT_PK(2,2)'      8348  40362  8279  40367  40366  8205
-CONVEX 14217    'GT_PK(2,2)'      8354  40368  8279  31072  40363  8426
-CONVEX 14218    'GT_PK(2,2)'      8206  40364  8279  40369  40368  8354
-CONVEX 14219    'GT_PK(2,2)'      8579  40370  8731  23614  40371  8658
-CONVEX 14220    'GT_PK(2,2)'      8886  40372  8731  40373  40374  8807
-CONVEX 14221    'GT_PK(2,2)'      8807  40374  8731  19211  40375  8653
-CONVEX 14222    'GT_PK(2,2)'      8731  40370  8579  40375  23609  8653
-CONVEX 14223    'GT_PK(2,2)'      8663  40376  8819  23599  40377  8743
-CONVEX 14224    'GT_PK(2,2)'      8740  40378  8819  31077  40376  8663
-CONVEX 14225    'GT_PK(2,2)'      9635  40379  9560  34962  40380  9708
-CONVEX 14226    'GT_PK(2,2)'      9192  40381  9265  40382  40383  9340
-CONVEX 14227    'GT_PK(2,2)'      6235  40384  6308  31078  40385  6161
-CONVEX 14228    'GT_PK(2,2)'      6308  40386  6455  40387  40212  6379
-CONVEX 14229    'GT_PK(2,2)'      6161  40385  6308  23622  40388  6232
-CONVEX 14230    'GT_PK(2,2)'      6308  40387  6379  40388  23632  6232
-CONVEX 14231    'GT_PK(2,2)'      6310  40389  6235  40390  31080  6163
-CONVEX 14232    'GT_PK(2,2)'      6237  40391  6310  31045  40390  6163
-CONVEX 14233    'GT_PK(2,2)'      6310  40392  6384  40393  40394  6457
-CONVEX 14234    'GT_PK(2,2)'      6384  40392  6310  40329  40391  6237
-CONVEX 14235    'GT_PK(2,2)'      6382  40395  6530  40396  31081  6455
-CONVEX 14236    'GT_PK(2,2)'      6308  40397  6382  40386  40396  6455
-CONVEX 14237    'GT_PK(2,2)'      6382  40397  6308  40398  40384  6235
-CONVEX 14238    'GT_PK(2,2)'      6310  40399  6382  40389  40398  6235
-CONVEX 14239    'GT_PK(2,2)'      6530  40395  6382  31088  40400  6457
-CONVEX 14240    'GT_PK(2,2)'      6382  40399  6310  40400  40393  6457
-CONVEX 14241    'GT_PK(2,2)'      6157  40401  6229  40402  40403  6081
-CONVEX 14242    'GT_PK(2,2)'      6229  40401  6157  40404  31091  6305
-CONVEX 14243    'GT_PK(2,2)'      6229  40405  6154  40403  40406  6081
-CONVEX 14244    'GT_PK(2,2)'      6007  40407  6157  40408  40402  6081
-CONVEX 14245    'GT_PK(2,2)'      6007  40409  5861  40410  40411  5937
-CONVEX 14246    'GT_PK(2,2)'      6084  40412  6007  23630  40410  5937
-CONVEX 14247    'GT_PK(2,2)'      6157  40407  6007  31089  40412  6084
-CONVEX 14248    'GT_PK(2,2)'      6957  40413  7034  40414  40415  7107
-CONVEX 14249    'GT_PK(2,2)'      7034  40413  6957  40416  40417  6884
-CONVEX 14250    'GT_PK(2,2)'      7035  40418  7185  40419  40232  7108
-CONVEX 14251    'GT_PK(2,2)'      7256  40420  7182  40421  40422  7107
-CONVEX 14252    'GT_PK(2,2)'      6661  40423  6806  40424  40425  6732
-CONVEX 14253    'GT_PK(2,2)'      6585  40426  6661  19230  40424  6732
-CONVEX 14254    'GT_PK(2,2)'      6735  40427  6661  31097  40428  6589
-CONVEX 14255    'GT_PK(2,2)'      6661  40427  6735  40423  31100  6806
-CONVEX 14256    'GT_PK(2,2)'      6881  40429  6956  40430  31092  7031
-CONVEX 14257    'GT_PK(2,2)'      6881  40431  6806  40429  31094  6956
-CONVEX 14258    'GT_PK(2,2)'      6806  40431  6881  40425  40432  6732
-CONVEX 14259    'GT_PK(2,2)'      6954  40433  6881  31169  40430  7031
-CONVEX 14260    'GT_PK(2,2)'      6881  40434  6805  40432  31157  6732
-CONVEX 14261    'GT_PK(2,2)'      6805  40434  6881  31150  40433  6954
-CONVEX 14262    'GT_PK(2,2)'      6516  40435  6368  40436  31104  6443
-CONVEX 14263    'GT_PK(2,2)'      6589  40437  6516  31099  40438  6664
-CONVEX 14264    'GT_PK(2,2)'      6078  40439  6154  40440  40441  6227
-CONVEX 14265    'GT_PK(2,2)'      6151  40442  6078  40443  40440  6227
-CONVEX 14266    'GT_PK(2,2)'      5568  40444  5497  40445  35384  5643
-CONVEX 14267    'GT_PK(2,2)'      7100  40446  7024  40447  31110  7174
-CONVEX 14268    'GT_PK(2,2)'      7250  40448  7100  40106  40447  7174
-CONVEX 14269    'GT_PK(2,2)'      7100  40449  7176  40450  30903  7026
-CONVEX 14270    'GT_PK(2,2)'      7100  40448  7250  40449  40110  7176
-CONVEX 14271    'GT_PK(2,2)'      6950  40451  6799  40452  31108  6874
-CONVEX 14272    'GT_PK(2,2)'      7024  40453  6950  31129  40452  6874
-CONVEX 14273    'GT_PK(2,2)'      6799  40451  6950  31106  40454  6876
-CONVEX 14274    'GT_PK(2,2)'      7100  40455  6950  40446  40453  7024
-CONVEX 14275    'GT_PK(2,2)'      6950  40456  7026  40454  23550  6876
-CONVEX 14276    'GT_PK(2,2)'      6950  40455  7100  40456  40450  7026
-CONVEX 14277    'GT_PK(2,2)'      7559  40457  7716  40458  40459  7641
-CONVEX 14278    'GT_PK(2,2)'      7413  40460  7502  40461  40462  7345
-CONVEX 14279    'GT_PK(2,2)'      7502  40460  7413  40463  40464  7570
-CONVEX 14280    'GT_PK(2,2)'      7692  40465  7764  23661  40466  7843
-CONVEX 14281    'GT_PK(2,2)'      7764  40465  7692  40467  40468  7606
-CONVEX 14282    'GT_PK(2,2)'      7992  40469  8149  40470  23577  8069
-CONVEX 14283    'GT_PK(2,2)'      7665  40471  7502  40472  40463  7570
-CONVEX 14284    'GT_PK(2,2)'      7502  40471  7665  40473  40474  7606
-CONVEX 14285    'GT_PK(2,2)'      7665  40475  7764  40474  40467  7606
-CONVEX 14286    'GT_PK(2,2)'      7764  40475  7665  40476  40477  7839
-CONVEX 14287    'GT_PK(2,2)'      7556  40478  7631  40479  40480  7710
-CONVEX 14288    'GT_PK(2,2)'      7254  40481  7181  40482  23706  7103
-CONVEX 14289    'GT_PK(2,2)'      8073  40483  7995  40484  19212  8150
-CONVEX 14290    'GT_PK(2,2)'      7995  40483  8073  19217  40485  7918
-CONVEX 14291    'GT_PK(2,2)'      8151  40486  8225  40487  40488  8074
-CONVEX 14292    'GT_PK(2,2)'      8225  40489  8152  40488  40490  8074
-CONVEX 14293    'GT_PK(2,2)'      7999  40491  8151  40492  40487  8074
-CONVEX 14294    'GT_PK(2,2)'      7924  40493  7999  40494  40492  8074
-CONVEX 14295    'GT_PK(2,2)'      8073  40495  7999  40485  40496  7918
-CONVEX 14296    'GT_PK(2,2)'      7999  40495  8073  40491  40497  8151
-CONVEX 14297    'GT_PK(2,2)'      8152  40498  8000  40490  40499  8074
-CONVEX 14298    'GT_PK(2,2)'      7924  40500  8000  40183  40501  7849
-CONVEX 14299    'GT_PK(2,2)'      8000  40500  7924  40499  40494  8074
-CONVEX 14300    'GT_PK(2,2)'      8000  40498  8152  40502  40503  8076
-CONVEX 14301    'GT_PK(2,2)'      6969  40504  7121  40505  23680  7055
-CONVEX 14302    'GT_PK(2,2)'      7121  40504  6969  19227  40506  7039
-CONVEX 14303    'GT_PK(2,2)'      6888  40507  6958  40508  31145  7039
-CONVEX 14304    'GT_PK(2,2)'      6969  40509  6888  40506  40508  7039
-CONVEX 14305    'GT_PK(2,2)'      6888  40509  6969  40510  40511  6816
-CONVEX 14306    'GT_PK(2,2)'      6604  40512  6675  30922  40513  6762
-CONVEX 14307    'GT_PK(2,2)'      7391  40514  7541  31139  40515  7467
-CONVEX 14308    'GT_PK(2,2)'      7541  40516  7692  40517  23660  7617
-CONVEX 14309    'GT_PK(2,2)'      7467  40515  7541  23663  40517  7617
-CONVEX 14310    'GT_PK(2,2)'      7692  40516  7541  40468  40518  7606
-CONVEX 14311    'GT_PK(2,2)'      7276  40519  7391  40520  31141  7214
-CONVEX 14312    'GT_PK(2,2)'      7276  40520  7214  40521  23679  7121
-CONVEX 14313    'GT_PK(2,2)'      7276  40522  7191  40523  40524  7345
-CONVEX 14314    'GT_PK(2,2)'      7191  40522  7276  19225  40521  7121
-CONVEX 14315    'GT_PK(2,2)'      7334  40525  7260  31122  40526  7184
-CONVEX 14316    'GT_PK(2,2)'      7260  40527  7109  40526  31144  7184
-CONVEX 14317    'GT_PK(2,2)'      7413  40528  7260  40529  40525  7334
-CONVEX 14318    'GT_PK(2,2)'      7109  40527  7260  31147  40530  7191
-CONVEX 14319    'GT_PK(2,2)'      7191  40530  7260  40524  40531  7345
-CONVEX 14320    'GT_PK(2,2)'      7260  40528  7413  40531  40461  7345
-CONVEX 14321    'GT_PK(2,2)'      7255  40532  7330  31163  40533  7180
-CONVEX 14322    'GT_PK(2,2)'      7330  40534  7479  40535  40536  7403
-CONVEX 14323    'GT_PK(2,2)'      7479  40534  7330  40537  40538  7404
-CONVEX 14324    'GT_PK(2,2)'      7330  40532  7255  40538  40539  7404
-CONVEX 14325    'GT_PK(2,2)'      6069  40540  6145  40541  40542  6218
-CONVEX 14326    'GT_PK(2,2)'      5922  40543  6069  40544  40545  5993
-CONVEX 14327    'GT_PK(2,2)'      5848  40546  5701  40547  40548  5776
-CONVEX 14328    'GT_PK(2,2)'      5848  40549  5993  40550  23700  5919
-CONVEX 14329    'GT_PK(2,2)'      5848  40551  5922  40549  40544  5993
-CONVEX 14330    'GT_PK(2,2)'      5922  40551  5848  23690  40547  5776
-CONVEX 14331    'GT_PK(2,2)'      5629  40552  5703  40553  23687  5776
-CONVEX 14332    'GT_PK(2,2)'      5701  40554  5629  40548  40553  5776
-CONVEX 14333    'GT_PK(2,2)'      5773  40555  5845  40556  40557  5696
-CONVEX 14334    'GT_PK(2,2)'      5845  40555  5773  40558  40559  5919
-CONVEX 14335    'GT_PK(2,2)'      5773  40560  5848  40559  40550  5919
-CONVEX 14336    'GT_PK(2,2)'      5848  40560  5773  40546  40561  5701
-CONVEX 14337    'GT_PK(2,2)'      5916  40562  6065  40563  40564  5989
-CONVEX 14338    'GT_PK(2,2)'      6432  40565  6579  40566  31178  6507
-CONVEX 14339    'GT_PK(2,2)'      6286  40567  6361  40568  40569  6213
-CONVEX 14340    'GT_PK(2,2)'      6136  40570  6286  40571  40568  6213
-CONVEX 14341    'GT_PK(2,2)'      6286  40570  6136  40572  40573  6211
-CONVEX 14342    'GT_PK(2,2)'      6141  40574  6212  40575  40576  6065
-CONVEX 14343    'GT_PK(2,2)'      6065  40577  6137  40564  40578  5989
-CONVEX 14344    'GT_PK(2,2)'      6212  40579  6137  40576  40577  6065
-CONVEX 14345    'GT_PK(2,2)'      6142  40580  6069  40581  40541  6218
-CONVEX 14346    'GT_PK(2,2)'      6142  40582  6066  40583  23699  5993
-CONVEX 14347    'GT_PK(2,2)'      6069  40580  6142  40545  40583  5993
-CONVEX 14348    'GT_PK(2,2)'      6510  40584  6435  40585  40586  6363
-CONVEX 14349    'GT_PK(2,2)'      6656  40587  6510  19228  40588  6585
-CONVEX 14350    'GT_PK(2,2)'      6803  40589  6654  31185  40590  6730
-CONVEX 14351    'GT_PK(2,2)'      6579  40591  6654  31177  40592  6729
-CONVEX 14352    'GT_PK(2,2)'      6654  40589  6803  40592  31182  6729
-CONVEX 14353    'GT_PK(2,2)'      4971  40593  5042  40594  31196  5113
-CONVEX 14354    'GT_PK(2,2)'      4971  40595  165  40596  31200  4829
-CONVEX 14355    'GT_PK(2,2)'      4900  40597  4971  40598  40596  4829
-CONVEX 14356    'GT_PK(2,2)'      4971  40597  4900  40593  31208  5042
-CONVEX 14357    'GT_PK(2,2)'      4971  40594  5113  40599  23749  167
-CONVEX 14358    'GT_PK(2,2)'      165  40595  4971  40600  40599  167
-CONVEX 14359    'GT_PK(2,2)'      4688  40601  4720  40602  31210  4792
-CONVEX 14360    'GT_PK(2,2)'      4688  40603  4618  40604  31222  4548
-CONVEX 14361    'GT_PK(2,2)'      4587  40605  4688  31330  40604  4548
-CONVEX 14362    'GT_PK(2,2)'      4688  40605  4587  40601  31331  4720
-CONVEX 14363    'GT_PK(2,2)'      4618  40606  161  31224  40607  159
-CONVEX 14364    'GT_PK(2,2)'      2643  40149  2761  40608  40168  2701
-CONVEX 14365    'GT_PK(2,2)'      2882  40609  2821  40610  40611  2764
-CONVEX 14366    'GT_PK(2,2)'      2821  40147  2704  40611  40612  2764
-CONVEX 14367    'GT_PK(2,2)'      2821  40613  2941  40152  40614  2879
-CONVEX 14368    'GT_PK(2,2)'      4730  40615  4900  40616  40598  4829
-CONVEX 14369    'GT_PK(2,2)'      4900  40615  4730  31206  40617  4792
-CONVEX 14370    'GT_PK(2,2)'      4730  40618  161  40619  40606  4618
-CONVEX 14371    'GT_PK(2,2)'      4730  40620  4688  40617  40602  4792
-CONVEX 14372    'GT_PK(2,2)'      4688  40620  4730  40603  40619  4618
-CONVEX 14373    'GT_PK(2,2)'      163  40621  4730  31201  40616  4829
-CONVEX 14374    'GT_PK(2,2)'      161  40618  4730  40622  40621  163
-CONVEX 14375    'GT_PK(2,2)'      173  40623  5478  40624  40625  176
-CONVEX 14376    'GT_PK(2,2)'      5618  40626  5478  23797  40627  5473
-CONVEX 14377    'GT_PK(2,2)'      5478  40628  5329  40627  31271  5473
-CONVEX 14378    'GT_PK(2,2)'      5329  40628  5478  40629  40623  173
-CONVEX 14379    'GT_PK(2,2)'      176  40625  5478  23744  40630  5638
-CONVEX 14380    'GT_PK(2,2)'      5478  40626  5618  40630  23789  5638
-CONVEX 14381    'GT_PK(2,2)'      2821  40609  2882  40613  40631  2941
-CONVEX 14382    'GT_PK(2,2)'      5257  40632  5305  31274  40633  5401
-CONVEX 14383    'GT_PK(2,2)'      5401  40633  5305  23801  40634  5472
-CONVEX 14384    'GT_PK(2,2)'      5208  40635  5305  31286  40636  5169
-CONVEX 14385    'GT_PK(2,2)'      5305  40632  5257  40636  31268  5169
-CONVEX 14386    'GT_PK(2,2)'      5329  40637  171  31273  40638  5193
-CONVEX 14387    'GT_PK(2,2)'      171  40637  5329  40639  40629  173
-CONVEX 14388    'GT_PK(2,2)'      171  40640  169  40638  23751  5193
-CONVEX 14389    'GT_PK(2,2)'      3577  40641  3447  40642  40643  3513
-CONVEX 14390    'GT_PK(2,2)'      3447  40644  3382  40643  40645  3513
-CONVEX 14391    'GT_PK(2,2)'      3447  40646  3511  40647  40648  3380
-CONVEX 14392    'GT_PK(2,2)'      3447  40647  3380  40649  40650  3318
-CONVEX 14393    'GT_PK(2,2)'      5622  40651  5695  40652  40653  5549
-CONVEX 14394    'GT_PK(2,2)'      5335  40654  5480  23753  40655  5410
-CONVEX 14395    'GT_PK(2,2)'      4762  40656  4690  31289  40657  4831
-CONVEX 14396    'GT_PK(2,2)'      5116  40658  5186  40659  40660  5044
-CONVEX 14397    'GT_PK(2,2)'      5186  40661  5331  40662  40663  5258
-CONVEX 14398    'GT_PK(2,2)'      4973  40664  4903  40665  31288  4831
-CONVEX 14399    'GT_PK(2,2)'      4833  40666  4975  31300  40667  4906
-CONVEX 14400    'GT_PK(2,2)'      4975  40666  4833  40668  31304  4903
-CONVEX 14401    'GT_PK(2,2)'      4833  40669  4692  31303  40670  4762
-CONVEX 14402    'GT_PK(2,2)'      4623  40671  4692  23776  40672  4765
-CONVEX 14403    'GT_PK(2,2)'      4692  40669  4833  40672  31301  4765
-CONVEX 14404    'GT_PK(2,2)'      5121  40673  5048  31305  40674  5191
-CONVEX 14405    'GT_PK(2,2)'      5191  40674  5048  23763  40675  5118
-CONVEX 14406    'GT_PK(2,2)'      4906  40676  5048  31327  40677  4978
-CONVEX 14407    'GT_PK(2,2)'      5048  40673  5121  40677  31308  4978
-CONVEX 14408    'GT_PK(2,2)'      5048  40678  4975  40675  40679  5118
-CONVEX 14409    'GT_PK(2,2)'      4975  40678  5048  40667  40676  4906
-CONVEX 14410    'GT_PK(2,2)'      3800  40680  3733  40681  31311  3667
-CONVEX 14411    'GT_PK(2,2)'      3735  40682  3800  31314  40681  3667
-CONVEX 14412    'GT_PK(2,2)'      3666  40683  3534  40684  27965  3600
-CONVEX 14413    'GT_PK(2,2)'      3733  40685  3666  31310  40684  3600
-CONVEX 14414    'GT_PK(2,2)'      4206  40686  4344  40687  40688  4274
-CONVEX 14415    'GT_PK(2,2)'      4003  40689  3936  40690  40691  4073
-CONVEX 14416    'GT_PK(2,2)'      3868  40692  4003  40693  40694  3935
-CONVEX 14417    'GT_PK(2,2)'      3800  40695  3868  40696  40693  3935
-CONVEX 14418    'GT_PK(2,2)'      3868  40695  3800  40697  40682  3735
-CONVEX 14419    'GT_PK(2,2)'      3868  40698  3936  40692  40689  4003
-CONVEX 14420    'GT_PK(2,2)'      4017  40699  4071  23741  40700  4140
-CONVEX 14421    'GT_PK(2,2)'      4071  40699  4017  40701  21407  3932
-CONVEX 14422    'GT_PK(2,2)'      4347  40702  4424  40703  31233  4293
-CONVEX 14423    'GT_PK(2,2)'      3997  40704  4066  40705  40706  3930
-CONVEX 14424    'GT_PK(2,2)'      4411  40707  4481  40708  40709  4550
-CONVEX 14425    'GT_PK(2,2)'      3998  40710  3931  40711  40712  4067
-CONVEX 14426    'GT_PK(2,2)'      4775  40713  4838  40714  31328  4911
-CONVEX 14427    'GT_PK(2,2)'      4775  40715  4720  40716  31332  4640
-CONVEX 14428    'GT_PK(2,2)'      4696  40717  4775  40718  40716  4640
-CONVEX 14429    'GT_PK(2,2)'      4838  40713  4775  31325  40717  4696
-CONVEX 14430    'GT_PK(2,2)'      4720  40715  4775  31211  40719  4853
-CONVEX 14431    'GT_PK(2,2)'      4775  40714  4911  40719  31299  4853
-CONVEX 14432    'GT_PK(2,2)'      5934  40720  6001  40721  31342  6079
-CONVEX 14433    'GT_PK(2,2)'      6001  40720  5934  40722  40723  5854
-CONVEX 14434    'GT_PK(2,2)'      15597  40724  356  31351  40725  15562
-CONVEX 14435    'GT_PK(2,2)'      356  40724  15597  40726  31373  358
-CONVEX 14436    'GT_PK(2,2)'      3382  40644  3447  40727  40649  3318
-CONVEX 14437    'GT_PK(2,2)'      15488  40728  15411  31356  40729  15448
-CONVEX 14438    'GT_PK(2,2)'      15411  40728  15488  40730  40731  15451
-CONVEX 14439    'GT_PK(2,2)'      15411  40732  15369  40729  40733  15448
-CONVEX 14440    'GT_PK(2,2)'      3511  40646  3447  40734  40641  3577
-CONVEX 14441    'GT_PK(2,2)'      15488  40735  15527  40731  40736  15451
-CONVEX 14442    'GT_PK(2,2)'      15527  40735  15488  40737  31357  15562
-CONVEX 14443    'GT_PK(2,2)'      3775  40738  3642  40739  40740  3709
-CONVEX 14444    'GT_PK(2,2)'      3642  40741  3577  40740  40742  3709
-CONVEX 14445    'GT_PK(2,2)'      3642  40743  3511  40741  40734  3577
-CONVEX 14446    'GT_PK(2,2)'      3642  40738  3775  40744  40745  3707
-CONVEX 14447    'GT_PK(2,2)'      356  40746  354  40725  40747  15562
-CONVEX 14448    'GT_PK(2,2)'      354  40748  15527  40747  40737  15562
-CONVEX 14449    'GT_PK(2,2)'      15527  40748  354  40749  40750  352
-CONVEX 14450    'GT_PK(2,2)'      15524  40751  15484  31353  40752  15559
-CONVEX 14451    'GT_PK(2,2)'      15484  40753  15520  40752  31368  15559
-CONVEX 14452    'GT_PK(2,2)'      15484  40751  15524  40754  31355  15448
-CONVEX 14453    'GT_PK(2,2)'      15196  40755  15242  40756  40757  15152
-CONVEX 14454    'GT_PK(2,2)'      15278  40758  15238  40759  40760  15190
-CONVEX 14455    'GT_PK(2,2)'      15278  40761  15318  40762  31361  15363
-CONVEX 14456    'GT_PK(2,2)'      15323  40763  15278  40764  40762  15363
-CONVEX 14457    'GT_PK(2,2)'      15278  40763  15323  40758  40765  15238
-CONVEX 14458    'GT_PK(2,2)'      14894  40766  14841  40767  31427  14789
-CONVEX 14459    'GT_PK(2,2)'      14831  40768  14894  31387  40767  14789
-CONVEX 14460    'GT_PK(2,2)'      14841  40766  14894  18069  40769  14945
-CONVEX 14461    'GT_PK(2,2)'      14894  40770  14994  40769  19257  14945
-CONVEX 14462    'GT_PK(2,2)'      15084  40771  15089  40772  23854  14994
-CONVEX 14463    'GT_PK(2,2)'      15173  40773  15084  19264  40774  15135
-CONVEX 14464    'GT_PK(2,2)'      15089  40771  15084  23856  40773  15173
-CONVEX 14465    'GT_PK(2,2)'      15084  40775  15042  40774  40776  15135
-CONVEX 14466    'GT_PK(2,2)'      15368  40777  15322  40778  31759  15285
-CONVEX 14467    'GT_PK(2,2)'      15274  40779  15358  23865  40780  15312
-CONVEX 14468    'GT_PK(2,2)'      15358  40781  344  40780  31389  15312
-CONVEX 14469    'GT_PK(2,2)'      15322  40782  15358  31762  40779  15274
-CONVEX 14470    'GT_PK(2,2)'      14311  40783  14371  31392  40784  14422
-CONVEX 14471    'GT_PK(2,2)'      14422  40784  14371  23883  40785  14482
-CONVEX 14472    'GT_PK(2,2)'      14371  40786  14427  40785  40787  14482
-CONVEX 14473    'GT_PK(2,2)'      14481  40788  14532  40789  40790  14587
-CONVEX 14474    'GT_PK(2,2)'      14532  40791  14640  40790  31401  14587
-CONVEX 14475    'GT_PK(2,2)'      14481  40792  14536  31394  40793  14427
-CONVEX 14476    'GT_PK(2,2)'      14427  40793  14536  40787  40794  14482
-CONVEX 14477    'GT_PK(2,2)'      14639  40795  14536  23898  40796  14587
-CONVEX 14478    'GT_PK(2,2)'      14536  40792  14481  40796  40789  14587
-CONVEX 14479    'GT_PK(2,2)'      14536  40795  14639  40797  19273  319
-CONVEX 14480    'GT_PK(2,2)'      317  40798  14536  40799  40797  319
-CONVEX 14481    'GT_PK(2,2)'      14536  40798  317  40794  23888  14482
-CONVEX 14482    'GT_PK(2,2)'      14746  40800  14846  31404  40801  325
-CONVEX 14483    'GT_PK(2,2)'      14846  40802  327  40801  40803  325
-CONVEX 14484    'GT_PK(2,2)'      14846  40804  14912  40802  16650  327
-CONVEX 14485    'GT_PK(2,2)'      14846  40805  14837  40804  23902  14912
-CONVEX 14486    'GT_PK(2,2)'      14405  40806  14335  31416  40807  14443
-CONVEX 14487    'GT_PK(2,2)'      14335  40808  14230  40809  24110  14274
-CONVEX 14488    'GT_PK(2,2)'      14335  40810  14385  40807  17311  14443
-CONVEX 14489    'GT_PK(2,2)'      14385  40810  14335  17309  40809  14274
-CONVEX 14490    'GT_PK(2,2)'      14182  40811  14294  31420  40812  14241
-CONVEX 14491    'GT_PK(2,2)'      14294  40813  14335  40814  40806  14405
-CONVEX 14492    'GT_PK(2,2)'      14294  40811  14182  40815  31683  14230
-CONVEX 14493    'GT_PK(2,2)'      14335  40813  14294  40808  40815  14230
-CONVEX 14494    'GT_PK(2,2)'      14247  40816  14196  31421  40817  14133
-CONVEX 14495    'GT_PK(2,2)'      14629  40818  14681  40819  40820  14577
-CONVEX 14496    'GT_PK(2,2)'      14681  40818  14629  40821  31431  14738
-CONVEX 14497    'GT_PK(2,2)'      14733  40822  14681  31410  40823  14787
-CONVEX 14498    'GT_PK(2,2)'      14681  40821  14738  40823  31428  14787
-CONVEX 14499    'GT_PK(2,2)'      13293  40824  13419  31440  40825  13357
-CONVEX 14500    'GT_PK(2,2)'      13543  40826  13419  40827  40828  13481
-CONVEX 14501    'GT_PK(2,2)'      13419  40829  13354  40828  40830  13481
-CONVEX 14502    'GT_PK(2,2)'      13419  40824  13293  40829  31442  13354
-CONVEX 14503    'GT_PK(2,2)'      13419  40831  13483  40825  31452  13357
-CONVEX 14504    'GT_PK(2,2)'      13483  40831  13419  31456  40826  13543
-CONVEX 14505    'GT_PK(2,2)'      13541  40832  13604  40833  40834  13481
-CONVEX 14506    'GT_PK(2,2)'      13664  40835  13604  31444  40832  13541
-CONVEX 14507    'GT_PK(2,2)'      13604  40836  13543  40834  40827  13481
-CONVEX 14508    'GT_PK(2,2)'      13604  40835  13664  40837  40838  13726
-CONVEX 14509    'GT_PK(2,2)'      14017  40839  13899  31473  40840  13954
-CONVEX 14510    'GT_PK(2,2)'      13899  40841  13843  40842  31464  13780
-CONVEX 14511    'GT_PK(2,2)'      13899  40843  13962  40841  40844  13843
-CONVEX 14512    'GT_PK(2,2)'      13962  40843  13899  40845  40839  14017
-CONVEX 14513    'GT_PK(2,2)'      14424  40846  14367  40847  40848  14477
-CONVEX 14514    'GT_PK(2,2)'      14532  40849  14424  40850  40847  14477
-CONVEX 14515    'GT_PK(2,2)'      14312  40851  14424  40852  40853  14370
-CONVEX 14516    'GT_PK(2,2)'      14424  40851  14312  40846  31475  14367
-CONVEX 14517    'GT_PK(2,2)'      14424  40854  14481  40853  31395  14370
-CONVEX 14518    'GT_PK(2,2)'      14424  40849  14532  40854  40788  14481
-CONVEX 14519    'GT_PK(2,2)'      14632  40855  14525  40856  40857  14577
-CONVEX 14520    'GT_PK(2,2)'      14681  40858  14632  40820  40856  14577
-CONVEX 14521    'GT_PK(2,2)'      14632  40858  14681  40859  40822  14733
-CONVEX 14522    'GT_PK(2,2)'      14632  40859  14733  40860  40861  14688
-CONVEX 14523    'GT_PK(2,2)'      14367  40862  14418  40848  40863  14477
-CONVEX 14524    'GT_PK(2,2)'      14418  40864  14525  40863  40865  14477
-CONVEX 14525    'GT_PK(2,2)'      14083  40866  14026  40867  40868  13965
-CONVEX 14526    'GT_PK(2,2)'      14026  40869  14141  40870  40871  14087
-CONVEX 14527    'GT_PK(2,2)'      14141  40869  14026  40872  40866  14083
-CONVEX 14528    'GT_PK(2,2)'      13345  40873  13469  31485  40874  13410
-CONVEX 14529    'GT_PK(2,2)'      13535  40875  13469  31497  40876  13594
-CONVEX 14530    'GT_PK(2,2)'      13469  40875  13535  40874  31490  13410
-CONVEX 14531    'GT_PK(2,2)'      13469  40877  13530  40876  40878  13594
-CONVEX 14532    'GT_PK(2,2)'      13469  40879  13406  40877  19288  13530
-CONVEX 14533    'GT_PK(2,2)'      13469  40873  13345  40879  31489  13406
-CONVEX 14534    'GT_PK(2,2)'      13219  40880  13157  40881  24730  13090
-CONVEX 14535    'GT_PK(2,2)'      13345  40882  13219  31488  40883  13280
-CONVEX 14536    'GT_PK(2,2)'      13157  40880  13219  24734  40884  13283
-CONVEX 14537    'GT_PK(2,2)'      13219  40882  13345  40884  31486  13283
-CONVEX 14538    'GT_PK(2,2)'      13219  40881  13090  40885  19766  13153
-CONVEX 14539    'GT_PK(2,2)'      13280  40883  13219  23922  40885  13153
-CONVEX 14540    'GT_PK(2,2)'      13224  40886  13291  31503  40887  13162
-CONVEX 14541    'GT_PK(2,2)'      13291  40888  13228  40887  31437  13162
-CONVEX 14542    'GT_PK(2,2)'      13228  40888  13291  31443  40889  13354
-CONVEX 14543    'GT_PK(2,2)'      13286  40890  13224  40891  31504  13159
-CONVEX 14544    'GT_PK(2,2)'      13286  40891  13159  40892  23926  13222
-CONVEX 14545    'GT_PK(2,2)'      13349  40893  13286  31500  40892  13222
-CONVEX 14546    'GT_PK(2,2)'      13791  40894  13852  40895  31512  13735
-CONVEX 14547    'GT_PK(2,2)'      13796  40896  13916  19300  40897  13894
-CONVEX 14548    'GT_PK(2,2)'      13852  40898  13916  31511  40896  13796
-CONVEX 14549    'GT_PK(2,2)'      14028  40899  14087  40900  40901  14145
-CONVEX 14550    'GT_PK(2,2)'      311  40902  14253  19267  40903  14317
-CONVEX 14551    'GT_PK(2,2)'      309  20920  14253  40904  40902  311
-CONVEX 14552    'GT_PK(2,2)'      12517  40905  12588  31516  40906  12655
-CONVEX 14553    'GT_PK(2,2)'      12588  40907  12719  40906  31521  12655
-CONVEX 14554    'GT_PK(2,2)'      12520  40908  12588  23964  40909  12453
-CONVEX 14555    'GT_PK(2,2)'      12588  40905  12517  40909  31517  12453
-CONVEX 14556    'GT_PK(2,2)'      12720  40910  12654  17662  40911  12587
-CONVEX 14557    'GT_PK(2,2)'      12654  40912  12520  40911  23962  12587
-CONVEX 14558    'GT_PK(2,2)'      12787  40913  12654  26151  40910  12720
-CONVEX 14559    'GT_PK(2,2)'      12719  40914  12654  31523  40913  12787
-CONVEX 14560    'GT_PK(2,2)'      12654  40915  12588  40912  40908  12520
-CONVEX 14561    'GT_PK(2,2)'      12588  40915  12654  40907  40914  12719
-CONVEX 14562    'GT_PK(2,2)'      13366  40916  13303  31539  40917  13239
-CONVEX 14563    'GT_PK(2,2)'      13239  40917  13303  23979  40918  13176
-CONVEX 14564    'GT_PK(2,2)'      13365  40919  13303  23985  40920  13429
-CONVEX 14565    'GT_PK(2,2)'      13303  40916  13366  40920  31538  13429
-CONVEX 14566    'GT_PK(2,2)'      13303  40921  13240  40918  31543  13176
-CONVEX 14567    'GT_PK(2,2)'      13240  40921  13303  40922  40919  13365
-CONVEX 14568    'GT_PK(2,2)'      13240  40923  13175  31542  40924  13112
-CONVEX 14569    'GT_PK(2,2)'      13048  40925  13175  31532  40926  284
-CONVEX 14570    'GT_PK(2,2)'      13175  40925  13048  40924  31534  13112
-CONVEX 14571    'GT_PK(2,2)'      288  40927  13365  40928  23984  290
-CONVEX 14572    'GT_PK(2,2)'      288  40929  13240  40927  40922  13365
-CONVEX 14573    'GT_PK(2,2)'      3511  40743  3642  40930  40931  3576
-CONVEX 14574    'GT_PK(2,2)'      3576  40931  3642  40932  40744  3707
-CONVEX 14575    'GT_PK(2,2)'      10983  40933  10910  31545  40934  10837
-CONVEX 14576    'GT_PK(2,2)'      10910  40935  10765  40934  24039  10837
-CONVEX 14577    'GT_PK(2,2)'      10765  40935  10910  24049  40936  10907
-CONVEX 14578    'GT_PK(2,2)'      10910  40937  11054  40936  24037  10907
-CONVEX 14579    'GT_PK(2,2)'      10910  40933  10983  40937  31546  11054
-CONVEX 14580    'GT_PK(2,2)'      11412  40938  11554  31554  40939  255
-CONVEX 14581    'GT_PK(2,2)'      11554  40938  11412  40940  31555  11483
-CONVEX 14582    'GT_PK(2,2)'      255  40939  11554  40941  40942  257
-CONVEX 14583    'GT_PK(2,2)'      257  40942  11554  17218  40943  11655
-CONVEX 14584    'GT_PK(2,2)'      11554  40940  11483  40943  24007  11655
-CONVEX 14585    'GT_PK(2,2)'      10761  40944  10686  40945  31573  10614
-CONVEX 14586    'GT_PK(2,2)'      10686  40944  10761  34933  40946  10833
-CONVEX 14587    'GT_PK(2,2)'      10761  40947  10906  40946  40948  10833
-CONVEX 14588    'GT_PK(2,2)'      10906  40947  10761  34769  40949  10835
-CONVEX 14589    'GT_PK(2,2)'      10385  40950  10309  40951  31579  10236
-CONVEX 14590    'GT_PK(2,2)'      10309  40950  10385  31584  40952  10452
-CONVEX 14591    'GT_PK(2,2)'      10385  40951  10236  40953  34583  10313
-CONVEX 14592    'GT_PK(2,2)'      10460  40954  10385  31576  40953  10313
-CONVEX 14593    'GT_PK(2,2)'      10104  40955  10076  40956  34576  10199
-CONVEX 14594    'GT_PK(2,2)'      10104  40957  10002  40955  31591  10076
-CONVEX 14595    'GT_PK(2,2)'      10252  40958  10104  31614  40956  10199
-CONVEX 14596    'GT_PK(2,2)'      10104  40959  10029  40957  31600  10002
-CONVEX 14597    'GT_PK(2,2)'      240  40960  238  24023  40961  10466
-CONVEX 14598    'GT_PK(2,2)'      238  40962  10325  40961  31602  10466
-CONVEX 14599    'GT_PK(2,2)'      10325  40962  238  40963  40964  236
-CONVEX 14600    'GT_PK(2,2)'      4881  40965  4741  40966  40967  4811
-CONVEX 14601    'GT_PK(2,2)'      4741  40968  4671  40967  40969  4811
-CONVEX 14602    'GT_PK(2,2)'      10619  40970  10546  31604  40971  10691
-CONVEX 14603    'GT_PK(2,2)'      10546  40972  10426  40973  24021  10474
-CONVEX 14604    'GT_PK(2,2)'      10620  40974  10546  19434  40973  10474
-CONVEX 14605    'GT_PK(2,2)'      10691  40971  10546  24041  40974  10620
-CONVEX 14606    'GT_PK(2,2)'      10379  40975  10475  31609  40976  10466
-CONVEX 14607    'GT_PK(2,2)'      10466  40976  10475  24025  40977  10606
-CONVEX 14608    'GT_PK(2,2)'      10475  40978  10619  40977  31607  10606
-CONVEX 14609    'GT_PK(2,2)'      10475  40975  10379  40979  31610  10426
-CONVEX 14610    'GT_PK(2,2)'      10546  40980  10475  40972  40979  10426
-CONVEX 14611    'GT_PK(2,2)'      10475  40980  10546  40978  40970  10619
-CONVEX 14612    'GT_PK(2,2)'      9062  40981  9042  40982  40983  8914
-CONVEX 14613    'GT_PK(2,2)'      8985  40984  9062  40985  40982  8914
-CONVEX 14614    'GT_PK(2,2)'      8905  40986  9042  40987  31623  8980
-CONVEX 14615    'GT_PK(2,2)'      9042  40986  8905  40983  40988  8914
-CONVEX 14616    'GT_PK(2,2)'      9130  40989  9153  24056  40990  9280
-CONVEX 14617    'GT_PK(2,2)'      9042  40991  9153  31624  40989  9130
-CONVEX 14618    'GT_PK(2,2)'      9153  40992  9062  40993  40994  9210
-CONVEX 14619    'GT_PK(2,2)'      9062  40992  9153  40981  40991  9042
-CONVEX 14620    'GT_PK(2,2)'      8680  40995  8830  31627  40996  216
-CONVEX 14621    'GT_PK(2,2)'      8830  40997  218  40996  40998  216
-CONVEX 14622    'GT_PK(2,2)'      8830  40999  8980  40997  24057  218
-CONVEX 14623    'GT_PK(2,2)'      8830  41000  8905  40999  40987  8980
-CONVEX 14624    'GT_PK(2,2)'      8830  40995  8680  41001  41002  8755
-CONVEX 14625    'GT_PK(2,2)'      8905  41000  8830  41003  41001  8755
-CONVEX 14626    'GT_PK(2,2)'      8530  41004  214  41005  41006  212
-CONVEX 14627    'GT_PK(2,2)'      8530  41007  8680  41004  31625  214
-CONVEX 14628    'GT_PK(2,2)'      8905  41008  8767  40988  41009  8914
-CONVEX 14629    'GT_PK(2,2)'      8767  41008  8905  41010  41003  8755
-CONVEX 14630    'GT_PK(2,2)'      8377  41011  8450  41012  41013  8526
-CONVEX 14631    'GT_PK(2,2)'      8377  41014  8302  41015  41016  8227
-CONVEX 14632    'GT_PK(2,2)'      8155  41017  8230  41018  31631  8079
-CONVEX 14633    'GT_PK(2,2)'      12243  41019  12176  41020  24095  12312
-CONVEX 14634    'GT_PK(2,2)'      12243  41021  269  41022  41023  267
-CONVEX 14635    'GT_PK(2,2)'      12113  41024  12243  31648  41022  267
-CONVEX 14636    'GT_PK(2,2)'      12176  41019  12243  24093  41025  12090
-CONVEX 14637    'GT_PK(2,2)'      12243  41024  12113  41025  31646  12090
-CONVEX 14638    'GT_PK(2,2)'      15141  41026  15231  41027  41028  15190
-CONVEX 14639    'GT_PK(2,2)'      15318  41029  15231  23846  41030  15272
-CONVEX 14640    'GT_PK(2,2)'      15231  41031  15185  41030  31672  15272
-CONVEX 14641    'GT_PK(2,2)'      15231  41026  15141  41031  31659  15185
-CONVEX 14642    'GT_PK(2,2)'      15231  41032  15278  41028  40759  15190
-CONVEX 14643    'GT_PK(2,2)'      15278  41032  15231  40761  41029  15318
-CONVEX 14644    'GT_PK(2,2)'      14910  41033  15009  41034  41035  14961
-CONVEX 14645    'GT_PK(2,2)'      15238  41036  15147  40760  41037  15190
-CONVEX 14646    'GT_PK(2,2)'      15147  41036  15238  41038  41039  15196
-CONVEX 14647    'GT_PK(2,2)'      15141  41040  15097  31658  41041  15049
-CONVEX 14648    'GT_PK(2,2)'      15097  41040  15141  41042  41027  15190
-CONVEX 14649    'GT_PK(2,2)'      15147  41043  15097  41037  41042  15190
-CONVEX 14650    'GT_PK(2,2)'      15097  41043  15147  41044  41045  15054
-CONVEX 14651    'GT_PK(2,2)'      14859  41046  14957  41047  41048  14910
-CONVEX 14652    'GT_PK(2,2)'      14957  41046  14859  41049  41050  14907
-CONVEX 14653    'GT_PK(2,2)'      14957  41051  15009  41048  41033  14910
-CONVEX 14654    'GT_PK(2,2)'      15009  41051  14957  41052  41053  15054
-CONVEX 14655    'GT_PK(2,2)'      14806  41054  14702  41055  16344  14754
-CONVEX 14656    'GT_PK(2,2)'      14857  41056  14806  31661  41055  14754
-CONVEX 14657    'GT_PK(2,2)'      14806  41056  14857  41057  31666  14907
-CONVEX 14658    'GT_PK(2,2)'      14859  41058  14806  41050  41057  14907
-CONVEX 14659    'GT_PK(2,2)'      14808  41059  14859  41060  41047  14910
-CONVEX 14660    'GT_PK(2,2)'      13715  41061  13836  31696  41062  13780
-CONVEX 14661    'GT_PK(2,2)'      13836  41063  13893  41064  31688  13954
-CONVEX 14662    'GT_PK(2,2)'      13836  41065  13899  41062  40842  13780
-CONVEX 14663    'GT_PK(2,2)'      13899  41065  13836  40840  41064  13954
-CONVEX 14664    'GT_PK(2,2)'      13652  41066  13530  41067  19286  13590
-CONVEX 14665    'GT_PK(2,2)'      13530  41066  13652  40878  41068  13594
-CONVEX 14666    'GT_PK(2,2)'      13652  41069  13715  41068  31697  13594
-CONVEX 14667    'GT_PK(2,2)'      12753  41070  12884  32573  41071  12820
-CONVEX 14668    'GT_PK(2,2)'      12884  41072  12950  41071  24172  12820
-CONVEX 14669    'GT_PK(2,2)'      12686  41073  12818  32634  41074  12753
-CONVEX 14670    'GT_PK(2,2)'      12818  41075  12884  41074  41070  12753
-CONVEX 14671    'GT_PK(2,2)'      12884  41075  12818  41076  41077  12948
-CONVEX 14672    'GT_PK(2,2)'      12818  41073  12686  41078  24720  12751
-CONVEX 14673    'GT_PK(2,2)'      12946  41079  12815  41080  32655  12880
-CONVEX 14674    'GT_PK(2,2)'      13079  41081  13142  24176  41082  13207
-CONVEX 14675    'GT_PK(2,2)'      13513  41083  13451  31726  41084  13574
-CONVEX 14676    'GT_PK(2,2)'      13451  41083  13513  41085  32631  13391
-CONVEX 14677    'GT_PK(2,2)'      13197  41086  13134  32460  41087  13069
-CONVEX 14678    'GT_PK(2,2)'      13265  41088  13391  41089  32629  13328
-CONVEX 14679    'GT_PK(2,2)'      12813  41090  12944  32658  41091  12880
-CONVEX 14680    'GT_PK(2,2)'      13632  41092  13692  41093  41094  13574
-CONVEX 14681    'GT_PK(2,2)'      13751  41095  13692  24702  41096  13807
-CONVEX 14682    'GT_PK(2,2)'      13692  41097  13635  41094  31725  13574
-CONVEX 14683    'GT_PK(2,2)'      13692  41095  13751  41097  24699  13635
-CONVEX 14684    'GT_PK(2,2)'      13807  41098  13748  24186  41099  13863
-CONVEX 14685    'GT_PK(2,2)'      13748  41100  13632  41101  31727  13689
-CONVEX 14686    'GT_PK(2,2)'      13692  41102  13748  41096  41098  13807
-CONVEX 14687    'GT_PK(2,2)'      13748  41102  13692  41100  41092  13632
-CONVEX 14688    'GT_PK(2,2)'      13748  41103  13805  41099  41104  13863
-CONVEX 14689    'GT_PK(2,2)'      13805  41103  13748  31766  41101  13689
-CONVEX 14690    'GT_PK(2,2)'      13511  41105  13632  41106  41093  13574
-CONVEX 14691    'GT_PK(2,2)'      13451  41107  13511  41084  41106  13574
-CONVEX 14692    'GT_PK(2,2)'      13511  41107  13451  41108  41109  13389
-CONVEX 14693    'GT_PK(2,2)'      13632  41105  13511  31728  41110  13572
-CONVEX 14694    'GT_PK(2,2)'      14543  41111  14433  41112  31749  14489
-CONVEX 14695    'GT_PK(2,2)'      14374  41113  14483  19529  41114  14431
-CONVEX 14696    'GT_PK(2,2)'      14483  41115  14538  41114  31757  14431
-CONVEX 14697    'GT_PK(2,2)'      14483  41113  14374  41116  24213  14429
-CONVEX 14698    'GT_PK(2,2)'      14537  41117  14483  41118  41116  14429
-CONVEX 14699    'GT_PK(2,2)'      15181  41119  15220  41120  19263  15135
-CONVEX 14700    'GT_PK(2,2)'      15181  41121  15267  41119  23863  15220
-CONVEX 14701    'GT_PK(2,2)'      15267  41121  15181  23862  41122  15226
-CONVEX 14702    'GT_PK(2,2)'      15181  41123  15137  41122  41124  15226
-CONVEX 14703    'GT_PK(2,2)'      14035  41125  14153  24201  41126  14095
-CONVEX 14704    'GT_PK(2,2)'      14153  41127  14210  41126  31763  14095
-CONVEX 14705    'GT_PK(2,2)'      14153  41125  14035  41128  24197  14093
-CONVEX 14706    'GT_PK(2,2)'      14208  41129  14153  24327  41128  14093
-CONVEX 14707    'GT_PK(2,2)'      14266  41130  14153  41131  41129  14208
-CONVEX 14708    'GT_PK(2,2)'      14153  41130  14266  41127  41132  14210
-CONVEX 14709    'GT_PK(2,2)'      14268  41133  14323  24225  41134  14380
-CONVEX 14710    'GT_PK(2,2)'      14210  41135  14323  31765  41133  14268
-CONVEX 14711    'GT_PK(2,2)'      14380  41134  14323  19587  41136  14434
-CONVEX 14712    'GT_PK(2,2)'      14266  41137  14323  41132  41135  14210
-CONVEX 14713    'GT_PK(2,2)'      13922  41138  13805  41139  31768  13861
-CONVEX 14714    'GT_PK(2,2)'      14036  41140  13922  19572  41141  13979
-CONVEX 14715    'GT_PK(2,2)'      13922  41139  13861  41141  24228  13979
-CONVEX 14716    'GT_PK(2,2)'      13981  41142  13922  24193  41140  14036
-CONVEX 14717    'GT_PK(2,2)'      13922  41142  13981  41143  24189  13863
-CONVEX 14718    'GT_PK(2,2)'      13805  41138  13922  41104  41143  13863
-CONVEX 14719    'GT_PK(2,2)'      13685  41144  13802  41145  31771  13745
-CONVEX 14720    'GT_PK(2,2)'      13629  41146  13685  24233  41145  13745
-CONVEX 14721    'GT_PK(2,2)'      13685  41146  13629  41147  31785  13569
-CONVEX 14722    'GT_PK(2,2)'      13626  41148  13685  41149  41147  13569
-CONVEX 14723    'GT_PK(2,2)'      13802  41144  13685  41150  41151  13743
-CONVEX 14724    'GT_PK(2,2)'      13685  41148  13626  41151  32608  13743
-CONVEX 14725    'GT_PK(2,2)'      13800  41152  13859  31773  41153  13743
-CONVEX 14726    'GT_PK(2,2)'      13920  41154  13859  24200  41155  13977
-CONVEX 14727    'GT_PK(2,2)'      13802  41156  13859  31772  41154  13920
-CONVEX 14728    'GT_PK(2,2)'      13859  41156  13802  41153  41150  13743
-CONVEX 14729    'GT_PK(2,2)'      13918  41157  13800  41158  31778  13857
-CONVEX 14730    'GT_PK(2,2)'      13976  41159  13918  31971  41158  13857
-CONVEX 14731    'GT_PK(2,2)'      13918  41159  13976  41160  31972  14033
-CONVEX 14732    'GT_PK(2,2)'      13918  41160  14033  41161  24333  13977
-CONVEX 14733    'GT_PK(2,2)'      13859  41162  13918  41155  41161  13977
-CONVEX 14734    'GT_PK(2,2)'      13918  41162  13859  41157  41152  13800
-CONVEX 14735    'GT_PK(2,2)'      13449  41163  13509  41164  31781  13572
-CONVEX 14736    'GT_PK(2,2)'      13511  41165  13449  41110  41164  13572
-CONVEX 14737    'GT_PK(2,2)'      13449  41165  13511  41166  41108  13389
-CONVEX 14738    'GT_PK(2,2)'      13690  41167  13628  41168  31800  13753
-CONVEX 14739    'GT_PK(2,2)'      13690  41169  13752  41170  36979  13627
-CONVEX 14740    'GT_PK(2,2)'      13690  41170  13627  41171  21391  13565
-CONVEX 14741    'GT_PK(2,2)'      13628  41167  13690  36930  41171  13565
-CONVEX 14742    'GT_PK(2,2)'      13874  41172  13814  41173  41174  13753
-CONVEX 14743    'GT_PK(2,2)'      13752  41175  13814  31802  41176  13873
-CONVEX 14744    'GT_PK(2,2)'      13814  41177  13690  41174  41168  13753
-CONVEX 14745    'GT_PK(2,2)'      13690  41177  13814  41169  41175  13752
-CONVEX 14746    'GT_PK(2,2)'      13815  41178  13874  41179  41173  13753
-CONVEX 14747    'GT_PK(2,2)'      13815  41180  13691  41181  31797  13754
-CONVEX 14748    'GT_PK(2,2)'      13691  41180  13815  31801  41179  13753
-CONVEX 14749    'GT_PK(2,2)'      13815  41182  13935  41178  41183  13874
-CONVEX 14750    'GT_PK(2,2)'      13878  41184  13817  31804  41185  13757
-CONVEX 14751    'GT_PK(2,2)'      13693  41186  13816  24268  41187  13754
-CONVEX 14752    'GT_PK(2,2)'      13816  41186  13693  41188  36952  13756
-CONVEX 14753    'GT_PK(2,2)'      14115  41189  14174  31811  41190  14229
-CONVEX 14754    'GT_PK(2,2)'      14229  41190  14174  31833  41191  14286
-CONVEX 14755    'GT_PK(2,2)'      14174  41192  14231  41191  41193  14286
-CONVEX 14756    'GT_PK(2,2)'      14056  41194  13999  41195  24279  13940
-CONVEX 14757    'GT_PK(2,2)'      14056  41196  14115  41194  31815  13999
-CONVEX 14758    'GT_PK(2,2)'      14056  41197  14174  41196  41189  14115
-CONVEX 14759    'GT_PK(2,2)'      14726  41198  14675  41199  41200  14780
-CONVEX 14760    'GT_PK(2,2)'      14726  41201  14778  41202  27319  14672
-CONVEX 14761    'GT_PK(2,2)'      14726  41203  14830  41201  41204  14778
-CONVEX 14762    'GT_PK(2,2)'      14830  41203  14726  27749  41199  14780
-CONVEX 14763    'GT_PK(2,2)'      14232  41205  14345  24281  41206  14287
-CONVEX 14764    'GT_PK(2,2)'      14345  41207  14399  41206  41208  14287
-CONVEX 14765    'GT_PK(2,2)'      14510  41209  14456  27770  41210  14401
-CONVEX 14766    'GT_PK(2,2)'      14456  41211  14509  41212  41213  14400
-CONVEX 14767    'GT_PK(2,2)'      14399  41214  14344  41208  41215  14287
-CONVEX 14768    'GT_PK(2,2)'      14344  41216  14398  41217  31835  14286
-CONVEX 14769    'GT_PK(2,2)'      14231  41218  14344  41193  41217  14286
-CONVEX 14770    'GT_PK(2,2)'      14344  41218  14231  41215  24285  14287
-CONVEX 14771    'GT_PK(2,2)'      14398  41219  14454  24289  41220  14507
-CONVEX 14772    'GT_PK(2,2)'      14454  41221  14399  41222  41223  14508
-CONVEX 14773    'GT_PK(2,2)'      14344  41224  14454  41216  41219  14398
-CONVEX 14774    'GT_PK(2,2)'      14454  41224  14344  41221  41214  14399
-CONVEX 14775    'GT_PK(2,2)'      14454  41225  14562  41220  31825  14507
-CONVEX 14776    'GT_PK(2,2)'      14562  41225  14454  41226  41222  14508
-CONVEX 14777    'GT_PK(2,2)'      14618  41227  14562  41228  41226  14508
-CONVEX 14778    'GT_PK(2,2)'      14562  41227  14618  31824  41229  14672
-CONVEX 14779    'GT_PK(2,2)'      14618  41230  14726  41229  41202  14672
-CONVEX 14780    'GT_PK(2,2)'      14726  41230  14618  41198  41231  14675
-CONVEX 14781    'GT_PK(2,2)'      14228  41232  14284  17373  41233  14172
-CONVEX 14782    'GT_PK(2,2)'      14452  41234  14560  41235  41236  14505
-CONVEX 14783    'GT_PK(2,2)'      14337  41237  14391  31845  41238  14279
-CONVEX 14784    'GT_PK(2,2)'      14219  41239  14332  41240  41241  14275
-CONVEX 14785    'GT_PK(2,2)'      14276  41242  14332  31868  41239  14219
-CONVEX 14786    'GT_PK(2,2)'      14332  41243  14387  41241  41244  14275
-CONVEX 14787    'GT_PK(2,2)'      14388  41245  14332  41246  41242  14276
-CONVEX 14788    'GT_PK(2,2)'      13871  41247  13810  24298  41248  13749
-CONVEX 14789    'GT_PK(2,2)'      13810  41249  13870  41250  31903  13747
-CONVEX 14790    'GT_PK(2,2)'      13810  41247  13871  41251  31877  13931
-CONVEX 14791    'GT_PK(2,2)'      13870  41249  13810  31860  41251  13931
-CONVEX 14792    'GT_PK(2,2)'      13810  41252  13686  41248  31887  13749
-CONVEX 14793    'GT_PK(2,2)'      13686  41252  13810  31886  41250  13747
-CONVEX 14794    'GT_PK(2,2)'      13989  41253  14046  41254  41255  13929
-CONVEX 14795    'GT_PK(2,2)'      13930  41256  13989  31906  41257  13868
-CONVEX 14796    'GT_PK(2,2)'      13989  41254  13929  41257  41258  13868
-CONVEX 14797    'GT_PK(2,2)'      13989  41256  13930  41259  31854  14047
-CONVEX 14798    'GT_PK(2,2)'      14106  41260  13989  41261  41259  14047
-CONVEX 14799    'GT_PK(2,2)'      14046  41253  13989  31873  41260  14106
-CONVEX 14800    'GT_PK(2,2)'      13992  41262  14049  31852  41263  13932
-CONVEX 14801    'GT_PK(2,2)'      14049  41264  13991  41263  31878  13932
-CONVEX 14802    'GT_PK(2,2)'      13991  41264  14049  31880  41265  14108
-CONVEX 14803    'GT_PK(2,2)'      14049  41262  13992  41266  41267  14109
-CONVEX 14804    'GT_PK(2,2)'      14049  41268  14167  41265  24294  14108
-CONVEX 14805    'GT_PK(2,2)'      14167  41268  14049  31840  41266  14109
-CONVEX 14806    'GT_PK(2,2)'      14106  41269  14164  31864  41270  14220
-CONVEX 14807    'GT_PK(2,2)'      14164  41269  14106  41271  41261  14047
-CONVEX 14808    'GT_PK(2,2)'      14107  41272  14164  31882  41271  14047
-CONVEX 14809    'GT_PK(2,2)'      13178  41273  13242  41274  41275  13305
-CONVEX 14810    'GT_PK(2,2)'      13307  41276  13242  36966  41277  13180
-CONVEX 14811    'GT_PK(2,2)'      13305  41275  13242  41278  41279  13372
-CONVEX 14812    'GT_PK(2,2)'      13242  41276  13307  41279  27883  13372
-CONVEX 14813    'GT_PK(2,2)'      13242  41280  13113  41277  41281  13180
-CONVEX 14814    'GT_PK(2,2)'      13113  41280  13242  41282  41273  13178
-CONVEX 14815    'GT_PK(2,2)'      13496  41283  13561  31892  41284  13623
-CONVEX 14816    'GT_PK(2,2)'      13561  41285  13497  41286  41287  13624
-CONVEX 14817    'GT_PK(2,2)'      13686  41288  13561  31889  41286  13624
-CONVEX 14818    'GT_PK(2,2)'      13561  41288  13686  41284  31884  13623
-CONVEX 14819    'GT_PK(2,2)'      13369  41289  13306  31896  41290  13431
-CONVEX 14820    'GT_PK(2,2)'      13306  41289  13369  41291  41292  13245
-CONVEX 14821    'GT_PK(2,2)'      13369  41293  13308  41292  41294  13245
-CONVEX 14822    'GT_PK(2,2)'      13308  41295  13183  41294  41296  13245
-CONVEX 14823    'GT_PK(2,2)'      13371  41297  13308  24308  41298  13430
-CONVEX 14824    'GT_PK(2,2)'      13308  41293  13369  41298  31895  13430
-CONVEX 14825    'GT_PK(2,2)'      13247  41299  13371  41300  24304  13310
-CONVEX 14826    'GT_PK(2,2)'      13183  41301  13247  31897  41302  13120
-CONVEX 14827    'GT_PK(2,2)'      13247  41303  13308  41299  41297  13371
-CONVEX 14828    'GT_PK(2,2)'      13308  41303  13247  41295  41301  13183
-CONVEX 14829    'GT_PK(2,2)'      13185  41304  13247  32556  41300  13310
-CONVEX 14830    'GT_PK(2,2)'      13247  41304  13185  41302  24657  13120
-CONVEX 14831    'GT_PK(2,2)'      12926  41305  12991  24660  41306  13055
-CONVEX 14832    'GT_PK(2,2)'      12991  41305  12926  41307  41308  12861
-CONVEX 14833    'GT_PK(2,2)'      12924  41309  12991  41310  41307  12861
-CONVEX 14834    'GT_PK(2,2)'      12660  41311  12792  24530  41312  12727
-CONVEX 14835    'GT_PK(2,2)'      13621  41313  13684  31907  41314  13746
-CONVEX 14836    'GT_PK(2,2)'      13684  41315  13623  41316  31885  13747
-CONVEX 14837    'GT_PK(2,2)'      13623  41315  13684  31893  41317  13560
-CONVEX 14838    'GT_PK(2,2)'      13684  41313  13621  41317  31912  13560
-CONVEX 14839    'GT_PK(2,2)'      13808  41318  13684  31904  41316  13747
-CONVEX 14840    'GT_PK(2,2)'      13684  41318  13808  41314  31899  13746
-CONVEX 14841    'GT_PK(2,2)'      13616  41319  13741  32593  41320  13678
-CONVEX 14842    'GT_PK(2,2)'      13741  41319  13616  41321  41322  13679
-CONVEX 14843    'GT_PK(2,2)'      13803  41323  13741  31996  41321  13679
-CONVEX 14844    'GT_PK(2,2)'      13373  41324  13434  32553  41325  13312
-CONVEX 14845    'GT_PK(2,2)'      13376  41326  13434  41327  41328  13495
-CONVEX 14846    'GT_PK(2,2)'      13434  41326  13376  41325  24696  13312
-CONVEX 14847    'GT_PK(2,2)'      13493  41329  13373  41330  24310  13432
-CONVEX 14848    'GT_PK(2,2)'      13493  41331  13434  41329  41324  13373
-CONVEX 14849    'GT_PK(2,2)'      13618  41332  13556  31916  41333  13681
-CONVEX 14850    'GT_PK(2,2)'      13556  41334  13492  41335  24316  13620
-CONVEX 14851    'GT_PK(2,2)'      13681  41333  13556  31921  41335  13620
-CONVEX 14852    'GT_PK(2,2)'      13492  41334  13556  24309  41336  13432
-CONVEX 14853    'GT_PK(2,2)'      13556  41337  13493  41336  41330  13432
-CONVEX 14854    'GT_PK(2,2)'      13493  41337  13556  41338  41332  13618
-CONVEX 14855    'GT_PK(2,2)'      13746  41339  13806  31909  41340  13683
-CONVEX 14856    'GT_PK(2,2)'      13806  41341  13744  41340  31918  13683
-CONVEX 14857    'GT_PK(2,2)'      13929  41342  13806  41258  41343  13868
-CONVEX 14858    'GT_PK(2,2)'      13806  41339  13746  41343  31900  13868
-CONVEX 14859    'GT_PK(2,2)'      13681  41344  13804  31917  41345  13742
-CONVEX 14860    'GT_PK(2,2)'      13744  41346  13804  31920  41344  13681
-CONVEX 14861    'GT_PK(2,2)'      14441  41347  14495  41348  31922  14386
-CONVEX 14862    'GT_PK(2,2)'      14496  41349  14441  41350  41351  14387
-CONVEX 14863    'GT_PK(2,2)'      14495  41347  14441  41352  41353  14549
-CONVEX 14864    'GT_PK(2,2)'      14441  41349  14496  41353  31936  14549
-CONVEX 14865    'GT_PK(2,2)'      14495  41354  14548  31924  41355  14440
-CONVEX 14866    'GT_PK(2,2)'      14102  41356  14160  41357  41358  14042
-CONVEX 14867    'GT_PK(2,2)'      14101  41359  14160  32015  41360  14215
-CONVEX 14868    'GT_PK(2,2)'      14160  41359  14101  41358  32020  14042
-CONVEX 14869    'GT_PK(2,2)'      15951  41361  405  41362  41363  403
-CONVEX 14870    'GT_PK(2,2)'      14878  41364  14928  41365  31944  14976
-CONVEX 14871    'GT_PK(2,2)'      14928  41364  14878  41366  41367  14823
-CONVEX 14872    'GT_PK(2,2)'      14448  41368  14556  27618  41369  14501
-CONVEX 14873    'GT_PK(2,2)'      14556  41368  14448  41370  27613  14502
-CONVEX 14874    'GT_PK(2,2)'      14717  41371  14772  41372  41373  14825
-CONVEX 14875    'GT_PK(2,2)'      14878  41374  14772  41367  41375  14823
-CONVEX 14876    'GT_PK(2,2)'      14772  41374  14878  41373  41376  14825
-CONVEX 14877    'GT_PK(2,2)'      14772  41377  14718  41375  41378  14823
-CONVEX 14878    'GT_PK(2,2)'      14973  41379  15069  41380  41381  15020
-CONVEX 14879    'GT_PK(2,2)'      15069  41382  15115  41381  31947  15020
-CONVEX 14880    'GT_PK(2,2)'      14928  41383  14974  31943  41384  15025
-CONVEX 14881    'GT_PK(2,2)'      15159  41385  15115  41386  41387  15204
-CONVEX 14882    'GT_PK(2,2)'      15115  41385  15159  31946  41388  15068
-CONVEX 14883    'GT_PK(2,2)'      15120  41389  15162  41390  41391  15208
-CONVEX 14884    'GT_PK(2,2)'      15120  41392  15073  41393  31951  15025
-CONVEX 14885    'GT_PK(2,2)'      13858  41394  13978  41395  24342  13917
-CONVEX 14886    'GT_PK(2,2)'      13798  41396  13858  31964  41395  13917
-CONVEX 14887    'GT_PK(2,2)'      13858  41396  13798  41397  31969  13738
-CONVEX 14888    'GT_PK(2,2)'      13858  41397  13738  41398  32583  13799
-CONVEX 14889    'GT_PK(2,2)'      13919  41399  13858  32006  41398  13799
-CONVEX 14890    'GT_PK(2,2)'      13858  41399  13919  41394  32007  13978
-CONVEX 14891    'GT_PK(2,2)'      14430  41400  14376  41401  41402  14485
-CONVEX 14892    'GT_PK(2,2)'      14322  41403  14376  31980  41404  14263
-CONVEX 14893    'GT_PK(2,2)'      14321  41405  14208  41406  24328  14263
-CONVEX 14894    'GT_PK(2,2)'      14376  41407  14321  41404  41406  14263
-CONVEX 14895    'GT_PK(2,2)'      14321  41407  14376  41408  41400  14430
-CONVEX 14896    'GT_PK(2,2)'      14321  41409  14266  41405  41131  14208
-CONVEX 14897    'GT_PK(2,2)'      14487  41410  14378  41411  31985  14435
-CONVEX 14898    'GT_PK(2,2)'      14542  41412  14487  41413  41411  14435
-CONVEX 14899    'GT_PK(2,2)'      14432  41414  14540  41415  31994  14485
-CONVEX 14900    'GT_PK(2,2)'      14376  41416  14432  41402  41415  14485
-CONVEX 14901    'GT_PK(2,2)'      14432  41416  14376  41417  41403  14322
-CONVEX 14902    'GT_PK(2,2)'      14432  41417  14322  41418  31982  14378
-CONVEX 14903    'GT_PK(2,2)'      14487  41419  14432  41410  41418  14378
-CONVEX 14904    'GT_PK(2,2)'      14432  41419  14487  41414  41420  14540
-CONVEX 14905    'GT_PK(2,2)'      14850  41421  14747  24208  41422  14799
-CONVEX 14906    'GT_PK(2,2)'      14747  41421  14850  41423  24204  14800
-CONVEX 14907    'GT_PK(2,2)'      14697  41424  14747  31992  41423  14800
-CONVEX 14908    'GT_PK(2,2)'      14539  41425  14592  41426  24341  14486
-CONVEX 14909    'GT_PK(2,2)'      14430  41427  14539  41428  41426  14486
-CONVEX 14910    'GT_PK(2,2)'      14539  41427  14430  41429  41401  14485
-CONVEX 14911    'GT_PK(2,2)'      14591  41430  14539  31995  41429  14485
-CONVEX 14912    'GT_PK(2,2)'      14103  41431  14043  41432  41433  13986
-CONVEX 14913    'GT_PK(2,2)'      13988  41434  14046  41435  31872  14104
-CONVEX 14914    'GT_PK(2,2)'      14046  41434  13988  41255  41436  13929
-CONVEX 14915    'GT_PK(2,2)'      14162  41437  14219  41438  41240  14275
-CONVEX 14916    'GT_PK(2,2)'      14219  41437  14162  31870  41439  14104
-CONVEX 14917    'GT_PK(2,2)'      13927  41440  14044  41441  41442  13986
-CONVEX 14918    'GT_PK(2,2)'      14044  41443  14103  41442  41432  13986
-CONVEX 14919    'GT_PK(2,2)'      13988  41444  14044  41445  41440  13927
-CONVEX 14920    'GT_PK(2,2)'      14044  41444  13988  41446  41435  14104
-CONVEX 14921    'GT_PK(2,2)'      14162  41447  14044  41439  41446  14104
-CONVEX 14922    'GT_PK(2,2)'      14044  41447  14162  41443  41448  14103
-CONVEX 14923    'GT_PK(2,2)'      14043  41449  14161  41450  41451  14102
-CONVEX 14924    'GT_PK(2,2)'      14161  41449  14043  41452  41431  14103
-CONVEX 14925    'GT_PK(2,2)'      14271  41453  14324  41454  31988  14212
-CONVEX 14926    'GT_PK(2,2)'      14158  41455  14271  32013  41454  14212
-CONVEX 14927    'GT_PK(2,2)'      14271  41455  14158  41456  32014  14215
-CONVEX 14928    'GT_PK(2,2)'      14329  41457  14271  41458  41456  14215
-CONVEX 14929    'GT_PK(2,2)'      14904  41459  14854  41460  32023  14803
-CONVEX 14930    'GT_PK(2,2)'      14904  41461  14954  41462  41463  15001
-CONVEX 14931    'GT_PK(2,2)'      15785  41464  15812  41465  41466  15756
-CONVEX 14932    'GT_PK(2,2)'      15812  41464  15785  41467  41468  15836
-CONVEX 14933    'GT_PK(2,2)'      14604  41469  14709  24322  41470  14657
-CONVEX 14934    'GT_PK(2,2)'      14658  41471  14709  32028  41469  14604
-CONVEX 14935    'GT_PK(2,2)'      14605  41472  14658  41473  32027  14552
-CONVEX 14936    'GT_PK(2,2)'      14605  41474  14498  41475  41476  14553
-CONVEX 14937    'GT_PK(2,2)'      14498  41474  14605  41477  41473  14552
-CONVEX 14938    'GT_PK(2,2)'      15526  41478  15561  41479  41480  15486
-CONVEX 14939    'GT_PK(2,2)'      15561  41478  15526  41481  41482  15599
-CONVEX 14940    'GT_PK(2,2)'      15057  41483  15150  41484  41485  15103
-CONVEX 14941    'GT_PK(2,2)'      14862  41486  14909  41487  41488  14809
-CONVEX 14942    'GT_PK(2,2)'      14759  41489  14862  41490  41487  14809
-CONVEX 14943    'GT_PK(2,2)'      14862  41491  14958  41486  41492  14909
-CONVEX 14944    'GT_PK(2,2)'      14958  41491  14862  41493  41494  14913
-CONVEX 14945    'GT_PK(2,2)'      14703  41495  14753  41496  32033  14651
-CONVEX 14946    'GT_PK(2,2)'      14805  41497  14703  41498  41499  14756
-CONVEX 14947    'GT_PK(2,2)'      14753  41495  14703  41500  41497  14805
-CONVEX 14948    'GT_PK(2,2)'      14490  41501  14542  41502  41413  14435
-CONVEX 14949    'GT_PK(2,2)'      14701  41503  14597  32034  41504  14651
-CONVEX 14950    'GT_PK(2,2)'      14597  41505  14545  41504  41506  14651
-CONVEX 14951    'GT_PK(2,2)'      14597  41503  14701  41507  32035  14648
-CONVEX 14952    'GT_PK(2,2)'      14597  41508  14490  41505  41509  14545
-CONVEX 14953    'GT_PK(2,2)'      14542  41510  14597  41511  41507  14648
-CONVEX 14954    'GT_PK(2,2)'      14490  41508  14597  41501  41510  14542
-CONVEX 14955    'GT_PK(2,2)'      14548  41512  14494  41355  41513  14440
-CONVEX 14956    'GT_PK(2,2)'      370  41514  15784  41515  32052  372
-CONVEX 14957    'GT_PK(2,2)'      4671  40968  4741  41516  41517  4600
-CONVEX 14958    'GT_PK(2,2)'      4741  41518  4809  41519  41520  4669
-CONVEX 14959    'GT_PK(2,2)'      4741  41519  4669  41517  41521  4600
-CONVEX 14960    'GT_PK(2,2)'      4741  40965  4881  41518  41522  4809
-CONVEX 14961    'GT_PK(2,2)'      15663  41523  15632  41524  41525  15697
-CONVEX 14962    'GT_PK(2,2)'      15632  41523  15663  41526  41527  15596
-CONVEX 14963    'GT_PK(2,2)'      15561  41528  15632  41529  41526  15596
-CONVEX 14964    'GT_PK(2,2)'      15632  41528  15561  41530  41481  15599
-CONVEX 14965    'GT_PK(2,2)'      15724  41531  15751  41532  41533  15690
-CONVEX 14966    'GT_PK(2,2)'      15660  41534  15724  32042  41532  15690
-CONVEX 14967    'GT_PK(2,2)'      15628  41535  15660  41536  32043  15591
-CONVEX 14968    'GT_PK(2,2)'      15663  41537  15628  41527  41538  15596
-CONVEX 14969    'GT_PK(2,2)'      15812  41539  15860  41540  41541  15839
-CONVEX 14970    'GT_PK(2,2)'      15860  41542  378  41541  24376  15839
-CONVEX 14971    'GT_PK(2,2)'      378  41542  15860  41543  41544  380
-CONVEX 14972    'GT_PK(2,2)'      15860  41539  15812  41545  41467  15836
-CONVEX 14973    'GT_PK(2,2)'      15810  41546  15754  32050  41547  15781
-CONVEX 14974    'GT_PK(2,2)'      15754  41546  15810  41548  32051  15784
-CONVEX 14975    'GT_PK(2,2)'      15726  41549  15754  41550  41548  15784
-CONVEX 14976    'GT_PK(2,2)'      15592  41551  15625  24366  41552  15552
-CONVEX 14977    'GT_PK(2,2)'      15625  41553  15584  41552  32040  15552
-CONVEX 14978    'GT_PK(2,2)'      15763  41554  15726  41555  41550  15784
-CONVEX 14979    'GT_PK(2,2)'      370  41556  15763  41514  41555  15784
-CONVEX 14980    'GT_PK(2,2)'      15750  41557  15763  24359  41558  368
-CONVEX 14981    'GT_PK(2,2)'      15763  41556  370  41558  41559  368
-CONVEX 14982    'GT_PK(2,2)'      15905  41560  15863  27163  41561  15883
-CONVEX 14983    'GT_PK(2,2)'      15882  41562  383  41563  41564  380
-CONVEX 14984    'GT_PK(2,2)'      15860  41565  15882  41544  41563  380
-CONVEX 14985    'GT_PK(2,2)'      15882  41565  15860  41566  41545  15836
-CONVEX 14986    'GT_PK(2,2)'      6179  41567  6033  41568  41569  6108
-CONVEX 14987    'GT_PK(2,2)'      6108  41569  6033  41570  17163  5960
-CONVEX 14988    'GT_PK(2,2)'      5957  17188  6033  41571  41572  6105
-CONVEX 14989    'GT_PK(2,2)'      6105  41572  6033  41573  41567  6179
-CONVEX 14990    'GT_PK(2,2)'      12760  41574  12628  32066  41575  12693
-CONVEX 14991    'GT_PK(2,2)'      12628  41576  12560  41575  19734  12693
-CONVEX 14992    'GT_PK(2,2)'      12628  41577  12495  41576  41578  12560
-CONVEX 14993    'GT_PK(2,2)'      12628  41574  12760  41579  32069  12696
-CONVEX 14994    'GT_PK(2,2)'      12565  41580  12631  41581  32071  12699
-CONVEX 14995    'GT_PK(2,2)'      12633  41582  12565  32666  41581  12699
-CONVEX 14996    'GT_PK(2,2)'      12500  41583  12565  20468  41582  12633
-CONVEX 14997    'GT_PK(2,2)'      12631  41584  12563  32072  41585  12696
-CONVEX 14998    'GT_PK(2,2)'      12628  41586  12563  41577  41587  12495
-CONVEX 14999    'GT_PK(2,2)'      12563  41586  12628  41585  41579  12696
-CONVEX 15000    'GT_PK(2,2)'      12226  41588  12295  32073  41589  12160
-CONVEX 15001    'GT_PK(2,2)'      12160  41589  12295  24407  41590  12229
-CONVEX 15002    'GT_PK(2,2)'      12295  41591  12365  41590  24741  12229
-CONVEX 15003    'GT_PK(2,2)'      10087  41592  10015  41593  34713  9940
-CONVEX 15004    'GT_PK(2,2)'      10087  41594  10158  41595  41596  10235
-CONVEX 15005    'GT_PK(2,2)'      10162  41597  10087  41598  41595  10235
-CONVEX 15006    'GT_PK(2,2)'      10087  41597  10162  41592  32086  10015
-CONVEX 15007    'GT_PK(2,2)'      9934  41599  10008  32081  41600  9861
-CONVEX 15008    'GT_PK(2,2)'      10008  41601  10082  41602  41603  9937
-CONVEX 15009    'GT_PK(2,2)'      9861  41600  10008  24415  41602  9937
-CONVEX 15010    'GT_PK(2,2)'      10384  41604  10455  41605  41606  10530
-CONVEX 15011    'GT_PK(2,2)'      10158  41607  10308  41596  41608  10235
-CONVEX 15012    'GT_PK(2,2)'      10308  41609  10384  41608  41610  10235
-CONVEX 15013    'GT_PK(2,2)'      10384  41609  10308  41604  41611  10455
-CONVEX 15014    'GT_PK(2,2)'      10308  41607  10158  41612  32079  10230
-CONVEX 15015    'GT_PK(2,2)'      9793  41613  9865  41614  41615  9940
-CONVEX 15016    'GT_PK(2,2)'      9868  41616  9793  34714  41614  9940
-CONVEX 15017    'GT_PK(2,2)'      10158  41617  10012  32078  41618  10082
-CONVEX 15018    'GT_PK(2,2)'      10082  41618  10012  41603  41619  9937
-CONVEX 15019    'GT_PK(2,2)'      10012  41620  9865  41619  32090  9937
-CONVEX 15020    'GT_PK(2,2)'      9865  41620  10012  41615  41621  9940
-CONVEX 15021    'GT_PK(2,2)'      10012  41622  10087  41621  41593  9940
-CONVEX 15022    'GT_PK(2,2)'      10087  41622  10012  41594  41617  10158
-CONVEX 15023    'GT_PK(2,2)'      11327  41623  11471  41624  41625  11402
-CONVEX 15024    'GT_PK(2,2)'      11471  41626  11540  41627  41628  11614
-CONVEX 15025    'GT_PK(2,2)'      11471  41623  11327  41629  26224  11396
-CONVEX 15026    'GT_PK(2,2)'      11540  41626  11471  32102  41629  11396
-CONVEX 15027    'GT_PK(2,2)'      11471  41630  11544  41625  41631  11402
-CONVEX 15028    'GT_PK(2,2)'      11544  41630  11471  34844  41627  11614
-CONVEX 15029    'GT_PK(2,2)'      11540  41632  11682  41628  41633  11614
-CONVEX 15030    'GT_PK(2,2)'      11682  41634  11754  41633  32106  11614
-CONVEX 15031    'GT_PK(2,2)'      11754  41634  11682  32112  41635  11822
-CONVEX 15032    'GT_PK(2,2)'      11822  41635  11682  41636  41637  11743
-CONVEX 15033    'GT_PK(2,2)'      11682  41638  11604  41637  24421  11743
-CONVEX 15034    'GT_PK(2,2)'      11682  41632  11540  41638  32103  11604
-CONVEX 15035    'GT_PK(2,2)'      11956  41639  11884  26212  41640  12022
-CONVEX 15036    'GT_PK(2,2)'      11822  41641  11884  32104  41639  11956
-CONVEX 15037    'GT_PK(2,2)'      11884  41641  11822  41642  41636  11743
-CONVEX 15038    'GT_PK(2,2)'      11884  41643  11951  41640  24399  12022
-CONVEX 15039    'GT_PK(2,2)'      11812  41644  11884  32119  41642  11743
-CONVEX 15040    'GT_PK(2,2)'      11884  41644  11812  41643  32120  11951
-CONVEX 15041    'GT_PK(2,2)'      11598  41645  11737  32114  41646  11670
-CONVEX 15042    'GT_PK(2,2)'      11670  41646  11737  19647  41647  11809
-CONVEX 15043    'GT_PK(2,2)'      11737  41648  11878  41647  24468  11809
-CONVEX 15044    'GT_PK(2,2)'      11244  41649  11317  41650  34774  11173
-CONVEX 15045    'GT_PK(2,2)'      11317  41649  11244  32128  41651  11388
-CONVEX 15046    'GT_PK(2,2)'      11241  41652  11171  41653  41654  11098
-CONVEX 15047    'GT_PK(2,2)'      10365  41655  10290  41656  32178  10438
-CONVEX 15048    'GT_PK(2,2)'      10290  41655  10365  32175  41657  10218
-CONVEX 15049    'GT_PK(2,2)'      10942  41658  11084  32137  41659  11015
-CONVEX 15050    'GT_PK(2,2)'      11084  41660  11156  41661  24485  11229
-CONVEX 15051    'GT_PK(2,2)'      11156  41660  11084  24481  41662  11012
-CONVEX 15052    'GT_PK(2,2)'      11084  41658  10942  41662  32135  11012
-CONVEX 15053    'GT_PK(2,2)'      11371  41663  11301  32145  41664  11229
-CONVEX 15054    'GT_PK(2,2)'      11301  41663  11371  41665  32218  11444
-CONVEX 15055    'GT_PK(2,2)'      11373  41666  11304  41667  32148  11231
-CONVEX 15056    'GT_PK(2,2)'      11373  41668  11444  41669  24459  11516
-CONVEX 15057    'GT_PK(2,2)'      11373  41670  11301  41668  41665  11444
-CONVEX 15058    'GT_PK(2,2)'      11301  41670  11373  41671  41667  11231
-CONVEX 15059    'GT_PK(2,2)'      11304  41672  11446  32153  41673  11375
-CONVEX 15060    'GT_PK(2,2)'      11446  41674  11518  41673  32204  11375
-CONVEX 15061    'GT_PK(2,2)'      11518  41674  11446  41675  41676  11587
-CONVEX 15062    'GT_PK(2,2)'      11587  41676  11446  32199  41677  11516
-CONVEX 15063    'GT_PK(2,2)'      11446  41678  11373  41677  41669  11516
-CONVEX 15064    'GT_PK(2,2)'      11373  41678  11446  41666  41672  11304
-CONVEX 15065    'GT_PK(2,2)'      10799  41679  10945  32159  41680  10871
-CONVEX 15066    'GT_PK(2,2)'      10945  41681  11017  41680  32157  10871
-CONVEX 15067    'GT_PK(2,2)'      11017  41681  10945  32154  41682  11089
-CONVEX 15068    'GT_PK(2,2)'      11089  41682  10945  41683  41684  11015
-CONVEX 15069    'GT_PK(2,2)'      10945  41685  10869  41684  32136  11015
-CONVEX 15070    'GT_PK(2,2)'      10945  41679  10799  41685  32162  10869
-CONVEX 15071    'GT_PK(2,2)'      11521  41686  11592  32188  41687  11451
-CONVEX 15072    'GT_PK(2,2)'      11656  41688  11796  32197  41689  11727
-CONVEX 15073    'GT_PK(2,2)'      11867  41690  11796  41691  41692  11936
-CONVEX 15074    'GT_PK(2,2)'      11796  41690  11867  41689  32193  11727
-CONVEX 15075    'GT_PK(2,2)'      11796  41693  11865  41692  32213  11936
-CONVEX 15076    'GT_PK(2,2)'      11865  41693  11796  41694  41695  11725
-CONVEX 15077    'GT_PK(2,2)'      11796  41688  11656  41695  32201  11725
-CONVEX 15078    'GT_PK(2,2)'      11518  41696  11589  32203  41697  11448
-CONVEX 15079    'GT_PK(2,2)'      11589  41698  11521  41697  32190  11448
-CONVEX 15080    'GT_PK(2,2)'      11938  41699  11799  41700  32192  11867
-CONVEX 15081    'GT_PK(2,2)'      11938  41701  11869  41699  32206  11799
-CONVEX 15082    'GT_PK(2,2)'      12069  41702  12207  41703  32404  12140
-CONVEX 15083    'GT_PK(2,2)'      12207  41702  12069  32410  41704  12138
-CONVEX 15084    'GT_PK(2,2)'      11860  41705  11792  41706  32209  11721
-CONVEX 15085    'GT_PK(2,2)'      11860  41706  11721  41707  24457  11790
-CONVEX 15086    'GT_PK(2,2)'      11929  41708  11860  24574  41707  11790
-CONVEX 15087    'GT_PK(2,2)'      12209  41709  12071  32402  41710  12140
-CONVEX 15088    'GT_PK(2,2)'      11906  41711  11837  41712  41713  11976
-CONVEX 15089    'GT_PK(2,2)'      11625  41714  11556  41715  32275  11697
-CONVEX 15090    'GT_PK(2,2)'      11556  41714  11625  41716  41717  11484
-CONVEX 15091    'GT_PK(2,2)'      12458  41718  12526  41719  41720  12592
-CONVEX 15092    'GT_PK(2,2)'      12526  41721  12661  41720  27808  12592
-CONVEX 15093    'GT_PK(2,2)'      12661  41721  12526  27829  41722  12594
-CONVEX 15094    'GT_PK(2,2)'      12387  41723  12456  32256  41724  12522
-CONVEX 15095    'GT_PK(2,2)'      12326  41725  12257  36899  41726  12189
-CONVEX 15096    'GT_PK(2,2)'      12257  41725  12326  41727  36901  12393
-CONVEX 15097    'GT_PK(2,2)'      12117  41728  12046  41729  41730  11978
-CONVEX 15098    'GT_PK(2,2)'      12788  41731  12722  41732  32245  12854
-CONVEX 15099    'GT_PK(2,2)'      12788  41733  12919  41734  41735  12855
-CONVEX 15100    'GT_PK(2,2)'      12919  41733  12788  36915  41732  12854
-CONVEX 15101    'GT_PK(2,2)'      12723  41736  12788  41737  41734  12855
-CONVEX 15102    'GT_PK(2,2)'      12722  41731  12788  32252  41738  12656
-CONVEX 15103    'GT_PK(2,2)'      12788  41736  12723  41738  41739  12656
-CONVEX 15104    'GT_PK(2,2)'      12657  41740  12724  41741  17994  12789
-CONVEX 15105    'GT_PK(2,2)'      12722  41742  12657  32246  41741  12789
-CONVEX 15106    'GT_PK(2,2)'      12657  41743  12589  41744  32247  12522
-CONVEX 15107    'GT_PK(2,2)'      12589  41743  12657  32250  41742  12722
-CONVEX 15108    'GT_PK(2,2)'      11906  41745  12044  41746  41747  11975
-CONVEX 15109    'GT_PK(2,2)'      12044  41748  12114  41747  41749  11975
-CONVEX 15110    'GT_PK(2,2)'      12044  41745  11906  41750  41712  11976
-CONVEX 15111    'GT_PK(2,2)'      12320  41751  12387  41752  32335  12251
-CONVEX 15112    'GT_PK(2,2)'      12320  41753  12456  41751  41723  12387
-CONVEX 15113    'GT_PK(2,2)'      11981  41754  11911  32322  41755  12049
-CONVEX 15114    'GT_PK(2,2)'      10626  41756  10771  25965  41757  10699
-CONVEX 15115    'GT_PK(2,2)'      10771  41758  10843  41757  25994  10699
-CONVEX 15116    'GT_PK(2,2)'      10841  41759  10769  41760  41761  10913
-CONVEX 15117    'GT_PK(2,2)'      10695  41762  10769  34300  41763  10624
-CONVEX 15118    'GT_PK(2,2)'      10697  41764  10626  41765  25967  10550
-CONVEX 15119    'GT_PK(2,2)'      10697  41766  10769  41767  41759  10841
-CONVEX 15120    'GT_PK(2,2)'      10697  41768  10771  41764  41756  10626
-CONVEX 15121    'GT_PK(2,2)'      10771  41768  10697  41769  41767  10841
-CONVEX 15122    'GT_PK(2,2)'      10624  41770  10697  17623  41765  10550
-CONVEX 15123    'GT_PK(2,2)'      10769  41766  10697  41763  41770  10624
-CONVEX 15124    'GT_PK(2,2)'      11200  41771  11343  41772  41773  11273
-CONVEX 15125    'GT_PK(2,2)'      11343  41771  11200  32271  41774  11271
-CONVEX 15126    'GT_PK(2,2)'      11200  41775  11129  41774  41776  11271
-CONVEX 15127    'GT_PK(2,2)'      11129  41775  11200  41777  41778  11057
-CONVEX 15128    'GT_PK(2,2)'      11131  41779  11200  41780  41772  11273
-CONVEX 15129    'GT_PK(2,2)'      11200  41779  11131  41778  41781  11057
-CONVEX 15130    'GT_PK(2,2)'      12463  41782  12597  41783  41784  12531
-CONVEX 15131    'GT_PK(2,2)'      12396  41785  12463  32279  41783  12531
-CONVEX 15132    'GT_PK(2,2)'      12597  41782  12463  24637  41786  12529
-CONVEX 15133    'GT_PK(2,2)'      12122  41787  11983  32293  41788  12051
-CONVEX 15134    'GT_PK(2,2)'      11983  41789  11913  41788  32299  12051
-CONVEX 15135    'GT_PK(2,2)'      11913  41789  11983  41790  41791  11844
-CONVEX 15136    'GT_PK(2,2)'      11844  41791  11983  32303  41792  11915
-CONVEX 15137    'GT_PK(2,2)'      11915  41792  11983  19706  41793  12053
-CONVEX 15138    'GT_PK(2,2)'      11983  41787  12122  41793  32296  12053
-CONVEX 15139    'GT_PK(2,2)'      11913  41794  11842  32298  41795  11981
-CONVEX 15140    'GT_PK(2,2)'      11842  41796  11911  41795  41754  11981
-CONVEX 15141    'GT_PK(2,2)'      11632  41797  11491  32306  41798  11561
-CONVEX 15142    'GT_PK(2,2)'      11563  41799  11494  41800  32374  11422
-CONVEX 15143    'GT_PK(2,2)'      11491  41801  11563  41802  41800  11422
-CONVEX 15144    'GT_PK(2,2)'      11563  41801  11491  41803  41797  11632
-CONVEX 15145    'GT_PK(2,2)'      11773  41804  11913  41805  41790  11844
-CONVEX 15146    'GT_PK(2,2)'      11773  41806  11842  41804  41794  11913
-CONVEX 15147    'GT_PK(2,2)'      11773  41807  11632  41808  32307  11702
-CONVEX 15148    'GT_PK(2,2)'      11842  41806  11773  41809  41808  11702
-CONVEX 15149    'GT_PK(2,2)'      11277  41810  11206  41811  26000  11134
-CONVEX 15150    'GT_PK(2,2)'      11204  41812  11277  32259  41811  11134
-CONVEX 15151    'GT_PK(2,2)'      12184  41813  12118  41814  41815  12047
-CONVEX 15152    'GT_PK(2,2)'      12116  41816  12184  32337  41814  12047
-CONVEX 15153    'GT_PK(2,2)'      12184  41817  12252  41818  32343  12321
-CONVEX 15154    'GT_PK(2,2)'      12184  41816  12116  41817  32338  12252
-CONVEX 15155    'GT_PK(2,2)'      11979  41819  11909  41820  32265  12047
-CONVEX 15156    'GT_PK(2,2)'      12118  41821  11979  41815  41820  12047
-CONVEX 15157    'GT_PK(2,2)'      11979  41821  12118  41822  32315  12049
-CONVEX 15158    'GT_PK(2,2)'      11911  41823  11979  41755  41822  12049
-CONVEX 15159    'GT_PK(2,2)'      12254  41824  12390  41825  24535  12323
-CONVEX 15160    'GT_PK(2,2)'      12186  41826  12254  24522  41825  12323
-CONVEX 15161    'GT_PK(2,2)'      12118  41827  12254  32314  41826  12186
-CONVEX 15162    'GT_PK(2,2)'      12184  41828  12254  41813  41827  12118
-CONVEX 15163    'GT_PK(2,2)'      12390  41824  12254  24527  41829  12321
-CONVEX 15164    'GT_PK(2,2)'      12254  41828  12184  41829  41818  12321
-CONVEX 15165    'GT_PK(2,2)'      11836  41830  11906  41831  41746  11975
-CONVEX 15166    'GT_PK(2,2)'      11907  41832  11836  41833  41831  11975
-CONVEX 15167    'GT_PK(2,2)'      12523  41834  12591  32346  41835  12457
-CONVEX 15168    'GT_PK(2,2)'      12457  41835  12591  24525  41836  12525
-CONVEX 15169    'GT_PK(2,2)'      12591  41837  12658  41836  32358  12525
-CONVEX 15170    'GT_PK(2,2)'      12591  41834  12523  41838  32328  12656
-CONVEX 15171    'GT_PK(2,2)'      12723  41839  12591  41739  41838  12656
-CONVEX 15172    'GT_PK(2,2)'      12591  41839  12723  41837  41840  12658
-CONVEX 15173    'GT_PK(2,2)'      11907  41841  12045  32324  41842  11977
-CONVEX 15174    'GT_PK(2,2)'      12045  41843  12116  41842  32336  11977
-CONVEX 15175    'GT_PK(2,2)'      12116  41843  12045  32339  41844  12183
-CONVEX 15176    'GT_PK(2,2)'      12045  41841  11907  41845  41833  11975
-CONVEX 15177    'GT_PK(2,2)'      12045  41846  12114  41844  32254  12183
-CONVEX 15178    'GT_PK(2,2)'      12114  41846  12045  41749  41845  11975
-CONVEX 15179    'GT_PK(2,2)'      11634  41847  11565  41848  32359  11494
-CONVEX 15180    'GT_PK(2,2)'      11563  41849  11634  41799  41848  11494
-CONVEX 15181    'GT_PK(2,2)'      11634  41850  11775  41851  32305  11706
-CONVEX 15182    'GT_PK(2,2)'      11565  41847  11634  32366  41851  11706
-CONVEX 15183    'GT_PK(2,2)'      11567  41852  11427  32372  41853  11496
-CONVEX 15184    'GT_PK(2,2)'      11427  41854  11284  41855  41856  11354
-CONVEX 15185    'GT_PK(2,2)'      11496  41853  11427  24545  41855  11354
-CONVEX 15186    'GT_PK(2,2)'      11427  41857  11356  41854  41858  11284
-CONVEX 15187    'GT_PK(2,2)'      11427  41852  11567  41859  41860  11498
-CONVEX 15188    'GT_PK(2,2)'      11356  41857  11427  34530  41859  11498
-CONVEX 15189    'GT_PK(2,2)'      11137  41861  11279  41862  32378  11209
-CONVEX 15190    'GT_PK(2,2)'      11137  41863  11063  41864  25999  11206
-CONVEX 15191    'GT_PK(2,2)'      11279  41861  11137  41865  41864  11206
-CONVEX 15192    'GT_PK(2,2)'      11282  41866  11351  41867  32380  11424
-CONVEX 15193    'GT_PK(2,2)'      11351  41866  11282  32379  41868  11209
-CONVEX 15194    'GT_PK(2,2)'      11282  41867  11424  41869  24544  11354
-CONVEX 15195    'GT_PK(2,2)'      11927  41870  11995  41871  24552  12065
-CONVEX 15196    'GT_PK(2,2)'      11787  41872  11927  32382  41873  11858
-CONVEX 15197    'GT_PK(2,2)'      11995  41870  11927  24609  41874  11856
-CONVEX 15198    'GT_PK(2,2)'      11927  41872  11787  41874  41875  11856
-CONVEX 15199    'GT_PK(2,2)'      11576  41876  11716  32386  41877  11647
-CONVEX 15200    'GT_PK(2,2)'      11787  41878  11716  41875  41879  11856
-CONVEX 15201    'GT_PK(2,2)'      11716  41878  11787  41877  32383  11647
-CONVEX 15202    'GT_PK(2,2)'      11716  41880  11785  41879  32473  11856
-CONVEX 15203    'GT_PK(2,2)'      11716  41876  11576  41881  32388  11645
-CONVEX 15204    'GT_PK(2,2)'      11785  41880  11716  41882  41881  11645
-CONVEX 15205    'GT_PK(2,2)'      12142  41883  12071  41884  41709  12209
-CONVEX 15206    'GT_PK(2,2)'      12071  41883  12142  41885  41886  12003
-CONVEX 15207    'GT_PK(2,2)'      12747  41887  12614  19757  41888  12680
-CONVEX 15208    'GT_PK(2,2)'      12614  41889  12549  41890  32649  12481
-CONVEX 15209    'GT_PK(2,2)'      12614  41887  12747  41891  19755  12682
-CONVEX 15210    'GT_PK(2,2)'      12549  41889  12614  32648  41891  12682
-CONVEX 15211    'GT_PK(2,2)'      12412  41892  12343  41893  41894  12479
-CONVEX 15212    'GT_PK(2,2)'      12412  41895  12276  41892  32405  12343
-CONVEX 15213    'GT_PK(2,2)'      12343  41896  12410  41894  41897  12479
-CONVEX 15214    'GT_PK(2,2)'      12274  41898  12410  32411  41896  12343
-CONVEX 15215    'GT_PK(2,2)'      12410  41899  12341  41900  32424  12477
-CONVEX 15216    'GT_PK(2,2)'      12341  41899  12410  32425  41898  12274
-CONVEX 15217    'GT_PK(2,2)'      12542  41901  12610  24584  41902  12477
-CONVEX 15218    'GT_PK(2,2)'      12676  41903  12610  32422  41901  12542
-CONVEX 15219    'GT_PK(2,2)'      13128  41904  13065  32444  41905  13001
-CONVEX 15220    'GT_PK(2,2)'      13065  41904  13128  41906  32440  13193
-CONVEX 15221    'GT_PK(2,2)'      12938  41907  13003  41908  41909  13067
-CONVEX 15222    'GT_PK(2,2)'      12938  41910  12874  41911  41912  12808
-CONVEX 15223    'GT_PK(2,2)'      13005  41913  12938  32455  41908  13067
-CONVEX 15224    'GT_PK(2,2)'      12874  41910  12938  32452  41913  13005
-CONVEX 15225    'GT_PK(2,2)'      13130  41914  13065  41915  41906  13193
-CONVEX 15226    'GT_PK(2,2)'      13065  41914  13130  41916  41917  13003
-CONVEX 15227    'GT_PK(2,2)'      13130  41918  13195  41919  32457  13067
-CONVEX 15228    'GT_PK(2,2)'      13003  41917  13130  41909  41919  13067
-CONVEX 15229    'GT_PK(2,2)'      11997  41920  12067  41921  41922  11929
-CONVEX 15230    'GT_PK(2,2)'      11997  41923  12136  41920  32427  12067
-CONVEX 15231    'GT_PK(2,2)'      11997  41921  11929  41924  24575  11858
-CONVEX 15232    'GT_PK(2,2)'      12136  41923  11997  41925  41926  12065
-CONVEX 15233    'GT_PK(2,2)'      11927  41927  11997  41873  41924  11858
-CONVEX 15234    'GT_PK(2,2)'      11997  41927  11927  41926  41871  12065
-CONVEX 15235    'GT_PK(2,2)'      12934  41928  13063  41929  32443  13001
-CONVEX 15236    'GT_PK(2,2)'      13063  41928  12934  32437  41930  12999
-CONVEX 15237    'GT_PK(2,2)'      13259  41931  13132  41932  32456  13195
-CONVEX 15238    'GT_PK(2,2)'      13197  41933  13259  41934  41935  13322
-CONVEX 15239    'GT_PK(2,2)'      13132  41931  13259  32458  41933  13197
-CONVEX 15240    'GT_PK(2,2)'      11642  41936  11503  32471  41937  11572
-CONVEX 15241    'GT_PK(2,2)'      11431  41938  11503  32461  41939  11360
-CONVEX 15242    'GT_PK(2,2)'      11503  41938  11431  41937  32464  11572
-CONVEX 15243    'GT_PK(2,2)'      11503  41940  11433  41939  34324  11360
-CONVEX 15244    'GT_PK(2,2)'      11433  41940  11503  32391  41941  11574
-CONVEX 15245    'GT_PK(2,2)'      11503  41936  11642  41941  41942  11574
-CONVEX 15246    'GT_PK(2,2)'      11781  41943  11712  41944  32467  11640
-CONVEX 15247    'GT_PK(2,2)'      11781  41945  11850  41946  24623  11921
-CONVEX 15248    'GT_PK(2,2)'      11852  41947  11781  41948  41946  11921
-CONVEX 15249    'GT_PK(2,2)'      11781  41947  11852  41943  32528  11712
-CONVEX 15250    'GT_PK(2,2)'      11710  41949  11781  32495  41944  11640
-CONVEX 15251    'GT_PK(2,2)'      11781  41949  11710  41945  32498  11850
-CONVEX 15252    'GT_PK(2,2)'      11498  41950  11638  34527  41951  11569
-CONVEX 15253    'GT_PK(2,2)'      11638  41952  11710  41951  32496  11569
-CONVEX 15254    'GT_PK(2,2)'      11710  41952  11638  32497  41953  11779
-CONVEX 15255    'GT_PK(2,2)'      11779  41953  11638  32494  41954  11708
-CONVEX 15256    'GT_PK(2,2)'      11638  41955  11567  41954  32371  11708
-CONVEX 15257    'GT_PK(2,2)'      11567  41955  11638  41860  41950  11498
-CONVEX 15258    'GT_PK(2,2)'      12408  41956  12475  24582  41957  12542
-CONVEX 15259    'GT_PK(2,2)'      12475  41958  12608  41957  32421  12542
-CONVEX 15260    'GT_PK(2,2)'      12870  41959  12806  41960  32501  12739
-CONVEX 15261    'GT_PK(2,2)'      12870  41961  12934  41962  41929  13001
-CONVEX 15262    'GT_PK(2,2)'      12806  41963  12872  32499  41964  12741
-CONVEX 15263    'GT_PK(2,2)'      12741  41964  12872  32416  41965  12808
-CONVEX 15264    'GT_PK(2,2)'      12872  41966  12938  41965  41911  12808
-CONVEX 15265    'GT_PK(2,2)'      12938  41966  12872  41907  41967  13003
-CONVEX 15266    'GT_PK(2,2)'      12402  41968  12335  41969  32521  12266
-CONVEX 15267    'GT_PK(2,2)'      12402  41970  12469  41971  24651  12537
-CONVEX 15268    'GT_PK(2,2)'      12469  41970  12402  32542  41972  12333
-CONVEX 15269    'GT_PK(2,2)'      12402  41969  12266  41972  32515  12333
-CONVEX 15270    'GT_PK(2,2)'      12335  41973  12471  32526  41974  12404
-CONVEX 15271    'GT_PK(2,2)'      12471  41975  12539  41974  32510  12404
-CONVEX 15272    'GT_PK(2,2)'      12539  41975  12471  32507  41976  12604
-CONVEX 15273    'GT_PK(2,2)'      12604  41976  12471  32434  41977  12537
-CONVEX 15274    'GT_PK(2,2)'      12471  41978  12402  41977  41971  12537
-CONVEX 15275    'GT_PK(2,2)'      12402  41978  12471  41968  41973  12335
-CONVEX 15276    'GT_PK(2,2)'      12196  41979  12130  32520  41980  12059
-CONVEX 15277    'GT_PK(2,2)'      12130  41979  12196  41981  32514  12266
-CONVEX 15278    'GT_PK(2,2)'      12130  41981  12266  41982  32522  12198
-CONVEX 15279    'GT_PK(2,2)'      12061  41983  12130  32535  41982  12198
-CONVEX 15280    'GT_PK(2,2)'      11991  41984  12130  41985  41983  12061
-CONVEX 15281    'GT_PK(2,2)'      12130  41984  11991  41980  41986  12059
-CONVEX 15282    'GT_PK(2,2)'      11991  41987  11921  41986  24604  12059
-CONVEX 15283    'GT_PK(2,2)'      11991  41988  11852  41987  41948  11921
-CONVEX 15284    'GT_PK(2,2)'      11923  41989  11854  41990  41991  11783
-CONVEX 15285    'GT_PK(2,2)'      11923  41992  11991  41993  41985  12061
-CONVEX 15286    'GT_PK(2,2)'      11852  41994  11923  32529  41990  11783
-CONVEX 15287    'GT_PK(2,2)'      11991  41992  11923  41988  41994  11852
-CONVEX 15288    'GT_PK(2,2)'      11714  41995  11785  41996  41882  11645
-CONVEX 15289    'GT_PK(2,2)'      11714  41997  11854  41995  32530  11785
-CONVEX 15290    'GT_PK(2,2)'      11714  41996  11645  41998  24561  11574
-CONVEX 15291    'GT_PK(2,2)'      11854  41997  11714  41991  41999  11783
-CONVEX 15292    'GT_PK(2,2)'      11642  42000  11714  41942  41998  11574
-CONVEX 15293    'GT_PK(2,2)'      11714  42000  11642  41999  32469  11783
-CONVEX 15294    'GT_PK(2,2)'      12132  42001  11993  32534  42002  12061
-CONVEX 15295    'GT_PK(2,2)'      11993  42003  11923  42002  41993  12061
-CONVEX 15296    'GT_PK(2,2)'      11923  42003  11993  41989  42004  11854
-CONVEX 15297    'GT_PK(2,2)'      11854  42004  11993  32531  42005  11925
-CONVEX 15298    'GT_PK(2,2)'      11925  42005  11993  24607  42006  12063
-CONVEX 15299    'GT_PK(2,2)'      11993  42001  12132  42006  42007  12063
-CONVEX 15300    'GT_PK(2,2)'      13122  42008  13249  42009  32550  13187
-CONVEX 15301    'GT_PK(2,2)'      13122  42010  13059  42011  24671  12995
-CONVEX 15302    'GT_PK(2,2)'      13059  42010  13122  24666  42009  13187
-CONVEX 15303    'GT_PK(2,2)'      13057  42012  13122  24664  42011  12995
-CONVEX 15304    'GT_PK(2,2)'      13185  42013  13122  24658  42012  13057
-CONVEX 15305    'GT_PK(2,2)'      13249  42008  13122  32555  42013  13185
-CONVEX 15306    'GT_PK(2,2)'      12597  42014  12664  41784  42015  12531
-CONVEX 15307    'GT_PK(2,2)'      12664  42014  12597  42016  24638  12729
-CONVEX 15308    'GT_PK(2,2)'      12731  42017  12798  42018  42019  12666
-CONVEX 15309    'GT_PK(2,2)'      12798  42020  12928  42021  24665  12864
-CONVEX 15310    'GT_PK(2,2)'      12798  42022  12733  42019  32287  12666
-CONVEX 15311    'GT_PK(2,2)'      12733  42022  12798  32289  42021  12864
-CONVEX 15312    'GT_PK(2,2)'      12664  42023  12796  42024  42025  12731
-CONVEX 15313    'GT_PK(2,2)'      12796  42023  12664  42026  42016  12729
-CONVEX 15314    'GT_PK(2,2)'      12796  42026  12729  42027  42028  12861
-CONVEX 15315    'GT_PK(2,2)'      12926  42029  12796  41308  42027  12861
-CONVEX 15316    'GT_PK(2,2)'      12156  42030  12224  32077  42031  12293
-CONVEX 15317    'GT_PK(2,2)'      12224  42032  12359  42031  42033  12293
-CONVEX 15318    'GT_PK(2,2)'      12085  42034  12224  32559  42030  12156
-CONVEX 15319    'GT_PK(2,2)'      12359  42032  12224  42035  42036  12290
-CONVEX 15320    'GT_PK(2,2)'      12495  42037  12426  41578  42038  12560
-CONVEX 15321    'GT_PK(2,2)'      12359  42039  12426  42040  42037  12495
-CONVEX 15322    'GT_PK(2,2)'      12426  42039  12359  42041  42035  12290
-CONVEX 15323    'GT_PK(2,2)'      12426  42042  12492  42038  24685  12560
-CONVEX 15324    'GT_PK(2,2)'      12426  42041  12290  42043  32562  12357
-CONVEX 15325    'GT_PK(2,2)'      12492  42042  12426  24684  42043  12357
-CONVEX 15326    'GT_PK(2,2)'      12154  42044  12085  42045  32558  12015
-CONVEX 15327    'GT_PK(2,2)'      12154  42046  12221  42047  32561  12290
-CONVEX 15328    'GT_PK(2,2)'      12224  42048  12154  42036  42047  12290
-CONVEX 15329    'GT_PK(2,2)'      12154  42048  12224  42044  42034  12085
-CONVEX 15330    'GT_PK(2,2)'      11945  42049  12083  24461  42050  12015
-CONVEX 15331    'GT_PK(2,2)'      12083  42051  12154  42050  42045  12015
-CONVEX 15332    'GT_PK(2,2)'      12154  42051  12083  42046  42052  12221
-CONVEX 15333    'GT_PK(2,2)'      12221  42052  12083  42053  42054  12151
-CONVEX 15334    'GT_PK(2,2)'      12288  42055  12354  42056  32564  12423
-CONVEX 15335    'GT_PK(2,2)'      12288  42057  12221  42058  42053  12151
-CONVEX 15336    'GT_PK(2,2)'      12288  42056  12423  42059  24683  12357
-CONVEX 15337    'GT_PK(2,2)'      12221  42057  12288  32563  42059  12357
-CONVEX 15338    'GT_PK(2,2)'      12080  42060  12219  42061  42062  12151
-CONVEX 15339    'GT_PK(2,2)'      12219  42063  12288  42062  42058  12151
-CONVEX 15340    'GT_PK(2,2)'      12288  42063  12219  42055  42064  12354
-CONVEX 15341    'GT_PK(2,2)'      12354  42064  12219  32568  42065  12285
-CONVEX 15342    'GT_PK(2,2)'      12421  42066  12555  32567  42067  12490
-CONVEX 15343    'GT_PK(2,2)'      12555  42068  12623  42067  24686  12490
-CONVEX 15344    'GT_PK(2,2)'      12555  42069  12688  42068  32571  12623
-CONVEX 15345    'GT_PK(2,2)'      12555  42070  12621  42069  32635  12688
-CONVEX 15346    'GT_PK(2,2)'      12555  42066  12421  42071  32223  12487
-CONVEX 15347    'GT_PK(2,2)'      12621  42070  12555  42072  42071  12487
-CONVEX 15348    'GT_PK(2,2)'      13378  42073  13316  42074  42075  13253
-CONVEX 15349    'GT_PK(2,2)'      13191  42076  13316  42077  32607  13255
-CONVEX 15350    'GT_PK(2,2)'      13128  42078  13191  32441  42077  13255
-CONVEX 15351    'GT_PK(2,2)'      13191  42078  13128  42079  32442  13063
-CONVEX 15352    'GT_PK(2,2)'      13191  42079  13063  42080  32438  13126
-CONVEX 15353    'GT_PK(2,2)'      13191  42080  13126  42081  24591  13253
-CONVEX 15354    'GT_PK(2,2)'      13316  42076  13191  42075  42081  13253
-CONVEX 15355    'GT_PK(2,2)'      13440  42082  13501  42083  32605  13380
-CONVEX 15356    'GT_PK(2,2)'      13316  42084  13440  32606  42083  13380
-CONVEX 15357    'GT_PK(2,2)'      13501  42082  13440  32602  42085  13559
-CONVEX 15358    'GT_PK(2,2)'      13378  42086  13440  42073  42084  13316
-CONVEX 15359    'GT_PK(2,2)'      12149  42087  12216  42088  32637  12285
-CONVEX 15360    'GT_PK(2,2)'      12219  42089  12149  42065  42088  12285
-CONVEX 15361    'GT_PK(2,2)'      12149  42089  12219  42090  42060  12080
-CONVEX 15362    'GT_PK(2,2)'      12281  42091  12213  42092  42093  12144
-CONVEX 15363    'GT_PK(2,2)'      12213  42091  12281  42094  32638  12350
-CONVEX 15364    'GT_PK(2,2)'      12418  42095  12283  32642  42096  12350
-CONVEX 15365    'GT_PK(2,2)'      12213  42097  12283  42098  42099  12147
-CONVEX 15366    'GT_PK(2,2)'      12283  42097  12213  42096  42094  12350
-CONVEX 15367    'GT_PK(2,2)'      12283  42100  12216  42099  42101  12147
-CONVEX 15368    'GT_PK(2,2)'      12216  42100  12283  32636  42102  12352
-CONVEX 15369    'GT_PK(2,2)'      12283  42095  12418  42102  32644  12352
-CONVEX 15370    'GT_PK(2,2)'      12553  42103  12618  42104  24719  12686
-CONVEX 15371    'GT_PK(2,2)'      12418  42105  12553  32645  42106  12487
-CONVEX 15372    'GT_PK(2,2)'      12618  42103  12553  24722  42107  12485
-CONVEX 15373    'GT_PK(2,2)'      12553  42105  12418  42107  32643  12485
-CONVEX 15374    'GT_PK(2,2)'      12553  42108  12621  42106  42072  12487
-CONVEX 15375    'GT_PK(2,2)'      12621  42108  12553  32632  42104  12686
-CONVEX 15376    'GT_PK(2,2)'      12483  42109  12549  42110  32646  12616
-CONVEX 15377    'GT_PK(2,2)'      12347  42111  12483  32641  42112  12416
-CONVEX 15378    'GT_PK(2,2)'      12483  42111  12347  42113  42114  12414
-CONVEX 15379    'GT_PK(2,2)'      12549  42109  12483  32651  42113  12414
-CONVEX 15380    'GT_PK(2,2)'      12483  42115  12551  42112  24713  12416
-CONVEX 15381    'GT_PK(2,2)'      12551  42115  12483  24714  42110  12616
-CONVEX 15382    'GT_PK(2,2)'      1221  42116  1263  42117  32706  1175
-CONVEX 15383    'GT_PK(2,2)'      1131  42118  1221  42119  42117  1175
-CONVEX 15384    'GT_PK(2,2)'      732  42120  666  42121  24767  699
-CONVEX 15385    'GT_PK(2,2)'      732  42122  700  42120  36033  666
-CONVEX 15386    'GT_PK(2,2)'      955  42123  995  32798  42124  917
-CONVEX 15387    'GT_PK(2,2)'      995  42123  955  42125  42126  1036
-CONVEX 15388    'GT_PK(2,2)'      1610  42127  1561  42128  32730  1509
-CONVEX 15389    'GT_PK(2,2)'      1561  42129  1508  32729  42130  1457
-CONVEX 15390    'GT_PK(2,2)'      1455  42131  1508  42132  42133  1559
-CONVEX 15391    'GT_PK(2,2)'      1559  42133  1508  42134  42135  1612
-CONVEX 15392    'GT_PK(2,2)'      1508  42129  1561  42135  42136  1612
-CONVEX 15393    'GT_PK(2,2)'      1457  42130  1508  42137  42138  1409
-CONVEX 15394    'GT_PK(2,2)'      1508  42131  1455  42138  36116  1409
-CONVEX 15395    'GT_PK(2,2)'      580  42139  532  42140  42141  558
-CONVEX 15396    'GT_PK(2,2)'      505  42142  483  42143  42144  465
-CONVEX 15397    'GT_PK(2,2)'      879  42145  806  24779  42146  842
-CONVEX 15398    'GT_PK(2,2)'      1449  42147  1552  32737  42148  1502
-CONVEX 15399    'GT_PK(2,2)'      1552  42149  1605  42148  42150  1502
-CONVEX 15400    'GT_PK(2,2)'      1451  42151  1504  42152  33464  1405
-CONVEX 15401    'GT_PK(2,2)'      1451  42153  1403  42154  32736  1502
-CONVEX 15402    'GT_PK(2,2)'      1355  42155  1451  42156  42152  1405
-CONVEX 15403    'GT_PK(2,2)'      1451  42155  1355  42153  42157  1403
-CONVEX 15404    'GT_PK(2,2)'      963  42158  1001  42159  32728  921
-CONVEX 15405    'GT_PK(2,2)'      963  42160  926  42161  42162  1005
-CONVEX 15406    'GT_PK(2,2)'      1045  42163  963  42164  42161  1005
-CONVEX 15407    'GT_PK(2,2)'      963  42163  1045  42158  42165  1001
-CONVEX 15408    'GT_PK(2,2)'      778  42166  747  42167  42168  816
-CONVEX 15409    'GT_PK(2,2)'      714  42169  747  32743  42170  683
-CONVEX 15410    'GT_PK(2,2)'      712  42171  649  42172  32762  683
-CONVEX 15411    'GT_PK(2,2)'      747  42173  712  42170  42172  683
-CONVEX 15412    'GT_PK(2,2)'      712  42173  747  42174  42166  778
-CONVEX 15413    'GT_PK(2,2)'      649  42171  712  32765  42175  676
-CONVEX 15414    'GT_PK(2,2)'      773  42176  811  32755  42177  845
-CONVEX 15415    'GT_PK(2,2)'      1359  42178  1454  32781  42179  1404
-CONVEX 15416    'GT_PK(2,2)'      1454  42180  1503  42179  42181  1404
-CONVEX 15417    'GT_PK(2,2)'      1365  42182  1319  42183  24801  1416
-CONVEX 15418    'GT_PK(2,2)'      1212  42184  1258  42185  42186  1305
-CONVEX 15419    'GT_PK(2,2)'      1308  42187  1258  42188  42189  1215
-CONVEX 15420    'GT_PK(2,2)'      1168  42190  1125  42191  32819  1215
-CONVEX 15421    'GT_PK(2,2)'      1258  42192  1168  42189  42191  1215
-CONVEX 15422    'GT_PK(2,2)'      1168  42192  1258  42193  42184  1212
-CONVEX 15423    'GT_PK(2,2)'      1168  42193  1212  42194  42195  1122
-CONVEX 15424    'GT_PK(2,2)'      1080  42196  1168  32832  42194  1122
-CONVEX 15425    'GT_PK(2,2)'      1168  42196  1080  42190  32828  1125
-CONVEX 15426    'GT_PK(2,2)'      1306  42197  1352  32778  42198  1401
-CONVEX 15427    'GT_PK(2,2)'      1402  42199  1352  42200  42201  1305
-CONVEX 15428    'GT_PK(2,2)'      1257  42202  1212  42203  42185  1305
-CONVEX 15429    'GT_PK(2,2)'      1352  42204  1257  42201  42203  1305
-CONVEX 15430    'GT_PK(2,2)'      1257  42204  1352  42205  42197  1306
-CONVEX 15431    'GT_PK(2,2)'      1257  42205  1306  42206  42207  1213
-CONVEX 15432    'GT_PK(2,2)'      1352  42208  1448  42198  42209  1401
-CONVEX 15433    'GT_PK(2,2)'      1448  42208  1352  42210  42199  1402
-CONVEX 15434    'GT_PK(2,2)'      1503  42211  1450  42181  42212  1404
-CONVEX 15435    'GT_PK(2,2)'      1354  42213  1402  42214  42200  1305
-CONVEX 15436    'GT_PK(2,2)'      1258  42215  1354  42186  42214  1305
-CONVEX 15437    'GT_PK(2,2)'      1354  42215  1258  42216  42187  1308
-CONVEX 15438    'GT_PK(2,2)'      1354  42216  1308  42217  32780  1404
-CONVEX 15439    'GT_PK(2,2)'      1450  42218  1354  42212  42217  1404
-CONVEX 15440    'GT_PK(2,2)'      1354  42218  1450  42213  42219  1402
-CONVEX 15441    'GT_PK(2,2)'      1656  42220  1707  42221  33442  1602
-CONVEX 15442    'GT_PK(2,2)'      1656  42222  1606  42223  42224  1709
-CONVEX 15443    'GT_PK(2,2)'      1556  42225  1606  42226  42227  1503
-CONVEX 15444    'GT_PK(2,2)'      1556  42228  1454  42229  42230  1511
-CONVEX 15445    'GT_PK(2,2)'      1454  42228  1556  42180  42226  1503
-CONVEX 15446    'GT_PK(2,2)'      1657  42231  1765  42232  42233  1711
-CONVEX 15447    'GT_PK(2,2)'      1605  42234  1657  42235  42232  1711
-CONVEX 15448    'GT_PK(2,2)'      1657  42236  1552  42237  42238  1603
-CONVEX 15449    'GT_PK(2,2)'      1552  42236  1657  42149  42234  1605
-CONVEX 15450    'GT_PK(2,2)'      1605  42239  1555  42150  42240  1502
-CONVEX 15451    'GT_PK(2,2)'      1555  42241  1451  42240  42154  1502
-CONVEX 15452    'GT_PK(2,2)'      1451  42241  1555  42151  42242  1504
-CONVEX 15453    'GT_PK(2,2)'      585  42243  610  24812  42244  642
-CONVEX 15454    'GT_PK(2,2)'      610  42245  671  42244  32785  642
-CONVEX 15455    'GT_PK(2,2)'      561  42246  534  32788  42247  585
-CONVEX 15456    'GT_PK(2,2)'      507  42248  534  32845  42249  490
-CONVEX 15457    'GT_PK(2,2)'      701  42250  735  32805  42251  672
-CONVEX 15458    'GT_PK(2,2)'      735  42250  701  42252  32799  769
-CONVEX 15459    'GT_PK(2,2)'      735  42253  704  42251  42254  672
-CONVEX 15460    'GT_PK(2,2)'      955  42255  994  42126  42256  1036
-CONVEX 15461    'GT_PK(2,2)'      994  42257  957  42258  42259  1039
-CONVEX 15462    'GT_PK(2,2)'      994  42255  955  42260  32797  915
-CONVEX 15463    'GT_PK(2,2)'      957  42257  994  32807  42260  915
-CONVEX 15464    'GT_PK(2,2)'      1080  42261  994  32829  42258  1039
-CONVEX 15465    'GT_PK(2,2)'      994  42261  1080  42256  32830  1036
-CONVEX 15466    'GT_PK(2,2)'      446  42262  439  42263  19861  20
-CONVEX 15467    'GT_PK(2,2)'      446  42263  20  42264  42265  22
-CONVEX 15468    'GT_PK(2,2)'      444  42266  446  32838  42264  22
-CONVEX 15469    'GT_PK(2,2)'      475  42267  453  42268  24827  490
-CONVEX 15470    'GT_PK(2,2)'      475  42269  444  42267  32836  453
-CONVEX 15471    'GT_PK(2,2)'      475  42270  446  42269  42266  444
-CONVEX 15472    'GT_PK(2,2)'      446  42270  475  42271  42272  485
-CONVEX 15473    'GT_PK(2,2)'      429  42273  12  42274  42275  14
-CONVEX 15474    'GT_PK(2,2)'      12  42273  429  32883  42276  434
-CONVEX 15475    'GT_PK(2,2)'      429  42277  454  42276  32894  434
-CONVEX 15476    'GT_PK(2,2)'      447  42278  434  42279  32895  465
-CONVEX 15477    'GT_PK(2,2)'      447  42280  425  42278  32897  434
-CONVEX 15478    'GT_PK(2,2)'      447  42281  483  42282  42283  462
-CONVEX 15479    'GT_PK(2,2)'      483  42281  447  42144  42279  465
-CONVEX 15480    'GT_PK(2,2)'      430  42284  447  24838  42282  462
-CONVEX 15481    'GT_PK(2,2)'      425  42280  447  32901  42284  430
-CONVEX 15482    'GT_PK(2,2)'      6572  42285  6645  42286  32903  6721
-CONVEX 15483    'GT_PK(2,2)'      6645  42285  6572  32908  42287  6495
-CONVEX 15484    'GT_PK(2,2)'      6569  42288  6422  33705  42289  6492
-CONVEX 15485    'GT_PK(2,2)'      6422  42290  6345  42289  33717  6492
-CONVEX 15486    'GT_PK(2,2)'      6345  42290  6422  33596  42291  6273
-CONVEX 15487    'GT_PK(2,2)'      6422  42288  6569  42292  32907  6495
-CONVEX 15488    'GT_PK(2,2)'      6422  42293  6348  42291  42294  6273
-CONVEX 15489    'GT_PK(2,2)'      6348  42293  6422  42295  42292  6495
-CONVEX 15490    'GT_PK(2,2)'      6796  42296  6648  24851  42297  6721
-CONVEX 15491    'GT_PK(2,2)'      6648  42298  6572  42297  42286  6721
-CONVEX 15492    'GT_PK(2,2)'      6572  42298  6648  42299  42300  6498
-CONVEX 15493    'GT_PK(2,2)'      6648  42296  6796  42301  24865  6722
-CONVEX 15494    'GT_PK(2,2)'      6573  42302  6648  20125  42301  6722
-CONVEX 15495    'GT_PK(2,2)'      6498  42300  6648  32911  42302  6573
-CONVEX 15496    'GT_PK(2,2)'      6275  42303  6351  32909  42304  6202
-CONVEX 15497    'GT_PK(2,2)'      6351  42305  6498  42306  32912  6426
-CONVEX 15498    'GT_PK(2,2)'      6571  42307  6720  42308  33629  6644
-CONVEX 15499    'GT_PK(2,2)'      6496  42309  6571  33654  42308  6644
-CONVEX 15500    'GT_PK(2,2)'      6571  42309  6496  42310  33652  6424
-CONVEX 15501    'GT_PK(2,2)'      6571  42310  6424  42311  25408  6497
-CONVEX 15502    'GT_PK(2,2)'      6571  42311  6497  42312  20127  6647
-CONVEX 15503    'GT_PK(2,2)'      6720  42307  6571  32914  42312  6647
-CONVEX 15504    'GT_PK(2,2)'      6868  42313  6720  42314  32913  6795
-CONVEX 15505    'GT_PK(2,2)'      7016  42315  6868  32931  42316  6943
-CONVEX 15506    'GT_PK(2,2)'      6868  42314  6795  42316  24868  6943
-CONVEX 15507    'GT_PK(2,2)'      6868  42315  7016  42317  24938  6941
-CONVEX 15508    'GT_PK(2,2)'      6793  42318  6868  33636  42317  6941
-CONVEX 15509    'GT_PK(2,2)'      6868  42318  6793  42313  33628  6720
-CONVEX 15510    'GT_PK(2,2)'      7165  42319  7313  32927  42320  7237
-CONVEX 15511    'GT_PK(2,2)'      7313  42319  7165  42321  32922  7242
-CONVEX 15512    'GT_PK(2,2)'      7313  42322  7390  42323  24905  7450
-CONVEX 15513    'GT_PK(2,2)'      7390  42322  7313  24900  42321  7242
-CONVEX 15514    'GT_PK(2,2)'      7507  42324  7436  42325  32942  7367
-CONVEX 15515    'GT_PK(2,2)'      7507  42326  7578  42327  32957  7644
-CONVEX 15516    'GT_PK(2,2)'      7714  42328  7579  42329  42330  7644
-CONVEX 15517    'GT_PK(2,2)'      7579  42331  7507  42330  42327  7644
-CONVEX 15518    'GT_PK(2,2)'      7507  42331  7579  42324  42332  7436
-CONVEX 15519    'GT_PK(2,2)'      7374  42333  7300  42334  32950  7237
-CONVEX 15520    'GT_PK(2,2)'      7374  42335  7313  42336  42323  7450
-CONVEX 15521    'GT_PK(2,2)'      7313  42335  7374  42320  42334  7237
-CONVEX 15522    'GT_PK(2,2)'      7300  42337  7440  32953  42338  7367
-CONVEX 15523    'GT_PK(2,2)'      7440  42339  7507  42338  42325  7367
-CONVEX 15524    'GT_PK(2,2)'      7507  42339  7440  42326  42340  7578
-CONVEX 15525    'GT_PK(2,2)'      7374  42341  7440  42333  42337  7300
-CONVEX 15526    'GT_PK(2,2)'      7879  42342  7944  42343  17591  8026
-CONVEX 15527    'GT_PK(2,2)'      7224  42344  7082  42345  32969  7149
-CONVEX 15528    'GT_PK(2,2)'      7083  42346  7223  42347  42348  7149
-CONVEX 15529    'GT_PK(2,2)'      7007  42349  7083  32970  42347  7149
-CONVEX 15530    'GT_PK(2,2)'      7083  42349  7007  42350  32964  6938
-CONVEX 15531    'GT_PK(2,2)'      7223  42346  7083  32963  42351  7152
-CONVEX 15532    'GT_PK(2,2)'      7012  42352  7083  33632  42350  6938
-CONVEX 15533    'GT_PK(2,2)'      7083  42352  7012  42351  24942  7152
-CONVEX 15534    'GT_PK(2,2)'      7304  42353  7235  32988  42354  7158
-CONVEX 15535    'GT_PK(2,2)'      7089  42355  7239  32990  42356  7163
-CONVEX 15536    'GT_PK(2,2)'      7239  42357  7311  42356  25671  7163
-CONVEX 15537    'GT_PK(2,2)'      7311  42357  7239  34108  42358  7386
-CONVEX 15538    'GT_PK(2,2)'      7013  42359  6940  32999  42360  6864
-CONVEX 15539    'GT_PK(2,2)'      7089  42361  6940  42362  42359  7013
-CONVEX 15540    'GT_PK(2,2)'      6862  42363  6940  25738  42364  7015
-CONVEX 15541    'GT_PK(2,2)'      6940  42361  7089  42364  32989  7015
-CONVEX 15542    'GT_PK(2,2)'      7010  42365  6937  42366  32996  6863
-CONVEX 15543    'GT_PK(2,2)'      7010  42367  7084  42368  32985  7158
-CONVEX 15544    'GT_PK(2,2)'      7010  42369  6936  42367  33003  7084
-CONVEX 15545    'GT_PK(2,2)'      6936  42369  7010  42370  42366  6863
-CONVEX 15546    'GT_PK(2,2)'      6790  42371  6863  42372  32994  6715
-CONVEX 15547    'GT_PK(2,2)'      6790  42373  6936  42371  42370  6863
-CONVEX 15548    'GT_PK(2,2)'      6790  42372  6715  42374  25770  6641
-CONVEX 15549    'GT_PK(2,2)'      6936  42373  6790  33001  42375  6861
-CONVEX 15550    'GT_PK(2,2)'      6716  42376  6790  24923  42374  6641
-CONVEX 15551    'GT_PK(2,2)'      6790  42376  6716  42375  24932  6861
-CONVEX 15552    'GT_PK(2,2)'      6347  42377  6494  42378  33011  6421
-CONVEX 15553    'GT_PK(2,2)'      6347  42379  6272  42380  33006  6199
-CONVEX 15554    'GT_PK(2,2)'      6272  42379  6347  33008  42378  6421
-CONVEX 15555    'GT_PK(2,2)'      6274  42381  6347  33022  42380  6199
-CONVEX 15556    'GT_PK(2,2)'      6347  42381  6274  42382  24949  6423
-CONVEX 15557    'GT_PK(2,2)'      6494  42377  6347  33013  42382  6423
-CONVEX 15558    'GT_PK(2,2)'      6643  42383  6717  42384  32937  6568
-CONVEX 15559    'GT_PK(2,2)'      6494  42385  6643  33012  42384  6568
-CONVEX 15560    'GT_PK(2,2)'      6719  42386  6643  25395  42387  6570
-CONVEX 15561    'GT_PK(2,2)'      6643  42385  6494  42387  33014  6570
-CONVEX 15562    'GT_PK(2,2)'      4541  42388  4681  42389  35542  4610
-CONVEX 15563    'GT_PK(2,2)'      4470  42390  4541  20668  42389  4610
-CONVEX 15564    'GT_PK(2,2)'      4541  42390  4470  42391  42392  4402
-CONVEX 15565    'GT_PK(2,2)'      4472  42393  4541  33028  42391  4402
-CONVEX 15566    'GT_PK(2,2)'      4541  42393  4472  42394  33030  4612
-CONVEX 15567    'GT_PK(2,2)'      4681  42388  4541  33033  42394  4612
-CONVEX 15568    'GT_PK(2,2)'      5036  42395  4965  42396  42397  5108
-CONVEX 15569    'GT_PK(2,2)'      4824  42398  4683  42399  33045  4755
-CONVEX 15570    'GT_PK(2,2)'      4896  42400  4824  42401  42399  4755
-CONVEX 15571    'GT_PK(2,2)'      4824  42400  4896  42402  42403  4965
-CONVEX 15572    'GT_PK(2,2)'      4683  42398  4824  33040  42404  4753
-CONVEX 15573    'GT_PK(2,2)'      5034  42405  5104  42406  42407  4961
-CONVEX 15574    'GT_PK(2,2)'      5174  42408  5104  42409  42410  5246
-CONVEX 15575    'GT_PK(2,2)'      5104  42411  5032  42407  20662  4961
-CONVEX 15576    'GT_PK(2,2)'      5104  42408  5174  42411  35550  5032
-CONVEX 15577    'GT_PK(2,2)'      5326  42412  5396  42413  42414  5252
-CONVEX 15578    'GT_PK(2,2)'      5396  42412  5326  42415  33058  5469
-CONVEX 15579    'GT_PK(2,2)'      6124  42416  6271  42417  24967  6196
-CONVEX 15580    'GT_PK(2,2)'      6271  42416  6124  24971  42418  6198
-CONVEX 15581    'GT_PK(2,2)'      6049  42419  6196  42420  25765  6122
-CONVEX 15582    'GT_PK(2,2)'      6049  42421  6124  42419  42417  6196
-CONVEX 15583    'GT_PK(2,2)'      5827  42422  5898  42423  25754  5752
-CONVEX 15584    'GT_PK(2,2)'      5184  42424  5328  18066  42425  5254
-CONVEX 15585    'GT_PK(2,2)'      5328  42426  5398  42425  33056  5254
-CONVEX 15586    'GT_PK(2,2)'      5398  42426  5328  33053  42427  5471
-CONVEX 15587    'GT_PK(2,2)'      5328  42428  5399  42427  42429  5471
-CONVEX 15588    'GT_PK(2,2)'      5328  42424  5184  42430  33121  5255
-CONVEX 15589    'GT_PK(2,2)'      5399  42428  5328  42431  42430  5255
-CONVEX 15590    'GT_PK(2,2)'      3990  42432  4126  42433  42434  4059
-CONVEX 15591    'GT_PK(2,2)'      4126  42435  4196  42434  33112  4059
-CONVEX 15592    'GT_PK(2,2)'      3990  42436  3855  42437  42438  3921
-CONVEX 15593    'GT_PK(2,2)'      3855  42439  3789  42440  25049  3720
-CONVEX 15594    'GT_PK(2,2)'      3787  42441  3855  33067  42440  3720
-CONVEX 15595    'GT_PK(2,2)'      3855  42441  3787  42438  42442  3921
-CONVEX 15596    'GT_PK(2,2)'      3789  42443  3923  33170  42444  3857
-CONVEX 15597    'GT_PK(2,2)'      3923  42445  3990  42446  42433  4059
-CONVEX 15598    'GT_PK(2,2)'      3855  42447  3923  42439  42443  3789
-CONVEX 15599    'GT_PK(2,2)'      3923  42447  3855  42445  42436  3990
-CONVEX 15600    'GT_PK(2,2)'      3923  42448  3992  42444  24973  3857
-CONVEX 15601    'GT_PK(2,2)'      3992  42448  3923  33110  42446  4059
-CONVEX 15602    'GT_PK(2,2)'      4262  42449  4124  33083  42450  4192
-CONVEX 15603    'GT_PK(2,2)'      4124  42449  4262  42451  42452  4194
-CONVEX 15604    'GT_PK(2,2)'      4055  42453  3988  42454  42455  3919
-CONVEX 15605    'GT_PK(2,2)'      4055  42454  3919  42456  19932  3986
-CONVEX 15606    'GT_PK(2,2)'      4122  42457  4055  24976  42456  3986
-CONVEX 15607    'GT_PK(2,2)'      4055  42457  4122  42458  33069  4192
-CONVEX 15608    'GT_PK(2,2)'      4124  42459  4055  42450  42458  4192
-CONVEX 15609    'GT_PK(2,2)'      4055  42459  4124  42453  42460  3988
-CONVEX 15610    'GT_PK(2,2)'      3853  42461  3988  42462  42463  3921
-CONVEX 15611    'GT_PK(2,2)'      3787  42464  3853  42442  42462  3921
-CONVEX 15612    'GT_PK(2,2)'      3988  42461  3853  42455  42465  3919
-CONVEX 15613    'GT_PK(2,2)'      4329  42466  4260  42467  33071  4190
-CONVEX 15614    'GT_PK(2,2)'      4329  42467  4190  42468  19933  4258
-CONVEX 15615    'GT_PK(2,2)'      4397  42469  4329  24980  42468  4258
-CONVEX 15616    'GT_PK(2,2)'      4329  42469  4397  42470  24978  4467
-CONVEX 15617    'GT_PK(2,2)'      4329  42470  4467  42471  17555  4399
-CONVEX 15618    'GT_PK(2,2)'      4260  42466  4329  33086  42471  4399
-CONVEX 15619    'GT_PK(2,2)'      4403  42472  4542  33073  42473  4473
-CONVEX 15620    'GT_PK(2,2)'      4196  42474  4264  33103  42475  4335
-CONVEX 15621    'GT_PK(2,2)'      4264  42476  4403  42475  33072  4335
-CONVEX 15622    'GT_PK(2,2)'      4126  42477  4264  42435  42474  4196
-CONVEX 15623    'GT_PK(2,2)'      4264  42477  4126  42478  42479  4194
-CONVEX 15624    'GT_PK(2,2)'      4750  42480  4821  42481  42482  4680
-CONVEX 15625    'GT_PK(2,2)'      4609  42483  4750  42484  42481  4680
-CONVEX 15626    'GT_PK(2,2)'      4750  42485  4678  42486  33805  4819
-CONVEX 15627    'GT_PK(2,2)'      4750  42483  4609  42485  33077  4678
-CONVEX 15628    'GT_PK(2,2)'      4752  42487  4821  42488  33074  4893
-CONVEX 15629    'GT_PK(2,2)'      4752  42489  4823  42490  25037  4682
-CONVEX 15630    'GT_PK(2,2)'      4823  42489  4752  25039  42488  4893
-CONVEX 15631    'GT_PK(2,2)'      4821  42487  4752  42482  42491  4680
-CONVEX 15632    'GT_PK(2,2)'      4331  42492  4469  33081  42493  4401
-CONVEX 15633    'GT_PK(2,2)'      4609  42494  4469  33078  42495  4538
-CONVEX 15634    'GT_PK(2,2)'      4538  42495  4469  17556  42496  4399
-CONVEX 15635    'GT_PK(2,2)'      4469  42492  4331  42496  33085  4399
-CONVEX 15636    'GT_PK(2,2)'      4064  42497  3996  42498  42499  4132
-CONVEX 15637    'GT_PK(2,2)'      3996  42497  4064  24996  42500  3928
-CONVEX 15638    'GT_PK(2,2)'      4338  42501  4269  42502  33141  4408
-CONVEX 15639    'GT_PK(2,2)'      4897  42503  4968  25004  42504  4827
-CONVEX 15640    'GT_PK(2,2)'      4827  42504  4968  25000  42505  4899
-CONVEX 15641    'GT_PK(2,2)'      5041  42506  5111  18064  33120  5184
-CONVEX 15642    'GT_PK(2,2)'      4968  42507  5041  42505  42508  4899
-CONVEX 15643    'GT_PK(2,2)'      5041  42507  4968  42506  42509  5111
-CONVEX 15644    'GT_PK(2,2)'      4406  42510  4476  24985  42511  4545
-CONVEX 15645    'GT_PK(2,2)'      4476  42512  4616  42511  33127  4545
-CONVEX 15646    'GT_PK(2,2)'      4338  42513  4476  42514  42510  4406
-CONVEX 15647    'GT_PK(2,2)'      4616  42512  4476  33132  42515  4547
-CONVEX 15648    'GT_PK(2,2)'      4547  42515  4476  25011  42516  4408
-CONVEX 15649    'GT_PK(2,2)'      4476  42513  4338  42516  42502  4408
-CONVEX 15650    'GT_PK(2,2)'      3996  42517  4063  42499  42518  4132
-CONVEX 15651    'GT_PK(2,2)'      4063  42519  3927  42520  33099  3994
-CONVEX 15652    'GT_PK(2,2)'      3927  42519  4063  33096  42517  3996
-CONVEX 15653    'GT_PK(2,2)'      4613  42521  4544  42522  33142  4473
-CONVEX 15654    'GT_PK(2,2)'      4754  42523  4613  25038  42524  4682
-CONVEX 15655    'GT_PK(2,2)'      4684  42525  4613  33151  42523  4754
-CONVEX 15656    'GT_PK(2,2)'      4613  42525  4684  42521  33149  4544
-CONVEX 15657    'GT_PK(2,2)'      4613  42526  4542  42524  42527  4682
-CONVEX 15658    'GT_PK(2,2)'      4542  42526  4613  42473  42522  4473
-CONVEX 15659    'GT_PK(2,2)'      5541  42528  5466  42529  33616  5611
-CONVEX 15660    'GT_PK(2,2)'      5180  42530  5109  42531  25029  5037
-CONVEX 15661    'GT_PK(2,2)'      2880  42532  3006  42533  42534  2943
-CONVEX 15662    'GT_PK(2,2)'      3006  42532  2880  42535  42536  2942
-CONVEX 15663    'GT_PK(2,2)'      3262  42537  3197  25044  42538  3133
-CONVEX 15664    'GT_PK(2,2)'      3074  42539  3139  42540  42541  3009
-CONVEX 15665    'GT_PK(2,2)'      2568  42542  2448  42543  42544  2508
-CONVEX 15666    'GT_PK(2,2)'      2630  42545  2568  42546  42547  2692
-CONVEX 15667    'GT_PK(2,2)'      2816  42548  2880  42549  42533  2943
-CONVEX 15668    'GT_PK(2,2)'      2699  42550  2823  26680  42551  2762
-CONVEX 15669    'GT_PK(2,2)'      3142  42552  3013  42553  42554  3077
-CONVEX 15670    'GT_PK(2,2)'      3008  42555  2881  42556  42557  2943
-CONVEX 15671    'GT_PK(2,2)'      2881  42558  2816  42557  42549  2943
-CONVEX 15672    'GT_PK(2,2)'      2570  42559  2450  42560  42561  2510
-CONVEX 15673    'GT_PK(2,2)'      2696  42562  2634  42563  25069  2572
-CONVEX 15674    'GT_PK(2,2)'      2634  42562  2696  25065  42564  2759
-CONVEX 15675    'GT_PK(2,2)'      2696  42565  2820  42564  42566  2759
-CONVEX 15676    'GT_PK(2,2)'      2696  42567  2757  42565  42568  2820
-CONVEX 15677    'GT_PK(2,2)'      2757  42569  2884  42568  42570  2820
-CONVEX 15678    'GT_PK(2,2)'      2884  42571  2947  42572  42573  3011
-CONVEX 15679    'GT_PK(2,2)'      2214  42574  2158  42575  33213  2272
-CONVEX 15680    'GT_PK(2,2)'      2332  42576  2214  33200  42575  2272
-CONVEX 15681    'GT_PK(2,2)'      2045  42577  2102  33183  42578  2159
-CONVEX 15682    'GT_PK(2,2)'      2102  42579  2214  42578  42580  2159
-CONVEX 15683    'GT_PK(2,2)'      2214  42579  2102  42574  42581  2158
-CONVEX 15684    'GT_PK(2,2)'      2158  42581  2102  42582  42583  2044
-CONVEX 15685    'GT_PK(2,2)'      2102  42584  1990  42583  36091  2044
-CONVEX 15686    'GT_PK(2,2)'      1990  42584  2102  36092  42577  2045
-CONVEX 15687    'GT_PK(2,2)'      2509  42585  2568  42586  42545  2630
-CONVEX 15688    'GT_PK(2,2)'      2509  42587  2389  42588  42589  2448
-CONVEX 15689    'GT_PK(2,2)'      2568  42585  2509  42542  42588  2448
-CONVEX 15690    'GT_PK(2,2)'      2390  42590  2450  42591  33178  2333
-CONVEX 15691    'GT_PK(2,2)'      2450  42590  2390  42561  42592  2510
-CONVEX 15692    'GT_PK(2,2)'      2099  42593  2041  33210  42594  2155
-CONVEX 15693    'GT_PK(2,2)'      1986  42595  2041  42596  42597  1931
-CONVEX 15694    'GT_PK(2,2)'      2446  42598  2387  42599  42600  2506
-CONVEX 15695    'GT_PK(2,2)'      2446  42601  2567  42602  42603  2508
-CONVEX 15696    'GT_PK(2,2)'      2567  42601  2446  19989  42599  2506
-CONVEX 15697    'GT_PK(2,2)'      2269  42604  2211  42605  33209  2155
-CONVEX 15698    'GT_PK(2,2)'      2329  42606  2269  42607  42608  2385
-CONVEX 15699    'GT_PK(2,2)'      2211  42604  2269  33211  42606  2329
-CONVEX 15700    'GT_PK(2,2)'      2812  42609  2938  25101  42610  2876
-CONVEX 15701    'GT_PK(2,2)'      2876  42610  2938  25100  42611  3002
-CONVEX 15702    'GT_PK(2,2)'      2938  42612  3066  42611  33224  3002
-CONVEX 15703    'GT_PK(2,2)'      3066  42612  2938  33226  42613  3000
-CONVEX 15704    'GT_PK(2,2)'      3385  42614  3321  33220  42615  3256
-CONVEX 15705    'GT_PK(2,2)'      3256  42615  3321  19985  42616  3191
-CONVEX 15706    'GT_PK(2,2)'      3321  42617  3258  42616  25073  3191
-CONVEX 15707    'GT_PK(2,2)'      3452  42618  3321  42619  42614  3385
-CONVEX 15708    'GT_PK(2,2)'      3068  42620  3004  33229  42621  2940
-CONVEX 15709    'GT_PK(2,2)'      3004  42622  2942  42623  42624  2878
-CONVEX 15710    'GT_PK(2,2)'      2940  42621  3004  25116  42623  2878
-CONVEX 15711    'GT_PK(2,2)'      3004  42620  3068  42625  33231  3133
-CONVEX 15712    'GT_PK(2,2)'      2387  42626  2445  42600  42627  2506
-CONVEX 15713    'GT_PK(2,2)'      2445  42628  2565  42627  25117  2506
-CONVEX 15714    'GT_PK(2,2)'      2445  42629  2505  42628  33235  2565
-CONVEX 15715    'GT_PK(2,2)'      2505  42629  2445  33234  42630  2385
-CONVEX 15716    'GT_PK(2,2)'      2445  42631  2329  42630  42607  2385
-CONVEX 15717    'GT_PK(2,2)'      2329  42631  2445  33201  42626  2387
-CONVEX 15718    'GT_PK(2,2)'      3840  42632  3907  42633  33237  3976
-CONVEX 15719    'GT_PK(2,2)'      3840  42633  3976  42634  25126  3909
-CONVEX 15720    'GT_PK(2,2)'      3774  42635  3840  25221  42634  3909
-CONVEX 15721    'GT_PK(2,2)'      3840  42635  3774  42636  25223  3706
-CONVEX 15722    'GT_PK(2,2)'      3840  42636  3706  42637  20005  3772
-CONVEX 15723    'GT_PK(2,2)'      3907  42632  3840  42638  42637  3772
-CONVEX 15724    'GT_PK(2,2)'      5159  42639  5230  42640  33252  5303
-CONVEX 15725    'GT_PK(2,2)'      5159  42641  5088  42642  33264  5016
-CONVEX 15726    'GT_PK(2,2)'      5449  42643  5376  33258  42644  5522
-CONVEX 15727    'GT_PK(2,2)'      5376  42645  5447  42644  33895  5522
-CONVEX 15728    'GT_PK(2,2)'      5447  42645  5376  33257  42646  5303
-CONVEX 15729    'GT_PK(2,2)'      4180  42647  4250  42648  33244  4112
-CONVEX 15730    'GT_PK(2,2)'      4180  42649  4319  42647  42650  4250
-CONVEX 15731    'GT_PK(2,2)'      4043  42651  4180  25123  42648  4112
-CONVEX 15732    'GT_PK(2,2)'      4110  42652  4180  25145  42651  4043
-CONVEX 15733    'GT_PK(2,2)'      4184  42653  4323  20018  42654  4254
-CONVEX 15734    'GT_PK(2,2)'      4323  42655  4393  42654  33273  4254
-CONVEX 15735    'GT_PK(2,2)'      4387  42656  4317  42657  33285  4455
-CONVEX 15736    'GT_PK(2,2)'      4387  42657  4455  42658  42659  4526
-CONVEX 15737    'GT_PK(2,2)'      4101  42660  4034  42661  33301  3964
-CONVEX 15738    'GT_PK(2,2)'      4238  42662  4101  33302  42663  4169
-CONVEX 15739    'GT_PK(2,2)'      4034  42660  4101  33298  42664  4171
-CONVEX 15740    'GT_PK(2,2)'      4101  42662  4238  42664  33306  4171
-CONVEX 15741    'GT_PK(2,2)'      4101  42665  4032  42663  33315  4169
-CONVEX 15742    'GT_PK(2,2)'      4032  42665  4101  33311  42661  3964
-CONVEX 15743    'GT_PK(2,2)'      3759  42666  3626  42667  42668  3691
-CONVEX 15744    'GT_PK(2,2)'      3894  42669  3826  25177  42670  3961
-CONVEX 15745    'GT_PK(2,2)'      3759  42671  3826  33309  42669  3894
-CONVEX 15746    'GT_PK(2,2)'      3826  42672  3892  42670  25191  3961
-CONVEX 15747    'GT_PK(2,2)'      3826  42671  3759  42673  42667  3691
-CONVEX 15748    'GT_PK(2,2)'      3758  42674  3826  42675  42673  3691
-CONVEX 15749    'GT_PK(2,2)'      3826  42674  3758  42672  33316  3892
-CONVEX 15750    'GT_PK(2,2)'      3557  42676  3426  42677  33319  3489
-CONVEX 15751    'GT_PK(2,2)'      3359  42678  3295  33323  42679  3229
-CONVEX 15752    'GT_PK(2,2)'      3360  42680  3295  42681  42682  3426
-CONVEX 15753    'GT_PK(2,2)'      3295  42678  3359  42682  33318  3426
-CONVEX 15754    'GT_PK(2,2)'      3248  42683  3377  25231  42684  3313
-CONVEX 15755    'GT_PK(2,2)'      3377  42685  3442  42686  33333  3508
-CONVEX 15756    'GT_PK(2,2)'      3377  42683  3248  42687  33340  3311
-CONVEX 15757    'GT_PK(2,2)'      3442  42685  3377  33332  42687  3311
-CONVEX 15758    'GT_PK(2,2)'      3444  42688  3377  25228  42686  3508
-CONVEX 15759    'GT_PK(2,2)'      3377  42688  3444  42684  25229  3313
-CONVEX 15760    'GT_PK(2,2)'      3966  42689  3831  33300  42690  3897
-CONVEX 15761    'GT_PK(2,2)'      3831  42691  3763  42690  33295  3897
-CONVEX 15762    'GT_PK(2,2)'      3236  42692  3108  42693  42694  3170
-CONVEX 15763    'GT_PK(2,2)'      4175  42695  4105  33336  42696  4242
-CONVEX 15764    'GT_PK(2,2)'      4242  42696  4105  25161  42697  4173
-CONVEX 15765    'GT_PK(2,2)'      4105  42698  4035  42697  19997  4173
-CONVEX 15766    'GT_PK(2,2)'      4105  42699  3968  42698  42700  4035
-CONVEX 15767    'GT_PK(2,2)'      4177  42701  4106  25156  42702  4244
-CONVEX 15768    'GT_PK(2,2)'      4106  42703  4175  42702  33335  4244
-CONVEX 15769    'GT_PK(2,2)'      3838  42704  3905  42705  33337  3974
-CONVEX 15770    'GT_PK(2,2)'      3838  42706  3907  42707  42638  3772
-CONVEX 15771    'GT_PK(2,2)'      3907  42706  3838  33239  42705  3974
-CONVEX 15772    'GT_PK(2,2)'      3905  42704  3838  42708  42709  3770
-CONVEX 15773    'GT_PK(2,2)'      3972  42710  4108  42711  25137  4041
-CONVEX 15774    'GT_PK(2,2)'      3905  42712  3972  33338  42711  4041
-CONVEX 15775    'GT_PK(2,2)'      2927  42713  2866  42714  42715  2801
-CONVEX 15776    'GT_PK(2,2)'      3246  42716  3374  42717  33331  3311
-CONVEX 15777    'GT_PK(2,2)'      3181  42718  3246  33341  42717  3311
-CONVEX 15778    'GT_PK(2,2)'      3246  42719  3117  42720  42721  3179
-CONVEX 15779    'GT_PK(2,2)'      3117  42719  3246  42722  42718  3181
-CONVEX 15780    'GT_PK(2,2)'      3121  42723  3056  33347  42724  3183
-CONVEX 15781    'GT_PK(2,2)'      3700  42725  3635  42726  42727  3567
-CONVEX 15782    'GT_PK(2,2)'      3372  42728  3307  42729  42730  3438
-CONVEX 15783    'GT_PK(2,2)'      3571  42731  3704  33342  42732  3639
-CONVEX 15784    'GT_PK(2,2)'      3838  42733  3704  42709  42734  3770
-CONVEX 15785    'GT_PK(2,2)'      3704  42735  3637  42734  42736  3770
-CONVEX 15786    'GT_PK(2,2)'      3704  42731  3571  42735  42737  3637
-CONVEX 15787    'GT_PK(2,2)'      3639  42732  3704  20006  42738  3772
-CONVEX 15788    'GT_PK(2,2)'      3704  42733  3838  42738  42707  3772
-CONVEX 15789    'GT_PK(2,2)'      2742  42739  2805  42740  42741  2681
-CONVEX 15790    'GT_PK(2,2)'      2499  42742  2619  25285  42743  2559
-CONVEX 15791    'GT_PK(2,2)'      2619  42744  2681  42743  42745  2559
-CONVEX 15792    'GT_PK(2,2)'      2619  42746  2742  42744  42740  2681
-CONVEX 15793    'GT_PK(2,2)'      2742  42746  2619  42747  42748  2680
-CONVEX 15794    'GT_PK(2,2)'      2206  42749  2150  42750  25281  2094
-CONVEX 15795    'GT_PK(2,2)'      2149  42751  2206  42752  42750  2094
-CONVEX 15796    'GT_PK(2,2)'      2206  42753  2265  42749  42754  2150
-CONVEX 15797    'GT_PK(2,2)'      2265  42753  2206  42755  42756  2323
-CONVEX 15798    'GT_PK(2,2)'      2322  42757  2205  42758  42759  2263
-CONVEX 15799    'GT_PK(2,2)'      2263  42759  2205  42760  42761  2148
-CONVEX 15800    'GT_PK(2,2)'      2205  42762  2093  42761  42763  2148
-CONVEX 15801    'GT_PK(2,2)'      2093  42762  2205  42764  42765  2149
-CONVEX 15802    'GT_PK(2,2)'      2975  42766  2850  42767  33367  2912
-CONVEX 15803    'GT_PK(2,2)'      2850  42766  2975  42768  42769  2913
-CONVEX 15804    'GT_PK(2,2)'      2975  42770  3039  42769  42771  2913
-CONVEX 15805    'GT_PK(2,2)'      3039  42770  2975  42772  42773  3102
-CONVEX 15806    'GT_PK(2,2)'      2850  42774  2788  33369  42775  2727
-CONVEX 15807    'GT_PK(2,2)'      2788  42774  2850  42776  42768  2913
-CONVEX 15808    'GT_PK(2,2)'      2851  42777  2788  42778  42776  2913
-CONVEX 15809    'GT_PK(2,2)'      2665  42779  2787  42780  33368  2727
-CONVEX 15810    'GT_PK(2,2)'      2726  42781  2665  33363  42782  2604
-CONVEX 15811    'GT_PK(2,2)'      2787  42779  2665  33370  42781  2726
-CONVEX 15812    'GT_PK(2,2)'      3165  42783  3228  42784  33371  3294
-CONVEX 15813    'GT_PK(2,2)'      3165  42784  3294  42785  33322  3229
-CONVEX 15814    'GT_PK(2,2)'      3102  42786  3165  42787  42785  3229
-CONVEX 15815    'GT_PK(2,2)'      3228  42783  3165  33376  42788  3101
-CONVEX 15816    'GT_PK(2,2)'      2976  42789  3039  27451  42790  3104
-CONVEX 15817    'GT_PK(2,2)'      2976  42791  2851  42792  42778  2913
-CONVEX 15818    'GT_PK(2,2)'      3039  42789  2976  42771  42792  2913
-CONVEX 15819    'GT_PK(2,2)'      3039  42793  3166  42790  42794  3104
-CONVEX 15820    'GT_PK(2,2)'      3295  42795  3166  42679  42796  3229
-CONVEX 15821    'GT_PK(2,2)'      3166  42797  3102  42796  42787  3229
-CONVEX 15822    'GT_PK(2,2)'      3166  42793  3039  42797  42772  3102
-CONVEX 15823    'GT_PK(2,2)'      3387  42798  3518  42799  25240  3454
-CONVEX 15824    'GT_PK(2,2)'      3387  42800  3452  42798  33391  3518
-CONVEX 15825    'GT_PK(2,2)'      3387  42799  3454  42801  17562  3323
-CONVEX 15826    'GT_PK(2,2)'      3387  42802  3321  42800  42618  3452
-CONVEX 15827    'GT_PK(2,2)'      3258  42803  3387  19988  42801  3323
-CONVEX 15828    'GT_PK(2,2)'      3321  42802  3387  42617  42803  3258
-CONVEX 15829    'GT_PK(2,2)'      3452  42804  3516  33392  42805  3584
-CONVEX 15830    'GT_PK(2,2)'      3649  42806  3516  33386  42807  3582
-CONVEX 15831    'GT_PK(2,2)'      3516  42806  3649  42805  25235  3584
-CONVEX 15832    'GT_PK(2,2)'      3516  42804  3452  42808  42619  3385
-CONVEX 15833    'GT_PK(2,2)'      3450  42809  3385  42810  33219  3319
-CONVEX 15834    'GT_PK(2,2)'      3383  42811  3450  33413  42810  3319
-CONVEX 15835    'GT_PK(2,2)'      3450  42811  3383  42812  33414  3514
-CONVEX 15836    'GT_PK(2,2)'      3450  42813  3516  42809  42808  3385
-CONVEX 15837    'GT_PK(2,2)'      3582  42814  3450  20042  42812  3514
-CONVEX 15838    'GT_PK(2,2)'      3516  42813  3450  42807  42814  3582
-CONVEX 15839    'GT_PK(2,2)'      1873  42815  1762  33426  42816  1816
-CONVEX 15840    'GT_PK(2,2)'      1816  42816  1762  33435  42817  1709
-CONVEX 15841    'GT_PK(2,2)'      1762  42818  1656  42817  42223  1709
-CONVEX 15842    'GT_PK(2,2)'      1656  42818  1762  42220  42819  1707
-CONVEX 15843    'GT_PK(2,2)'      1615  42820  1664  42821  42822  1564
-CONVEX 15844    'GT_PK(2,2)'      1513  42823  1615  42824  42821  1564
-CONVEX 15845    'GT_PK(2,2)'      1615  42823  1513  42825  28271  1566
-CONVEX 15846    'GT_PK(2,2)'      1615  42825  1566  42826  37623  1668
-CONVEX 15847    'GT_PK(2,2)'      1712  42827  1767  33430  42828  1818
-CONVEX 15848    'GT_PK(2,2)'      1664  42829  1767  42830  42827  1712
-CONVEX 15849    'GT_PK(2,2)'      1618  42831  1721  37624  42832  1668
-CONVEX 15850    'GT_PK(2,2)'      1721  42831  1618  42833  42834  1671
-CONVEX 15851    'GT_PK(2,2)'      1870  42835  1979  42836  42837  1924
-CONVEX 15852    'GT_PK(2,2)'      1979  42838  2034  42837  42839  1924
-CONVEX 15853    'GT_PK(2,2)'      2034  42838  1979  42840  42841  2091
-CONVEX 15854    'GT_PK(2,2)'      1979  42842  2033  42841  42843  2091
-CONVEX 15855    'GT_PK(2,2)'      2034  42844  1980  42839  42845  1924
-CONVEX 15856    'GT_PK(2,2)'      1763  42846  1874  42847  33440  1817
-CONVEX 15857    'GT_PK(2,2)'      1763  42848  1655  42849  33441  1707
-CONVEX 15858    'GT_PK(2,2)'      1929  42850  1821  42851  42852  1875
-CONVEX 15859    'GT_PK(2,2)'      1821  42853  1765  42852  32782  1875
-CONVEX 15860    'GT_PK(2,2)'      1821  42854  1766  42855  42856  1711
-CONVEX 15861    'GT_PK(2,2)'      1765  42853  1821  42233  42855  1711
-CONVEX 15862    'GT_PK(2,2)'      1982  42857  2036  33456  42858  2094
-CONVEX 15863    'GT_PK(2,2)'      2093  42859  2036  42860  42861  1981
-CONVEX 15864    'GT_PK(2,2)'      1981  42861  2036  33425  42862  1926
-CONVEX 15865    'GT_PK(2,2)'      2036  42857  1982  42862  33454  1926
-CONVEX 15866    'GT_PK(2,2)'      2036  42863  2149  42858  42752  2094
-CONVEX 15867    'GT_PK(2,2)'      2036  42859  2093  42863  42764  2149
-CONVEX 15868    'GT_PK(2,2)'      2935  42864  2873  33462  42865  2808
-CONVEX 15869    'GT_PK(2,2)'      2810  42866  2873  42867  42868  2937
-CONVEX 15870    'GT_PK(2,2)'      2875  42869  2810  42870  42867  2937
-CONVEX 15871    'GT_PK(2,2)'      2875  42871  2938  42872  42609  2812
-CONVEX 15872    'GT_PK(2,2)'      3000  42873  2875  33217  42870  2937
-CONVEX 15873    'GT_PK(2,2)'      2938  42871  2875  42613  42873  3000
-CONVEX 15874    'GT_PK(2,2)'      2505  42874  2564  33236  42875  2626
-CONVEX 15875    'GT_PK(2,2)'      2564  42874  2505  42876  33232  2444
-CONVEX 15876    'GT_PK(2,2)'      2624  42877  2563  42878  42879  2686
-CONVEX 15877    'GT_PK(2,2)'      2626  42880  2687  25108  42881  2750
-CONVEX 15878    'GT_PK(2,2)'      2687  42882  2812  42881  25102  2750
-CONVEX 15879    'GT_PK(2,2)'      2564  42883  2687  42875  42880  2626
-CONVEX 15880    'GT_PK(2,2)'      2687  42883  2564  42884  42885  2624
-CONVEX 15881    'GT_PK(2,2)'      2442  42886  2562  42887  42888  2503
-CONVEX 15882    'GT_PK(2,2)'      2684  42889  2562  42890  42891  2622
-CONVEX 15883    'GT_PK(2,2)'      2805  42892  2744  42741  42893  2681
-CONVEX 15884    'GT_PK(2,2)'      2747  42894  2684  42895  42896  2808
-CONVEX 15885    'GT_PK(2,2)'      2747  42897  2810  42898  42899  2686
-CONVEX 15886    'GT_PK(2,2)'      2873  42900  2747  42865  42895  2808
-CONVEX 15887    'GT_PK(2,2)'      2747  42900  2873  42897  42866  2810
-CONVEX 15888    'GT_PK(2,2)'      2997  42901  3062  42902  42903  2935
-CONVEX 15889    'GT_PK(2,2)'      3060  42904  2997  42905  42906  2933
-CONVEX 15890    'GT_PK(2,2)'      2997  42904  3060  42907  25270  3125
-CONVEX 15891    'GT_PK(2,2)'      3062  42901  2997  33459  42907  3125
-CONVEX 15892    'GT_PK(2,2)'      2997  42908  2871  42906  42909  2933
-CONVEX 15893    'GT_PK(2,2)'      2871  42908  2997  33460  42902  2935
-CONVEX 15894    'GT_PK(2,2)'      3064  42910  2998  19981  42911  3127
-CONVEX 15895    'GT_PK(2,2)'      2998  42912  3062  42911  33458  3127
-CONVEX 15896    'GT_PK(2,2)'      2998  42910  3064  42913  33216  2937
-CONVEX 15897    'GT_PK(2,2)'      3062  42912  2998  42903  42914  2935
-CONVEX 15898    'GT_PK(2,2)'      2873  42915  2998  42868  42913  2937
-CONVEX 15899    'GT_PK(2,2)'      2998  42915  2873  42914  42864  2935
-CONVEX 15900    'GT_PK(2,2)'      2745  42916  2871  42917  33461  2808
-CONVEX 15901    'GT_PK(2,2)'      2684  42918  2745  42896  42917  2808
-CONVEX 15902    'GT_PK(2,2)'      2683  42919  2745  42920  42921  2622
-CONVEX 15903    'GT_PK(2,2)'      2745  42918  2684  42921  42890  2622
-CONVEX 15904    'GT_PK(2,2)'      2381  42922  2441  42923  42924  2324
-CONVEX 15905    'GT_PK(2,2)'      2440  42925  2381  42926  42927  2323
-CONVEX 15906    'GT_PK(2,2)'      2381  42928  2265  42927  42755  2323
-CONVEX 15907    'GT_PK(2,2)'      2265  42928  2381  42929  42923  2324
-CONVEX 15908    'GT_PK(2,2)'      2501  42930  2440  42931  25284  2559
-CONVEX 15909    'GT_PK(2,2)'      2501  42932  2381  42930  42925  2440
-CONVEX 15910    'GT_PK(2,2)'      2381  42932  2501  42922  42933  2441
-CONVEX 15911    'GT_PK(2,2)'      2265  42934  2207  42754  42935  2150
-CONVEX 15912    'GT_PK(2,2)'      2150  42935  2207  25280  42936  2095
-CONVEX 15913    'GT_PK(2,2)'      2207  42937  2151  42936  42938  2095
-CONVEX 15914    'GT_PK(2,2)'      2207  42934  2265  42939  42929  2324
-CONVEX 15915    'GT_PK(2,2)'      2038  42940  1983  42941  33450  2095
-CONVEX 15916    'GT_PK(2,2)'      2151  42942  2038  42938  42941  2095
-CONVEX 15917    'GT_PK(2,2)'      1983  42940  2038  33449  42943  1928
-CONVEX 15918    'GT_PK(2,2)'      1557  42944  1453  42945  33463  1504
-CONVEX 15919    'GT_PK(2,2)'      1714  42946  1771  42947  42948  1662
-CONVEX 15920    'GT_PK(2,2)'      4864  42949  4723  42950  33473  4793
-CONVEX 15921    'GT_PK(2,2)'      4795  42951  4864  33884  42952  4936
-CONVEX 15922    'GT_PK(2,2)'      4723  42949  4864  33468  42951  4795
-CONVEX 15923    'GT_PK(2,2)'      7952  42953  7882  42954  25382  8030
-CONVEX 15924    'GT_PK(2,2)'      8099  42955  7952  33475  42954  8030
-CONVEX 15925    'GT_PK(2,2)'      7635  42956  7495  42957  42958  7567
-CONVEX 15926    'GT_PK(2,2)'      7635  42959  7781  42960  42961  7704
-CONVEX 15927    'GT_PK(2,2)'      7562  42962  7635  33511  42960  7704
-CONVEX 15928    'GT_PK(2,2)'      7635  42962  7562  42956  33512  7495
-CONVEX 15929    'GT_PK(2,2)'      7780  42963  7931  25339  42964  7856
-CONVEX 15930    'GT_PK(2,2)'      7781  42965  7708  42966  42967  7860
-CONVEX 15931    'GT_PK(2,2)'      7708  42968  7791  42967  33524  7860
-CONVEX 15932    'GT_PK(2,2)'      7791  42968  7708  33523  42969  7639
-CONVEX 15933    'GT_PK(2,2)'      7708  42970  7567  42969  33665  7639
-CONVEX 15934    'GT_PK(2,2)'      7708  42971  7635  42970  42957  7567
-CONVEX 15935    'GT_PK(2,2)'      7635  42971  7708  42959  42965  7781
-CONVEX 15936    'GT_PK(2,2)'      8187  42972  8275  42973  25372  8355
-CONVEX 15937    'GT_PK(2,2)'      8187  42974  8099  42972  33477  8275
-CONVEX 15938    'GT_PK(2,2)'      8283  42975  8360  42976  33530  8193
-CONVEX 15939    'GT_PK(2,2)'      8283  42977  8187  42978  42973  8355
-CONVEX 15940    'GT_PK(2,2)'      8434  42979  8283  20117  42978  8355
-CONVEX 15941    'GT_PK(2,2)'      8360  42975  8283  42980  42979  8434
-CONVEX 15942    'GT_PK(2,2)'      8090  42981  8283  33528  42976  8193
-CONVEX 15943    'GT_PK(2,2)'      8187  42977  8283  42982  42981  8090
-CONVEX 15944    'GT_PK(2,2)'      8442  42983  8369  42984  42985  8288
-CONVEX 15945    'GT_PK(2,2)'      8360  42986  8442  33532  42984  8288
-CONVEX 15946    'GT_PK(2,2)'      7136  42987  7281  33537  42988  7211
-CONVEX 15947    'GT_PK(2,2)'      7281  42989  7354  42988  33540  7211
-CONVEX 15948    'GT_PK(2,2)'      7356  42990  7281  25417  42991  7209
-CONVEX 15949    'GT_PK(2,2)'      7281  42987  7136  42991  33534  7209
-CONVEX 15950    'GT_PK(2,2)'      8641  42992  8488  33489  42993  8561
-CONVEX 15951    'GT_PK(2,2)'      8488  42994  8409  42993  33571  8561
-CONVEX 15952    'GT_PK(2,2)'      8488  42992  8641  42995  25320  8567
-CONVEX 15953    'GT_PK(2,2)'      8416  42996  8488  25374  42995  8567
-CONVEX 15954    'GT_PK(2,2)'      8176  42997  8122  42998  23224  8254
-CONVEX 15955    'GT_PK(2,2)'      8331  42999  8176  33572  42998  8254
-CONVEX 15956    'GT_PK(2,2)'      8176  42999  8331  43000  33576  8258
-CONVEX 15957    'GT_PK(2,2)'      8117  43001  8176  43002  43000  8258
-CONVEX 15958    'GT_PK(2,2)'      7818  43003  7890  33661  43004  7739
-CONVEX 15959    'GT_PK(2,2)'      7967  43005  7890  33578  43003  7818
-CONVEX 15960    'GT_PK(2,2)'      7813  43006  7890  33581  43007  7961
-CONVEX 15961    'GT_PK(2,2)'      7890  43006  7813  43004  43008  7739
-CONVEX 15962    'GT_PK(2,2)'      7734  43009  7813  43010  33580  7882
-CONVEX 15963    'GT_PK(2,2)'      7734  43011  7655  43012  33583  7585
-CONVEX 15964    'GT_PK(2,2)'      5545  43013  5399  43014  43015  5470
-CONVEX 15965    'GT_PK(2,2)'      5399  43013  5545  42429  43016  5471
-CONVEX 15966    'GT_PK(2,2)'      5758  43017  5831  33592  43018  5904
-CONVEX 15967    'GT_PK(2,2)'      5980  43019  6128  43020  20121  6055
-CONVEX 15968    'GT_PK(2,2)'      5980  43021  6053  43019  43022  6128
-CONVEX 15969    'GT_PK(2,2)'      6053  43021  5980  43023  43024  5904
-CONVEX 15970    'GT_PK(2,2)'      5980  43025  5833  43024  33591  5904
-CONVEX 15971    'GT_PK(2,2)'      5978  43026  6053  43027  43023  5904
-CONVEX 15972    'GT_PK(2,2)'      5978  43028  6126  43026  43029  6053
-CONVEX 15973    'GT_PK(2,2)'      5831  43030  5978  43018  43027  5904
-CONVEX 15974    'GT_PK(2,2)'      6126  43028  5978  33611  43031  6050
-CONVEX 15975    'GT_PK(2,2)'      5688  43032  5759  33624  43033  5614
-CONVEX 15976    'GT_PK(2,2)'      5832  43034  5759  33622  43035  5905
-CONVEX 15977    'GT_PK(2,2)'      5905  43035  5759  25399  43036  5834
-CONVEX 15978    'GT_PK(2,2)'      5759  43032  5688  43036  43037  5834
-CONVEX 15979    'GT_PK(2,2)'      5614  43033  5759  43038  43039  5686
-CONVEX 15980    'GT_PK(2,2)'      5759  43034  5832  43039  43040  5686
-CONVEX 15981    'GT_PK(2,2)'      6130  43041  6277  33643  43042  6203
-CONVEX 15982    'GT_PK(2,2)'      6350  43043  6277  25401  43044  6426
-CONVEX 15983    'GT_PK(2,2)'      6277  43043  6350  43042  25402  6203
-CONVEX 15984    'GT_PK(2,2)'      6277  43045  6351  43044  42306  6426
-CONVEX 15985    'GT_PK(2,2)'      6277  43041  6130  43046  33637  6202
-CONVEX 15986    'GT_PK(2,2)'      6351  43045  6277  42304  43046  6202
-CONVEX 15987    'GT_PK(2,2)'      5907  43047  5981  43048  25398  5834
-CONVEX 15988    'GT_PK(2,2)'      5907  43049  6056  43047  33650  5981
-CONVEX 15989    'GT_PK(2,2)'      6056  43049  5907  33644  43050  5982
-CONVEX 15990    'GT_PK(2,2)'      7429  43051  7356  43052  25415  7282
-CONVEX 15991    'GT_PK(2,2)'      7429  43053  7500  43051  43054  7356
-CONVEX 15992    'GT_PK(2,2)'      7429  43052  7282  43055  33786  7360
-CONVEX 15993    'GT_PK(2,2)'      7505  43056  7429  25413  43055  7360
-CONVEX 15994    'GT_PK(2,2)'      6195  43057  6342  33692  43058  6270
-CONVEX 15995    'GT_PK(2,2)'      6342  43059  6418  43058  33714  6270
-CONVEX 15996    'GT_PK(2,2)'      6418  43059  6342  33711  43060  6488
-CONVEX 15997    'GT_PK(2,2)'      6342  43061  6416  43060  43062  6488
-CONVEX 15998    'GT_PK(2,2)'      6342  43057  6195  43063  33688  6267
-CONVEX 15999    'GT_PK(2,2)'      6416  43061  6342  33707  43063  6267
-CONVEX 16000    'GT_PK(2,2)'      6640  43064  6787  33706  43065  6718
-CONVEX 16001    'GT_PK(2,2)'      6787  43066  6933  43067  25428  6866
-CONVEX 16002    'GT_PK(2,2)'      6718  43065  6787  24858  43067  6866
-CONVEX 16003    'GT_PK(2,2)'      6787  43068  6858  43066  33694  6933
-CONVEX 16004    'GT_PK(2,2)'      6858  43068  6787  33697  43069  6712
-CONVEX 16005    'GT_PK(2,2)'      6787  43064  6640  43069  33702  6712
-CONVEX 16006    'GT_PK(2,2)'      6634  43070  6561  20139  43071  6486
-CONVEX 16007    'GT_PK(2,2)'      6561  43072  6416  43071  33710  6486
-CONVEX 16008    'GT_PK(2,2)'      6561  43070  6634  43073  33684  6709
-CONVEX 16009    'GT_PK(2,2)'      6416  43072  6561  43062  43074  6488
-CONVEX 16010    'GT_PK(2,2)'      6636  43075  6561  33719  43073  6709
-CONVEX 16011    'GT_PK(2,2)'      6561  43075  6636  43074  33720  6488
-CONVEX 16012    'GT_PK(2,2)'      5321  43076  5391  25543  43077  5464
-CONVEX 16013    'GT_PK(2,2)'      5391  43078  5537  43077  33748  5464
-CONVEX 16014    'GT_PK(2,2)'      5247  43079  5391  33811  43076  5321
-CONVEX 16015    'GT_PK(2,2)'      5537  43078  5391  33751  43080  5462
-CONVEX 16016    'GT_PK(2,2)'      5679  43081  5824  33743  43082  5751
-CONVEX 16017    'GT_PK(2,2)'      5824  43083  5897  43082  25484  5751
-CONVEX 16018    'GT_PK(2,2)'      5824  43084  5971  43083  33761  5897
-CONVEX 16019    'GT_PK(2,2)'      5971  43084  5824  33764  43085  5895
-CONVEX 16020    'GT_PK(2,2)'      5824  43086  5750  43085  43087  5895
-CONVEX 16021    'GT_PK(2,2)'      5824  43081  5679  43086  33850  5750
-CONVEX 16022    'GT_PK(2,2)'      5677  43088  5823  33844  43089  5750
-CONVEX 16023    'GT_PK(2,2)'      5750  43089  5823  43087  43090  5895
-CONVEX 16024    'GT_PK(2,2)'      5823  43091  5969  43090  33766  5895
-CONVEX 16025    'GT_PK(2,2)'      5969  43091  5823  33767  43092  5894
-CONVEX 16026    'GT_PK(2,2)'      6851  43093  6926  25511  43094  6997
-CONVEX 16027    'GT_PK(2,2)'      6779  43095  6926  33792  43093  6851
-CONVEX 16028    'GT_PK(2,2)'      6997  43094  6926  20179  43096  7073
-CONVEX 16029    'GT_PK(2,2)'      6926  43095  6779  43097  33793  6853
-CONVEX 16030    'GT_PK(2,2)'      7073  43096  6926  30426  43098  7000
-CONVEX 16031    'GT_PK(2,2)'      6926  43097  6853  43098  23235  7000
-CONVEX 16032    'GT_PK(2,2)'      4746  43099  4815  43100  43101  4887
-CONVEX 16033    'GT_PK(2,2)'      4746  43102  4676  43103  25517  4605
-CONVEX 16034    'GT_PK(2,2)'      4674  43104  4746  33802  43103  4605
-CONVEX 16035    'GT_PK(2,2)'      4815  43099  4746  33829  43104  4674
-CONVEX 16036    'GT_PK(2,2)'      4817  43105  4746  43106  43100  4887
-CONVEX 16037    'GT_PK(2,2)'      4746  43105  4817  43102  33810  4676
-CONVEX 16038    'GT_PK(2,2)'      4958  43107  4817  43108  43106  4887
-CONVEX 16039    'GT_PK(2,2)'      5030  43109  4958  43110  43108  4887
-CONVEX 16040    'GT_PK(2,2)'      4958  43109  5030  43111  43112  5102
-CONVEX 16041    'GT_PK(2,2)'      4958  43113  4889  43107  33815  4817
-CONVEX 16042    'GT_PK(2,2)'      5030  43114  5173  43112  43115  5102
-CONVEX 16043    'GT_PK(2,2)'      5173  43116  5243  43117  25528  5317
-CONVEX 16044    'GT_PK(2,2)'      5243  43116  5173  25534  43118  5100
-CONVEX 16045    'GT_PK(2,2)'      5173  43114  5030  43118  43119  5100
-CONVEX 16046    'GT_PK(2,2)'      4889  43120  5031  33816  43121  4960
-CONVEX 16047    'GT_PK(2,2)'      5031  43122  4958  43123  43111  5102
-CONVEX 16048    'GT_PK(2,2)'      4958  43122  5031  43113  43120  4889
-CONVEX 16049    'GT_PK(2,2)'      5175  43124  5031  43125  43123  5102
-CONVEX 16050    'GT_PK(2,2)'      4812  43126  4884  43127  33820  4742
-CONVEX 16051    'GT_PK(2,2)'      4884  43128  5026  33822  43129  4955
-CONVEX 16052    'GT_PK(2,2)'      4955  43129  5026  33839  43130  5098
-CONVEX 16053    'GT_PK(2,2)'      5026  43131  5168  43130  43132  5098
-CONVEX 16054    'GT_PK(2,2)'      5026  43133  5096  43131  43134  5168
-CONVEX 16055    'GT_PK(2,2)'      4957  43135  5028  43136  33841  5100
-CONVEX 16056    'GT_PK(2,2)'      4815  43137  4957  43101  43138  4887
-CONVEX 16057    'GT_PK(2,2)'      4957  43137  4815  43139  33828  4885
-CONVEX 16058    'GT_PK(2,2)'      5028  43135  4957  33840  43139  4885
-CONVEX 16059    'GT_PK(2,2)'      4957  43140  5030  43138  43110  4887
-CONVEX 16060    'GT_PK(2,2)'      5030  43140  4957  43119  43136  5100
-CONVEX 16061    'GT_PK(2,2)'      4942  43141  5015  43142  43143  4871
-CONVEX 16062    'GT_PK(2,2)'      5015  43144  4943  43143  33863  4871
-CONVEX 16063    'GT_PK(2,2)'      5230  43145  5087  43146  43147  5157
-CONVEX 16064    'GT_PK(2,2)'      5087  43148  5015  43147  43149  5157
-CONVEX 16065    'GT_PK(2,2)'      5015  43148  5087  43144  43150  4943
-CONVEX 16066    'GT_PK(2,2)'      4943  43150  5087  33865  43151  5016
-CONVEX 16067    'GT_PK(2,2)'      5087  43152  5159  43151  42642  5016
-CONVEX 16068    'GT_PK(2,2)'      5159  43152  5087  42639  43145  5230
-CONVEX 16069    'GT_PK(2,2)'      4590  43153  4661  43154  20196  4521
-CONVEX 16070    'GT_PK(2,2)'      4590  43155  4731  43153  33868  4661
-CONVEX 16071    'GT_PK(2,2)'      4450  43156  4590  33873  43154  4521
-CONVEX 16072    'GT_PK(2,2)'      4731  43155  4590  43157  43158  4659
-CONVEX 16073    'GT_PK(2,2)'      4800  43159  4942  43160  43142  4871
-CONVEX 16074    'GT_PK(2,2)'      4731  43161  4800  33869  43160  4871
-CONVEX 16075    'GT_PK(2,2)'      4800  43161  4731  43162  43157  4659
-CONVEX 16076    'GT_PK(2,2)'      4942  43159  4800  43163  43164  4870
-CONVEX 16077    'GT_PK(2,2)'      4727  43165  4657  25554  43166  4585
-CONVEX 16078    'GT_PK(2,2)'      4657  43167  4517  43166  33880  4585
-CONVEX 16079    'GT_PK(2,2)'      4519  43168  4450  43169  33871  4379
-CONVEX 16080    'GT_PK(2,2)'      4590  43170  4519  43158  43171  4659
-CONVEX 16081    'GT_PK(2,2)'      4519  43170  4590  43168  43156  4450
-CONVEX 16082    'GT_PK(2,2)'      4378  43172  4448  33308  43173  4309
-CONVEX 16083    'GT_PK(2,2)'      4517  43174  4448  33881  43172  4378
-CONVEX 16084    'GT_PK(2,2)'      4448  43175  4379  43173  25171  4309
-CONVEX 16085    'GT_PK(2,2)'      4448  43176  4519  43175  43169  4379
-CONVEX 16086    'GT_PK(2,2)'      4797  43177  4655  43178  25552  4725
-CONVEX 16087    'GT_PK(2,2)'      4866  43179  4797  33885  43178  4725
-CONVEX 16088    'GT_PK(2,2)'      4797  43179  4866  43180  43181  4938
-CONVEX 16089    'GT_PK(2,2)'      4797  43182  4727  43177  25553  4655
-CONVEX 16090    'GT_PK(2,2)'      4868  43183  4797  33886  43180  4938
-CONVEX 16091    'GT_PK(2,2)'      4797  43183  4868  43182  43184  4727
-CONVEX 16092    'GT_PK(2,2)'      4866  43185  5009  43181  43186  4938
-CONVEX 16093    'GT_PK(2,2)'      5009  43185  4866  43187  33883  4936
-CONVEX 16094    'GT_PK(2,2)'      5078  43188  5009  43189  43187  4936
-CONVEX 16095    'GT_PK(2,2)'      5814  43190  5739  33904  43191  5885
-CONVEX 16096    'GT_PK(2,2)'      5666  43192  5739  25557  43193  5594
-CONVEX 16097    'GT_PK(2,2)'      6551  43194  6475  33893  43195  6624
-CONVEX 16098    'GT_PK(2,2)'      6475  43196  6549  43195  43197  6624
-CONVEX 16099    'GT_PK(2,2)'      6032  43198  5883  43199  43200  5958
-CONVEX 16100    'GT_PK(2,2)'      5809  43201  5734  43202  43203  5880
-CONVEX 16101    'GT_PK(2,2)'      5734  43201  5809  43204  43205  5662
-CONVEX 16102    'GT_PK(2,2)'      5809  43206  5735  43205  43207  5662
-CONVEX 16103    'GT_PK(2,2)'      5735  43206  5809  43208  43209  5882
-CONVEX 16104    'GT_PK(2,2)'      6401  43210  6475  43211  43212  6328
-CONVEX 16105    'GT_PK(2,2)'      6475  43210  6401  43196  43213  6549
-CONVEX 16106    'GT_PK(2,2)'      6549  43213  6401  43214  43215  6473
-CONVEX 16107    'GT_PK(2,2)'      6401  43216  6326  43215  43217  6473
-CONVEX 16108    'GT_PK(2,2)'      6106  43218  6032  43219  43199  5958
-CONVEX 16109    'GT_PK(2,2)'      6547  43220  6399  43221  43222  6471
-CONVEX 16110    'GT_PK(2,2)'      6326  43223  6399  43217  43224  6473
-CONVEX 16111    'GT_PK(2,2)'      6399  43220  6547  43224  43225  6473
-CONVEX 16112    'GT_PK(2,2)'      6329  43226  6256  43227  43228  6181
-CONVEX 16113    'GT_PK(2,2)'      6254  43229  6329  33899  43227  6181
-CONVEX 16114    'GT_PK(2,2)'      6256  43230  6405  43231  43232  6331
-CONVEX 16115    'GT_PK(2,2)'      6405  43233  6478  43232  25562  6331
-CONVEX 16116    'GT_PK(2,2)'      6478  43233  6405  25565  43234  6552
-CONVEX 16117    'GT_PK(2,2)'      6552  43234  6405  33922  43235  6476
-CONVEX 16118    'GT_PK(2,2)'      6405  43236  6329  43235  43237  6476
-CONVEX 16119    'GT_PK(2,2)'      6329  43236  6405  43226  43230  6256
-CONVEX 16120    'GT_PK(2,2)'      6183  43238  6256  43239  43231  6331
-CONVEX 16121    'GT_PK(2,2)'      6183  43240  6111  43241  43242  6036
-CONVEX 16122    'GT_PK(2,2)'      6256  43243  6109  43228  43244  6181
-CONVEX 16123    'GT_PK(2,2)'      6109  43245  6034  43244  33905  6181
-CONVEX 16124    'GT_PK(2,2)'      6034  43245  6109  33907  43246  5961
-CONVEX 16125    'GT_PK(2,2)'      5961  43246  6109  43247  43248  6036
-CONVEX 16126    'GT_PK(2,2)'      6109  43249  6183  43248  43241  6036
-CONVEX 16127    'GT_PK(2,2)'      6183  43249  6109  43238  43243  6256
-CONVEX 16128    'GT_PK(2,2)'      6629  43250  6708  25559  43251  6781
-CONVEX 16129    'GT_PK(2,2)'      6708  43252  6855  43251  30444  6781
-CONVEX 16130    'GT_PK(2,2)'      6855  43252  6708  39825  43253  6782
-CONVEX 16131    'GT_PK(2,2)'      6708  43254  6628  43253  43255  6782
-CONVEX 16132    'GT_PK(2,2)'      6704  43256  6628  43257  43258  6554
-CONVEX 16133    'GT_PK(2,2)'      6704  43259  6780  43260  25574  6856
-CONVEX 16134    'GT_PK(2,2)'      6782  43261  6704  39828  43260  6856
-CONVEX 16135    'GT_PK(2,2)'      6628  43256  6704  43255  43261  6782
-CONVEX 16136    'GT_PK(2,2)'      6704  43257  6554  43262  25570  6627
-CONVEX 16137    'GT_PK(2,2)'      6780  43259  6704  43263  43262  6627
-CONVEX 16138    'GT_PK(2,2)'      6556  43264  6481  33909  43265  6629
-CONVEX 16139    'GT_PK(2,2)'      6333  43266  6479  43267  43268  6408
-CONVEX 16140    'GT_PK(2,2)'      6628  43269  6479  43258  43270  6554
-CONVEX 16141    'GT_PK(2,2)'      6554  43270  6479  25569  43271  6407
-CONVEX 16142    'GT_PK(2,2)'      6479  43266  6333  43271  43272  6407
-CONVEX 16143    'GT_PK(2,2)'      6333  43273  6258  43272  43274  6407
-CONVEX 16144    'GT_PK(2,2)'      6258  43275  6331  43274  25563  6407
-CONVEX 16145    'GT_PK(2,2)'      6258  43276  6183  43275  43239  6331
-CONVEX 16146    'GT_PK(2,2)'      6183  43276  6258  43240  43277  6111
-CONVEX 16147    'GT_PK(2,2)'      6258  43278  6185  43277  43279  6111
-CONVEX 16148    'GT_PK(2,2)'      6185  43278  6258  43280  43273  6333
-CONVEX 16149    'GT_PK(2,2)'      7156  43281  7233  30447  43282  7307
-CONVEX 16150    'GT_PK(2,2)'      7233  43281  7156  43283  30448  7081
-CONVEX 16151    'GT_PK(2,2)'      6625  43284  6701  33920  43285  6552
-CONVEX 16152    'GT_PK(2,2)'      6552  43285  6701  25567  43286  6627
-CONVEX 16153    'GT_PK(2,2)'      6780  43287  6701  25573  43288  6854
-CONVEX 16154    'GT_PK(2,2)'      6701  43287  6780  43286  43263  6627
-CONVEX 16155    'GT_PK(2,2)'      6259  43289  6186  43290  33926  6112
-CONVEX 16156    'GT_PK(2,2)'      6259  43291  6333  43292  43267  6408
-CONVEX 16157    'GT_PK(2,2)'      6185  43293  6259  43294  43290  6112
-CONVEX 16158    'GT_PK(2,2)'      6259  43293  6185  43291  43280  6333
-CONVEX 16159    'GT_PK(2,2)'      5821  43295  5968  43296  43297  5894
-CONVEX 16160    'GT_PK(2,2)'      5894  43297  5968  33769  43298  6042
-CONVEX 16161    'GT_PK(2,2)'      5968  43299  6116  43298  25582  6042
-CONVEX 16162    'GT_PK(2,2)'      6116  43299  5968  25578  43300  6041
-CONVEX 16163    'GT_PK(2,2)'      5748  43301  5821  43302  43296  5894
-CONVEX 16164    'GT_PK(2,2)'      5823  43303  5748  43092  43302  5894
-CONVEX 16165    'GT_PK(2,2)'      5748  43303  5823  43304  43088  5677
-CONVEX 16166    'GT_PK(2,2)'      4740  43305  4599  43306  43307  4668
-CONVEX 16167    'GT_PK(2,2)'      6111  43308  5963  43242  43309  6036
-CONVEX 16168    'GT_PK(2,2)'      5964  43310  6112  43311  33927  6039
-CONVEX 16169    'GT_PK(2,2)'      5599  43312  5671  43313  43314  5744
-CONVEX 16170    'GT_PK(2,2)'      5671  43312  5599  43315  43316  5527
-CONVEX 16171    'GT_PK(2,2)'      5451  43317  5378  43318  33263  5524
-CONVEX 16172    'GT_PK(2,2)'      5378  43317  5451  25584  43319  5307
-CONVEX 16173    'GT_PK(2,2)'      5671  43320  5597  43321  43322  5743
-CONVEX 16174    'GT_PK(2,2)'      5597  43320  5671  43323  43315  5527
-CONVEX 16175    'GT_PK(2,2)'      4666  43324  4597  43325  43326  4526
-CONVEX 16176    'GT_PK(2,2)'      4666  43327  4737  43328  43329  4808
-CONVEX 16177    'GT_PK(2,2)'      4947  43330  4876  43331  43332  5018
-CONVEX 16178    'GT_PK(2,2)'      4876  43333  4945  43332  33266  5018
-CONVEX 16179    'GT_PK(2,2)'      4945  43333  4876  25128  43334  4804
-CONVEX 16180    'GT_PK(2,2)'      4876  43335  4735  43334  33858  4804
-CONVEX 16181    'GT_PK(2,2)'      5162  43336  5090  33940  43337  5233
-CONVEX 16182    'GT_PK(2,2)'      5090  43338  5160  43337  43339  5233
-CONVEX 16183    'GT_PK(2,2)'      5160  43338  5090  33269  43340  5018
-CONVEX 16184    'GT_PK(2,2)'      5090  43341  4947  43340  43331  5018
-CONVEX 16185    'GT_PK(2,2)'      5020  43342  5162  43343  33935  5092
-CONVEX 16186    'GT_PK(2,2)'      5020  43344  5090  43342  43336  5162
-CONVEX 16187    'GT_PK(2,2)'      5090  43344  5020  43341  43345  4947
-CONVEX 16188    'GT_PK(2,2)'      5022  43346  4949  43347  43348  5092
-CONVEX 16189    'GT_PK(2,2)'      4949  43349  5020  43348  43343  5092
-CONVEX 16190    'GT_PK(2,2)'      4597  43350  4739  43351  43352  4668
-CONVEX 16191    'GT_PK(2,2)'      4739  43353  4666  43354  43328  4808
-CONVEX 16192    'GT_PK(2,2)'      4666  43353  4739  43324  43350  4597
-CONVEX 16193    'GT_PK(2,2)'      4951  43355  5094  43356  17846  5024
-CONVEX 16194    'GT_PK(2,2)'      4951  43357  5022  43355  43358  5094
-CONVEX 16195    'GT_PK(2,2)'      8527  43359  8604  43360  33968  8453
-CONVEX 16196    'GT_PK(2,2)'      8527  43361  8442  43362  43363  8603
-CONVEX 16197    'GT_PK(2,2)'      8527  43360  8453  43364  43365  8369
-CONVEX 16198    'GT_PK(2,2)'      8442  43361  8527  42983  43364  8369
-CONVEX 16199    'GT_PK(2,2)'      8291  43366  8453  43367  33967  8378
-CONVEX 16200    'GT_PK(2,2)'      8453  43366  8291  43365  43368  8369
-CONVEX 16201    'GT_PK(2,2)'      8204  43369  8304  43370  43371  8080
-CONVEX 16202    'GT_PK(2,2)'      8291  43372  8204  43373  43374  8086
-CONVEX 16203    'GT_PK(2,2)'      8304  43369  8204  33975  43375  8378
-CONVEX 16204    'GT_PK(2,2)'      8204  43372  8291  43375  43367  8378
-CONVEX 16205    'GT_PK(2,2)'      0  43376  8306  43377  33981  8195
-CONVEX 16206    'GT_PK(2,2)'      8306  43376  0  33980  43378  8304
-CONVEX 16207    'GT_PK(2,2)'      8304  43378  0  43371  43379  8080
-CONVEX 16208    'GT_PK(2,2)'      0  43380  8075  43379  19905  8080
-CONVEX 16209    'GT_PK(2,2)'      0  43377  8195  43380  25617  8075
-CONVEX 16210    'GT_PK(2,2)'      10988  43381  10842  25840  43382  10916
-CONVEX 16211    'GT_PK(2,2)'      10842  43381  10988  43383  43384  10914
-CONVEX 16212    'GT_PK(2,2)'      10479  43385  10625  43386  43387  10549
-CONVEX 16213    'GT_PK(2,2)'      10479  43388  10330  43389  34001  10404
-CONVEX 16214    'GT_PK(2,2)'      10182  43390  10330  43391  43392  10255
-CONVEX 16215    'GT_PK(2,2)'      10108  43393  10182  34010  43391  10255
-CONVEX 16216    'GT_PK(2,2)'      10330  43390  10182  34003  43394  10258
-CONVEX 16217    'GT_PK(2,2)'      10182  43395  10110  43394  34007  10258
-CONVEX 16218    'GT_PK(2,2)'      10034  43396  10108  43397  34013  9958
-CONVEX 16219    'GT_PK(2,2)'      9886  43398  10034  34016  43397  9958
-CONVEX 16220    'GT_PK(2,2)'      10034  43399  10182  43396  43393  10108
-CONVEX 16221    'GT_PK(2,2)'      10034  43398  9886  43400  34018  9961
-CONVEX 16222    'GT_PK(2,2)'      10110  43401  10034  34005  43400  9961
-CONVEX 16223    'GT_PK(2,2)'      10182  43399  10034  43395  43401  10110
-CONVEX 16224    'GT_PK(2,2)'      9291  43402  9141  20237  43403  9217
-CONVEX 16225    'GT_PK(2,2)'      9141  43404  9067  43403  34023  9217
-CONVEX 16226    'GT_PK(2,2)'      9067  43404  9141  43405  43406  8992
-CONVEX 16227    'GT_PK(2,2)'      8992  43406  9141  34020  43407  9072
-CONVEX 16228    'GT_PK(2,2)'      9141  43408  9218  43407  34028  9072
-CONVEX 16229    'GT_PK(2,2)'      9218  43408  9141  34026  43402  9291
-CONVEX 16230    'GT_PK(2,2)'      8918  43409  8992  43410  34021  8851
-CONVEX 16231    'GT_PK(2,2)'      8918  43411  9067  43409  43405  8992
-CONVEX 16232    'GT_PK(2,2)'      8768  43412  8918  25607  43410  8851
-CONVEX 16233    'GT_PK(2,2)'      8918  43412  8768  43413  33952  8867
-CONVEX 16234    'GT_PK(2,2)'      9007  43414  8918  25636  43413  8867
-CONVEX 16235    'GT_PK(2,2)'      9067  43411  8918  34024  43414  9007
-CONVEX 16236    'GT_PK(2,2)'      7865  43415  7784  33026  43416  7936
-CONVEX 16237    'GT_PK(2,2)'      7784  43417  7858  43416  34044  7936
-CONVEX 16238    'GT_PK(2,2)'      7784  43415  7865  43418  43419  7714
-CONVEX 16239    'GT_PK(2,2)'      7784  43418  7714  43420  42329  7644
-CONVEX 16240    'GT_PK(2,2)'      7712  43421  7784  32958  43420  7644
-CONVEX 16241    'GT_PK(2,2)'      7858  43417  7784  34051  43421  7712
-CONVEX 16242    'GT_PK(2,2)'      9144  43422  9295  25662  43423  9220
-CONVEX 16243    'GT_PK(2,2)'      9295  43424  9368  43423  34060  9220
-CONVEX 16244    'GT_PK(2,2)'      9368  43424  9295  43425  43426  9444
-CONVEX 16245    'GT_PK(2,2)'      9295  43422  9144  43427  34077  9222
-CONVEX 16246    'GT_PK(2,2)'      9370  43428  9295  20263  43427  9222
-CONVEX 16247    'GT_PK(2,2)'      9295  43428  9370  43426  17604  9444
-CONVEX 16248    'GT_PK(2,2)'      9368  43429  9521  34062  43430  9445
-CONVEX 16249    'GT_PK(2,2)'      9521  43431  9596  43432  43433  9671
-CONVEX 16250    'GT_PK(2,2)'      9521  43429  9368  43434  43425  9444
-CONVEX 16251    'GT_PK(2,2)'      9596  43431  9521  34071  43434  9444
-CONVEX 16252    'GT_PK(2,2)'      9597  43435  9524  43436  34068  9445
-CONVEX 16253    'GT_PK(2,2)'      9521  43437  9597  43430  43436  9445
-CONVEX 16254    'GT_PK(2,2)'      9597  43437  9521  43438  43432  9671
-CONVEX 16255    'GT_PK(2,2)'      8323  43439  8403  43440  43441  8475
-CONVEX 16256    'GT_PK(2,2)'      8397  43442  8323  35024  43440  8475
-CONVEX 16257    'GT_PK(2,2)'      8323  43442  8397  43443  35022  8246
-CONVEX 16258    'GT_PK(2,2)'      8179  43444  8045  43445  34975  8116
-CONVEX 16259    'GT_PK(2,2)'      8045  43444  8179  43446  43447  8124
-CONVEX 16260    'GT_PK(2,2)'      8410  43448  8338  43449  43450  8489
-CONVEX 16261    'GT_PK(2,2)'      8338  43451  8419  43450  35004  8489
-CONVEX 16262    'GT_PK(2,2)'      8855  43452  9000  43453  34074  8924
-CONVEX 16263    'GT_PK(2,2)'      8779  43454  8855  34087  43453  8924
-CONVEX 16264    'GT_PK(2,2)'      8855  43454  8779  43455  34088  8705
-CONVEX 16265    'GT_PK(2,2)'      7536  43456  7685  34106  43457  7610
-CONVEX 16266    'GT_PK(2,2)'      7759  43458  7685  43459  43460  7831
-CONVEX 16267    'GT_PK(2,2)'      7685  43458  7759  43457  34112  7610
-CONVEX 16268    'GT_PK(2,2)'      7685  43461  7753  43460  34991  7831
-CONVEX 16269    'GT_PK(2,2)'      7753  43461  7685  26320  43462  7604
-CONVEX 16270    'GT_PK(2,2)'      7685  43456  7536  43462  34100  7604
-CONVEX 16271    'GT_PK(2,2)'      7759  43463  7911  34109  43464  7836
-CONVEX 16272    'GT_PK(2,2)'      7911  43465  7987  43464  43466  7836
-CONVEX 16273    'GT_PK(2,2)'      7987  43465  7911  35160  43467  8058
-CONVEX 16274    'GT_PK(2,2)'      7911  43468  7980  43467  34987  8058
-CONVEX 16275    'GT_PK(2,2)'      7911  43463  7759  43469  43459  7831
-CONVEX 16276    'GT_PK(2,2)'      7980  43468  7911  34995  43469  7831
-CONVEX 16277    'GT_PK(2,2)'      5955  43470  6103  26634  43471  6028
-CONVEX 16278    'GT_PK(2,2)'      6103  43472  6175  43471  34113  6028
-CONVEX 16279    'GT_PK(2,2)'      6175  43472  6103  43473  43474  6250
-CONVEX 16280    'GT_PK(2,2)'      6103  43475  6177  43474  35528  6250
-CONVEX 16281    'GT_PK(2,2)'      6398  43476  6323  31012  43477  6250
-CONVEX 16282    'GT_PK(2,2)'      6323  43478  6175  43477  43473  6250
-CONVEX 16283    'GT_PK(2,2)'      6245  43479  6172  43480  43481  6320
-CONVEX 16284    'GT_PK(2,2)'      6172  43482  6025  43483  34120  6101
-CONVEX 16285    'GT_PK(2,2)'      6025  43482  6172  43484  43485  6097
-CONVEX 16286    'GT_PK(2,2)'      6172  43479  6245  43485  43486  6097
-CONVEX 16287    'GT_PK(2,2)'      6392  43487  6465  43488  31030  6318
-CONVEX 16288    'GT_PK(2,2)'      6245  43489  6392  43490  43488  6318
-CONVEX 16289    'GT_PK(2,2)'      6392  43491  6320  43492  43493  6467
-CONVEX 16290    'GT_PK(2,2)'      6392  43489  6245  43491  43480  6320
-CONVEX 16291    'GT_PK(2,2)'      6859  43494  6784  43495  34164  6710
-CONVEX 16292    'GT_PK(2,2)'      6859  43495  6710  43496  34152  6785
-CONVEX 16293    'GT_PK(2,2)'      6859  43497  6934  43498  20287  7009
-CONVEX 16294    'GT_PK(2,2)'      6934  43497  6859  20294  43496  6785
-CONVEX 16295    'GT_PK(2,2)'      6932  43499  7006  43500  20267  6857
-CONVEX 16296    'GT_PK(2,2)'      6784  43501  6932  34167  43500  6857
-CONVEX 16297    'GT_PK(2,2)'      6932  43502  6859  43503  43498  7009
-CONVEX 16298    'GT_PK(2,2)'      6859  43502  6932  43494  43501  6784
-CONVEX 16299    'GT_PK(2,2)'      7088  43504  7162  20288  43505  7009
-CONVEX 16300    'GT_PK(2,2)'      7240  43506  7162  25714  43504  7088
-CONVEX 16301    'GT_PK(2,2)'      7914  43507  7838  43508  43509  7989
-CONVEX 16302    'GT_PK(2,2)'      8062  43510  7914  35152  43508  7989
-CONVEX 16303    'GT_PK(2,2)'      8136  43511  8188  43512  34168  8243
-CONVEX 16304    'GT_PK(2,2)'      7914  43513  7988  43514  43515  7837
-CONVEX 16305    'GT_PK(2,2)'      7988  43513  7914  43516  43510  8062
-CONVEX 16306    'GT_PK(2,2)'      5749  43517  5822  43518  26633  5676
-CONVEX 16307    'GT_PK(2,2)'      5604  43519  5749  34194  43518  5676
-CONVEX 16308    'GT_PK(2,2)'      5822  43517  5749  26630  43520  5896
-CONVEX 16309    'GT_PK(2,2)'      5749  43521  5825  43520  34192  5896
-CONVEX 16310    'GT_PK(2,2)'      5386  43522  5532  43523  26639  5457
-CONVEX 16311    'GT_PK(2,2)'      5459  43524  5604  43525  34193  5532
-CONVEX 16312    'GT_PK(2,2)'      5386  43526  5459  43522  43525  5532
-CONVEX 16313    'GT_PK(2,2)'      5459  43526  5386  43527  43528  5316
-CONVEX 16314    'GT_PK(2,2)'      5459  43527  5316  43529  34196  5388
-CONVEX 16315    'GT_PK(2,2)'      5244  43530  5318  34197  43531  5388
-CONVEX 16316    'GT_PK(2,2)'      5174  43532  5318  35552  43530  5244
-CONVEX 16317    'GT_PK(2,2)'      5318  43532  5174  43533  42409  5246
-CONVEX 16318    'GT_PK(2,2)'      5390  43534  5318  34198  43533  5246
-CONVEX 16319    'GT_PK(2,2)'      5534  43535  5459  43536  43529  5388
-CONVEX 16320    'GT_PK(2,2)'      5459  43535  5534  43524  43537  5604
-CONVEX 16321    'GT_PK(2,2)'      5463  43538  5390  43539  34199  5320
-CONVEX 16322    'GT_PK(2,2)'      5390  43538  5463  43540  43541  5536
-CONVEX 16323    'GT_PK(2,2)'      5392  43542  5322  43543  43544  5465
-CONVEX 16324    'GT_PK(2,2)'      5538  43545  5392  43546  43543  5465
-CONVEX 16325    'GT_PK(2,2)'      5392  43547  5463  43548  43539  5320
-CONVEX 16326    'GT_PK(2,2)'      5463  43547  5392  43549  43545  5538
-CONVEX 16327    'GT_PK(2,2)'      5606  43550  5461  43551  43552  5536
-CONVEX 16328    'GT_PK(2,2)'      5461  43553  5390  43552  43540  5536
-CONVEX 16329    'GT_PK(2,2)'      5461  43554  5318  43553  43534  5390
-CONVEX 16330    'GT_PK(2,2)'      5534  43555  5461  43556  43550  5606
-CONVEX 16331    'GT_PK(2,2)'      5318  43554  5461  43531  43557  5388
-CONVEX 16332    'GT_PK(2,2)'      5461  43555  5534  43557  43536  5388
-CONVEX 16333    'GT_PK(2,2)'      9677  43558  9752  43559  43560  9605
-CONVEX 16334    'GT_PK(2,2)'      9677  43561  9826  43558  34412  9752
-CONVEX 16335    'GT_PK(2,2)'      9603  43562  9531  39768  43563  9456
-CONVEX 16336    'GT_PK(2,2)'      9531  43564  9383  43563  34206  9456
-CONVEX 16337    'GT_PK(2,2)'      9677  43565  9531  43566  43562  9603
-CONVEX 16338    'GT_PK(2,2)'      9531  43565  9677  43567  43559  9605
-CONVEX 16339    'GT_PK(2,2)'      9532  43568  9458  43569  43570  9605
-CONVEX 16340    'GT_PK(2,2)'      9458  43568  9532  43571  43572  9386
-CONVEX 16341    'GT_PK(2,2)'      9458  43573  9531  43570  43567  9605
-CONVEX 16342    'GT_PK(2,2)'      9531  43573  9458  43564  43574  9383
-CONVEX 16343    'GT_PK(2,2)'      8852  43575  8929  34216  43576  8781
-CONVEX 16344    'GT_PK(2,2)'      8929  43575  8852  43577  34212  9002
-CONVEX 16345    'GT_PK(2,2)'      9157  43578  9230  43579  30358  9307
-CONVEX 16346    'GT_PK(2,2)'      9005  43580  9157  34210  43581  9086
-CONVEX 16347    'GT_PK(2,2)'      9236  43582  9157  34209  43579  9307
-CONVEX 16348    'GT_PK(2,2)'      9086  43581  9157  34203  43582  9236
-CONVEX 16349    'GT_PK(2,2)'      9461  43583  9389  43584  34222  9313
-CONVEX 16350    'GT_PK(2,2)'      9461  43585  9532  43586  43587  9607
-CONVEX 16351    'GT_PK(2,2)'      9461  43586  9607  43588  43589  9536
-CONVEX 16352    'GT_PK(2,2)'      9389  43583  9461  43590  43588  9536
-CONVEX 16353    'GT_PK(2,2)'      9386  43591  9461  43592  43584  9313
-CONVEX 16354    'GT_PK(2,2)'      9532  43585  9461  43572  43591  9386
-CONVEX 16355    'GT_PK(2,2)'      9239  43593  9168  43594  34225  9092
-CONVEX 16356    'GT_PK(2,2)'      9239  43594  9092  43595  33495  9163
-CONVEX 16357    'GT_PK(2,2)'      9239  43596  9386  43597  43592  9313
-CONVEX 16358    'GT_PK(2,2)'      9168  43593  9239  34230  43597  9313
-CONVEX 16359    'GT_PK(2,2)'      8747  43598  8811  43599  33955  8674
-CONVEX 16360    'GT_PK(2,2)'      8747  43600  8884  43598  34234  8811
-CONVEX 16361    'GT_PK(2,2)'      8604  43601  8747  33965  43599  8674
-CONVEX 16362    'GT_PK(2,2)'      9669  43602  9522  34251  43603  9594
-CONVEX 16363    'GT_PK(2,2)'      9522  43602  9669  43604  34235  9595
-CONVEX 16364    'GT_PK(2,2)'      9522  43604  9595  43605  20259  9446
-CONVEX 16365    'GT_PK(2,2)'      9372  43606  9522  25814  43605  9446
-CONVEX 16366    'GT_PK(2,2)'      9962  43607  9888  25828  43608  9814
-CONVEX 16367    'GT_PK(2,2)'      9888  43609  9741  43608  43610  9814
-CONVEX 16368    'GT_PK(2,2)'      9888  43607  9962  43611  25829  10036
-CONVEX 16369    'GT_PK(2,2)'      9741  43609  9888  34244  43612  9815
-CONVEX 16370    'GT_PK(2,2)'      9963  43613  9888  34245  43611  10036
-CONVEX 16371    'GT_PK(2,2)'      9888  43613  9963  43612  43614  9815
-CONVEX 16372    'GT_PK(2,2)'      9742  43615  9890  34252  43616  9816
-CONVEX 16373    'GT_PK(2,2)'      9964  43617  9890  34535  43618  10038
-CONVEX 16374    'GT_PK(2,2)'      9890  43617  9964  43616  43619  9816
-CONVEX 16375    'GT_PK(2,2)'      9890  43620  9963  43618  34247  10038
-CONVEX 16376    'GT_PK(2,2)'      9963  43620  9890  43614  43621  9815
-CONVEX 16377    'GT_PK(2,2)'      9890  43615  9742  43621  34255  9815
-CONVEX 16378    'GT_PK(2,2)'      9008  43622  9155  43623  43624  9079
-CONVEX 16379    'GT_PK(2,2)'      9155  43625  9225  43624  34259  9079
-CONVEX 16380    'GT_PK(2,2)'      9443  43626  9367  43627  34036  9516
-CONVEX 16381    'GT_PK(2,2)'      9591  43628  9443  25817  43627  9516
-CONVEX 16382    'GT_PK(2,2)'      9298  43629  9231  43630  34269  9158
-CONVEX 16383    'GT_PK(2,2)'      9298  43631  9371  43629  34263  9231
-CONVEX 16384    'GT_PK(2,2)'      9298  43632  9443  43631  43633  9371
-CONVEX 16385    'GT_PK(2,2)'      9443  43632  9298  43626  43634  9367
-CONVEX 16386    'GT_PK(2,2)'      9223  43635  9298  26011  43630  9158
-CONVEX 16387    'GT_PK(2,2)'      9298  43635  9223  43634  26012  9367
-CONVEX 16388    'GT_PK(2,2)'      9301  43636  9161  34264  43637  9231
-CONVEX 16389    'GT_PK(2,2)'      9161  43638  9089  43637  34268  9231
-CONVEX 16390    'GT_PK(2,2)'      9161  43639  9018  43638  35001  9089
-CONVEX 16391    'GT_PK(2,2)'      9018  43639  9161  35000  43640  9088
-CONVEX 16392    'GT_PK(2,2)'      9449  43641  9375  43642  43643  9302
-CONVEX 16393    'GT_PK(2,2)'      9517  43644  9665  43645  34290  9592
-CONVEX 16394    'GT_PK(2,2)'      9517  43645  9592  43646  34294  9447
-CONVEX 16395    'GT_PK(2,2)'      9371  43647  9517  34262  43646  9447
-CONVEX 16396    'GT_PK(2,2)'      9665  43644  9517  34286  43648  9591
-CONVEX 16397    'GT_PK(2,2)'      9517  43649  9443  43648  43628  9591
-CONVEX 16398    'GT_PK(2,2)'      9443  43649  9517  43633  43647  9371
-CONVEX 16399    'GT_PK(2,2)'      9740  43650  9667  34291  43651  9592
-CONVEX 16400    'GT_PK(2,2)'      9667  43652  9519  43651  34293  9592
-CONVEX 16401    'GT_PK(2,2)'      9667  43650  9740  43653  34292  9814
-CONVEX 16402    'GT_PK(2,2)'      9741  43654  9667  43610  43653  9814
-CONVEX 16403    'GT_PK(2,2)'      9667  43654  9741  43655  34241  9593
-CONVEX 16404    'GT_PK(2,2)'      9519  43652  9667  34298  43655  9593
-CONVEX 16405    'GT_PK(2,2)'      9376  43656  9449  43657  43642  9302
-CONVEX 16406    'GT_PK(2,2)'      9376  43658  9519  43656  34296  9449
-CONVEX 16407    'GT_PK(2,2)'      9376  43659  9301  43660  34261  9447
-CONVEX 16408    'GT_PK(2,2)'      9519  43658  9376  34295  43660  9447
-CONVEX 16409    'GT_PK(2,2)'      10622  43661  10695  43662  34299  10548
-CONVEX 16410    'GT_PK(2,2)'      10179  43663  10254  33998  43664  10107
-CONVEX 16411    'GT_PK(2,2)'      10107  43664  10254  25821  43665  10181
-CONVEX 16412    'GT_PK(2,2)'      10254  43666  10329  43665  25831  10181
-CONVEX 16413    'GT_PK(2,2)'      10254  43667  10401  43666  34301  10329
-CONVEX 16414    'GT_PK(2,2)'      10400  43668  10477  43669  43670  10547
-CONVEX 16415    'GT_PK(2,2)'      10477  43668  10400  43671  43672  10328
-CONVEX 16416    'GT_PK(2,2)'      10623  43673  10477  43674  43675  10549
-CONVEX 16417    'GT_PK(2,2)'      10477  43673  10623  43670  43676  10547
-CONVEX 16418    'GT_PK(2,2)'      10625  43677  10696  43387  43678  10549
-CONVEX 16419    'GT_PK(2,2)'      10696  43679  10623  43678  43674  10549
-CONVEX 16420    'GT_PK(2,2)'      9525  43680  9599  43681  43682  9674
-CONVEX 16421    'GT_PK(2,2)'      9599  43683  9748  43682  43684  9674
-CONVEX 16422    'GT_PK(2,2)'      10050  43685  10123  25851  43686  10198
-CONVEX 16423    'GT_PK(2,2)'      10123  43687  10271  43686  34320  10198
-CONVEX 16424    'GT_PK(2,2)'      10415  43688  10490  43689  25656  10563
-CONVEX 16425    'GT_PK(2,2)'      10415  43690  10492  43691  43692  10343
-CONVEX 16426    'GT_PK(2,2)'      10492  43690  10415  25974  43689  10563
-CONVEX 16427    'GT_PK(2,2)'      10120  43693  10195  43694  43695  10046
-CONVEX 16428    'GT_PK(2,2)'      10195  43696  10123  43695  43697  10046
-CONVEX 16429    'GT_PK(2,2)'      10271  43698  10195  43699  43700  10343
-CONVEX 16430    'GT_PK(2,2)'      10123  43696  10195  43687  43698  10271
-CONVEX 16431    'GT_PK(2,2)'      9750  43701  9901  34318  43702  9829
-CONVEX 16432    'GT_PK(2,2)'      9600  43703  9750  43704  34317  9681
-CONVEX 16433    'GT_PK(2,2)'      9600  43705  9525  43706  43681  9674
-CONVEX 16434    'GT_PK(2,2)'      9750  43703  9600  43707  43706  9674
-CONVEX 16435    'GT_PK(2,2)'      10417  43708  10347  43709  34319  10271
-CONVEX 16436    'GT_PK(2,2)'      10565  43710  10417  34321  43711  10492
-CONVEX 16437    'GT_PK(2,2)'      10347  43708  10417  43712  43713  10495
-CONVEX 16438    'GT_PK(2,2)'      10417  43710  10565  43713  43714  10495
-CONVEX 16439    'GT_PK(2,2)'      10492  43711  10417  43692  43715  10343
-CONVEX 16440    'GT_PK(2,2)'      10417  43709  10271  43715  43699  10343
-CONVEX 16441    'GT_PK(2,2)'      10641  43716  10785  43717  43718  10714
-CONVEX 16442    'GT_PK(2,2)'      10565  43719  10641  43714  43720  10495
-CONVEX 16443    'GT_PK(2,2)'      10933  43721  11075  43722  43723  11006
-CONVEX 16444    'GT_PK(2,2)'      11075  43724  11149  43723  19687  11006
-CONVEX 16445    'GT_PK(2,2)'      11149  43724  11075  24565  43725  11219
-CONVEX 16446    'GT_PK(2,2)'      10785  43726  10858  43718  43727  10714
-CONVEX 16447    'GT_PK(2,2)'      9090  43728  8936  34333  43729  9011
-CONVEX 16448    'GT_PK(2,2)'      8858  43730  8936  26354  43731  8785
-CONVEX 16449    'GT_PK(2,2)'      8936  43730  8858  43729  26349  9011
-CONVEX 16450    'GT_PK(2,2)'      9015  43732  8936  43733  43728  9090
-CONVEX 16451    'GT_PK(2,2)'      8710  43734  8632  43735  20537  8785
-CONVEX 16452    'GT_PK(2,2)'      8710  43736  8558  43734  34335  8632
-CONVEX 16453    'GT_PK(2,2)'      8636  43737  8710  43738  43739  8788
-CONVEX 16454    'GT_PK(2,2)'      8710  43737  8636  43736  43740  8558
-CONVEX 16455    'GT_PK(2,2)'      9760  43741  9687  43742  25853  9612
-CONVEX 16456    'GT_PK(2,2)'      9904  43743  9757  43744  25859  9829
-CONVEX 16457    'GT_PK(2,2)'      9904  43745  9832  43743  43746  9757
-CONVEX 16458    'GT_PK(2,2)'      10792  43747  10720  43748  43749  10647
-CONVEX 16459    'GT_PK(2,2)'      10864  43750  11010  43751  19682  10939
-CONVEX 16460    'GT_PK(2,2)'      10864  43752  10937  43750  34353  11010
-CONVEX 16461    'GT_PK(2,2)'      10864  43753  10792  43752  43754  10937
-CONVEX 16462    'GT_PK(2,2)'      10792  43753  10864  43747  43755  10720
-CONVEX 16463    'GT_PK(2,2)'      11078  43756  10935  19688  43757  11006
-CONVEX 16464    'GT_PK(2,2)'      10935  43756  11078  43758  19693  11008
-CONVEX 16465    'GT_PK(2,2)'      10860  43759  10933  43760  43722  11006
-CONVEX 16466    'GT_PK(2,2)'      10935  43761  10860  43757  43760  11006
-CONVEX 16467    'GT_PK(2,2)'      10860  43761  10935  43762  43763  10790
-CONVEX 16468    'GT_PK(2,2)'      10795  43764  10864  43765  43751  10939
-CONVEX 16469    'GT_PK(2,2)'      10864  43764  10795  43755  43766  10720
-CONVEX 16470    'GT_PK(2,2)'      10867  43767  10795  24480  43765  10939
-CONVEX 16471    'GT_PK(2,2)'      10723  43768  10795  34362  43767  10867
-CONVEX 16472    'GT_PK(2,2)'      10341  43769  10413  34374  43770  10267
-CONVEX 16473    'GT_PK(2,2)'      10488  43771  10413  34386  43772  10559
-CONVEX 16474    'GT_PK(2,2)'      10267  43770  10413  34373  43773  10339
-CONVEX 16475    'GT_PK(2,2)'      10413  43771  10488  43773  34392  10339
-CONVEX 16476    'GT_PK(2,2)'      10265  43774  10191  43775  34372  10339
-CONVEX 16477    'GT_PK(2,2)'      10411  43776  10265  34393  43775  10339
-CONVEX 16478    'GT_PK(2,2)'      10189  43777  10265  34379  43778  10337
-CONVEX 16479    'GT_PK(2,2)'      10265  43776  10411  43778  34396  10337
-CONVEX 16480    'GT_PK(2,2)'      10194  43779  10270  43780  39268  10342
-CONVEX 16481    'GT_PK(2,2)'      10270  43779  10194  39264  43781  10122
-CONVEX 16482    'GT_PK(2,2)'      10268  43782  10194  25902  43780  10342
-CONVEX 16483    'GT_PK(2,2)'      10121  43783  10194  34397  43782  10268
-CONVEX 16484    'GT_PK(2,2)'      10489  43784  10635  43785  34403  10559
-CONVEX 16485    'GT_PK(2,2)'      10413  43786  10489  43772  43785  10559
-CONVEX 16486    'GT_PK(2,2)'      10489  43786  10413  43787  43769  10341
-CONVEX 16487    'GT_PK(2,2)'      10489  43787  10341  43788  34378  10414
-CONVEX 16488    'GT_PK(2,2)'      10561  43789  10489  39279  43788  10414
-CONVEX 16489    'GT_PK(2,2)'      10635  43784  10489  34408  43789  10561
-CONVEX 16490    'GT_PK(2,2)'      10047  43790  10121  43791  34429  9972
-CONVEX 16491    'GT_PK(2,2)'      9899  43792  10047  34420  43791  9972
-CONVEX 16492    'GT_PK(2,2)'      10047  43793  10194  43790  43783  10121
-CONVEX 16493    'GT_PK(2,2)'      10047  43792  9899  43794  34410  9973
-CONVEX 16494    'GT_PK(2,2)'      10122  43795  10047  39249  43794  9973
-CONVEX 16495    'GT_PK(2,2)'      10194  43793  10047  43781  43795  10122
-CONVEX 16496    'GT_PK(2,2)'      9607  43796  9679  43797  43798  9754
-CONVEX 16497    'GT_PK(2,2)'      9679  43799  9825  43798  34415  9754
-CONVEX 16498    'GT_PK(2,2)'      9532  43800  9679  43587  43796  9607
-CONVEX 16499    'GT_PK(2,2)'      9825  43799  9679  34421  43801  9752
-CONVEX 16500    'GT_PK(2,2)'      9752  43801  9679  43560  43802  9605
-CONVEX 16501    'GT_PK(2,2)'      9679  43800  9532  43802  43569  9605
-CONVEX 16502    'GT_PK(2,2)'      9969  43803  9897  43804  43805  10044
-CONVEX 16503    'GT_PK(2,2)'      9822  43806  9897  34430  43803  9969
-CONVEX 16504    'GT_PK(2,2)'      9897  43807  9971  43805  25888  10044
-CONVEX 16505    'GT_PK(2,2)'      9897  43808  9824  43807  43809  9971
-CONVEX 16506    'GT_PK(2,2)'      9898  43810  9824  34416  43811  9754
-CONVEX 16507    'GT_PK(2,2)'      9824  43810  9898  43809  34425  9971
-CONVEX 16508    'GT_PK(2,2)'      9391  43812  9464  25850  43813  9537
-CONVEX 16509    'GT_PK(2,2)'      9464  43814  9609  43813  34435  9537
-CONVEX 16510    'GT_PK(2,2)'      9464  43815  9389  43816  43590  9536
-CONVEX 16511    'GT_PK(2,2)'      9609  43814  9464  43817  43816  9536
-CONVEX 16512    'GT_PK(2,2)'      9751  43818  9822  43819  34433  9678
-CONVEX 16513    'GT_PK(2,2)'      9609  43820  9751  34434  43819  9678
-CONVEX 16514    'GT_PK(2,2)'      9751  43821  9897  43818  43806  9822
-CONVEX 16515    'GT_PK(2,2)'      9751  43822  9824  43821  43808  9897
-CONVEX 16516    'GT_PK(2,2)'      9965  43823  10113  25917  43824  10037
-CONVEX 16517    'GT_PK(2,2)'      10113  43825  10185  43824  34009  10037
-CONVEX 16518    'GT_PK(2,2)'      10116  43826  10040  25912  43827  9968
-CONVEX 16519    'GT_PK(2,2)'      10187  43828  10040  34438  43826  10116
-CONVEX 16520    'GT_PK(2,2)'      9968  43827  10040  20369  43829  9893
-CONVEX 16521    'GT_PK(2,2)'      10113  43830  10040  43831  43828  10187
-CONVEX 16522    'GT_PK(2,2)'      10040  43832  9965  43829  25915  9893
-CONVEX 16523    'GT_PK(2,2)'      10040  43830  10113  43832  43823  9965
-CONVEX 16524    'GT_PK(2,2)'      11135  43833  11060  43834  25834  10990
-CONVEX 16525    'GT_PK(2,2)'      11062  43835  11135  34441  43834  10990
-CONVEX 16526    'GT_PK(2,2)'      11062  43836  10992  43837  43838  11136
-CONVEX 16527    'GT_PK(2,2)'      10992  43836  11062  43839  34439  10918
-CONVEX 16528    'GT_PK(2,2)'      11064  43840  11208  43841  25928  11136
-CONVEX 16529    'GT_PK(2,2)'      10992  43842  11064  43838  43841  11136
-CONVEX 16530    'GT_PK(2,2)'      11064  43842  10992  43843  43844  10920
-CONVEX 16531    'GT_PK(2,2)'      11064  43843  10920  43845  43846  10994
-CONVEX 16532    'GT_PK(2,2)'      11138  43847  11064  34467  43845  10994
-CONVEX 16533    'GT_PK(2,2)'      11064  43847  11138  43840  43848  11208
-CONVEX 16534    'GT_PK(2,2)'      10920  43849  10848  43846  43850  10994
-CONVEX 16535    'GT_PK(2,2)'      10778  43851  10848  25934  43852  10704
-CONVEX 16536    'GT_PK(2,2)'      10776  43853  10703  43854  34451  10632
-CONVEX 16537    'GT_PK(2,2)'      10704  43855  10776  25897  43854  10632
-CONVEX 16538    'GT_PK(2,2)'      10848  43856  10776  43852  43855  10704
-CONVEX 16539    'GT_PK(2,2)'      10776  43856  10848  43857  43849  10920
-CONVEX 16540    'GT_PK(2,2)'      10554  43858  10484  43859  34450  10630
-CONVEX 16541    'GT_PK(2,2)'      10922  43860  11066  43861  34466  10994
-CONVEX 16542    'GT_PK(2,2)'      10848  43862  10922  43850  43861  10994
-CONVEX 16543    'GT_PK(2,2)'      10922  43862  10848  43863  43851  10778
-CONVEX 16544    'GT_PK(2,2)'      10850  43864  10922  34474  43863  10778
-CONVEX 16545    'GT_PK(2,2)'      11066  43860  10922  34463  43865  10996
-CONVEX 16546    'GT_PK(2,2)'      10922  43864  10850  43865  34478  10996
-CONVEX 16547    'GT_PK(2,2)'      11208  43866  11281  25931  43867  11352
-CONVEX 16548    'GT_PK(2,2)'      11138  43868  11281  43848  43866  11208
-CONVEX 16549    'GT_PK(2,2)'      11352  43867  11281  29960  43869  11425
-CONVEX 16550    'GT_PK(2,2)'      11281  43868  11138  43870  34468  11210
-CONVEX 16551    'GT_PK(2,2)'      11281  43871  11353  43869  39310  11425
-CONVEX 16552    'GT_PK(2,2)'      11353  43871  11281  39302  43870  11210
-CONVEX 16553    'GT_PK(2,2)'      10331  43872  10403  43873  34506  10480
-CONVEX 16554    'GT_PK(2,2)'      10331  43874  10259  43875  25948  10183
-CONVEX 16555    'GT_PK(2,2)'      10331  43875  10183  43876  20397  10256
-CONVEX 16556    'GT_PK(2,2)'      10403  43872  10331  34510  43876  10256
-CONVEX 16557    'GT_PK(2,2)'      10259  43874  10331  25955  43877  10405
-CONVEX 16558    'GT_PK(2,2)'      10331  43873  10480  43877  25970  10405
-CONVEX 16559    'GT_PK(2,2)'      11215  43878  11143  43879  43880  11286
-CONVEX 16560    'GT_PK(2,2)'      11284  43881  11211  41856  43882  11354
-CONVEX 16561    'GT_PK(2,2)'      11211  43883  11282  43882  41869  11354
-CONVEX 16562    'GT_PK(2,2)'      10779  43884  10923  25983  43885  10851
-CONVEX 16563    'GT_PK(2,2)'      11067  43886  10923  43887  43888  10995
-CONVEX 16564    'GT_PK(2,2)'      10995  43888  10923  25977  43889  10849
-CONVEX 16565    'GT_PK(2,2)'      10923  43884  10779  43889  34517  10849
-CONVEX 16566    'GT_PK(2,2)'      10410  43890  10485  43891  34519  10557
-CONVEX 16567    'GT_PK(2,2)'      10485  43892  10336  20391  43893  10408
-CONVEX 16568    'GT_PK(2,2)'      10410  43894  10336  43890  43892  10485
-CONVEX 16569    'GT_PK(2,2)'      10336  43894  10410  43895  43896  10264
-CONVEX 16570    'GT_PK(2,2)'      9891  43897  9817  43898  43899  9744
-CONVEX 16571    'GT_PK(2,2)'      9891  43900  9964  43901  34536  10039
-CONVEX 16572    'GT_PK(2,2)'      9816  43902  9891  34239  43898  9744
-CONVEX 16573    'GT_PK(2,2)'      9964  43900  9891  43619  43902  9816
-CONVEX 16574    'GT_PK(2,2)'      9670  43903  9596  43904  34072  9520
-CONVEX 16575    'GT_PK(2,2)'      9817  43905  9670  43899  43906  9744
-CONVEX 16576    'GT_PK(2,2)'      9595  43907  9670  20258  43904  9520
-CONVEX 16577    'GT_PK(2,2)'      9670  43907  9595  43906  34236  9744
-CONVEX 16578    'GT_PK(2,2)'      10186  43908  10114  43909  34534  10038
-CONVEX 16579    'GT_PK(2,2)'      10334  43910  10186  25945  43911  10260
-CONVEX 16580    'GT_PK(2,2)'      10112  43912  10186  34248  43909  10038
-CONVEX 16581    'GT_PK(2,2)'      10260  43911  10186  20385  43912  10112
-CONVEX 16582    'GT_PK(2,2)'      10844  43913  10991  43914  26007  10919
-CONVEX 16583    'GT_PK(2,2)'      10774  43915  10844  34543  43914  10919
-CONVEX 16584    'GT_PK(2,2)'      10844  43915  10774  43916  34539  10700
-CONVEX 16585    'GT_PK(2,2)'      10991  43913  10844  26005  43917  10917
-CONVEX 16586    'GT_PK(2,2)'      10844  43918  10773  43917  25992  10917
-CONVEX 16587    'GT_PK(2,2)'      10773  43918  10844  25988  43916  10700
-CONVEX 16588    'GT_PK(2,2)'      8286  43919  8438  34552  43920  8358
-CONVEX 16589    'GT_PK(2,2)'      8366  43921  8438  34546  43919  8286
-CONVEX 16590    'GT_PK(2,2)'      10280  43922  10132  43923  34566  10207
-CONVEX 16591    'GT_PK(2,2)'      10280  43923  10207  43924  17120  10355
-CONVEX 16592    'GT_PK(2,2)'      10427  43925  10280  30692  43924  10355
-CONVEX 16593    'GT_PK(2,2)'      10280  43925  10427  43926  30699  10353
-CONVEX 16594    'GT_PK(2,2)'      10205  43927  10280  26039  43926  10353
-CONVEX 16595    'GT_PK(2,2)'      10132  43922  10280  34570  43927  10205
-CONVEX 16596    'GT_PK(2,2)'      10026  43928  10099  43929  43930  9952
-CONVEX 16597    'GT_PK(2,2)'      10099  43931  10022  43930  43932  9952
-CONVEX 16598    'GT_PK(2,2)'      10022  43933  9876  43932  43934  9952
-CONVEX 16599    'GT_PK(2,2)'      9876  43933  10022  43935  43936  9947
-CONVEX 16600    'GT_PK(2,2)'      9878  43937  9950  43938  26123  10024
-CONVEX 16601    'GT_PK(2,2)'      9802  43939  9876  43940  43941  9726
-CONVEX 16602    'GT_PK(2,2)'      9876  43939  9802  43934  43942  9952
-CONVEX 16603    'GT_PK(2,2)'      9938  43943  9784  43944  43945  9864
-CONVEX 16604    'GT_PK(2,2)'      9784  43943  9938  43946  43947  9858
-CONVEX 16605    'GT_PK(2,2)'      9771  43948  9660  43949  34630  9586
-CONVEX 16606    'GT_PK(2,2)'      9771  43950  9848  43948  34625  9660
-CONVEX 16607    'GT_PK(2,2)'      10232  43951  10085  31582  43952  10160
-CONVEX 16608    'GT_PK(2,2)'      10085  43951  10232  43953  31561  10159
-CONVEX 16609    'GT_PK(2,2)'      10163  43954  10242  34584  43955  10313
-CONVEX 16610    'GT_PK(2,2)'      10242  43956  10390  43955  31575  10313
-CONVEX 16611    'GT_PK(2,2)'      10390  43956  10242  24014  43957  10318
-CONVEX 16612    'GT_PK(2,2)'      9414  43958  9483  43959  43960  9327
-CONVEX 16613    'GT_PK(2,2)'      9392  43961  9215  43962  26085  9327
-CONVEX 16614    'GT_PK(2,2)'      9439  43963  9392  43964  43965  9554
-CONVEX 16615    'GT_PK(2,2)'      9483  43966  9392  43960  43962  9327
-CONVEX 16616    'GT_PK(2,2)'      9392  43966  9483  43965  43967  9554
-CONVEX 16617    'GT_PK(2,2)'      8676  43968  8828  43969  34587  8752
-CONVEX 16618    'GT_PK(2,2)'      8598  43970  8676  43971  43969  8752
-CONVEX 16619    'GT_PK(2,2)'      8522  43972  8676  43973  43970  8598
-CONVEX 16620    'GT_PK(2,2)'      8599  43974  8676  34597  43972  8522
-CONVEX 16621    'GT_PK(2,2)'      8828  43968  8676  34596  43975  8754
-CONVEX 16622    'GT_PK(2,2)'      8676  43974  8599  43975  43976  8754
-CONVEX 16623    'GT_PK(2,2)'      8903  43977  8977  43978  34674  9054
-CONVEX 16624    'GT_PK(2,2)'      8977  43977  8903  26100  43979  8827
-CONVEX 16625    'GT_PK(2,2)'      8979  43980  9129  43981  34663  9055
-CONVEX 16626    'GT_PK(2,2)'      8904  43982  8979  34591  43981  9055
-CONVEX 16627    'GT_PK(2,2)'      9129  43980  8979  43983  43984  9054
-CONVEX 16628    'GT_PK(2,2)'      8979  43985  8903  43984  43978  9054
-CONVEX 16629    'GT_PK(2,2)'      8368  43986  8295  43987  34602  8221
-CONVEX 16630    'GT_PK(2,2)'      8294  43988  8368  34609  43987  8221
-CONVEX 16631    'GT_PK(2,2)'      8444  43989  8518  43990  30967  8370
-CONVEX 16632    'GT_PK(2,2)'      8295  43991  8444  34606  43990  8370
-CONVEX 16633    'GT_PK(2,2)'      8518  43989  8444  30968  43992  8594
-CONVEX 16634    'GT_PK(2,2)'      8368  43993  8444  43986  43991  8295
-CONVEX 16635    'GT_PK(2,2)'      8444  43994  8521  43992  43995  8594
-CONVEX 16636    'GT_PK(2,2)'      8444  43993  8368  43994  43996  8521
-CONVEX 16637    'GT_PK(2,2)'      8521  43997  8443  43998  43999  8598
-CONVEX 16638    'GT_PK(2,2)'      8443  44000  8294  44001  34611  8365
-CONVEX 16639    'GT_PK(2,2)'      8368  44002  8443  43996  43997  8521
-CONVEX 16640    'GT_PK(2,2)'      8443  44002  8368  44000  43988  8294
-CONVEX 16641    'GT_PK(2,2)'      8522  44003  8443  26063  44001  8365
-CONVEX 16642    'GT_PK(2,2)'      8443  44003  8522  43999  43973  8598
-CONVEX 16643    'GT_PK(2,2)'      8673  44004  8825  44005  34617  8749
-CONVEX 16644    'GT_PK(2,2)'      8673  44005  8749  44006  20417  8594
-CONVEX 16645    'GT_PK(2,2)'      8521  44007  8673  43995  44006  8594
-CONVEX 16646    'GT_PK(2,2)'      8673  44007  8521  44008  43998  8598
-CONVEX 16647    'GT_PK(2,2)'      8673  44008  8598  44009  43971  8752
-CONVEX 16648    'GT_PK(2,2)'      8825  44004  8673  34616  44009  8752
-CONVEX 16649    'GT_PK(2,2)'      9343  44010  9424  44011  44012  9498
-CONVEX 16650    'GT_PK(2,2)'      9414  44013  9343  44014  44011  9498
-CONVEX 16651    'GT_PK(2,2)'      9501  44015  9424  44016  44017  9351
-CONVEX 16652    'GT_PK(2,2)'      9259  44018  9105  44019  34622  9191
-CONVEX 16653    'GT_PK(2,2)'      9259  44020  9414  44021  43959  9327
-CONVEX 16654    'GT_PK(2,2)'      9165  44022  9259  26086  44021  9327
-CONVEX 16655    'GT_PK(2,2)'      9105  44018  9259  34656  44022  9165
-CONVEX 16656    'GT_PK(2,2)'      9343  44023  9259  44024  44019  9191
-CONVEX 16657    'GT_PK(2,2)'      9259  44023  9343  44020  44013  9414
-CONVEX 16658    'GT_PK(2,2)'      9511  44025  9436  34631  44026  9586
-CONVEX 16659    'GT_PK(2,2)'      9436  44027  9286  44028  44029  9363
-CONVEX 16660    'GT_PK(2,2)'      9436  44030  9361  44027  44031  9286
-CONVEX 16661    'GT_PK(2,2)'      9436  44025  9511  44030  34633  9361
-CONVEX 16662    'GT_PK(2,2)'      9284  44032  9209  34637  44033  9361
-CONVEX 16663    'GT_PK(2,2)'      9361  44033  9209  44031  44034  9286
-CONVEX 16664    'GT_PK(2,2)'      9209  44035  9136  44034  44036  9286
-CONVEX 16665    'GT_PK(2,2)'      9135  44037  9209  44038  44032  9284
-CONVEX 16666    'GT_PK(2,2)'      9288  44039  9138  44040  34642  9215
-CONVEX 16667    'GT_PK(2,2)'      9288  44041  9439  44042  44043  9363
-CONVEX 16668    'GT_PK(2,2)'      9392  44044  9288  43961  44040  9215
-CONVEX 16669    'GT_PK(2,2)'      9288  44044  9392  44041  43963  9439
-CONVEX 16670    'GT_PK(2,2)'      9138  44045  9213  34639  44046  9064
-CONVEX 16671    'GT_PK(2,2)'      9213  44047  9136  44046  34627  9064
-CONVEX 16672    'GT_PK(2,2)'      9136  44047  9213  44036  44048  9286
-CONVEX 16673    'GT_PK(2,2)'      9286  44048  9213  44029  44049  9363
-CONVEX 16674    'GT_PK(2,2)'      9213  44050  9288  44049  44042  9363
-CONVEX 16675    'GT_PK(2,2)'      9288  44050  9213  44039  44045  9138
-CONVEX 16676    'GT_PK(2,2)'      9051  44051  8900  44052  26094  8974
-CONVEX 16677    'GT_PK(2,2)'      9124  44053  9051  34672  44052  8974
-CONVEX 16678    'GT_PK(2,2)'      9865  44054  9717  32089  44055  9789
-CONVEX 16679    'GT_PK(2,2)'      9571  44056  9717  34679  44057  9646
-CONVEX 16680    'GT_PK(2,2)'      9717  44058  9793  44057  44059  9646
-CONVEX 16681    'GT_PK(2,2)'      9793  44058  9717  41613  44054  9865
-CONVEX 16682    'GT_PK(2,2)'      9499  44060  9350  34681  44061  9423
-CONVEX 16683    'GT_PK(2,2)'      9871  44062  10018  44063  26126  9946
-CONVEX 16684    'GT_PK(2,2)'      8591  44064  8748  44065  34685  8671
-CONVEX 16685    'GT_PK(2,2)'      8591  44066  8511  44067  40243  8668
-CONVEX 16686    'GT_PK(2,2)'      8748  44064  8591  34683  44067  8668
-CONVEX 16687    'GT_PK(2,2)'      8595  44068  8675  44069  44070  8519
-CONVEX 16688    'GT_PK(2,2)'      8751  44071  8901  44072  26099  8827
-CONVEX 16689    'GT_PK(2,2)'      8675  44073  8751  44074  44072  8827
-CONVEX 16690    'GT_PK(2,2)'      8751  44073  8675  44075  44068  8595
-CONVEX 16691    'GT_PK(2,2)'      8901  44071  8751  44076  44077  8826
-CONVEX 16692    'GT_PK(2,2)'      8751  44078  8672  44077  26112  8826
-CONVEX 16693    'GT_PK(2,2)'      8751  44075  8595  44078  34687  8672
-CONVEX 16694    'GT_PK(2,2)'      8289  44079  8363  44080  44081  8218
-CONVEX 16695    'GT_PK(2,2)'      8115  44082  8290  44083  44084  8219
-CONVEX 16696    'GT_PK(2,2)'      8290  44085  8364  44084  34698  8219
-CONVEX 16697    'GT_PK(2,2)'      8290  44082  8115  44086  44087  8218
-CONVEX 16698    'GT_PK(2,2)'      8363  44088  8290  44081  44086  8218
-CONVEX 16699    'GT_PK(2,2)'      8362  44089  8439  44090  44091  8289
-CONVEX 16700    'GT_PK(2,2)'      8439  44092  8595  44093  44069  8519
-CONVEX 16701    'GT_PK(2,2)'      8595  44092  8439  34689  44094  8517
-CONVEX 16702    'GT_PK(2,2)'      8439  44089  8362  44094  34700  8517
-CONVEX 16703    'GT_PK(2,2)'      8363  44095  8439  44096  44093  8519
-CONVEX 16704    'GT_PK(2,2)'      8439  44095  8363  44091  44079  8289
-CONVEX 16705    'GT_PK(2,2)'      10398  44097  10471  44098  34748  10544
-CONVEX 16706    'GT_PK(2,2)'      10471  44097  10398  34704  44099  10322
-CONVEX 16707    'GT_PK(2,2)'      10398  44100  10247  44099  44101  10322
-CONVEX 16708    'GT_PK(2,2)'      10247  44100  10398  44102  44103  10321
-CONVEX 16709    'GT_PK(2,2)'      10461  44104  10533  44105  44106  10607
-CONVEX 16710    'GT_PK(2,2)'      10535  44107  10461  44108  44105  10607
-CONVEX 16711    'GT_PK(2,2)'      10683  44109  10759  44110  20422  10612
-CONVEX 16712    'GT_PK(2,2)'      10535  44111  10683  34741  44110  10612
-CONVEX 16713    'GT_PK(2,2)'      10754  44112  10683  44113  44114  10607
-CONVEX 16714    'GT_PK(2,2)'      10683  44111  10535  44114  44108  10607
-CONVEX 16715    'GT_PK(2,2)'      10168  44115  10241  34735  44116  10317
-CONVEX 16716    'GT_PK(2,2)'      10241  44115  10168  44117  34732  10093
-CONVEX 16717    'GT_PK(2,2)'      10241  44118  10166  44119  44120  10314
-CONVEX 16718    'GT_PK(2,2)'      10166  44118  10241  34722  44117  10093
-CONVEX 16719    'GT_PK(2,2)'      11193  44121  11121  44122  34737  11048
-CONVEX 16720    'GT_PK(2,2)'      11052  44123  11123  44124  44125  11197
-CONVEX 16721    'GT_PK(2,2)'      11125  44126  11052  44127  44124  11197
-CONVEX 16722    'GT_PK(2,2)'      11052  44126  11125  44128  34760  10981
-CONVEX 16723    'GT_PK(2,2)'      11050  44129  10905  44130  26128  10977
-CONVEX 16724    'GT_PK(2,2)'      11121  44131  11050  34736  44130  10977
-CONVEX 16725    'GT_PK(2,2)'      11050  44131  11121  44132  44133  11195
-CONVEX 16726    'GT_PK(2,2)'      11123  44134  11050  44135  44132  11195
-CONVEX 16727    'GT_PK(2,2)'      10393  44136  10244  44137  34734  10317
-CONVEX 16728    'GT_PK(2,2)'      10463  44138  10393  44139  44137  10317
-CONVEX 16729    'GT_PK(2,2)'      10244  44136  10393  34729  44140  10320
-CONVEX 16730    'GT_PK(2,2)'      10393  44138  10463  44141  34738  10540
-CONVEX 16731    'GT_PK(2,2)'      10320  44140  10393  26117  44142  10468
-CONVEX 16732    'GT_PK(2,2)'      10393  44141  10540  44142  26141  10468
-CONVEX 16733    'GT_PK(2,2)'      10834  44143  10760  44144  34742  10905
-CONVEX 16734    'GT_PK(2,2)'      10615  44145  10688  26138  44146  10542
-CONVEX 16735    'GT_PK(2,2)'      10760  44147  10688  34745  44145  10615
-CONVEX 16736    'GT_PK(2,2)'      10688  44148  10616  44146  34747  10542
-CONVEX 16737    'GT_PK(2,2)'      10834  44149  10688  44143  44147  10760
-CONVEX 16738    'GT_PK(2,2)'      10616  44148  10688  34752  44150  10762
-CONVEX 16739    'GT_PK(2,2)'      10688  44149  10834  44150  44151  10762
-CONVEX 16740    'GT_PK(2,2)'      10836  44152  10690  44153  34751  10762
-CONVEX 16741    'GT_PK(2,2)'      10909  44154  10836  34765  44155  10981
-CONVEX 16742    'GT_PK(2,2)'      10690  44156  10617  34753  44157  10544
-CONVEX 16743    'GT_PK(2,2)'      10080  44158  9934  44159  32085  10005
-CONVEX 16744    'GT_PK(2,2)'      10080  44160  10008  44158  41599  9934
-CONVEX 16745    'GT_PK(2,2)'      11464  44161  11391  24418  44162  11532
-CONVEX 16746    'GT_PK(2,2)'      11391  44163  11459  44162  32129  11532
-CONVEX 16747    'GT_PK(2,2)'      11459  44163  11391  32127  44164  11317
-CONVEX 16748    'GT_PK(2,2)'      11391  44165  11247  44164  34773  11317
-CONVEX 16749    'GT_PK(2,2)'      10530  44166  10676  44167  44168  10603
-CONVEX 16750    'GT_PK(2,2)'      10676  44169  10751  44168  44170  10603
-CONVEX 16751    'GT_PK(2,2)'      11247  44171  11178  34776  44172  11104
-CONVEX 16752    'GT_PK(2,2)'      11692  44173  11620  44174  34876  11761
-CONVEX 16753    'GT_PK(2,2)'      11474  44175  11544  44176  34842  11616
-CONVEX 16754    'GT_PK(2,2)'      11474  44176  11616  44177  44178  11545
-CONVEX 16755    'GT_PK(2,2)'      11404  44179  11474  44180  44177  11545
-CONVEX 16756    'GT_PK(2,2)'      11544  44175  11474  41631  44181  11402
-CONVEX 16757    'GT_PK(2,2)'      11965  44182  11895  44183  34850  11825
-CONVEX 16758    'GT_PK(2,2)'      11965  44184  12032  44185  32060  12102
-CONVEX 16759    'GT_PK(2,2)'      11965  44185  12102  44186  26214  12035
-CONVEX 16760    'GT_PK(2,2)'      11895  44182  11965  34846  44186  12035
-CONVEX 16761    'GT_PK(2,2)'      11965  44183  11825  44187  32110  11894
-CONVEX 16762    'GT_PK(2,2)'      12032  44184  11965  32064  44187  11894
-CONVEX 16763    'GT_PK(2,2)'      11758  44188  11688  34851  44189  11827
-CONVEX 16764    'GT_PK(2,2)'      11827  44189  11688  34849  44190  11757
-CONVEX 16765    'GT_PK(2,2)'      11616  44191  11688  44178  44192  11545
-CONVEX 16766    'GT_PK(2,2)'      11688  44191  11616  44190  26216  11757
-CONVEX 16767    'GT_PK(2,2)'      11478  44193  11547  44194  44195  11619
-CONVEX 16768    'GT_PK(2,2)'      11547  44193  11478  44196  44197  11406
-CONVEX 16769    'GT_PK(2,2)'      11038  44198  10892  44199  44200  10964
-CONVEX 16770    'GT_PK(2,2)'      10892  44198  11038  44201  44202  10968
-CONVEX 16771    'GT_PK(2,2)'      11258  44203  11327  44204  41624  11402
-CONVEX 16772    'GT_PK(2,2)'      12246  44205  12109  34853  44206  12177
-CONVEX 16773    'GT_PK(2,2)'      11970  44207  12109  34859  44208  12041
-CONVEX 16774    'GT_PK(2,2)'      12177  44209  12039  26228  44210  12107
-CONVEX 16775    'GT_PK(2,2)'      11901  44211  12039  44212  44213  11970
-CONVEX 16776    'GT_PK(2,2)'      12109  44214  12039  44206  44209  12177
-CONVEX 16777    'GT_PK(2,2)'      12039  44214  12109  44213  44207  11970
-CONVEX 16778    'GT_PK(2,2)'      12107  44210  12039  26238  44215  11969
-CONVEX 16779    'GT_PK(2,2)'      12039  44211  11901  44215  44216  11969
-CONVEX 16780    'GT_PK(2,2)'      12106  44217  12242  34861  44218  12175
-CONVEX 16781    'GT_PK(2,2)'      12175  44218  12242  26231  44219  12311
-CONVEX 16782    'GT_PK(2,2)'      12242  44220  12378  44219  26203  12311
-CONVEX 16783    'GT_PK(2,2)'      12242  44221  12309  44220  26210  12378
-CONVEX 16784    'GT_PK(2,2)'      12309  44221  12242  26209  44222  12173
-CONVEX 16785    'GT_PK(2,2)'      12242  44217  12106  44222  34864  12173
-CONVEX 16786    'GT_PK(2,2)'      11553  44223  11411  44224  44225  11481
-CONVEX 16787    'GT_PK(2,2)'      11411  44226  11339  44225  34866  11481
-CONVEX 16788    'GT_PK(2,2)'      11267  44227  11337  44228  34868  11409
-CONVEX 16789    'GT_PK(2,2)'      11267  44229  11339  44230  44231  11197
-CONVEX 16790    'GT_PK(2,2)'      11339  44229  11267  34865  44228  11409
-CONVEX 16791    'GT_PK(2,2)'      11123  44232  11267  44125  44230  11197
-CONVEX 16792    'GT_PK(2,2)'      11267  44232  11123  44233  44135  11195
-CONVEX 16793    'GT_PK(2,2)'      11337  44227  11267  44234  44233  11195
-CONVEX 16794    'GT_PK(2,2)'      11829  44235  11689  34874  44236  11758
-CONVEX 16795    'GT_PK(2,2)'      11547  44237  11689  44195  44238  11619
-CONVEX 16796    'GT_PK(2,2)'      11690  44239  11830  34877  44240  11761
-CONVEX 16797    'GT_PK(2,2)'      11830  44241  11899  44242  26243  11969
-CONVEX 16798    'GT_PK(2,2)'      11901  44243  11830  44216  44242  11969
-CONVEX 16799    'GT_PK(2,2)'      11830  44243  11901  44240  44244  11761
-CONVEX 16800    'GT_PK(2,2)'      11759  44245  11829  44246  34873  11899
-CONVEX 16801    'GT_PK(2,2)'      11830  44247  11759  44241  44246  11899
-CONVEX 16802    'GT_PK(2,2)'      11759  44247  11830  44248  44239  11690
-CONVEX 16803    'GT_PK(2,2)'      11759  44248  11690  44249  44250  11619
-CONVEX 16804    'GT_PK(2,2)'      11689  44251  11759  44238  44249  11619
-CONVEX 16805    'GT_PK(2,2)'      11759  44251  11689  44245  44235  11829
-CONVEX 16806    'GT_PK(2,2)'      11549  44252  11620  44253  44254  11479
-CONVEX 16807    'GT_PK(2,2)'      11549  44255  11690  44252  34875  11620
-CONVEX 16808    'GT_PK(2,2)'      11690  44255  11549  44250  44256  11619
-CONVEX 16809    'GT_PK(2,2)'      11549  44257  11478  44256  44194  11619
-CONVEX 16810    'GT_PK(2,2)'      11334  44258  11261  44259  44260  11404
-CONVEX 16811    'GT_PK(2,2)'      11334  44261  11476  34878  44262  11406
-CONVEX 16812    'GT_PK(2,2)'      11476  44263  11547  44262  44196  11406
-CONVEX 16813    'GT_PK(2,2)'      11476  44264  11404  44265  44180  11545
-CONVEX 16814    'GT_PK(2,2)'      11476  44261  11334  44264  44259  11404
-CONVEX 16815    'GT_PK(2,2)'      12178  44266  12110  44267  44268  12041
-CONVEX 16816    'GT_PK(2,2)'      12109  44269  12178  44208  44267  12041
-CONVEX 16817    'GT_PK(2,2)'      12178  44269  12109  44270  44205  12246
-CONVEX 16818    'GT_PK(2,2)'      12178  44270  12246  44271  34856  12315
-CONVEX 16819    'GT_PK(2,2)'      12248  44272  12178  26260  44271  12315
-CONVEX 16820    'GT_PK(2,2)'      12110  44266  12178  34881  44272  12248
-CONVEX 16821    'GT_PK(2,2)'      11904  44273  11974  44274  34886  11834
-CONVEX 16822    'GT_PK(2,2)'      11904  44275  12042  44273  34890  11974
-CONVEX 16823    'GT_PK(2,2)'      11764  44276  11904  44277  44274  11834
-CONVEX 16824    'GT_PK(2,2)'      10980  44278  11051  34767  44279  10906
-CONVEX 16825    'GT_PK(2,2)'      11618  44280  11477  44281  34914  11550
-CONVEX 16826    'GT_PK(2,2)'      11691  44282  11618  44283  44281  11550
-CONVEX 16827    'GT_PK(2,2)'      11618  44284  11687  44285  34939  11546
-CONVEX 16828    'GT_PK(2,2)'      11477  44280  11618  34921  44285  11546
-CONVEX 16829    'GT_PK(2,2)'      11687  44284  11618  26286  44286  11760
-CONVEX 16830    'GT_PK(2,2)'      11618  44282  11691  44286  34948  11760
-CONVEX 16831    'GT_PK(2,2)'      11194  44287  11119  44288  44289  11049
-CONVEX 16832    'GT_PK(2,2)'      11194  44290  11266  44291  34909  11336
-CONVEX 16833    'GT_PK(2,2)'      11405  44292  11262  34922  44293  11336
-CONVEX 16834    'GT_PK(2,2)'      11262  44294  11194  44293  44291  11336
-CONVEX 16835    'GT_PK(2,2)'      11194  44294  11262  44287  44295  11119
-CONVEX 16836    'GT_PK(2,2)'      11262  44292  11405  44296  34917  11331
-CONVEX 16837    'GT_PK(2,2)'      11189  44297  11262  26279  44296  11331
-CONVEX 16838    'GT_PK(2,2)'      11119  44295  11262  44298  44297  11189
-CONVEX 16839    'GT_PK(2,2)'      11043  44299  10962  44300  34929  10894
-CONVEX 16840    'GT_PK(2,2)'      11043  44301  11119  44302  44298  11189
-CONVEX 16841    'GT_PK(2,2)'      11043  44302  11189  44303  26280  11111
-CONVEX 16842    'GT_PK(2,2)'      10962  44299  11043  34925  44303  11111
-CONVEX 16843    'GT_PK(2,2)'      10562  44304  10659  19435  44305  10693
-CONVEX 16844    'GT_PK(2,2)'      10659  44306  10810  44305  34927  10693
-CONVEX 16845    'GT_PK(2,2)'      10903  44307  10757  44308  34932  10833
-CONVEX 16846    'GT_PK(2,2)'      11480  44309  11338  34944  44310  11410
-CONVEX 16847    'GT_PK(2,2)'      11338  44311  11268  44310  44312  11410
-CONVEX 16848    'GT_PK(2,2)'      11266  44313  11338  34911  44314  11408
-CONVEX 16849    'GT_PK(2,2)'      11338  44309  11480  44314  34946  11408
-CONVEX 16850    'GT_PK(2,2)'      11691  44315  11763  34947  44316  11832
-CONVEX 16851    'GT_PK(2,2)'      11903  44317  11763  34887  44318  11834
-CONVEX 16852    'GT_PK(2,2)'      11763  44317  11903  44316  34883  11832
-CONVEX 16853    'GT_PK(2,2)'      9840  44319  9767  44320  34954  9692
-CONVEX 16854    'GT_PK(2,2)'      9767  44319  9840  34953  44321  9914
-CONVEX 16855    'GT_PK(2,2)'      9765  44322  9840  25886  44320  9692
-CONVEX 16856    'GT_PK(2,2)'      9912  44323  9840  44324  44322  9765
-CONVEX 16857    'GT_PK(2,2)'      9630  44325  9706  44326  44327  9558
-CONVEX 16858    'GT_PK(2,2)'      9706  44328  9852  44329  26307  9781
-CONVEX 16859    'GT_PK(2,2)'      9702  44330  9630  44331  44332  9555
-CONVEX 16860    'GT_PK(2,2)'      9850  44333  9702  32167  44334  9775
-CONVEX 16861    'GT_PK(2,2)'      9702  44335  9627  44334  20531  9775
-CONVEX 16862    'GT_PK(2,2)'      9702  44331  9555  44335  44336  9627
-CONVEX 16863    'GT_PK(2,2)'      9777  44337  9850  44338  26301  9925
-CONVEX 16864    'GT_PK(2,2)'      9777  44339  9706  44340  44325  9630
-CONVEX 16865    'GT_PK(2,2)'      9777  44341  9702  44337  44333  9850
-CONVEX 16866    'GT_PK(2,2)'      9702  44341  9777  44330  44340  9630
-CONVEX 16867    'GT_PK(2,2)'      9852  44342  9777  44343  44338  9925
-CONVEX 16868    'GT_PK(2,2)'      9706  44339  9777  44328  44342  9852
-CONVEX 16869    'GT_PK(2,2)'      9555  44344  9481  44345  44346  9406
-CONVEX 16870    'GT_PK(2,2)'      9630  44347  9481  44332  44344  9555
-CONVEX 16871    'GT_PK(2,2)'      9481  44347  9630  44348  44326  9558
-CONVEX 16872    'GT_PK(2,2)'      9409  44349  9481  44350  44348  9558
-CONVEX 16873    'GT_PK(2,2)'      9639  44351  9786  44352  24410  9714
-CONVEX 16874    'GT_PK(2,2)'      9639  44353  9711  44351  34969  9786
-CONVEX 16875    'GT_PK(2,2)'      9711  44353  9639  34968  44354  9564
-CONVEX 16876    'GT_PK(2,2)'      9639  44355  9491  44354  34973  9564
-CONVEX 16877    'GT_PK(2,2)'      8045  44356  7896  34977  44357  7966
-CONVEX 16878    'GT_PK(2,2)'      7975  44358  8045  44359  43446  8124
-CONVEX 16879    'GT_PK(2,2)'      7975  44360  7901  44361  34996  7825
-CONVEX 16880    'GT_PK(2,2)'      7896  44362  7975  44363  44361  7825
-CONVEX 16881    'GT_PK(2,2)'      7975  44362  7896  44358  44356  8045
-CONVEX 16882    'GT_PK(2,2)'      7975  44359  8124  44364  44365  8051
-CONVEX 16883    'GT_PK(2,2)'      7901  44360  7975  34994  44364  8051
-CONVEX 16884    'GT_PK(2,2)'      7672  44366  7522  44367  32980  7592
-CONVEX 16885    'GT_PK(2,2)'      7672  44368  7598  44366  34982  7522
-CONVEX 16886    'GT_PK(2,2)'      8873  44369  9018  44370  34999  8943
-CONVEX 16887    'GT_PK(2,2)'      8873  44371  8804  44372  44373  8947
-CONVEX 16888    'GT_PK(2,2)'      9018  44369  8873  35002  44372  8947
-CONVEX 16889    'GT_PK(2,2)'      8186  44374  8268  26335  44375  8108
-CONVEX 16890    'GT_PK(2,2)'      8338  44376  8268  43451  44377  8419
-CONVEX 16891    'GT_PK(2,2)'      8347  44378  8268  44379  44374  8186
-CONVEX 16892    'GT_PK(2,2)'      8268  44378  8347  44377  35011  8419
-CONVEX 16893    'GT_PK(2,2)'      8268  44380  8183  44375  44381  8108
-CONVEX 16894    'GT_PK(2,2)'      8268  44376  8338  44380  44382  8183
-CONVEX 16895    'GT_PK(2,2)'      8799  44383  8943  44384  26329  8866
-CONVEX 16896    'GT_PK(2,2)'      8799  44385  8873  44383  44370  8943
-CONVEX 16897    'GT_PK(2,2)'      8650  44386  8721  35007  44387  8569
-CONVEX 16898    'GT_PK(2,2)'      8569  44387  8721  26330  44388  8642
-CONVEX 16899    'GT_PK(2,2)'      8721  44389  8799  44390  44384  8866
-CONVEX 16900    'GT_PK(2,2)'      8799  44389  8721  44391  44386  8650
-CONVEX 16901    'GT_PK(2,2)'      8347  44392  8432  35012  44393  8498
-CONVEX 16902    'GT_PK(2,2)'      8432  44394  8581  44393  35010  8498
-CONVEX 16903    'GT_PK(2,2)'      8280  44395  8347  44396  44379  8186
-CONVEX 16904    'GT_PK(2,2)'      8280  44396  8186  44397  26333  8091
-CONVEX 16905    'GT_PK(2,2)'      8190  44398  8280  34550  44397  8091
-CONVEX 16906    'GT_PK(2,2)'      8280  44398  8190  44399  34551  8358
-CONVEX 16907    'GT_PK(2,2)'      8432  44400  8280  44401  44399  8358
-CONVEX 16908    'GT_PK(2,2)'      8280  44400  8432  44395  44392  8347
-CONVEX 16909    'GT_PK(2,2)'      8397  44402  8468  35021  44403  8317
-CONVEX 16910    'GT_PK(2,2)'      8542  44404  8468  44405  44406  8621
-CONVEX 16911    'GT_PK(2,2)'      8468  44407  8547  44406  35020  8621
-CONVEX 16912    'GT_PK(2,2)'      8468  44402  8397  44407  35023  8547
-CONVEX 16913    'GT_PK(2,2)'      8317  44403  8468  26416  44408  8392
-CONVEX 16914    'GT_PK(2,2)'      8468  44404  8542  44408  35166  8392
-CONVEX 16915    'GT_PK(2,2)'      9387  44409  9310  35025  44410  9462
-CONVEX 16916    'GT_PK(2,2)'      9310  44411  9382  44410  35032  9462
-CONVEX 16917    'GT_PK(2,2)'      9237  44412  9315  44413  20364  9164
-CONVEX 16918    'GT_PK(2,2)'      9237  44414  9387  44412  35028  9315
-CONVEX 16919    'GT_PK(2,2)'      9083  44415  9237  26357  44413  9164
-CONVEX 16920    'GT_PK(2,2)'      9237  44416  9310  44414  44409  9387
-CONVEX 16921    'GT_PK(2,2)'      9237  44415  9083  44417  35093  9156
-CONVEX 16922    'GT_PK(2,2)'      9310  44416  9237  44418  44417  9156
-CONVEX 16923    'GT_PK(2,2)'      9535  44419  9685  35030  44420  9612
-CONVEX 16924    'GT_PK(2,2)'      9685  44421  9760  44420  43742  9612
-CONVEX 16925    'GT_PK(2,2)'      9760  44421  9685  44422  44423  9832
-CONVEX 16926    'GT_PK(2,2)'      9832  44423  9685  43746  44424  9757
-CONVEX 16927    'GT_PK(2,2)'      9757  44424  9685  25858  44425  9608
-CONVEX 16928    'GT_PK(2,2)'      9685  44419  9535  44425  44426  9608
-CONVEX 16929    'GT_PK(2,2)'      9527  44427  9681  44428  25857  9608
-CONVEX 16930    'GT_PK(2,2)'      9527  44429  9600  44427  43704  9681
-CONVEX 16931    'GT_PK(2,2)'      9078  44430  9232  35089  44431  9156
-CONVEX 16932    'GT_PK(2,2)'      9232  44432  9310  44431  44418  9156
-CONVEX 16933    'GT_PK(2,2)'      9310  44432  9232  44411  44433  9382
-CONVEX 16934    'GT_PK(2,2)'      9232  44430  9078  44434  26369  9149
-CONVEX 16935    'GT_PK(2,2)'      9455  44435  9527  44436  44428  9608
-CONVEX 16936    'GT_PK(2,2)'      9527  44435  9455  44437  44438  9377
-CONVEX 16937    'GT_PK(2,2)'      9535  44439  9455  44426  44436  9608
-CONVEX 16938    'GT_PK(2,2)'      9382  44440  9455  35031  44439  9535
-CONVEX 16939    'GT_PK(2,2)'      8414  44441  8491  26362  44442  8340
-CONVEX 16940    'GT_PK(2,2)'      8565  44443  8491  35039  44441  8414
-CONVEX 16941    'GT_PK(2,2)'      8335  44444  8414  44445  26361  8263
-CONVEX 16942    'GT_PK(2,2)'      8335  44446  8487  44444  35038  8414
-CONVEX 16943    'GT_PK(2,2)'      8335  44445  8263  44447  20571  8199
-CONVEX 16944    'GT_PK(2,2)'      8261  44448  8335  20544  44447  8199
-CONVEX 16945    'GT_PK(2,2)'      9257  44449  9110  35044  44450  9182
-CONVEX 16946    'GT_PK(2,2)'      9331  44451  9479  35042  44452  9406
-CONVEX 16947    'GT_PK(2,2)'      9479  44453  9555  44452  44345  9406
-CONVEX 16948    'GT_PK(2,2)'      9555  44453  9479  44336  44454  9627
-CONVEX 16949    'GT_PK(2,2)'      9255  44455  9331  44456  35043  9182
-CONVEX 16950    'GT_PK(2,2)'      9255  44457  9106  44458  44459  9179
-CONVEX 16951    'GT_PK(2,2)'      9106  44457  9255  44460  44456  9182
-CONVEX 16952    'GT_PK(2,2)'      8872  44461  8796  44462  44463  8719
-CONVEX 16953    'GT_PK(2,2)'      8796  44461  8872  44464  44465  8951
-CONVEX 16954    'GT_PK(2,2)'      8643  44466  8793  35035  44467  8719
-CONVEX 16955    'GT_PK(2,2)'      8793  44468  8872  44467  44462  8719
-CONVEX 16956    'GT_PK(2,2)'      8872  44468  8793  44469  44470  8946
-CONVEX 16957    'GT_PK(2,2)'      9546  44471  9471  35047  44472  9619
-CONVEX 16958    'GT_PK(2,2)'      9471  44473  9544  44472  25870  9619
-CONVEX 16959    'GT_PK(2,2)'      9471  44474  9396  44473  35057  9544
-CONVEX 16960    'GT_PK(2,2)'      9396  44474  9471  44475  44476  9322
-CONVEX 16961    'GT_PK(2,2)'      8393  44477  8320  44478  44479  8243
-CONVEX 16962    'GT_PK(2,2)'      8393  44480  8467  44481  35070  8543
-CONVEX 16963    'GT_PK(2,2)'      8471  44482  8393  44483  44481  8543
-CONVEX 16964    'GT_PK(2,2)'      8393  44482  8471  44477  35086  8320
-CONVEX 16965    'GT_PK(2,2)'      8393  44478  8243  44484  34169  8315
-CONVEX 16966    'GT_PK(2,2)'      8467  44480  8393  44485  44484  8315
-CONVEX 16967    'GT_PK(2,2)'      8320  44486  8189  44479  44487  8243
-CONVEX 16968    'GT_PK(2,2)'      8189  44488  8136  44487  43512  8243
-CONVEX 16969    'GT_PK(2,2)'      8136  44488  8189  44489  44490  8059
-CONVEX 16970    'GT_PK(2,2)'      8189  44491  8134  44490  44492  8059
-CONVEX 16971    'GT_PK(2,2)'      8189  44486  8320  44493  35067  8248
-CONVEX 16972    'GT_PK(2,2)'      8134  44491  8189  35111  44493  8248
-CONVEX 16973    'GT_PK(2,2)'      8772  44494  8847  35074  44495  8696
-CONVEX 16974    'GT_PK(2,2)'      8847  44496  8776  44495  44497  8696
-CONVEX 16975    'GT_PK(2,2)'      8927  44498  8847  35098  44499  8997
-CONVEX 16976    'GT_PK(2,2)'      8847  44498  8927  44496  35094  8776
-CONVEX 16977    'GT_PK(2,2)'      8847  44500  8922  44499  44501  8997
-CONVEX 16978    'GT_PK(2,2)'      8922  44500  8847  44502  44494  8772
-CONVEX 16979    'GT_PK(2,2)'      8694  44503  8541  44504  44505  8618
-CONVEX 16980    'GT_PK(2,2)'      8541  44503  8694  35072  44506  8620
-CONVEX 16981    'GT_PK(2,2)'      8694  44507  8772  44506  35073  8620
-CONVEX 16982    'GT_PK(2,2)'      8542  44508  8695  35168  44509  8619
-CONVEX 16983    'GT_PK(2,2)'      8773  44510  8695  35019  44511  8621
-CONVEX 16984    'GT_PK(2,2)'      8695  44508  8542  44511  44405  8621
-CONVEX 16985    'GT_PK(2,2)'      9296  44512  9143  34070  44513  9219
-CONVEX 16986    'GT_PK(2,2)'      9221  44514  9143  35077  44512  9296
-CONVEX 16987    'GT_PK(2,2)'      9299  44515  9221  44516  35075  9374
-CONVEX 16988    'GT_PK(2,2)'      8471  44517  8624  35084  44518  8549
-CONVEX 16989    'GT_PK(2,2)'      8624  44519  8702  44518  35081  8549
-CONVEX 16990    'GT_PK(2,2)'      8702  44519  8624  35078  44520  8776
-CONVEX 16991    'GT_PK(2,2)'      8776  44520  8624  44497  44521  8696
-CONVEX 16992    'GT_PK(2,2)'      8624  44522  8543  44521  26367  8696
-CONVEX 16993    'GT_PK(2,2)'      8624  44517  8471  44522  44483  8543
-CONVEX 16994    'GT_PK(2,2)'      7894  44523  7969  35099  44524  7819
-CONVEX 16995    'GT_PK(2,2)'      8042  44525  7969  20585  44526  8121
-CONVEX 16996    'GT_PK(2,2)'      7969  44525  8042  44527  20581  7892
-CONVEX 16997    'GT_PK(2,2)'      7819  44524  7969  26387  44527  7892
-CONVEX 16998    'GT_PK(2,2)'      8121  44528  8046  20545  44529  8196
-CONVEX 16999    'GT_PK(2,2)'      8046  44530  7894  44531  35103  7972
-CONVEX 17000    'GT_PK(2,2)'      7969  44532  8046  44526  44528  8121
-CONVEX 17001    'GT_PK(2,2)'      8046  44532  7969  44530  44523  7894
-CONVEX 17002    'GT_PK(2,2)'      8046  44533  8125  44529  44534  8196
-CONVEX 17003    'GT_PK(2,2)'      8125  44533  8046  44535  44531  7972
-CONVEX 17004    'GT_PK(2,2)'      8324  44536  8476  44537  35061  8402
-CONVEX 17005    'GT_PK(2,2)'      8253  44538  8324  44539  44537  8402
-CONVEX 17006    'GT_PK(2,2)'      8324  44538  8253  44540  44541  8192
-CONVEX 17007    'GT_PK(2,2)'      8476  44536  8324  35065  44542  8399
-CONVEX 17008    'GT_PK(2,2)'      8324  44540  8192  44543  35110  8248
-CONVEX 17009    'GT_PK(2,2)'      8399  44542  8324  35068  44543  8248
-CONVEX 17010    'GT_PK(2,2)'      7976  44544  8048  35105  44545  7898
-CONVEX 17011    'GT_PK(2,2)'      8048  44546  7972  44545  26409  7898
-CONVEX 17012    'GT_PK(2,2)'      8048  44547  8125  44546  44535  7972
-CONVEX 17013    'GT_PK(2,2)'      8328  44548  8479  44549  34336  8407
-CONVEX 17014    'GT_PK(2,2)'      8479  44548  8328  26394  44550  8402
-CONVEX 17015    'GT_PK(2,2)'      8328  44551  8253  44550  44539  8402
-CONVEX 17016    'GT_PK(2,2)'      8128  44552  8053  44553  35113  8192
-CONVEX 17017    'GT_PK(2,2)'      8253  44554  8128  44541  44553  8192
-CONVEX 17018    'GT_PK(2,2)'      8128  44555  7976  44552  35106  8053
-CONVEX 17019    'GT_PK(2,2)'      8128  44556  8048  44555  44544  7976
-CONVEX 17020    'GT_PK(2,2)'      7981  44557  8053  44558  35107  7903
-CONVEX 17021    'GT_PK(2,2)'      7981  44559  8134  44557  35112  8053
-CONVEX 17022    'GT_PK(2,2)'      8134  44559  7981  44492  44560  8059
-CONVEX 17023    'GT_PK(2,2)'      7141  44561  6988  44562  35115  7068
-CONVEX 17024    'GT_PK(2,2)'      7215  44563  7141  35132  44564  7292
-CONVEX 17025    'GT_PK(2,2)'      6988  44565  6841  35114  44566  6917
-CONVEX 17026    'GT_PK(2,2)'      6841  44567  6769  44566  35120  6917
-CONVEX 17027    'GT_PK(2,2)'      6769  44567  6841  35118  44568  6694
-CONVEX 17028    'GT_PK(2,2)'      6694  44568  6841  40278  44569  6766
-CONVEX 17029    'GT_PK(2,2)'      7146  44570  7220  35123  44571  7068
-CONVEX 17030    'GT_PK(2,2)'      7220  44572  7372  44573  35127  7292
-CONVEX 17031    'GT_PK(2,2)'      7141  44574  7220  44564  44573  7292
-CONVEX 17032    'GT_PK(2,2)'      7220  44574  7141  44571  44562  7068
-CONVEX 17033    'GT_PK(2,2)'      7372  44575  7301  26435  44576  7453
-CONVEX 17034    'GT_PK(2,2)'      7301  44577  7146  44578  35124  7228
-CONVEX 17035    'GT_PK(2,2)'      7220  44579  7301  44572  44575  7372
-CONVEX 17036    'GT_PK(2,2)'      7301  44579  7220  44577  44570  7146
-CONVEX 17037    'GT_PK(2,2)'      7301  44580  7379  44576  35178  7453
-CONVEX 17038    'GT_PK(2,2)'      7379  44580  7301  26432  44578  7228
-CONVEX 17039    'GT_PK(2,2)'      7447  44581  7597  35135  44582  7521
-CONVEX 17040    'GT_PK(2,2)'      7597  44583  7673  44582  35149  7521
-CONVEX 17041    'GT_PK(2,2)'      7673  44583  7597  35146  44584  7748
-CONVEX 17042    'GT_PK(2,2)'      7597  44581  7447  44585  35129  7524
-CONVEX 17043    'GT_PK(2,2)'      7597  44585  7524  44586  20552  7677
-CONVEX 17044    'GT_PK(2,2)'      7748  44584  7597  20558  44586  7677
-CONVEX 17045    'GT_PK(2,2)'      8137  44587  8238  35154  44588  8185
-CONVEX 17046    'GT_PK(2,2)'      8238  44589  8313  44588  44590  8185
-CONVEX 17047    'GT_PK(2,2)'      8313  44589  8238  44591  44592  8390
-CONVEX 17048    'GT_PK(2,2)'      8238  44587  8137  44593  35157  8184
-CONVEX 17049    'GT_PK(2,2)'      8238  44593  8184  44594  26420  8314
-CONVEX 17050    'GT_PK(2,2)'      8390  44592  8238  35163  44594  8314
-CONVEX 17051    'GT_PK(2,2)'      7913  44595  7987  44596  35158  8061
-CONVEX 17052    'GT_PK(2,2)'      7913  44596  8061  44597  35156  7989
-CONVEX 17053    'GT_PK(2,2)'      7913  44598  7761  44599  34175  7836
-CONVEX 17054    'GT_PK(2,2)'      7987  44595  7913  43466  44599  7836
-CONVEX 17055    'GT_PK(2,2)'      7838  44600  7913  43509  44597  7989
-CONVEX 17056    'GT_PK(2,2)'      7761  44598  7913  34178  44600  7838
-CONVEX 17057    'GT_PK(2,2)'      8541  44601  8465  44505  44602  8618
-CONVEX 17058    'GT_PK(2,2)'      8465  44603  8540  44602  44604  8618
-CONVEX 17059    'GT_PK(2,2)'      8540  44603  8465  35171  44605  8390
-CONVEX 17060    'GT_PK(2,2)'      8465  44606  8313  44605  44591  8390
-CONVEX 17061    'GT_PK(2,2)'      8391  44607  8467  44608  44485  8315
-CONVEX 17062    'GT_PK(2,2)'      8467  44607  8391  35071  44609  8541
-CONVEX 17063    'GT_PK(2,2)'      8391  44610  8465  44609  44601  8541
-CONVEX 17064    'GT_PK(2,2)'      8465  44610  8391  44606  44611  8313
-CONVEX 17065    'GT_PK(2,2)'      7159  44612  7080  44613  26427  7006
-CONVEX 17066    'GT_PK(2,2)'      7159  44614  7234  44612  35174  7080
-CONVEX 17067    'GT_PK(2,2)'      7682  44615  7751  44616  26405  7601
-CONVEX 17068    'GT_PK(2,2)'      7530  44617  7682  35175  44616  7601
-CONVEX 17069    'GT_PK(2,2)'      7607  44618  7687  44619  25725  7758
-CONVEX 17070    'GT_PK(2,2)'      7682  44620  7607  44621  44619  7758
-CONVEX 17071    'GT_PK(2,2)'      7607  44620  7682  44622  44617  7530
-CONVEX 17072    'GT_PK(2,2)'      7457  44623  7379  44624  26433  7305
-CONVEX 17073    'GT_PK(2,2)'      7457  44625  7530  44623  35177  7379
-CONVEX 17074    'GT_PK(2,2)'      7457  44626  7607  44625  44622  7530
-CONVEX 17075    'GT_PK(2,2)'      7279  44627  7130  35191  44628  7207
-CONVEX 17076    'GT_PK(2,2)'      7204  44629  7130  40334  44627  7279
-CONVEX 17077    'GT_PK(2,2)'      6981  44630  7130  44631  44632  7056
-CONVEX 17078    'GT_PK(2,2)'      7130  44629  7204  44632  40335  7056
-CONVEX 17079    'GT_PK(2,2)'      7887  44633  7815  35197  44634  7965
-CONVEX 17080    'GT_PK(2,2)'      7741  44635  7815  26380  44636  7663
-CONVEX 17081    'GT_PK(2,2)'      7815  44637  7736  44636  35204  7663
-CONVEX 17082    'GT_PK(2,2)'      7736  44637  7815  35202  44633  7887
-CONVEX 17083    'GT_PK(2,2)'      7965  44634  7815  20582  44638  7892
-CONVEX 17084    'GT_PK(2,2)'      7815  44635  7741  44638  26386  7892
-CONVEX 17085    'GT_PK(2,2)'      7962  44639  7885  44640  35210  7811
-CONVEX 17086    'GT_PK(2,2)'      7962  44641  7887  44642  35198  8039
-CONVEX 17087    'GT_PK(2,2)'      7887  44641  7962  35203  44640  7811
-CONVEX 17088    'GT_PK(2,2)'      7958  44643  8035  26443  44644  8110
-CONVEX 17089    'GT_PK(2,2)'      7885  44645  8035  35208  44643  7958
-CONVEX 17090    'GT_PK(2,2)'      8035  44646  8202  44644  44647  8110
-CONVEX 17091    'GT_PK(2,2)'      7962  44648  8035  44639  44645  7885
-CONVEX 17092    'GT_PK(2,2)'      5217  44649  5144  35217  44650  5074
-CONVEX 17093    'GT_PK(2,2)'      5074  44650  5144  35229  44651  5003
-CONVEX 17094    'GT_PK(2,2)'      5071  44652  5144  26454  44653  5215
-CONVEX 17095    'GT_PK(2,2)'      5144  44652  5071  44651  26451  5003
-CONVEX 17096    'GT_PK(2,2)'      4794  44654  4724  35234  44655  4865
-CONVEX 17097    'GT_PK(2,2)'      4656  44656  4724  35439  44657  4584
-CONVEX 17098    'GT_PK(2,2)'      4584  44657  4724  26604  44658  4653
-CONVEX 17099    'GT_PK(2,2)'      4724  44654  4794  44658  35239  4653
-CONVEX 17100    'GT_PK(2,2)'      4865  44655  4724  35455  44659  4796
-CONVEX 17101    'GT_PK(2,2)'      4724  44656  4656  44659  35449  4796
-CONVEX 17102    'GT_PK(2,2)'      6241  44660  6093  44661  35253  6168
-CONVEX 17103    'GT_PK(2,2)'      6241  44662  6316  44663  40311  6387
-CONVEX 17104    'GT_PK(2,2)'      6316  44662  6241  44664  44661  6168
-CONVEX 17105    'GT_PK(2,2)'      6313  44665  6241  31041  44663  6387
-CONVEX 17106    'GT_PK(2,2)'      6237  44666  6165  40330  44667  6313
-CONVEX 17107    'GT_PK(2,2)'      6165  44668  6241  44667  44665  6313
-CONVEX 17108    'GT_PK(2,2)'      6241  44668  6165  44660  44669  6093
-CONVEX 17109    'GT_PK(2,2)'      6165  44666  6237  44670  31046  6089
-CONVEX 17110    'GT_PK(2,2)'      2685  44671  2625  44672  44673  2571
-CONVEX 17111    'GT_PK(2,2)'      2804  44674  2685  20620  44675  2746
-CONVEX 17112    'GT_PK(2,2)'      2685  44674  2804  44676  20625  2743
-CONVEX 17113    'GT_PK(2,2)'      2625  44671  2685  35263  44676  2743
-CONVEX 17114    'GT_PK(2,2)'      2685  44677  2629  44675  26477  2746
-CONVEX 17115    'GT_PK(2,2)'      2629  44677  2685  26479  44672  2571
-CONVEX 17116    'GT_PK(2,2)'      2455  44678  2514  20613  44679  2566
-CONVEX 17117    'GT_PK(2,2)'      2514  44680  2625  44679  35262  2566
-CONVEX 17118    'GT_PK(2,2)'      2514  44678  2455  44681  26516  2399
-CONVEX 17119    'GT_PK(2,2)'      2625  44680  2514  44673  44682  2571
-CONVEX 17120    'GT_PK(2,2)'      2457  44683  2514  44684  44681  2399
-CONVEX 17121    'GT_PK(2,2)'      2514  44683  2457  44682  35264  2571
-CONVEX 17122    'GT_PK(2,2)'      2748  44685  2807  35268  44686  2688
-CONVEX 17123    'GT_PK(2,2)'      2688  44686  2807  26478  44687  2746
-CONVEX 17124    'GT_PK(2,2)'      2807  44688  2868  44687  20619  2746
-CONVEX 17125    'GT_PK(2,2)'      2226  44689  2343  44690  35284  2284
-CONVEX 17126    'GT_PK(2,2)'      2169  44691  2226  35310  44690  2284
-CONVEX 17127    'GT_PK(2,2)'      2226  44691  2169  44692  44693  2113
-CONVEX 17128    'GT_PK(2,2)'      2343  44689  2226  35321  44694  2285
-CONVEX 17129    'GT_PK(2,2)'      2170  44695  2226  26499  44692  2113
-CONVEX 17130    'GT_PK(2,2)'      2226  44695  2170  44694  26496  2285
-CONVEX 17131    'GT_PK(2,2)'      2055  44696  2169  44697  35311  2114
-CONVEX 17132    'GT_PK(2,2)'      2169  44696  2055  44693  44698  2113
-CONVEX 17133    'GT_PK(2,2)'      2055  44699  2000  44698  20804  2113
-CONVEX 17134    'GT_PK(2,2)'      2000  44699  2055  26981  44700  1945
-CONVEX 17135    'GT_PK(2,2)'      3570  44701  3505  26717  44702  3636
-CONVEX 17136    'GT_PK(2,2)'      3505  44703  3375  44704  44705  3441
-CONVEX 17137    'GT_PK(2,2)'      3439  44706  3505  35694  44701  3570
-CONVEX 17138    'GT_PK(2,2)'      3505  44706  3439  44703  44707  3375
-CONVEX 17139    'GT_PK(2,2)'      3572  44708  3638  44709  35347  3703
-CONVEX 17140    'GT_PK(2,2)'      3572  44709  3703  44710  44711  3636
-CONVEX 17141    'GT_PK(2,2)'      3505  44712  3572  44702  44710  3636
-CONVEX 17142    'GT_PK(2,2)'      3572  44712  3505  44713  44704  3441
-CONVEX 17143    'GT_PK(2,2)'      3823  44714  3757  35413  44715  3891
-CONVEX 17144    'GT_PK(2,2)'      2923  44716  2860  44717  35359  2799
-CONVEX 17145    'GT_PK(2,2)'      2289  44718  2177  44719  44720  2231
-CONVEX 17146    'GT_PK(2,2)'      2177  44721  2121  44722  26879  2063
-CONVEX 17147    'GT_PK(2,2)'      2177  44723  2233  44721  44724  2121
-CONVEX 17148    'GT_PK(2,2)'      2233  44723  2177  35367  44718  2289
-CONVEX 17149    'GT_PK(2,2)'      2118  44725  2177  35290  44722  2063
-CONVEX 17150    'GT_PK(2,2)'      2177  44725  2118  44720  35285  2231
-CONVEX 17151    'GT_PK(2,2)'      2345  44726  2289  44727  44719  2231
-CONVEX 17152    'GT_PK(2,2)'      2457  44728  2345  35266  44729  2400
-CONVEX 17153    'GT_PK(2,2)'      2345  44728  2457  44730  44684  2399
-CONVEX 17154    'GT_PK(2,2)'      2289  44726  2345  35362  44730  2399
-CONVEX 17155    'GT_PK(2,2)'      2345  44731  2286  44729  35294  2400
-CONVEX 17156    'GT_PK(2,2)'      2286  44731  2345  35291  44727  2231
-CONVEX 17157    'GT_PK(2,2)'      1954  44732  2064  44733  35902  2009
-CONVEX 17158    'GT_PK(2,2)'      2064  44732  1954  35363  44734  2008
-CONVEX 17159    'GT_PK(2,2)'      2008  44734  1954  35302  44735  1899
-CONVEX 17160    'GT_PK(2,2)'      1782  44736  1731  35373  44737  1836
-CONVEX 17161    'GT_PK(2,2)'      1731  44736  1782  44738  35371  1678
-CONVEX 17162    'GT_PK(2,2)'      1627  44739  1731  28010  44738  1678
-CONVEX 17163    'GT_PK(2,2)'      1731  44739  1627  44740  28011  1681
-CONVEX 17164    'GT_PK(2,2)'      5139  44741  5069  44742  26562  5212
-CONVEX 17165    'GT_PK(2,2)'      5282  44743  5139  35379  44742  5212
-CONVEX 17166    'GT_PK(2,2)'      5069  44741  5139  35399  44744  4996
-CONVEX 17167    'GT_PK(2,2)'      5139  44743  5282  44745  35377  5209
-CONVEX 17168    'GT_PK(2,2)'      5139  44746  5066  44744  44747  4996
-CONVEX 17169    'GT_PK(2,2)'      5066  44746  5139  26811  44745  5209
-CONVEX 17170    'GT_PK(2,2)'      5933  44748  6007  44749  40408  6081
-CONVEX 17171    'GT_PK(2,2)'      6007  44748  5933  40409  44750  5861
-CONVEX 17172    'GT_PK(2,2)'      5784  44751  5859  44752  44753  5931
-CONVEX 17173    'GT_PK(2,2)'      5718  44754  5648  44755  26558  5793
-CONVEX 17174    'GT_PK(2,2)'      5718  44756  5573  44754  35395  5648
-CONVEX 17175    'GT_PK(2,2)'      4857  44757  5000  44758  35408  4927
-CONVEX 17176    'GT_PK(2,2)'      4716  44759  4857  20644  44760  4785
-CONVEX 17177    'GT_PK(2,2)'      4857  44758  4927  44760  35402  4785
-CONVEX 17178    'GT_PK(2,2)'      4788  44761  4857  44762  44759  4716
-CONVEX 17179    'GT_PK(2,2)'      4857  44761  4788  44763  26606  4930
-CONVEX 17180    'GT_PK(2,2)'      5000  44757  4857  35407  44763  4930
-CONVEX 17181    'GT_PK(2,2)'      3620  44764  3752  16467  44765  3684
-CONVEX 17182    'GT_PK(2,2)'      3752  44766  3818  44765  17713  3684
-CONVEX 17183    'GT_PK(2,2)'      4648  44767  4788  44768  44762  4716
-CONVEX 17184    'GT_PK(2,2)'      4576  44769  4648  35421  44768  4716
-CONVEX 17185    'GT_PK(2,2)'      4788  44767  4648  26607  44770  4718
-CONVEX 17186    'GT_PK(2,2)'      4312  44771  4241  44772  44773  4174
-CONVEX 17187    'GT_PK(2,2)'      4241  44771  4312  44774  35704  4380
-CONVEX 17188    'GT_PK(2,2)'      4798  44775  4939  35452  44776  4867
-CONVEX 17189    'GT_PK(2,2)'      4589  44777  4729  26578  44778  4658
-CONVEX 17190    'GT_PK(2,2)'      4729  44779  4798  44778  35451  4658
-CONVEX 17191    'GT_PK(2,2)'      4865  44780  5008  35236  44781  4934
-CONVEX 17192    'GT_PK(2,2)'      4937  17273  5008  35453  44780  4865
-CONVEX 17193    'GT_PK(2,2)'      5437  16201  5582  44782  20590  5508
-CONVEX 17194    'GT_PK(2,2)'      3767  44783  3834  44784  44785  3900
-CONVEX 17195    'GT_PK(2,2)'      3701  44786  3834  26720  44783  3767
-CONVEX 17196    'GT_PK(2,2)'      4038  44787  3971  35457  44788  4107
-CONVEX 17197    'GT_PK(2,2)'      3904  44789  3971  35697  44790  3836
-CONVEX 17198    'GT_PK(2,2)'      4107  44788  3971  35708  44791  4040
-CONVEX 17199    'GT_PK(2,2)'      3971  44789  3904  44791  44792  4040
-CONVEX 17200    'GT_PK(2,2)'      3828  44793  3962  44794  35483  3893
-CONVEX 17201    'GT_PK(2,2)'      3962  44793  3828  26590  44795  3896
-CONVEX 17202    'GT_PK(2,2)'      3634  44796  3699  26709  44797  3568
-CONVEX 17203    'GT_PK(2,2)'      3699  44796  3634  44798  26719  3767
-CONVEX 17204    'GT_PK(2,2)'      3697  44799  3765  44800  44801  3830
-CONVEX 17205    'GT_PK(2,2)'      3699  44802  3832  44803  44804  3765
-CONVEX 17206    'GT_PK(2,2)'      3832  44802  3699  44805  44798  3767
-CONVEX 17207    'GT_PK(2,2)'      3832  44805  3767  44806  44784  3900
-CONVEX 17208    'GT_PK(2,2)'      3967  44807  3832  26584  44806  3900
-CONVEX 17209    'GT_PK(2,2)'      3965  44808  3898  35470  44809  4033
-CONVEX 17210    'GT_PK(2,2)'      3832  44810  3898  44804  44811  3765
-CONVEX 17211    'GT_PK(2,2)'      3765  44811  3898  44801  44812  3830
-CONVEX 17212    'GT_PK(2,2)'      3898  44808  3965  44812  35474  3830
-CONVEX 17213    'GT_PK(2,2)'      3898  44813  3967  44809  26580  4033
-CONVEX 17214    'GT_PK(2,2)'      3898  44810  3832  44813  44807  3967
-CONVEX 17215    'GT_PK(2,2)'      4509  44814  4648  44815  44769  4576
-CONVEX 17216    'GT_PK(2,2)'      4234  44816  4303  35492  44817  4164
-CONVEX 17217    'GT_PK(2,2)'      4373  44818  4303  35497  44816  4234
-CONVEX 17218    'GT_PK(2,2)'      4511  44819  4443  44820  26601  4581
-CONVEX 17219    'GT_PK(2,2)'      4511  44821  4373  44819  35499  4443
-CONVEX 17220    'GT_PK(2,2)'      5820  44822  5891  26619  44823  5745
-CONVEX 17221    'GT_PK(2,2)'      5891  44822  5820  44824  20650  5967
-CONVEX 17222    'GT_PK(2,2)'      5519  44825  5588  44826  44827  5444
-CONVEX 17223    'GT_PK(2,2)'      5588  44828  5733  44829  31016  5660
-CONVEX 17224    'GT_PK(2,2)'      5733  44828  5588  35526  44830  5663
-CONVEX 17225    'GT_PK(2,2)'      5588  44825  5519  44830  35520  5663
-CONVEX 17226    'GT_PK(2,2)'      5515  44831  5588  40299  44829  5660
-CONVEX 17227    'GT_PK(2,2)'      5588  44831  5515  44827  44832  5444
-CONVEX 17228    'GT_PK(2,2)'      5519  44833  5373  35519  44834  5446
-CONVEX 17229    'GT_PK(2,2)'      5373  44833  5519  44835  44826  5444
-CONVEX 17230    'GT_PK(2,2)'      5371  44836  5515  44837  40297  5441
-CONVEX 17231    'GT_PK(2,2)'      5515  44836  5371  44832  44838  5444
-CONVEX 17232    'GT_PK(2,2)'      5591  44839  5736  35521  44840  5663
-CONVEX 17233    'GT_PK(2,2)'      5736  44841  5808  44840  35525  5663
-CONVEX 17234    'GT_PK(2,2)'      6179  44842  6327  44843  34133  6252
-CONVEX 17235    'GT_PK(2,2)'      4520  44844  4589  44845  26576  4449
-CONVEX 17236    'GT_PK(2,2)'      4591  44846  4452  44847  44848  4523
-CONVEX 17237    'GT_PK(2,2)'      4520  44849  4452  44850  44846  4591
-CONVEX 17238    'GT_PK(2,2)'      4662  44851  4591  44852  44847  4523
-CONVEX 17239    'GT_PK(2,2)'      4593  44853  4662  44854  44852  4523
-CONVEX 17240    'GT_PK(2,2)'      5530  44855  5457  44856  26640  5602
-CONVEX 17241    'GT_PK(2,2)'      5674  44857  5530  26621  44856  5602
-CONVEX 17242    'GT_PK(2,2)'      5231  44858  5161  44859  44860  5304
-CONVEX 17243    'GT_PK(2,2)'      5161  44858  5231  44861  44862  5089
-CONVEX 17244    'GT_PK(2,2)'      4736  44863  4667  44864  44865  4807
-CONVEX 17245    'GT_PK(2,2)'      4877  44866  4736  44867  44864  4807
-CONVEX 17246    'GT_PK(2,2)'      5375  44868  5231  44869  44859  5304
-CONVEX 17247    'GT_PK(2,2)'      5373  44870  5302  44834  44871  5446
-CONVEX 17248    'GT_PK(2,2)'      5302  44870  5373  44872  44873  5229
-CONVEX 17249    'GT_PK(2,2)'      5302  44874  5375  44871  44875  5446
-CONVEX 17250    'GT_PK(2,2)'      5375  44874  5302  44868  44876  5231
-CONVEX 17251    'GT_PK(2,2)'      4178  44877  4042  44878  35702  4111
-CONVEX 17252    'GT_PK(2,2)'      4178  44879  4316  44880  44881  4245
-CONVEX 17253    'GT_PK(2,2)'      4109  44882  4178  35714  44880  4245
-CONVEX 17254    'GT_PK(2,2)'      4178  44882  4109  44877  44883  4042
-CONVEX 17255    'GT_PK(2,2)'      4316  44884  4384  44881  44885  4245
-CONVEX 17256    'GT_PK(2,2)'      4452  44886  4384  44848  44887  4523
-CONVEX 17257    'GT_PK(2,2)'      4384  44888  4314  44885  35712  4245
-CONVEX 17258    'GT_PK(2,2)'      4384  44886  4452  44888  44889  4314
-CONVEX 17259    'GT_PK(2,2)'      4593  44890  4454  35530  44891  4525
-CONVEX 17260    'GT_PK(2,2)'      4454  44890  4593  44892  44854  4523
-CONVEX 17261    'GT_PK(2,2)'      4384  44893  4454  44887  44892  4523
-CONVEX 17262    'GT_PK(2,2)'      4454  44893  4384  44894  44884  4316
-CONVEX 17263    'GT_PK(2,2)'      4386  44895  4456  44896  44897  4525
-CONVEX 17264    'GT_PK(2,2)'      4454  44898  4386  44891  44896  4525
-CONVEX 17265    'GT_PK(2,2)'      4386  44898  4454  44899  44894  4316
-CONVEX 17266    'GT_PK(2,2)'      4525  44900  4596  35532  44901  4664
-CONVEX 17267    'GT_PK(2,2)'      4456  44902  4596  44897  44900  4525
-CONVEX 17268    'GT_PK(2,2)'      4596  44903  4736  44901  44904  4664
-CONVEX 17269    'GT_PK(2,2)'      4596  44902  4456  44905  44906  4527
-CONVEX 17270    'GT_PK(2,2)'      4596  44905  4527  44907  44908  4667
-CONVEX 17271    'GT_PK(2,2)'      4736  44903  4596  44863  44907  4667
-CONVEX 17272    'GT_PK(2,2)'      5170  44909  5240  35540  44910  5097
-CONVEX 17273    'GT_PK(2,2)'      4956  44911  5099  44912  44913  5027
-CONVEX 17274    'GT_PK(2,2)'      5099  44914  5170  44913  35539  5027
-CONVEX 17275    'GT_PK(2,2)'      5099  44911  4956  44915  44916  5029
-CONVEX 17276    'GT_PK(2,2)'      4886  44917  4956  44918  44912  5027
-CONVEX 17277    'GT_PK(2,2)'      4886  44919  4954  44920  35537  4814
-CONVEX 17278    'GT_PK(2,2)'      4954  44919  4886  35533  44918  5027
-CONVEX 17279    'GT_PK(2,2)'      4606  44921  4747  44922  44923  4675
-CONVEX 17280    'GT_PK(2,2)'      4535  44924  4606  44925  44922  4675
-CONVEX 17281    'GT_PK(2,2)'      4604  44926  4535  44927  44925  4675
-CONVEX 17282    'GT_PK(2,2)'      4598  44928  4527  44929  44930  4458
-CONVEX 17283    'GT_PK(2,2)'      4527  44928  4598  44908  44931  4667
-CONVEX 17284    'GT_PK(2,2)'      3322  44932  3451  44933  44934  3384
-CONVEX 17285    'GT_PK(2,2)'      3451  44932  3322  44935  44936  3386
-CONVEX 17286    'GT_PK(2,2)'      3583  44937  3715  44938  44939  3648
-CONVEX 17287    'GT_PK(2,2)'      3455  44940  3326  44941  35639  3390
-CONVEX 17288    'GT_PK(2,2)'      3721  44942  3654  44943  44944  3589
-CONVEX 17289    'GT_PK(2,2)'      3654  44942  3721  44945  44946  3786
-CONVEX 17290    'GT_PK(2,2)'      3717  44947  3850  44948  44949  3783
-CONVEX 17291    'GT_PK(2,2)'      4820  44950  4892  26642  44951  4961
-CONVEX 17292    'GT_PK(2,2)'      4751  44952  4892  44953  44950  4820
-CONVEX 17293    'GT_PK(2,2)'      4892  44954  5034  44951  42406  4961
-CONVEX 17294    'GT_PK(2,2)'      4892  44952  4751  44955  35544  4822
-CONVEX 17295    'GT_PK(2,2)'      4959  44956  4818  26643  44957  4890
-CONVEX 17296    'GT_PK(2,2)'      4818  44958  4749  44957  35546  4890
-CONVEX 17297    'GT_PK(2,2)'      4749  44959  4679  35545  44960  4820
-CONVEX 17298    'GT_PK(2,2)'      4679  44961  4539  44962  20667  4610
-CONVEX 17299    'GT_PK(2,2)'      4539  44961  4679  35558  44963  4608
-CONVEX 17300    'GT_PK(2,2)'      4679  44959  4749  44963  44964  4608
-CONVEX 17301    'GT_PK(2,2)'      4751  44965  4679  35543  44962  4610
-CONVEX 17302    'GT_PK(2,2)'      4679  44965  4751  44960  44953  4820
-CONVEX 17303    'GT_PK(2,2)'      5316  44966  5172  34195  44967  5244
-CONVEX 17304    'GT_PK(2,2)'      5172  44968  5101  44967  35551  5244
-CONVEX 17305    'GT_PK(2,2)'      5101  44968  5172  35554  44969  5029
-CONVEX 17306    'GT_PK(2,2)'      5172  44970  5099  44969  44915  5029
-CONVEX 17307    'GT_PK(2,2)'      4468  44971  4330  35556  44972  4400
-CONVEX 17308    'GT_PK(2,2)'      4330  44971  4468  44973  44974  4398
-CONVEX 17309    'GT_PK(2,2)'      3991  44975  3924  35565  44976  4060
-CONVEX 17310    'GT_PK(2,2)'      4060  44976  3924  44977  44978  3993
-CONVEX 17311    'GT_PK(2,2)'      4332  44979  4195  44980  35571  4263
-CONVEX 17312    'GT_PK(2,2)'      4470  44981  4332  42392  44982  4402
-CONVEX 17313    'GT_PK(2,2)'      4332  44980  4263  44982  26645  4402
-CONVEX 17314    'GT_PK(2,2)'      4332  44981  4470  44983  20665  4400
-CONVEX 17315    'GT_PK(2,2)'      1677  44984  1727  26650  44985  1781
-CONVEX 17316    'GT_PK(2,2)'      1727  44986  1834  44985  35586  1781
-CONVEX 17317    'GT_PK(2,2)'      1727  44987  1624  44988  35577  1675
-CONVEX 17318    'GT_PK(2,2)'      1624  44987  1727  35574  44984  1677
-CONVEX 17319    'GT_PK(2,2)'      1887  44989  1780  26654  44990  1832
-CONVEX 17320    'GT_PK(2,2)'      1834  44991  1780  35584  44989  1887
-CONVEX 17321    'GT_PK(2,2)'      1727  44992  1780  44986  44991  1834
-CONVEX 17322    'GT_PK(2,2)'      1780  44993  1726  44990  27067  1832
-CONVEX 17323    'GT_PK(2,2)'      1726  44993  1780  20855  44994  1675
-CONVEX 17324    'GT_PK(2,2)'      1780  44992  1727  44994  44988  1675
-CONVEX 17325    'GT_PK(2,2)'      2277  44995  2219  44996  35590  2336
-CONVEX 17326    'GT_PK(2,2)'      2277  44997  2337  44998  35592  2220
-CONVEX 17327    'GT_PK(2,2)'      1939  44999  1995  45000  26668  1886
-CONVEX 17328    'GT_PK(2,2)'      1994  45001  1939  45002  45003  1885
-CONVEX 17329    'GT_PK(2,2)'      1831  45004  1939  36120  45000  1886
-CONVEX 17330    'GT_PK(2,2)'      1939  45004  1831  45003  36121  1885
-CONVEX 17331    'GT_PK(2,2)'      2049  45005  1938  35583  45006  1993
-CONVEX 17332    'GT_PK(2,2)'      1994  45007  1938  35607  45005  2049
-CONVEX 17333    'GT_PK(2,2)'      1938  45007  1994  45008  45002  1885
-CONVEX 17334    'GT_PK(2,2)'      1938  45009  1884  45006  36085  1993
-CONVEX 17335    'GT_PK(2,2)'      1938  45008  1885  45010  26652  1830
-CONVEX 17336    'GT_PK(2,2)'      1884  45009  1938  36087  45010  1830
-CONVEX 17337    'GT_PK(2,2)'      2050  45011  2107  45012  35610  1995
-CONVEX 17338    'GT_PK(2,2)'      2050  45013  1994  45014  35608  2106
-CONVEX 17339    'GT_PK(2,2)'      1939  45015  2050  44999  45012  1995
-CONVEX 17340    'GT_PK(2,2)'      2050  45015  1939  45013  45001  1994
-CONVEX 17341    'GT_PK(2,2)'      2107  45016  2163  35613  45017  2220
-CONVEX 17342    'GT_PK(2,2)'      2163  45018  2277  45017  44998  2220
-CONVEX 17343    'GT_PK(2,2)'      2277  45018  2163  44995  45019  2219
-CONVEX 17344    'GT_PK(2,2)'      2219  45019  2163  36080  45020  2106
-CONVEX 17345    'GT_PK(2,2)'      2163  45021  2050  45020  45014  2106
-CONVEX 17346    'GT_PK(2,2)'      2050  45021  2163  45011  45016  2107
-CONVEX 17347    'GT_PK(2,2)'      2453  45022  2394  35636  45023  2336
-CONVEX 17348    'GT_PK(2,2)'      2394  45024  2277  45023  44996  2336
-CONVEX 17349    'GT_PK(2,2)'      2277  45024  2394  44997  45025  2337
-CONVEX 17350    'GT_PK(2,2)'      2337  45025  2394  35661  45026  2454
-CONVEX 17351    'GT_PK(2,2)'      2394  45027  2515  45026  26671  2454
-CONVEX 17352    'GT_PK(2,2)'      2394  45022  2453  45027  35622  2515
-CONVEX 17353    'GT_PK(2,2)'      2335  45028  2393  45029  35633  2276
-CONVEX 17354    'GT_PK(2,2)'      2335  45030  2275  45031  45032  2392
-CONVEX 17355    'GT_PK(2,2)'      2393  45033  2452  35637  45034  2513
-CONVEX 17356    'GT_PK(2,2)'      2573  45035  2452  35626  45036  2512
-CONVEX 17357    'GT_PK(2,2)'      2452  45035  2573  45034  35628  2513
-CONVEX 17358    'GT_PK(2,2)'      2452  45037  2392  45036  35631  2512
-CONVEX 17359    'GT_PK(2,2)'      2452  45038  2335  45037  45031  2392
-CONVEX 17360    'GT_PK(2,2)'      2335  45038  2452  45028  45033  2393
-CONVEX 17361    'GT_PK(2,2)'      3012  45039  2953  45040  45041  3075
-CONVEX 17362    'GT_PK(2,2)'      2953  45039  3012  45042  45043  2890
-CONVEX 17363    'GT_PK(2,2)'      3263  45044  3328  35640  45045  3390
-CONVEX 17364    'GT_PK(2,2)'      3392  45046  3328  45047  45048  3265
-CONVEX 17365    'GT_PK(2,2)'      3073  45049  3136  35648  45050  3198
-CONVEX 17366    'GT_PK(2,2)'      3136  45051  3263  45050  35641  3198
-CONVEX 17367    'GT_PK(2,2)'      3136  45052  3012  45053  45040  3075
-CONVEX 17368    'GT_PK(2,2)'      3012  45052  3136  45054  45049  3073
-CONVEX 17369    'GT_PK(2,2)'      3388  45055  3455  45056  45057  3519
-CONVEX 17370    'GT_PK(2,2)'      3455  45055  3388  44940  45058  3326
-CONVEX 17371    'GT_PK(2,2)'      2584  45059  2706  45060  45061  2645
-CONVEX 17372    'GT_PK(2,2)'      2706  45059  2584  45062  35686  2644
-CONVEX 17373    'GT_PK(2,2)'      2824  45063  2885  45064  45065  2944
-CONVEX 17374    'GT_PK(2,2)'      2939  45066  2879  45067  45068  3001
-CONVEX 17375    'GT_PK(2,2)'      3069  45069  3007  45070  45071  3132
-CONVEX 17376    'GT_PK(2,2)'      3007  45072  3071  45071  26682  3132
-CONVEX 17377    'GT_PK(2,2)'      2949  45073  3007  45074  45075  2888
-CONVEX 17378    'GT_PK(2,2)'      3007  45073  2949  45072  26691  3071
-CONVEX 17379    'GT_PK(2,2)'      2826  45076  2763  45077  45078  2890
-CONVEX 17380    'GT_PK(2,2)'      2763  45076  2826  45079  45080  2702
-CONVEX 17381    'GT_PK(2,2)'      2700  45081  2763  35616  45082  2639
-CONVEX 17382    'GT_PK(2,2)'      2763  45079  2702  45082  35667  2639
-CONVEX 17383    'GT_PK(2,2)'      2456  45083  2395  45084  35658  2517
-CONVEX 17384    'GT_PK(2,2)'      2578  45085  2456  35664  45084  2517
-CONVEX 17385    'GT_PK(2,2)'      2456  45086  2397  45087  35655  2339
-CONVEX 17386    'GT_PK(2,2)'      2395  45083  2456  35662  45087  2339
-CONVEX 17387    'GT_PK(2,2)'      2397  45086  2456  35657  45088  2519
-CONVEX 17388    'GT_PK(2,2)'      2456  45085  2578  45088  35669  2519
-CONVEX 17389    'GT_PK(2,2)'      2290  45089  2232  45090  45091  2350
-CONVEX 17390    'GT_PK(2,2)'      2291  45092  2174  45093  45094  2229
-CONVEX 17391    'GT_PK(2,2)'      2291  45095  2232  45092  45096  2174
-CONVEX 17392    'GT_PK(2,2)'      2291  45097  2407  45098  45099  2350
-CONVEX 17393    'GT_PK(2,2)'      2232  45095  2291  45091  45098  2350
-CONVEX 17394    'GT_PK(2,2)'      2174  45100  2116  45094  45101  2229
-CONVEX 17395    'GT_PK(2,2)'      2053  45102  2111  45103  45104  1999
-CONVEX 17396    'GT_PK(2,2)'      1943  45105  2053  45106  45103  1999
-CONVEX 17397    'GT_PK(2,2)'      2110  45107  2053  35673  45108  1997
-CONVEX 17398    'GT_PK(2,2)'      2053  45105  1943  45108  35675  1997
-CONVEX 17399    'GT_PK(2,2)'      1943  45109  1835  35676  45110  1888
-CONVEX 17400    'GT_PK(2,2)'      1835  45111  1781  45110  35587  1888
-CONVEX 17401    'GT_PK(2,2)'      1835  45112  1729  45111  26649  1781
-CONVEX 17402    'GT_PK(2,2)'      2521  45113  2398  35678  45114  2458
-CONVEX 17403    'GT_PK(2,2)'      2398  45113  2521  45115  35679  2461
-CONVEX 17404    'GT_PK(2,2)'      2340  45116  2397  45117  35656  2458
-CONVEX 17405    'GT_PK(2,2)'      2398  45118  2340  45114  45117  2458
-CONVEX 17406    'GT_PK(2,2)'      2340  45118  2398  45119  45120  2281
-CONVEX 17407    'GT_PK(2,2)'      2340  45119  2281  45121  45122  2222
-CONVEX 17408    'GT_PK(2,2)'      2280  45123  2340  26698  45121  2222
-CONVEX 17409    'GT_PK(2,2)'      2397  45116  2340  35654  45123  2280
-CONVEX 17410    'GT_PK(2,2)'      2281  45124  2166  45122  45125  2222
-CONVEX 17411    'GT_PK(2,2)'      2053  45126  2166  45102  45127  2111
-CONVEX 17412    'GT_PK(2,2)'      2166  45128  2110  45125  35672  2222
-CONVEX 17413    'GT_PK(2,2)'      2166  45126  2053  45128  45107  2110
-CONVEX 17414    'GT_PK(2,2)'      2166  45129  2223  45127  45130  2111
-CONVEX 17415    'GT_PK(2,2)'      2223  45129  2166  45131  45124  2281
-CONVEX 17416    'GT_PK(2,2)'      2525  45132  2584  45133  45060  2645
-CONVEX 17417    'GT_PK(2,2)'      2585  45134  2525  45135  45133  2645
-CONVEX 17418    'GT_PK(2,2)'      2404  45136  2347  45137  26495  2288
-CONVEX 17419    'GT_PK(2,2)'      2347  45136  2404  35325  45138  2462
-CONVEX 17420    'GT_PK(2,2)'      2348  45139  2230  45140  45141  2290
-CONVEX 17421    'GT_PK(2,2)'      2230  45139  2348  26967  45142  2288
-CONVEX 17422    'GT_PK(2,2)'      2348  45143  2404  45142  45137  2288
-CONVEX 17423    'GT_PK(2,2)'      2404  45143  2348  45144  45145  2463
-CONVEX 17424    'GT_PK(2,2)'      2404  45146  2522  45138  45147  2462
-CONVEX 17425    'GT_PK(2,2)'      2522  45146  2404  45148  45144  2463
-CONVEX 17426    'GT_PK(2,2)'      3507  45149  3572  45150  44713  3441
-CONVEX 17427    'GT_PK(2,2)'      3572  45149  3507  44708  45151  3638
-CONVEX 17428    'GT_PK(2,2)'      2994  45152  3057  45153  35330  2932
-CONVEX 17429    'GT_PK(2,2)'      2872  45154  2994  35690  45153  2932
-CONVEX 17430    'GT_PK(2,2)'      2994  45155  2934  45156  45157  3059
-CONVEX 17431    'GT_PK(2,2)'      2934  45155  2994  45158  45154  2872
-CONVEX 17432    'GT_PK(2,2)'      3310  45159  3439  45160  35692  3373
-CONVEX 17433    'GT_PK(2,2)'      3245  45161  3310  35336  45160  3373
-CONVEX 17434    'GT_PK(2,2)'      3310  45161  3245  45162  35332  3182
-CONVEX 17435    'GT_PK(2,2)'      3247  45163  3310  45164  45162  3182
-CONVEX 17436    'GT_PK(2,2)'      3439  45159  3310  44707  45165  3375
-CONVEX 17437    'GT_PK(2,2)'      3310  45163  3247  45165  45166  3375
-CONVEX 17438    'GT_PK(2,2)'      3908  45167  3975  45168  35698  3841
-CONVEX 17439    'GT_PK(2,2)'      4042  45169  3973  35701  45170  3906
-CONVEX 17440    'GT_PK(2,2)'      4109  45171  3973  44883  45169  4042
-CONVEX 17441    'GT_PK(2,2)'      3973  45172  3839  45170  35343  3906
-CONVEX 17442    'GT_PK(2,2)'      3973  45171  4109  45173  35710  4040
-CONVEX 17443    'GT_PK(2,2)'      3904  45174  3973  44792  45173  4040
-CONVEX 17444    'GT_PK(2,2)'      3973  45174  3904  45172  35695  3839
-CONVEX 17445    'GT_PK(2,2)'      4176  45175  4243  35706  45176  4107
-CONVEX 17446    'GT_PK(2,2)'      4243  45175  4176  45177  35711  4314
-CONVEX 17447    'GT_PK(2,2)'      4107  45176  4243  35459  45178  4174
-CONVEX 17448    'GT_PK(2,2)'      4243  45179  4312  45178  44772  4174
-CONVEX 17449    'GT_PK(2,2)'      4255  45180  4119  45181  45182  4189
-CONVEX 17450    'GT_PK(2,2)'      4255  45183  4326  45184  45185  4394
-CONVEX 17451    'GT_PK(2,2)'      4326  45183  4255  45186  45181  4189
-CONVEX 17452    'GT_PK(2,2)'      3721  45187  3854  44946  45188  3786
-CONVEX 17453    'GT_PK(2,2)'      3989  45189  3854  35716  45190  3922
-CONVEX 17454    'GT_PK(2,2)'      3786  45191  3920  45192  45193  3852
-CONVEX 17455    'GT_PK(2,2)'      3854  45194  3920  45188  45191  3786
-CONVEX 17456    'GT_PK(2,2)'      3920  45194  3854  45195  45189  3989
-CONVEX 17457    'GT_PK(2,2)'      2779  45196  2842  45197  35723  2902
-CONVEX 17458    'GT_PK(2,2)'      2840  45198  2779  27932  45197  2902
-CONVEX 17459    'GT_PK(2,2)'      2779  45198  2840  45199  27927  2716
-CONVEX 17460    'GT_PK(2,2)'      2905  45200  2842  45201  45202  2781
-CONVEX 17461    'GT_PK(2,2)'      2905  45201  2781  45203  45204  2845
-CONVEX 17462    'GT_PK(2,2)'      2905  45205  3032  45206  26727  2966
-CONVEX 17463    'GT_PK(2,2)'      2842  45200  2905  35722  45206  2966
-CONVEX 17464    'GT_PK(2,2)'      2970  45207  2905  35728  45203  2845
-CONVEX 17465    'GT_PK(2,2)'      2905  45207  2970  45205  35724  3032
-CONVEX 17466    'GT_PK(2,2)'      3274  45208  3210  35736  45209  3146
-CONVEX 17467    'GT_PK(2,2)'      2784  45210  2909  45211  35727  2845
-CONVEX 17468    'GT_PK(2,2)'      2909  45210  2784  26745  45212  2848
-CONVEX 17469    'GT_PK(2,2)'      2662  45213  2599  45214  45215  2540
-CONVEX 17470    'GT_PK(2,2)'      2256  45216  2201  45217  26859  2317
-CONVEX 17471    'GT_PK(2,2)'      2085  45218  1973  45219  26895  2030
-CONVEX 17472    'GT_PK(2,2)'      3226  45220  3161  26734  45221  3100
-CONVEX 17473    'GT_PK(2,2)'      3289  45222  3161  35746  45220  3226
-CONVEX 17474    'GT_PK(2,2)'      3100  45221  3161  26741  45223  3034
-CONVEX 17475    'GT_PK(2,2)'      3161  45222  3289  45224  35752  3224
-CONVEX 17476    'GT_PK(2,2)'      3161  45225  3097  45223  35729  3034
-CONVEX 17477    'GT_PK(2,2)'      3161  45224  3224  45225  26770  3097
-CONVEX 17478    'GT_PK(2,2)'      4558  45226  4490  45227  45228  4630
-CONVEX 17479    'GT_PK(2,2)'      4761  45229  4902  45230  45231  4830
-CONVEX 17480    'GT_PK(2,2)'      4902  45229  4761  45232  45233  4832
-CONVEX 17481    'GT_PK(2,2)'      4432  45234  4295  45235  35765  4364
-CONVEX 17482    'GT_PK(2,2)'      4503  45236  4432  35782  45235  4364
-CONVEX 17483    'GT_PK(2,2)'      4432  45236  4503  45237  35778  4571
-CONVEX 17484    'GT_PK(2,2)'      4499  45238  4432  45239  45237  4571
-CONVEX 17485    'GT_PK(2,2)'      4295  45234  4432  45240  45241  4361
-CONVEX 17486    'GT_PK(2,2)'      4432  45238  4499  45241  35786  4361
-CONVEX 17487    'GT_PK(2,2)'      4713  45242  4855  45243  45244  4782
-CONVEX 17488    'GT_PK(2,2)'      4713  45243  4782  45245  45246  4643
-CONVEX 17489    'GT_PK(2,2)'      4574  45247  4713  35784  45245  4643
-CONVEX 17490    'GT_PK(2,2)'      4713  45247  4574  45248  35770  4646
-CONVEX 17491    'GT_PK(2,2)'      4785  45249  4713  20646  45248  4646
-CONVEX 17492    'GT_PK(2,2)'      4855  45242  4713  35403  45249  4785
-CONVEX 17493    'GT_PK(2,2)'      4278  45250  4417  45251  45252  4346
-CONVEX 17494    'GT_PK(2,2)'      4145  45253  4076  35793  45254  4012
-CONVEX 17495    'GT_PK(2,2)'      4076  45253  4145  45255  45256  4211
-CONVEX 17496    'GT_PK(2,2)'      3871  45257  3804  45258  35718  3741
-CONVEX 17497    'GT_PK(2,2)'      3810  45259  3871  20710  45258  3741
-CONVEX 17498    'GT_PK(2,2)'      4291  45260  4224  26810  45261  4361
-CONVEX 17499    'GT_PK(2,2)'      4224  45262  4087  45263  45264  4157
-CONVEX 17500    'GT_PK(2,2)'      4154  45265  4224  35796  45260  4291
-CONVEX 17501    'GT_PK(2,2)'      4224  45265  4154  45262  35801  4087
-CONVEX 17502    'GT_PK(2,2)'      4224  45266  4295  45261  45240  4361
-CONVEX 17503    'GT_PK(2,2)'      4295  45266  4224  35767  45263  4157
-CONVEX 17504    'GT_PK(2,2)'      3818  45267  3886  17711  45268  3952
-CONVEX 17505    'GT_PK(2,2)'      3752  45269  3886  44766  45267  3818
-CONVEX 17506    'GT_PK(2,2)'      4145  45270  4281  45256  45271  4211
-CONVEX 17507    'GT_PK(2,2)'      4281  45270  4145  45272  35790  4217
-CONVEX 17508    'GT_PK(2,2)'      4352  45273  4281  35806  45272  4217
-CONVEX 17509    'GT_PK(2,2)'      4992  45274  5062  45275  45276  4920
-CONVEX 17510    'GT_PK(2,2)'      5131  45277  5062  26784  45278  5205
-CONVEX 17511    'GT_PK(2,2)'      5062  45279  5136  45278  17696  5205
-CONVEX 17512    'GT_PK(2,2)'      5062  45274  4992  45279  35808  5136
-CONVEX 17513    'GT_PK(2,2)'      4987  45280  5062  35809  45277  5131
-CONVEX 17514    'GT_PK(2,2)'      5062  45280  4987  45276  45281  4920
-CONVEX 17515    'GT_PK(2,2)'      4992  45282  4924  35807  45283  5066
-CONVEX 17516    'GT_PK(2,2)'      4855  45284  4924  45244  45285  4782
-CONVEX 17517    'GT_PK(2,2)'      4924  45284  4855  45286  35401  4996
-CONVEX 17518    'GT_PK(2,2)'      5066  45283  4924  44747  45286  4996
-CONVEX 17519    'GT_PK(2,2)'      4851  45287  4992  45288  45275  4920
-CONVEX 17520    'GT_PK(2,2)'      4924  45289  4851  45285  45290  4782
-CONVEX 17521    'GT_PK(2,2)'      4851  45289  4924  45287  45282  4992
-CONVEX 17522    'GT_PK(2,2)'      4987  45291  4843  45281  45292  4920
-CONVEX 17523    'GT_PK(2,2)'      4843  45291  4987  45293  35811  4913
-CONVEX 17524    'GT_PK(2,2)'      4499  45294  4561  35785  45295  4427
-CONVEX 17525    'GT_PK(2,2)'      4561  45296  4701  45297  45298  4630
-CONVEX 17526    'GT_PK(2,2)'      4490  45299  4561  45228  45297  4630
-CONVEX 17527    'GT_PK(2,2)'      4427  45295  4561  35804  45299  4490
-CONVEX 17528    'GT_PK(2,2)'      4638  45300  4499  45301  45239  4571
-CONVEX 17529    'GT_PK(2,2)'      4638  45302  4561  45300  45294  4499
-CONVEX 17530    'GT_PK(2,2)'      4561  45302  4638  45296  45303  4701
-CONVEX 17531    'GT_PK(2,2)'      2734  45304  2613  45305  26828  2675
-CONVEX 17532    'GT_PK(2,2)'      2734  45306  2857  45307  35824  2793
-CONVEX 17533    'GT_PK(2,2)'      2672  45308  2734  35913  45307  2793
-CONVEX 17534    'GT_PK(2,2)'      2734  45308  2672  45304  35911  2613
-CONVEX 17535    'GT_PK(2,2)'      2981  45309  2920  45310  45311  3046
-CONVEX 17536    'GT_PK(2,2)'      2857  45312  2920  35823  45309  2981
-CONVEX 17537    'GT_PK(2,2)'      1650  45313  1702  45314  35827  1751
-CONVEX 17538    'GT_PK(2,2)'      1695  45315  1650  26887  45314  1751
-CONVEX 17539    'GT_PK(2,2)'      1650  45315  1695  45316  35918  1622
-CONVEX 17540    'GT_PK(2,2)'      1702  45313  1650  35829  45317  1596
-CONVEX 17541    'GT_PK(2,2)'      1650  45318  1546  45317  35932  1596
-CONVEX 17542    'GT_PK(2,2)'      1546  45318  1650  45319  45316  1622
-CONVEX 17543    'GT_PK(2,2)'      1202  45320  1163  45321  26913  1116
-CONVEX 17544    'GT_PK(2,2)'      1293  45322  1202  35833  45323  1246
-CONVEX 17545    'GT_PK(2,2)'      1163  45320  1202  35859  45324  1248
-CONVEX 17546    'GT_PK(2,2)'      1202  45322  1293  45324  35831  1248
-CONVEX 17547    'GT_PK(2,2)'      1202  45325  1157  45323  37152  1246
-CONVEX 17548    'GT_PK(2,2)'      1157  45325  1202  37154  45321  1116
-CONVEX 17549    'GT_PK(2,2)'      1341  45326  1437  26840  45327  1388
-CONVEX 17550    'GT_PK(2,2)'      1489  45328  1553  35834  45329  1594
-CONVEX 17551    'GT_PK(2,2)'      1553  45330  1653  45329  35869  1594
-CONVEX 17552    'GT_PK(2,2)'      1653  45330  1553  45331  45332  1631
-CONVEX 17553    'GT_PK(2,2)'      87  45333  85  45334  35863  1294
-CONVEX 17554    'GT_PK(2,2)'      1344  45335  87  35841  45334  1294
-CONVEX 17555    'GT_PK(2,2)'      87  45335  1344  45336  35851  89
-CONVEX 17556    'GT_PK(2,2)'      5813  17186  5738  45337  17193  5667
-CONVEX 17557    'GT_PK(2,2)'      5665  17220  5738  45338  17189  5811
-CONVEX 17558    'GT_PK(2,2)'      5595  45339  5523  45340  17222  5450
-CONVEX 17559    'GT_PK(2,2)'      5523  45339  5595  17196  45341  5667
-CONVEX 17560    'GT_PK(2,2)'      1331  45342  1381  45343  35864  1287
-CONVEX 17561    'GT_PK(2,2)'      1523  45344  1424  45345  35868  1472
-CONVEX 17562    'GT_PK(2,2)'      1628  45346  1523  26852  45347  1576
-CONVEX 17563    'GT_PK(2,2)'      1523  45345  1472  45347  28030  1576
-CONVEX 17564    'GT_PK(2,2)'      1788  45348  1688  45349  45350  1740
-CONVEX 17565    'GT_PK(2,2)'      1785  45351  1679  45352  35878  1730
-CONVEX 17566    'GT_PK(2,2)'      1785  45353  1734  45351  35872  1679
-CONVEX 17567    'GT_PK(2,2)'      1837  45354  1785  35370  45352  1730
-CONVEX 17568    'GT_PK(2,2)'      1785  45354  1837  45355  35308  1894
-CONVEX 17569    'GT_PK(2,2)'      1998  45356  1892  35888  45357  1953
-CONVEX 17570    'GT_PK(2,2)'      1892  45356  1998  45358  35892  1941
-CONVEX 17571    'GT_PK(2,2)'      1833  45359  1892  26848  45358  1941
-CONVEX 17572    'GT_PK(2,2)'      1788  45360  1892  45361  45359  1833
-CONVEX 17573    'GT_PK(2,2)'      2176  45362  2119  45363  35901  2064
-CONVEX 17574    'GT_PK(2,2)'      2176  45364  2233  45365  35365  2283
-CONVEX 17575    'GT_PK(2,2)'      2176  45363  2064  45366  35364  2121
-CONVEX 17576    'GT_PK(2,2)'      2233  45364  2176  44724  45366  2121
-CONVEX 17577    'GT_PK(2,2)'      2224  45367  2283  45368  26518  2338
-CONVEX 17578    'GT_PK(2,2)'      2119  45369  2224  35900  45370  2167
-CONVEX 17579    'GT_PK(2,2)'      2224  45371  2176  45367  45365  2283
-CONVEX 17580    'GT_PK(2,2)'      2176  45371  2224  45362  45369  2119
-CONVEX 17581    'GT_PK(2,2)'      2278  45372  2224  35897  45368  2338
-CONVEX 17582    'GT_PK(2,2)'      2224  45372  2278  45370  35893  2167
-CONVEX 17583    'GT_PK(2,2)'      1579  45373  1634  45374  45375  1528
-CONVEX 17584    'GT_PK(2,2)'      1579  45376  1523  45377  45346  1628
-CONVEX 17585    'GT_PK(2,2)'      1793  45378  1845  35906  45379  1740
-CONVEX 17586    'GT_PK(2,2)'      1845  45380  1788  45379  45349  1740
-CONVEX 17587    'GT_PK(2,2)'      1892  45381  1845  45357  45382  1953
-CONVEX 17588    'GT_PK(2,2)'      1845  45381  1892  45380  45360  1788
-CONVEX 17589    'GT_PK(2,2)'      1846  45383  1793  45384  35909  1739
-CONVEX 17590    'GT_PK(2,2)'      1846  45385  1790  45386  45387  1899
-CONVEX 17591    'GT_PK(2,2)'      1790  45385  1846  45388  45384  1739
-CONVEX 17592    'GT_PK(2,2)'      1954  45389  1846  44735  45386  1899
-CONVEX 17593    'GT_PK(2,2)'      1537  45390  93  45391  35925  1471
-CONVEX 17594    'GT_PK(2,2)'      1546  45392  1537  35933  45391  1471
-CONVEX 17595    'GT_PK(2,2)'      1537  45392  1546  45393  45319  1622
-CONVEX 17596    'GT_PK(2,2)'      93  45390  1537  45394  45395  95
-CONVEX 17597    'GT_PK(2,2)'      1637  45396  1537  35919  45393  1622
-CONVEX 17598    'GT_PK(2,2)'      1537  45396  1637  45395  35923  95
-CONVEX 17599    'GT_PK(2,2)'      1380  45397  1285  35944  45398  1332
-CONVEX 17600    'GT_PK(2,2)'      1192  45399  1285  36218  45400  1241
-CONVEX 17601    'GT_PK(2,2)'      1285  45401  1333  45400  35966  1241
-CONVEX 17602    'GT_PK(2,2)'      1285  45397  1380  45401  35949  1333
-CONVEX 17603    'GT_PK(2,2)'      1285  45399  1192  45402  26953  1238
-CONVEX 17604    'GT_PK(2,2)'      1332  45398  1285  26959  45402  1238
-CONVEX 17605    'GT_PK(2,2)'      1382  45403  1429  45404  35951  1479
-CONVEX 17606    'GT_PK(2,2)'      1431  45405  1382  35964  45404  1479
-CONVEX 17607    'GT_PK(2,2)'      1382  45405  1431  45406  45407  1335
-CONVEX 17608    'GT_PK(2,2)'      1288  45408  1382  35969  45406  1335
-CONVEX 17609    'GT_PK(2,2)'      1429  45403  1382  35950  45409  1333
-CONVEX 17610    'GT_PK(2,2)'      1382  45408  1288  45409  35965  1333
-CONVEX 17611    'GT_PK(2,2)'      1384  45410  1431  45411  35962  1481
-CONVEX 17612    'GT_PK(2,2)'      1384  45412  1337  45413  45414  1290
-CONVEX 17613    'GT_PK(2,2)'      1335  45415  1384  26942  45413  1290
-CONVEX 17614    'GT_PK(2,2)'      1431  45410  1384  45407  45415  1335
-CONVEX 17615    'GT_PK(2,2)'      1434  45416  1384  45417  45411  1481
-CONVEX 17616    'GT_PK(2,2)'      1384  45416  1434  45412  36015  1337
-CONVEX 17617    'GT_PK(2,2)'      1197  45418  1288  45419  35968  1243
-CONVEX 17618    'GT_PK(2,2)'      1288  45418  1197  35967  45420  1241
-CONVEX 17619    'GT_PK(2,2)'      1197  45421  1150  45420  36217  1241
-CONVEX 17620    'GT_PK(2,2)'      1150  45421  1197  45422  45423  1107
-CONVEX 17621    'GT_PK(2,2)'      1154  45424  1200  45425  35977  1112
-CONVEX 17622    'GT_PK(2,2)'      1068  45426  1154  45427  45425  1112
-CONVEX 17623    'GT_PK(2,2)'      1199  45428  1154  45429  45430  1110
-CONVEX 17624    'GT_PK(2,2)'      1154  45426  1068  45430  35973  1110
-CONVEX 17625    'GT_PK(2,2)'      1289  45431  1336  37077  45432  1383
-CONVEX 17626    'GT_PK(2,2)'      1245  45433  1336  36176  45431  1289
-CONVEX 17627    'GT_PK(2,2)'      1292  45434  1247  45435  45436  1339
-CONVEX 17628    'GT_PK(2,2)'      1385  45437  1292  35983  45435  1339
-CONVEX 17629    'GT_PK(2,2)'      1247  45434  1292  35981  45438  1201
-CONVEX 17630    'GT_PK(2,2)'      1336  45439  1292  45440  45437  1385
-CONVEX 17631    'GT_PK(2,2)'      1292  45441  1245  45438  27142  1201
-CONVEX 17632    'GT_PK(2,2)'      1292  45439  1336  45441  45433  1245
-CONVEX 17633    'GT_PK(2,2)'      1483  45442  1385  45443  35984  1435
-CONVEX 17634    'GT_PK(2,2)'      2117  45444  2006  45445  35993  2062
-CONVEX 17635    'GT_PK(2,2)'      2006  45444  2117  35995  45446  2060
-CONVEX 17636    'GT_PK(2,2)'      2117  45447  2230  45448  26966  2173
-CONVEX 17637    'GT_PK(2,2)'      2060  45446  2117  35989  45448  2173
-CONVEX 17638    'GT_PK(2,2)'      1636  45449  1584  45450  45451  1687
-CONVEX 17639    'GT_PK(2,2)'      1839  45452  1733  45453  36007  1787
-CONVEX 17640    'GT_PK(2,2)'      1891  45454  1839  26980  45455  1946
-CONVEX 17641    'GT_PK(2,2)'      1839  45456  1895  45455  26983  1946
-CONVEX 17642    'GT_PK(2,2)'      1895  45456  1839  26984  45453  1787
-CONVEX 17643    'GT_PK(2,2)'      1844  45457  1792  36010  45458  1898
-CONVEX 17644    'GT_PK(2,2)'      1792  45459  1843  45458  45460  1898
-CONVEX 17645    'GT_PK(2,2)'      1584  45461  1635  45451  45462  1687
-CONVEX 17646    'GT_PK(2,2)'      1386  45463  1291  36016  45464  1337
-CONVEX 17647    'GT_PK(2,2)'      1291  45465  1247  45466  35982  1200
-CONVEX 17648    'GT_PK(2,2)'      1247  45465  1291  45436  45467  1339
-CONVEX 17649    'GT_PK(2,2)'      1291  45463  1386  45467  36019  1339
-CONVEX 17650    'GT_PK(2,2)'      737  45468  807  45469  45470  774
-CONVEX 17651    'GT_PK(2,2)'      737  45469  774  45471  16133  707
-CONVEX 17652    'GT_PK(2,2)'      669  45472  737  16104  45471  707
-CONVEX 17653    'GT_PK(2,2)'      700  45473  737  36032  45472  669
-CONVEX 17654    'GT_PK(2,2)'      841  45474  882  45475  45476  807
-CONVEX 17655    'GT_PK(2,2)'      882  45474  841  45477  45478  918
-CONVEX 17656    'GT_PK(2,2)'      961  45479  882  36026  45477  918
-CONVEX 17657    'GT_PK(2,2)'      882  45479  961  45480  36027  923
-CONVEX 17658    'GT_PK(2,2)'      1170  45481  1218  45482  27018  1126
-CONVEX 17659    'GT_PK(2,2)'      1081  45483  1170  36048  45482  1126
-CONVEX 17660    'GT_PK(2,2)'      1170  45483  1081  45484  36052  1124
-CONVEX 17661    'GT_PK(2,2)'      1170  45485  1260  45481  36101  1218
-CONVEX 17662    'GT_PK(2,2)'      1219  45486  1128  32707  45487  1175
-CONVEX 17663    'GT_PK(2,2)'      2274  45488  2334  25061  45489  2216
-CONVEX 17664    'GT_PK(2,2)'      2334  45490  2275  45489  45491  2216
-CONVEX 17665    'GT_PK(2,2)'      2334  45488  2274  45492  25062  2391
-CONVEX 17666    'GT_PK(2,2)'      2275  45490  2334  45032  45493  2392
-CONVEX 17667    'GT_PK(2,2)'      2334  45492  2391  45494  45495  2451
-CONVEX 17668    'GT_PK(2,2)'      2392  45493  2334  35632  45494  2451
-CONVEX 17669    'GT_PK(2,2)'      2162  45496  2218  36081  45497  2276
-CONVEX 17670    'GT_PK(2,2)'      2218  45498  2335  45497  45029  2276
-CONVEX 17671    'GT_PK(2,2)'      2335  45498  2218  45030  45499  2275
-CONVEX 17672    'GT_PK(2,2)'      2218  45496  2162  45500  36083  2105
-CONVEX 17673    'GT_PK(2,2)'      1937  45501  1883  36076  45502  1992
-CONVEX 17674    'GT_PK(2,2)'      1828  45503  1775  45504  27039  1882
-CONVEX 17675    'GT_PK(2,2)'      1828  45505  1883  45506  45507  1776
-CONVEX 17676    'GT_PK(2,2)'      1775  45508  1722  27042  45509  1667
-CONVEX 17677    'GT_PK(2,2)'      1828  45510  1722  45503  45508  1775
-CONVEX 17678    'GT_PK(2,2)'      1722  45510  1828  45511  45506  1776
-CONVEX 17679    'GT_PK(2,2)'      1669  45512  1722  45513  45511  1776
-CONVEX 17680    'GT_PK(2,2)'      1260  45514  1309  36103  45515  1357
-CONVEX 17681    'GT_PK(2,2)'      1356  45516  1309  36098  45517  1261
-CONVEX 17682    'GT_PK(2,2)'      1309  45516  1356  45518  27048  1406
-CONVEX 17683    'GT_PK(2,2)'      1357  45515  1309  45519  45518  1406
-CONVEX 17684    'GT_PK(2,2)'      1408  45520  1456  36105  45521  1510
-CONVEX 17685    'GT_PK(2,2)'      1506  45522  1456  27046  45523  1406
-CONVEX 17686    'GT_PK(2,2)'      1456  45524  1357  45523  45519  1406
-CONVEX 17687    'GT_PK(2,2)'      1456  45520  1408  45524  36109  1357
-CONVEX 17688    'GT_PK(2,2)'      1456  45525  1562  45521  45526  1510
-CONVEX 17689    'GT_PK(2,2)'      1562  45525  1456  27051  45522  1506
-CONVEX 17690    'GT_PK(2,2)'      1879  45527  1825  45528  45529  1772
-CONVEX 17691    'GT_PK(2,2)'      1825  45530  1717  45529  45531  1772
-CONVEX 17692    'GT_PK(2,2)'      1717  45530  1825  45532  45533  1773
-CONVEX 17693    'GT_PK(2,2)'      1773  45533  1825  36111  45534  1880
-CONVEX 17694    'GT_PK(2,2)'      1880  45534  1825  27063  45535  1933
-CONVEX 17695    'GT_PK(2,2)'      1825  45527  1879  45535  36114  1933
-CONVEX 17696    'GT_PK(2,2)'      1455  45536  1407  36118  45537  1358
-CONVEX 17697    'GT_PK(2,2)'      1356  45538  1407  27047  45539  1452
-CONVEX 17698    'GT_PK(2,2)'      1407  45540  1310  45537  36094  1358
-CONVEX 17699    'GT_PK(2,2)'      1310  45540  1407  36096  45538  1356
-CONVEX 17700    'GT_PK(2,2)'      1611  45541  1505  45542  45543  1559
-CONVEX 17701    'GT_PK(2,2)'      1505  45544  1455  45543  42132  1559
-CONVEX 17702    'GT_PK(2,2)'      1407  45545  1505  45539  45546  1452
-CONVEX 17703    'GT_PK(2,2)'      1505  45545  1407  45544  45536  1455
-CONVEX 17704    'GT_PK(2,2)'      1666  45547  1719  45548  20852  1613
-CONVEX 17705    'GT_PK(2,2)'      1143  45549  1233  17786  45550  1190
-CONVEX 17706    'GT_PK(2,2)'      1185  45551  1233  36149  45549  1143
-CONVEX 17707    'GT_PK(2,2)'      1233  45551  1185  45552  45553  1276
-CONVEX 17708    'GT_PK(2,2)'      1233  45554  1280  45550  26944  1190
-CONVEX 17709    'GT_PK(2,2)'      1233  45555  1326  45554  36155  1280
-CONVEX 17710    'GT_PK(2,2)'      1326  45555  1233  36152  45552  1276
-CONVEX 17711    'GT_PK(2,2)'      1230  45556  1140  45557  20901  1182
-CONVEX 17712    'GT_PK(2,2)'      1230  45558  1185  45556  36151  1140
-CONVEX 17713    'GT_PK(2,2)'      1230  45557  1182  45559  17781  1273
-CONVEX 17714    'GT_PK(2,2)'      1185  45558  1230  45553  45560  1276
-CONVEX 17715    'GT_PK(2,2)'      1321  45561  1230  36162  45559  1273
-CONVEX 17716    'GT_PK(2,2)'      1230  45561  1321  45560  36158  1276
-CONVEX 17717    'GT_PK(2,2)'      755  45562  720  36215  45563  787
-CONVEX 17718    'GT_PK(2,2)'      720  45564  751  45563  36164  787
-CONVEX 17719    'GT_PK(2,2)'      720  45562  755  45565  36208  688
-CONVEX 17720    'GT_PK(2,2)'      720  45565  688  45566  20907  656
-CONVEX 17721    'GT_PK(2,2)'      37  45567  502  18061  45568  501
-CONVEX 17722    'GT_PK(2,2)'      491  45569  502  16621  45570  35
-CONVEX 17723    'GT_PK(2,2)'      502  45567  37  45570  45571  35
-CONVEX 17724    'GT_PK(2,2)'      547  45572  557  45573  45574  598
-CONVEX 17725    'GT_PK(2,2)'      547  45573  598  45575  27137  571
-CONVEX 17726    'GT_PK(2,2)'      502  45576  547  45568  45577  501
-CONVEX 17727    'GT_PK(2,2)'      547  45576  502  45572  45578  557
-CONVEX 17728    'GT_PK(2,2)'      501  45577  547  16631  45579  523
-CONVEX 17729    'GT_PK(2,2)'      547  45575  571  45579  20906  523
-CONVEX 17730    'GT_PK(2,2)'      987  45580  907  45581  45582  945
-CONVEX 17731    'GT_PK(2,2)'      945  45582  907  36173  45583  866
-CONVEX 17732    'GT_PK(2,2)'      907  45584  948  45585  37191  872
-CONVEX 17733    'GT_PK(2,2)'      948  45584  907  36192  45580  987
-CONVEX 17734    'GT_PK(2,2)'      907  45586  831  45583  45587  866
-CONVEX 17735    'GT_PK(2,2)'      831  45586  907  36185  45585  872
-CONVEX 17736    'GT_PK(2,2)'      1028  45588  987  45589  45581  945
-CONVEX 17737    'GT_PK(2,2)'      1028  45589  945  45590  36170  984
-CONVEX 17738    'GT_PK(2,2)'      1068  45591  1028  35976  45590  984
-CONVEX 17739    'GT_PK(2,2)'      1028  45591  1068  45592  45427  1112
-CONVEX 17740    'GT_PK(2,2)'      1028  45592  1112  45593  26961  1070
-CONVEX 17741    'GT_PK(2,2)'      987  45588  1028  36168  45593  1070
-CONVEX 17742    'GT_PK(2,2)'      799  45594  758  36183  45595  831
-CONVEX 17743    'GT_PK(2,2)'      1111  45596  1198  45597  45598  1152
-CONVEX 17744    'GT_PK(2,2)'      1198  45596  1111  36177  45599  1155
-CONVEX 17745    'GT_PK(2,2)'      1111  45600  1069  45599  36200  1155
-CONVEX 17746    'GT_PK(2,2)'      1150  45601  1062  36219  45602  1103
-CONVEX 17747    'GT_PK(2,2)'      1062  45601  1150  45603  45422  1107
-CONVEX 17748    'GT_PK(2,2)'      1022  45604  1062  36229  45603  1107
-CONVEX 17749    'GT_PK(2,2)'      1103  45602  1062  20884  45605  1018
-CONVEX 17750    'GT_PK(2,2)'      1062  45606  980  45605  27128  1018
-CONVEX 17751    'GT_PK(2,2)'      1062  45604  1022  45606  36222  980
-CONVEX 17752    'GT_PK(2,2)'      750  45607  684  45608  36238  716
-CONVEX 17753    'GT_PK(2,2)'      784  45609  750  27135  45610  820
-CONVEX 17754    'GT_PK(2,2)'      750  45611  783  45610  17802  820
-CONVEX 17755    'GT_PK(2,2)'      783  45611  750  17797  45608  716
-CONVEX 17756    'GT_PK(2,2)'      751  45612  715  36165  45613  784
-CONVEX 17757    'GT_PK(2,2)'      715  45614  750  45613  45609  784
-CONVEX 17758    'GT_PK(2,2)'      750  45614  715  45607  45615  684
-CONVEX 17759    'GT_PK(2,2)'      684  45616  623  36237  45617  655
-CONVEX 17760    'GT_PK(2,2)'      540  45618  559  16493  45619  508
-CONVEX 17761    'GT_PK(2,2)'      559  45618  540  45620  16497  594
-CONVEX 17762    'GT_PK(2,2)'      619  45621  559  36241  45620  594
-CONVEX 17763    'GT_PK(2,2)'      537  45622  520  45623  45624  568
-CONVEX 17764    'GT_PK(2,2)'      520  45622  537  36245  45625  491
-CONVEX 17765    'GT_PK(2,2)'      537  45626  502  45625  45569  491
-CONVEX 17766    'GT_PK(2,2)'      502  45626  537  45578  45627  557
-CONVEX 17767    'GT_PK(2,2)'      14084  45628  14139  45629  36289  14024
-CONVEX 17768    'GT_PK(2,2)'      14139  45628  14084  36287  45630  14198
-CONVEX 17769    'GT_PK(2,2)'      14142  45631  14256  45632  36296  14198
-CONVEX 17770    'GT_PK(2,2)'      14084  45633  14142  45630  45632  14198
-CONVEX 17771    'GT_PK(2,2)'      14142  45633  14084  45634  45635  14027
-CONVEX 17772    'GT_PK(2,2)'      14313  45636  14368  45637  36302  14256
-CONVEX 17773    'GT_PK(2,2)'      14369  45638  14313  36266  45639  14259
-CONVEX 17774    'GT_PK(2,2)'      14313  45638  14369  45640  36262  14425
-CONVEX 17775    'GT_PK(2,2)'      14368  45636  14313  36294  45640  14425
-CONVEX 17776    'GT_PK(2,2)'      15128  45641  15080  45642  36319  15172
-CONVEX 17777    'GT_PK(2,2)'      15176  45643  15128  27209  45644  15218
-CONVEX 17778    'GT_PK(2,2)'      15128  45642  15172  45644  27212  15218
-CONVEX 17779    'GT_PK(2,2)'      15128  45643  15176  45645  36304  15083
-CONVEX 17780    'GT_PK(2,2)'      15128  45645  15083  45646  21772  15034
-CONVEX 17781    'GT_PK(2,2)'      15080  45641  15128  36321  45646  15034
-CONVEX 17782    'GT_PK(2,2)'      14729  45647  14810  45648  36324  14782
-CONVEX 17783    'GT_PK(2,2)'      14678  45649  14729  36331  45648  14782
-CONVEX 17784    'GT_PK(2,2)'      14626  45650  14729  36336  45649  14678
-CONVEX 17785    'GT_PK(2,2)'      14810  45647  14729  36322  45651  14783
-CONVEX 17786    'GT_PK(2,2)'      14729  45652  14680  45651  27245  14783
-CONVEX 17787    'GT_PK(2,2)'      14729  45650  14626  45652  36334  14680
-CONVEX 17788    'GT_PK(2,2)'      15383  45653  15426  27405  45654  15344
-CONVEX 17789    'GT_PK(2,2)'      15426  45655  15389  45654  36340  15344
-CONVEX 17790    'GT_PK(2,2)'      15464  45656  15426  36496  45653  15383
-CONVEX 17791    'GT_PK(2,2)'      15119  45657  15075  45658  27335  15024
-CONVEX 17792    'GT_PK(2,2)'      15075  45657  15119  27337  45659  15168
-CONVEX 17793    'GT_PK(2,2)'      15119  45660  15209  45659  27260  15168
-CONVEX 17794    'GT_PK(2,2)'      15119  45661  15158  45660  36487  15209
-CONVEX 17795    'GT_PK(2,2)'      14971  45662  15066  36342  45663  15024
-CONVEX 17796    'GT_PK(2,2)'      15066  45662  14971  45664  36343  15018
-CONVEX 17797    'GT_PK(2,2)'      15066  45665  15119  45663  45658  15024
-CONVEX 17798    'GT_PK(2,2)'      15119  45665  15066  45661  45666  15158
-CONVEX 17799    'GT_PK(2,2)'      15151  45667  15061  45668  45669  15105
-CONVEX 17800    'GT_PK(2,2)'      15061  45670  15016  45671  45672  14965
-CONVEX 17801    'GT_PK(2,2)'      15061  45673  15012  45669  36460  15105
-CONVEX 17802    'GT_PK(2,2)'      15012  45673  15061  36447  45671  14965
-CONVEX 17803    'GT_PK(2,2)'      15246  45674  15199  45675  45676  15287
-CONVEX 17804    'GT_PK(2,2)'      15246  45677  15291  45678  36483  15203
-CONVEX 17805    'GT_PK(2,2)'      15332  45679  15246  45680  45675  15287
-CONVEX 17806    'GT_PK(2,2)'      15246  45679  15332  45677  45681  15291
-CONVEX 17807    'GT_PK(2,2)'      15199  45682  15109  45683  45684  15151
-CONVEX 17808    'GT_PK(2,2)'      15016  45685  15109  36404  45686  15064
-CONVEX 17809    'GT_PK(2,2)'      15061  45687  15109  45670  45685  15016
-CONVEX 17810    'GT_PK(2,2)'      15109  45687  15061  45684  45667  15151
-CONVEX 17811    'GT_PK(2,2)'      15199  45688  15241  45676  45689  15287
-CONVEX 17812    'GT_PK(2,2)'      15241  35853  15328  45689  45690  15287
-CONVEX 17813    'GT_PK(2,2)'      15241  45688  15199  45691  45683  15151
-CONVEX 17814    'GT_PK(2,2)'      15771  45692  15743  45693  36348  15804
-CONVEX 17815    'GT_PK(2,2)'      15743  45692  15771  36351  45694  15709
-CONVEX 17816    'GT_PK(2,2)'      15245  45695  15195  27561  45696  15169
-CONVEX 17817    'GT_PK(2,2)'      15195  45697  15111  45696  21184  15169
-CONVEX 17818    'GT_PK(2,2)'      15111  45697  15195  21191  45698  15148
-CONVEX 17819    'GT_PK(2,2)'      15195  45699  15235  45698  36360  15148
-CONVEX 17820    'GT_PK(2,2)'      15362  45700  15398  45701  45702  15319
-CONVEX 17821    'GT_PK(2,2)'      15398  45703  15475  45704  36601  15436
-CONVEX 17822    'GT_PK(2,2)'      14774  45705  14720  45706  45707  14820
-CONVEX 17823    'GT_PK(2,2)'      14723  45708  14774  36844  45709  14827
-CONVEX 17824    'GT_PK(2,2)'      14774  45708  14723  45710  27744  14671
-CONVEX 17825    'GT_PK(2,2)'      14720  45705  14774  36365  45710  14671
-CONVEX 17826    'GT_PK(2,2)'      14774  45711  14872  45709  21047  14827
-CONVEX 17827    'GT_PK(2,2)'      14774  45706  14820  45711  27307  14872
-CONVEX 17828    'GT_PK(2,2)'      14932  45712  14980  36366  45713  15028
-CONVEX 17829    'GT_PK(2,2)'      14980  45714  15076  45713  45715  15028
-CONVEX 17830    'GT_PK(2,2)'      15076  45714  14980  36392  45716  15030
-CONVEX 17831    'GT_PK(2,2)'      15030  45716  14980  27348  45717  14934
-CONVEX 17832    'GT_PK(2,2)'      14828  45718  14932  45719  36368  14879
-CONVEX 17833    'GT_PK(2,2)'      14828  45719  14879  45720  27317  14776
-CONVEX 17834    'GT_PK(2,2)'      14724  45721  14828  27325  45720  14776
-CONVEX 17835    'GT_PK(2,2)'      14828  45721  14724  45722  27318  14778
-CONVEX 17836    'GT_PK(2,2)'      14877  45723  14930  45724  45725  14973
-CONVEX 17837    'GT_PK(2,2)'      14877  45726  14775  45727  27622  14826
-CONVEX 17838    'GT_PK(2,2)'      14930  45723  14877  36372  45727  14826
-CONVEX 17839    'GT_PK(2,2)'      15121  45728  15076  45729  36389  15167
-CONVEX 17840    'GT_PK(2,2)'      15121  45729  15167  45730  27344  15210
-CONVEX 17841    'GT_PK(2,2)'      15121  45731  15071  45732  27340  15028
-CONVEX 17842    'GT_PK(2,2)'      15076  45728  15121  45715  45732  15028
-CONVEX 17843    'GT_PK(2,2)'      14563  45733  14513  27785  45734  14614
-CONVEX 17844    'GT_PK(2,2)'      14513  45733  14563  45735  27790  14459
-CONVEX 17845    'GT_PK(2,2)'      14820  45736  14870  27309  45737  14923
-CONVEX 17846    'GT_PK(2,2)'      14870  45738  14967  45737  36400  14923
-CONVEX 17847    'GT_PK(2,2)'      14720  45739  14768  45707  45740  14820
-CONVEX 17848    'GT_PK(2,2)'      14768  45741  14870  45740  45736  14820
-CONVEX 17849    'GT_PK(2,2)'      14870  45741  14768  45742  45743  14817
-CONVEX 17850    'GT_PK(2,2)'      14768  45739  14720  45744  36364  14668
-CONVEX 17851    'GT_PK(2,2)'      14715  45745  14768  27382  45744  14668
-CONVEX 17852    'GT_PK(2,2)'      14817  45743  14768  36420  45745  14715
-CONVEX 17853    'GT_PK(2,2)'      14295  45746  14352  36421  45747  14407
-CONVEX 17854    'GT_PK(2,2)'      14352  45748  14462  45747  36428  14407
-CONVEX 17855    'GT_PK(2,2)'      14462  45748  14352  45749  45750  14408
-CONVEX 17856    'GT_PK(2,2)'      14816  45751  14864  45752  36433  14766
-CONVEX 17857    'GT_PK(2,2)'      14725  45753  14816  36442  45752  14766
-CONVEX 17858    'GT_PK(2,2)'      14864  45751  14816  36432  45754  14916
-CONVEX 17859    'GT_PK(2,2)'      14816  45753  14725  45755  36438  14779
-CONVEX 17860    'GT_PK(2,2)'      14816  45755  14779  45756  21070  14868
-CONVEX 17861    'GT_PK(2,2)'      14916  45754  14816  21078  45756  14868
-CONVEX 17862    'GT_PK(2,2)'      15144  45757  15100  36462  45758  15188
-CONVEX 17863    'GT_PK(2,2)'      15053  45759  15100  36465  45757  15144
-CONVEX 17864    'GT_PK(2,2)'      15100  45759  15053  45760  36469  15006
-CONVEX 17865    'GT_PK(2,2)'      15100  45761  15143  45758  45762  15188
-CONVEX 17866    'GT_PK(2,2)'      15055  45763  15100  36579  45760  15006
-CONVEX 17867    'GT_PK(2,2)'      15100  45763  15055  45761  36582  15143
-CONVEX 17868    'GT_PK(2,2)'      14354  45764  14240  45765  36477  14297
-CONVEX 17869    'GT_PK(2,2)'      14354  45766  14463  45767  45768  14408
-CONVEX 17870    'GT_PK(2,2)'      14354  45765  14297  45769  30063  14409
-CONVEX 17871    'GT_PK(2,2)'      14463  45766  14354  39494  45769  14409
-CONVEX 17872    'GT_PK(2,2)'      15530  45770  15569  45771  27395  15495
-CONVEX 17873    'GT_PK(2,2)'      15673  31398  15708  45772  21104  15641
-CONVEX 17874    'GT_PK(2,2)'      15569  45773  15603  27399  45774  15641
-CONVEX 17875    'GT_PK(2,2)'      15603  45775  15673  45774  45772  15641
-CONVEX 17876    'GT_PK(2,2)'      15530  45776  15603  45770  45773  15569
-CONVEX 17877    'GT_PK(2,2)'      15603  45776  15530  45777  45778  15564
-CONVEX 17878    'GT_PK(2,2)'      15328  45779  15372  45690  45780  15287
-CONVEX 17879    'GT_PK(2,2)'      15372  45781  15332  45780  45680  15287
-CONVEX 17880    'GT_PK(2,2)'      15332  45781  15372  45782  45783  15415
-CONVEX 17881    'GT_PK(2,2)'      15339  45784  15377  36495  45785  15421
-CONVEX 17882    'GT_PK(2,2)'      15459  45786  15377  27403  45787  15415
-CONVEX 17883    'GT_PK(2,2)'      15377  45786  15459  45785  45788  15421
-CONVEX 17884    'GT_PK(2,2)'      15377  45789  15332  45787  45782  15415
-CONVEX 17885    'GT_PK(2,2)'      15332  45789  15377  45681  45790  15291
-CONVEX 17886    'GT_PK(2,2)'      15377  45784  15339  45790  36493  15291
-CONVEX 17887    'GT_PK(2,2)'      15459  45791  15499  45788  45792  15421
-CONVEX 17888    'GT_PK(2,2)'      15499  45793  15464  45792  36497  15421
-CONVEX 17889    'GT_PK(2,2)'      15499  45791  15459  45794  27404  15535
-CONVEX 17890    'GT_PK(2,2)'      15464  45793  15499  45795  45796  15540
-CONVEX 17891    'GT_PK(2,2)'      15575  45797  15499  36499  45794  15535
-CONVEX 17892    'GT_PK(2,2)'      15499  45797  15575  45796  36500  15540
-CONVEX 17893    'GT_PK(2,2)'      15762  45798  15729  45799  45800  15701
-CONVEX 17894    'GT_PK(2,2)'      15143  45801  15232  45762  45802  15188
-CONVEX 17895    'GT_PK(2,2)'      15232  45803  15277  45802  36511  15188
-CONVEX 17896    'GT_PK(2,2)'      15277  45803  15232  36516  45804  15316
-CONVEX 17897    'GT_PK(2,2)'      15232  45801  15143  45805  27488  15189
-CONVEX 17898    'GT_PK(2,2)'      15235  45806  15275  36359  45807  15189
-CONVEX 17899    'GT_PK(2,2)'      15275  45806  15235  45808  45809  15319
-CONVEX 17900    'GT_PK(2,2)'      15275  45810  15232  45807  45805  15189
-CONVEX 17901    'GT_PK(2,2)'      15232  45810  15275  45804  45811  15316
-CONVEX 17902    'GT_PK(2,2)'      15397  45812  15436  45813  36603  15477
-CONVEX 17903    'GT_PK(2,2)'      15316  45814  15397  36517  45815  15360
-CONVEX 17904    'GT_PK(2,2)'      15439  45816  15397  36622  45813  15477
-CONVEX 17905    'GT_PK(2,2)'      15397  45816  15439  45815  27545  15360
-CONVEX 17906    'GT_PK(2,2)'      15844  45817  15828  45818  36528  15792
-CONVEX 17907    'GT_PK(2,2)'      15844  45818  15792  45819  21098  15819
-CONVEX 17908    'GT_PK(2,2)'      15844  45820  15885  45821  27416  15876
-CONVEX 17909    'GT_PK(2,2)'      15828  45817  15844  36529  45821  15876
-CONVEX 17910    'GT_PK(2,2)'      15867  45822  15844  45823  45819  15819
-CONVEX 17911    'GT_PK(2,2)'      15885  45820  15844  27419  45822  15867
-CONVEX 17912    'GT_PK(2,2)'      15666  45824  15729  45825  45826  15696
-CONVEX 17913    'GT_PK(2,2)'      15729  45824  15666  45800  45827  15701
-CONVEX 17914    'GT_PK(2,2)'      15664  45828  15731  45829  45830  15701
-CONVEX 17915    'GT_PK(2,2)'      15731  45831  15762  45830  45799  15701
-CONVEX 17916    'GT_PK(2,2)'      15869  45832  382  45833  36531  15884
-CONVEX 17917    'GT_PK(2,2)'      15869  45834  15858  45835  36507  381
-CONVEX 17918    'GT_PK(2,2)'      382  45832  15869  45836  45835  381
-CONVEX 17919    'GT_PK(2,2)'      15848  45837  15899  45838  21113  15867
-CONVEX 17920    'GT_PK(2,2)'      15848  31641  15861  45837  36536  15899
-CONVEX 17921    'GT_PK(2,2)'      15848  45838  15867  45839  45823  15819
-CONVEX 17922    'GT_PK(2,2)'      15811  45840  15834  36589  45841  15782
-CONVEX 17923    'GT_PK(2,2)'      15859  45842  15834  21177  45843  377
-CONVEX 17924    'GT_PK(2,2)'      15834  45844  15809  45841  27409  15782
-CONVEX 17925    'GT_PK(2,2)'      15809  45844  15834  36505  45842  15859
-CONVEX 17926    'GT_PK(2,2)'      375  45845  15811  45846  36596  373
-CONVEX 17927    'GT_PK(2,2)'      5740  45847  5595  45848  45849  5669
-CONVEX 17928    'GT_PK(2,2)'      15834  45850  375  45843  45851  377
-CONVEX 17929    'GT_PK(2,2)'      375  45850  15834  45845  45840  15811
-CONVEX 17930    'GT_PK(2,2)'      5595  45852  5525  45849  45853  5669
-CONVEX 17931    'GT_PK(2,2)'      5595  45340  5450  45852  45854  5525
-CONVEX 17932    'GT_PK(2,2)'      15549  45855  15512  45856  36600  15475
-CONVEX 17933    'GT_PK(2,2)'      15515  45857  15549  45858  45856  15475
-CONVEX 17934    'GT_PK(2,2)'      15586  45859  15549  27536  45860  15620
-CONVEX 17935    'GT_PK(2,2)'      15512  45855  15549  36607  45859  15586
-CONVEX 17936    'GT_PK(2,2)'      15549  45861  15587  45860  21162  15620
-CONVEX 17937    'GT_PK(2,2)'      15549  45857  15515  45861  36608  15587
-CONVEX 17938    'GT_PK(2,2)'      15515  45862  15482  36609  45863  15555
-CONVEX 17939    'GT_PK(2,2)'      15482  45864  15405  45865  27305  15450
-CONVEX 17940    'GT_PK(2,2)'      15523  45866  15482  27501  45865  15450
-CONVEX 17941    'GT_PK(2,2)'      15482  45866  15523  45863  21159  15555
-CONVEX 17942    'GT_PK(2,2)'      15441  45867  15515  45868  45858  15475
-CONVEX 17943    'GT_PK(2,2)'      15398  45869  15441  45703  45868  15475
-CONVEX 17944    'GT_PK(2,2)'      15441  45869  15398  45870  45700  15362
-CONVEX 17945    'GT_PK(2,2)'      15441  45870  15362  45871  36361  15405
-CONVEX 17946    'GT_PK(2,2)'      15482  45872  15441  45864  45871  15405
-CONVEX 17947    'GT_PK(2,2)'      15441  45872  15482  45867  45862  15515
-CONVEX 17948    'GT_PK(2,2)'      15694  45873  15657  45874  36611  15723
-CONVEX 17949    'GT_PK(2,2)'      15694  45874  15723  45875  21170  15755
-CONVEX 17950    'GT_PK(2,2)'      15731  45876  15694  45877  45875  15755
-CONVEX 17951    'GT_PK(2,2)'      15694  45876  15731  45878  45828  15664
-CONVEX 17952    'GT_PK(2,2)'      14969  45879  14936  36627  45880  15032
-CONVEX 17953    'GT_PK(2,2)'      14936  45881  14984  45880  37908  15032
-CONVEX 17954    'GT_PK(2,2)'      14884  45882  14969  45883  36629  14921
-CONVEX 17955    'GT_PK(2,2)'      14884  45884  14833  45885  21072  14784
-CONVEX 17956    'GT_PK(2,2)'      14833  45884  14884  21067  45883  14921
-CONVEX 17957    'GT_PK(2,2)'      14834  45886  14884  36626  45885  14784
-CONVEX 17958    'GT_PK(2,2)'      14936  45887  14884  45888  45886  14834
-CONVEX 17959    'GT_PK(2,2)'      14884  45887  14936  45882  45879  14969
-CONVEX 17960    'GT_PK(2,2)'      15352  45889  15268  27597  45890  15311
-CONVEX 17961    'GT_PK(2,2)'      15309  45891  15268  36645  45889  15352
-CONVEX 17962    'GT_PK(2,2)'      15177  45892  15221  45893  45894  15130
-CONVEX 17963    'GT_PK(2,2)'      15265  45895  15309  45896  36647  15350
-CONVEX 17964    'GT_PK(2,2)'      15307  45897  15265  36650  45896  15350
-CONVEX 17965    'GT_PK(2,2)'      15265  45897  15307  45898  36652  15221
-CONVEX 17966    'GT_PK(2,2)'      15177  45899  15265  45892  45898  15221
-CONVEX 17967    'GT_PK(2,2)'      15827  45900  15855  45901  27675  15877
-CONVEX 17968    'GT_PK(2,2)'      15847  45902  15827  36654  45901  15877
-CONVEX 17969    'GT_PK(2,2)'      15855  45900  15827  21304  45903  15804
-CONVEX 17970    'GT_PK(2,2)'      15827  45904  15771  45903  45693  15804
-CONVEX 17971    'GT_PK(2,2)'      15886  45905  15864  36663  45906  15840
-CONVEX 17972    'GT_PK(2,2)'      15906  45907  15864  36670  45905  15886
-CONVEX 17973    'GT_PK(2,2)'      15840  45906  15864  45908  45909  15816
-CONVEX 17974    'GT_PK(2,2)'      15864  45910  15842  45909  45911  15816
-CONVEX 17975    'GT_PK(2,2)'      15842  45910  15864  45912  45913  15889
-CONVEX 17976    'GT_PK(2,2)'      15864  45907  15906  45913  36667  15889
-CONVEX 17977    'GT_PK(2,2)'      15957  45914  15962  45915  21275  417
-CONVEX 17978    'GT_PK(2,2)'      415  45916  15957  45917  45915  417
-CONVEX 17979    'GT_PK(2,2)'      15962  45914  15957  21278  45918  15940
-CONVEX 17980    'GT_PK(2,2)'      15957  45919  15933  45918  36678  15940
-CONVEX 17981    'GT_PK(2,2)'      15866  45920  15842  45921  45912  15889
-CONVEX 17982    'GT_PK(2,2)'      15909  45922  15866  36676  45921  15889
-CONVEX 17983    'GT_PK(2,2)'      15866  45923  15818  45920  45924  15842
-CONVEX 17984    'GT_PK(2,2)'      15818  45923  15866  36710  45925  15853
-CONVEX 17985    'GT_PK(2,2)'      15866  45926  15897  45925  36684  15853
-CONVEX 17986    'GT_PK(2,2)'      15866  45922  15909  45926  36679  15897
-CONVEX 17987    'GT_PK(2,2)'      15901  45927  15935  45928  36685  15920
-CONVEX 17988    'GT_PK(2,2)'      15901  45929  15880  45930  36681  15922
-CONVEX 17989    'GT_PK(2,2)'      15935  45927  15901  45931  45930  15922
-CONVEX 17990    'GT_PK(2,2)'      14282  45932  14339  45933  36690  14225
-CONVEX 17991    'GT_PK(2,2)'      14170  45934  14282  45935  45933  14225
-CONVEX 17992    'GT_PK(2,2)'      14282  45934  14170  45936  45937  14226
-CONVEX 17993    'GT_PK(2,2)'      14339  45932  14282  36705  45938  14394
-CONVEX 17994    'GT_PK(2,2)'      13993  45939  13933  45940  24290  13873
-CONVEX 17995    'GT_PK(2,2)'      14113  45941  14054  45942  31809  14172
-CONVEX 17996    'GT_PK(2,2)'      14054  45941  14113  45943  45944  13996
-CONVEX 17997    'GT_PK(2,2)'      14053  45945  13937  45946  45947  13996
-CONVEX 17998    'GT_PK(2,2)'      14113  45948  14053  45944  45946  13996
-CONVEX 17999    'GT_PK(2,2)'      14053  45948  14113  45949  45950  14171
-CONVEX 18000    'GT_PK(2,2)'      14111  45951  14170  31237  45935  14225
-CONVEX 18001    'GT_PK(2,2)'      14170  45951  14111  45952  45953  14052
-CONVEX 18002    'GT_PK(2,2)'      14666  45954  14718  45955  45956  14610
-CONVEX 18003    'GT_PK(2,2)'      14666  45957  14611  45958  45959  14719
-CONVEX 18004    'GT_PK(2,2)'      14718  45960  14665  45956  45961  14610
-CONVEX 18005    'GT_PK(2,2)'      14665  45962  14557  45961  36695  14610
-CONVEX 18006    'GT_PK(2,2)'      14665  45963  14772  45964  41371  14717
-CONVEX 18007    'GT_PK(2,2)'      14772  45963  14665  41377  45960  14718
-CONVEX 18008    'GT_PK(2,2)'      14771  45965  14719  45966  36707  14822
-CONVEX 18009    'GT_PK(2,2)'      14718  45967  14771  41378  45968  14823
-CONVEX 18010    'GT_PK(2,2)'      14771  45969  14666  45965  45958  14719
-CONVEX 18011    'GT_PK(2,2)'      14666  45969  14771  45954  45967  14718
-CONVEX 18012    'GT_PK(2,2)'      15574  45970  15500  45971  27636  15539
-CONVEX 18013    'GT_PK(2,2)'      15611  45972  15574  16548  45971  15539
-CONVEX 18014    'GT_PK(2,2)'      15645  45973  15574  21282  45972  15611
-CONVEX 18015    'GT_PK(2,2)'      15609  45974  15574  36713  45973  15645
-CONVEX 18016    'GT_PK(2,2)'      15379  45975  15335  36715  45976  15294
-CONVEX 18017    'GT_PK(2,2)'      15606  45977  15573  36719  45978  15643
-CONVEX 18018    'GT_PK(2,2)'      15573  45979  15609  45978  36712  15643
-CONVEX 18019    'GT_PK(2,2)'      15534  45980  15606  45981  36721  15568
-CONVEX 18020    'GT_PK(2,2)'      15494  45982  15534  45983  45981  15568
-CONVEX 18021    'GT_PK(2,2)'      15534  45984  15573  45980  45977  15606
-CONVEX 18022    'GT_PK(2,2)'      15573  45984  15534  45985  45986  15497
-CONVEX 18023    'GT_PK(2,2)'      15458  45987  15534  45988  45982  15494
-CONVEX 18024    'GT_PK(2,2)'      15534  45987  15458  45986  45989  15497
-CONVEX 18025    'GT_PK(2,2)'      15500  45990  15461  27634  45991  15423
-CONVEX 18026    'GT_PK(2,2)'      15423  45991  15461  27644  45992  15381
-CONVEX 18027    'GT_PK(2,2)'      15637  45993  15601  36722  45994  15568
-CONVEX 18028    'GT_PK(2,2)'      15840  45995  15788  36658  45996  15817
-CONVEX 18029    'GT_PK(2,2)'      15788  45997  15759  45998  18508  15730
-CONVEX 18030    'GT_PK(2,2)'      15788  45995  15840  45999  45908  15816
-CONVEX 18031    'GT_PK(2,2)'      15759  45997  15788  46000  45999  15816
-CONVEX 18032    'GT_PK(2,2)'      15250  46001  15207  46002  36739  15294
-CONVEX 18033    'GT_PK(2,2)'      15335  46003  15250  45976  46002  15294
-CONVEX 18034    'GT_PK(2,2)'      12805  46004  12740  46005  36759  12873
-CONVEX 18035    'GT_PK(2,2)'      12740  46004  12805  36755  46006  12673
-CONVEX 18036    'GT_PK(2,2)'      12673  46006  12805  25937  46007  12738
-CONVEX 18037    'GT_PK(2,2)'      12805  46008  12871  46007  36772  12738
-CONVEX 18038    'GT_PK(2,2)'      12799  46009  12931  46010  27704  12865
-CONVEX 18039    'GT_PK(2,2)'      12732  46011  12799  21317  46010  12865
-CONVEX 18040    'GT_PK(2,2)'      12667  46012  12799  36889  46011  12732
-CONVEX 18041    'GT_PK(2,2)'      12933  46013  12801  46014  46015  12869
-CONVEX 18042    'GT_PK(2,2)'      13000  46016  12933  21329  46014  12869
-CONVEX 18043    'GT_PK(2,2)'      12933  46017  13064  46018  27720  12998
-CONVEX 18044    'GT_PK(2,2)'      13064  46017  12933  27722  46016  13000
-CONVEX 18045    'GT_PK(2,2)'      12671  46019  12736  34498  46020  12603
-CONVEX 18046    'GT_PK(2,2)'      12736  46021  12669  46020  46022  12603
-CONVEX 18047    'GT_PK(2,2)'      12669  46021  12736  46023  46024  12801
-CONVEX 18048    'GT_PK(2,2)'      12801  46024  12736  46015  46025  12869
-CONVEX 18049    'GT_PK(2,2)'      12736  46026  12803  46025  34493  12869
-CONVEX 18050    'GT_PK(2,2)'      12803  46026  12736  34490  46019  12671
-CONVEX 18051    'GT_PK(2,2)'      13882  46027  14002  46028  36790  13942
-CONVEX 18052    'GT_PK(2,2)'      13944  46029  13883  46030  46031  13825
-CONVEX 18053    'GT_PK(2,2)'      13883  46032  13764  46031  36814  13825
-CONVEX 18054    'GT_PK(2,2)'      13764  46032  13883  46033  46034  13824
-CONVEX 18055    'GT_PK(2,2)'      13883  46029  13944  46035  36802  14003
-CONVEX 18056    'GT_PK(2,2)'      13944  46036  13885  36804  46037  14004
-CONVEX 18057    'GT_PK(2,2)'      13885  46036  13944  46038  46030  13825
-CONVEX 18058    'GT_PK(2,2)'      13765  46039  13885  36796  46038  13825
-CONVEX 18059    'GT_PK(2,2)'      13885  46039  13765  46040  36793  13826
-CONVEX 18060    'GT_PK(2,2)'      13946  46041  14062  46042  36809  14004
-CONVEX 18061    'GT_PK(2,2)'      13885  46043  13946  46037  46042  14004
-CONVEX 18062    'GT_PK(2,2)'      13946  46044  13826  46045  39472  13886
-CONVEX 18063    'GT_PK(2,2)'      13946  46043  13885  46044  46040  13826
-CONVEX 18064    'GT_PK(2,2)'      14062  46046  14005  36813  46047  14122
-CONVEX 18065    'GT_PK(2,2)'      13946  46048  14005  46041  46046  14062
-CONVEX 18066    'GT_PK(2,2)'      13947  46049  14005  46050  46051  13886
-CONVEX 18067    'GT_PK(2,2)'      14005  46048  13946  46051  46045  13886
-CONVEX 18068    'GT_PK(2,2)'      13700  46052  13761  46053  27726  13638
-CONVEX 18069    'GT_PK(2,2)'      13577  46054  13700  36818  46053  13638
-CONVEX 18070    'GT_PK(2,2)'      13452  46055  13390  46056  27738  13516
-CONVEX 18071    'GT_PK(2,2)'      13390  46055  13452  27737  46057  13325
-CONVEX 18072    'GT_PK(2,2)'      13452  46058  13388  46057  36776  13325
-CONVEX 18073    'GT_PK(2,2)'      13582  46059  13644  36839  46060  13704
-CONVEX 18074    'GT_PK(2,2)'      13644  46061  13766  46060  39471  13704
-CONVEX 18075    'GT_PK(2,2)'      13766  46061  13644  46062  46063  13706
-CONVEX 18076    'GT_PK(2,2)'      14727  46064  14777  46065  36846  14829
-CONVEX 18077    'GT_PK(2,2)'      14781  46066  14727  36848  46065  14829
-CONVEX 18078    'GT_PK(2,2)'      14777  46064  14727  36842  46067  14674
-CONVEX 18079    'GT_PK(2,2)'      14674  46067  14727  27767  46068  14621
-CONVEX 18080    'GT_PK(2,2)'      14727  46069  14676  46068  46070  14621
-CONVEX 18081    'GT_PK(2,2)'      14676  46069  14727  46071  46066  14781
-CONVEX 18082    'GT_PK(2,2)'      14675  46072  14728  41200  46073  14780
-CONVEX 18083    'GT_PK(2,2)'      14728  46074  14832  46073  27753  14780
-CONVEX 18084    'GT_PK(2,2)'      14728  46075  14781  46074  36849  14832
-CONVEX 18085    'GT_PK(2,2)'      14728  46076  14676  46075  46071  14781
-CONVEX 18086    'GT_PK(2,2)'      14063  46077  14180  46078  36850  14122
-CONVEX 18087    'GT_PK(2,2)'      14063  46079  13947  46080  27802  14006
-CONVEX 18088    'GT_PK(2,2)'      14005  46081  14063  46047  46078  14122
-CONVEX 18089    'GT_PK(2,2)'      14063  46081  14005  46079  46049  13947
-CONVEX 18090    'GT_PK(2,2)'      14237  46082  14293  46083  27796  14350
-CONVEX 18091    'GT_PK(2,2)'      14292  46084  14237  46085  46083  14350
-CONVEX 18092    'GT_PK(2,2)'      14180  46086  14237  36852  46084  14292
-CONVEX 18093    'GT_PK(2,2)'      14293  46087  14238  27794  46088  14351
-CONVEX 18094    'GT_PK(2,2)'      14238  46089  14124  46090  36854  14183
-CONVEX 18095    'GT_PK(2,2)'      14295  46091  14238  46092  46090  14183
-CONVEX 18096    'GT_PK(2,2)'      14238  46091  14295  46088  36422  14351
-CONVEX 18097    'GT_PK(2,2)'      14235  46093  14178  46094  36808  14120
-CONVEX 18098    'GT_PK(2,2)'      14179  46095  14235  36812  46094  14120
-CONVEX 18099    'GT_PK(2,2)'      12927  46096  12862  46097  27818  12994
-CONVEX 18100    'GT_PK(2,2)'      13058  46098  12927  27813  46097  12994
-CONVEX 18101    'GT_PK(2,2)'      12992  46099  12927  36865  46098  13058
-CONVEX 18102    'GT_PK(2,2)'      12927  46099  12992  46100  36860  12860
-CONVEX 18103    'GT_PK(2,2)'      12795  46101  12927  36869  46100  12860
-CONVEX 18104    'GT_PK(2,2)'      12927  46101  12795  46096  36867  12862
-CONVEX 18105    'GT_PK(2,2)'      13053  46102  13119  36937  46103  13184
-CONVEX 18106    'GT_PK(2,2)'      13119  46104  13056  46105  21358  13186
-CONVEX 18107    'GT_PK(2,2)'      13248  46106  13119  27843  46105  13186
-CONVEX 18108    'GT_PK(2,2)'      13119  46106  13248  46103  36920  13184
-CONVEX 18109    'GT_PK(2,2)'      13056  46107  12990  36863  46108  12925
-CONVEX 18110    'GT_PK(2,2)'      12990  46109  13053  46110  36939  12923
-CONVEX 18111    'GT_PK(2,2)'      13119  46111  12990  46104  46107  13056
-CONVEX 18112    'GT_PK(2,2)'      12990  46111  13119  46109  46102  13053
-CONVEX 18113    'GT_PK(2,2)'      12990  46112  12858  46108  36935  12925
-CONVEX 18114    'GT_PK(2,2)'      12858  46112  12990  36931  46110  12923
-CONVEX 18115    'GT_PK(2,2)'      13694  46113  13633  46114  36940  13757
-CONVEX 18116    'GT_PK(2,2)'      13694  46115  13817  46116  46117  13756
-CONVEX 18117    'GT_PK(2,2)'      13817  46115  13694  41185  46114  13757
-CONVEX 18118    'GT_PK(2,2)'      13631  46118  13694  36953  46116  13756
-CONVEX 18119    'GT_PK(2,2)'      13633  46113  13694  36943  46119  13570
-CONVEX 18120    'GT_PK(2,2)'      13694  46118  13631  46119  36954  13570
-CONVEX 18121    'GT_PK(2,2)'      13502  46120  13567  36929  46121  13628
-CONVEX 18122    'GT_PK(2,2)'      13567  46122  13503  46123  36949  13630
-CONVEX 18123    'GT_PK(2,2)'      13567  46120  13502  46124  36925  13439
-CONVEX 18124    'GT_PK(2,2)'      13503  46122  13567  36948  46124  13439
-CONVEX 18125    'GT_PK(2,2)'      13691  46125  13567  31798  46123  13630
-CONVEX 18126    'GT_PK(2,2)'      13567  46125  13691  46121  31799  13628
-CONVEX 18127    'GT_PK(2,2)'      13499  46126  13435  36973  46127  13372
-CONVEX 18128    'GT_PK(2,2)'      13435  46128  13305  46127  41278  13372
-CONVEX 18129    'GT_PK(2,2)'      13625  46129  13499  46130  36974  13564
-CONVEX 18130    'GT_PK(2,2)'      13688  46131  13625  36975  46130  13564
-CONVEX 18131    'GT_PK(2,2)'      13497  46132  13563  41287  46133  13624
-CONVEX 18132    'GT_PK(2,2)'      13625  46134  13563  46129  46135  13499
-CONVEX 18133    'GT_PK(2,2)'      13435  46136  13563  46137  46132  13497
-CONVEX 18134    'GT_PK(2,2)'      13563  46136  13435  46135  46126  13499
-CONVEX 18135    'GT_PK(2,2)'      13563  46138  13687  46133  36970  13624
-CONVEX 18136    'GT_PK(2,2)'      13563  46134  13625  46138  46139  13687
-CONVEX 18137    'GT_PK(2,2)'      13687  46140  13750  36971  46141  13811
-CONVEX 18138    'GT_PK(2,2)'      13750  46142  13688  46143  36978  13813
-CONVEX 18139    'GT_PK(2,2)'      13625  46144  13750  46139  46140  13687
-CONVEX 18140    'GT_PK(2,2)'      13750  46144  13625  46142  46131  13688
-CONVEX 18141    'GT_PK(2,2)'      13872  46145  13750  31847  46143  13813
-CONVEX 18142    'GT_PK(2,2)'      13750  46145  13872  46141  31849  13811
-CONVEX 18143    'GT_PK(2,2)'      3797  46146  3730  46147  46148  3665
-CONVEX 18144    'GT_PK(2,2)'      3532  46149  3663  37004  46150  3596
-CONVEX 18145    'GT_PK(2,2)'      3087  46151  3026  37029  46152  3152
-CONVEX 18146    'GT_PK(2,2)'      3026  46151  3087  46153  37024  2961
-CONVEX 18147    'GT_PK(2,2)'      3026  46154  3090  46152  37023  3152
-CONVEX 18148    'GT_PK(2,2)'      3090  46154  3026  37019  46155  2964
-CONVEX 18149    'GT_PK(2,2)'      2964  46155  3026  27933  46156  2900
-CONVEX 18150    'GT_PK(2,2)'      3026  46153  2961  46156  27943  2900
-CONVEX 18151    'GT_PK(2,2)'      2708  46157  2768  27947  46158  2651
-CONVEX 18152    'GT_PK(2,2)'      2830  46159  2768  37032  46157  2708
-CONVEX 18153    'GT_PK(2,2)'      2768  46160  124  46158  27948  2651
-CONVEX 18154    'GT_PK(2,2)'      3144  46161  3207  46162  27971  3080
-CONVEX 18155    'GT_PK(2,2)'      3017  46163  3144  27963  46162  3080
-CONVEX 18156    'GT_PK(2,2)'      3081  46164  3144  37036  46163  3017
-CONVEX 18157    'GT_PK(2,2)'      3465  46165  3532  46166  37007  3399
-CONVEX 18158    'GT_PK(2,2)'      3336  46167  3465  27969  46166  3399
-CONVEX 18159    'GT_PK(2,2)'      3467  46168  3401  37042  46169  3337
-CONVEX 18160    'GT_PK(2,2)'      3533  46170  3401  46171  46168  3467
-CONVEX 18161    'GT_PK(2,2)'      3401  46172  3465  46173  46167  3336
-CONVEX 18162    'GT_PK(2,2)'      3465  46172  3401  46174  46170  3533
-CONVEX 18163    'GT_PK(2,2)'      2416  46175  2475  46176  37049  2355
-CONVEX 18164    'GT_PK(2,2)'      2416  46177  2357  46178  35742  2476
-CONVEX 18165    'GT_PK(2,2)'      2535  46179  2416  37016  46178  2476
-CONVEX 18166    'GT_PK(2,2)'      2475  46175  2416  37047  46179  2535
-CONVEX 18167    'GT_PK(2,2)'      2130  46180  2240  46181  37053  2234
-CONVEX 18168    'GT_PK(2,2)'      2130  46182  111  46183  46184  109
-CONVEX 18169    'GT_PK(2,2)'      2130  46181  2234  46182  28002  111
-CONVEX 18170    'GT_PK(2,2)'      2072  46185  2012  46186  46187  2126
-CONVEX 18171    'GT_PK(2,2)'      2012  46185  2072  37058  46188  1961
-CONVEX 18172    'GT_PK(2,2)'      2294  46189  2179  27995  46190  2238
-CONVEX 18173    'GT_PK(2,2)'      2240  46191  2179  37052  46189  2294
-CONVEX 18174    'GT_PK(2,2)'      2179  46192  2126  46190  46193  2238
-CONVEX 18175    'GT_PK(2,2)'      2179  46194  2072  46192  46186  2126
-CONVEX 18176    'GT_PK(2,2)'      2130  46195  2179  46180  46191  2240
-CONVEX 18177    'GT_PK(2,2)'      2300  46196  2418  46197  35741  2357
-CONVEX 18178    'GT_PK(2,2)'      2242  46198  2300  46199  46197  2357
-CONVEX 18179    'GT_PK(2,2)'      2300  46198  2242  46200  37055  2184
-CONVEX 18180    'GT_PK(2,2)'      2126  46201  2183  46193  46202  2238
-CONVEX 18181    'GT_PK(2,2)'      2242  46203  2183  37054  46204  2125
-CONVEX 18182    'GT_PK(2,2)'      2296  46205  2242  46206  46199  2357
-CONVEX 18183    'GT_PK(2,2)'      2296  46207  2416  46208  46176  2355
-CONVEX 18184    'GT_PK(2,2)'      2416  46207  2296  46177  46206  2357
-CONVEX 18185    'GT_PK(2,2)'      2296  46209  2183  46205  46203  2242
-CONVEX 18186    'GT_PK(2,2)'      2296  46208  2355  46210  27994  2238
-CONVEX 18187    'GT_PK(2,2)'      2183  46209  2296  46202  46210  2238
-CONVEX 18188    'GT_PK(2,2)'      2068  46211  2013  46212  37060  2125
-CONVEX 18189    'GT_PK(2,2)'      2012  46213  2068  46187  46214  2126
-CONVEX 18190    'GT_PK(2,2)'      2068  46215  1956  46211  46216  2013
-CONVEX 18191    'GT_PK(2,2)'      1956  46215  2068  37073  46213  2012
-CONVEX 18192    'GT_PK(2,2)'      2068  46217  2183  46214  46201  2126
-CONVEX 18193    'GT_PK(2,2)'      2183  46217  2068  46204  46212  2125
-CONVEX 18194    'GT_PK(2,2)'      1851  46218  1902  37066  46219  1796
-CONVEX 18195    'GT_PK(2,2)'      1959  46220  1902  37072  46218  1851
-CONVEX 18196    'GT_PK(2,2)'      1902  46220  1959  46221  37071  2013
-CONVEX 18197    'GT_PK(2,2)'      1956  46222  1902  46216  46221  2013
-CONVEX 18198    'GT_PK(2,2)'      1193  46223  1105  46224  46225  1152
-CONVEX 18199    'GT_PK(2,2)'      1193  46226  1145  46223  37116  1105
-CONVEX 18200    'GT_PK(2,2)'      1242  46227  1198  46228  36175  1289
-CONVEX 18201    'GT_PK(2,2)'      1334  46229  1242  37075  46228  1289
-CONVEX 18202    'GT_PK(2,2)'      1198  46227  1242  45598  46230  1152
-CONVEX 18203    'GT_PK(2,2)'      1242  46231  1193  46230  46224  1152
-CONVEX 18204    'GT_PK(2,2)'      1426  46232  1374  46233  46234  1329
-CONVEX 18205    'GT_PK(2,2)'      1374  46235  1422  46236  28038  1325
-CONVEX 18206    'GT_PK(2,2)'      1422  46235  1374  28016  46237  1473
-CONVEX 18207    'GT_PK(2,2)'      1374  46232  1426  46237  37080  1473
-CONVEX 18208    'GT_PK(2,2)'      1379  46238  1426  46239  46233  1329
-CONVEX 18209    'GT_PK(2,2)'      1426  46238  1379  37081  46240  1476
-CONVEX 18210    'GT_PK(2,2)'      1379  46241  1430  46240  28024  1476
-CONVEX 18211    'GT_PK(2,2)'      1379  46242  1334  46241  37078  1430
-CONVEX 18212    'GT_PK(2,2)'      1231  46243  1279  28044  46244  1325
-CONVEX 18213    'GT_PK(2,2)'      1279  46245  1374  46244  46236  1325
-CONVEX 18214    'GT_PK(2,2)'      1374  46245  1279  46234  46246  1329
-CONVEX 18215    'GT_PK(2,2)'      1145  46247  1099  37115  46248  1060
-CONVEX 18216    'GT_PK(2,2)'      1060  46248  1099  37114  46249  1014
-CONVEX 18217    'GT_PK(2,2)'      1099  46250  1054  46249  28045  1014
-CONVEX 18218    'GT_PK(2,2)'      1054  46250  1099  37125  46251  1141
-CONVEX 18219    'GT_PK(2,2)'      1098  46252  1147  37150  46253  1061
-CONVEX 18220    'GT_PK(2,2)'      1147  46254  1109  46253  37156  1061
-CONVEX 18221    'GT_PK(2,2)'      1109  46254  1147  37159  46255  1196
-CONVEX 18222    'GT_PK(2,2)'      905  46256  826  36236  46257  865
-CONVEX 18223    'GT_PK(2,2)'      826  46258  793  46257  37177  865
-CONVEX 18224    'GT_PK(2,2)'      826  46256  905  46259  36172  866
-CONVEX 18225    'GT_PK(2,2)'      599  46260  620  37182  46261  50
-CONVEX 18226    'GT_PK(2,2)'      52  46262  620  18040  46263  633
-CONVEX 18227    'GT_PK(2,2)'      620  46262  52  46261  46264  50
-CONVEX 18228    'GT_PK(2,2)'      790  46265  722  37183  46266  757
-CONVEX 18229    'GT_PK(2,2)'      58  46267  722  46268  46269  60
-CONVEX 18230    'GT_PK(2,2)'      722  46270  753  46269  21523  60
-CONVEX 18231    'GT_PK(2,2)'      722  46265  790  46270  37187  753
-CONVEX 18232    'GT_PK(2,2)'      722  46267  58  46271  20789  691
-CONVEX 18233    'GT_PK(2,2)'      757  46266  722  28071  46271  691
-CONVEX 18234    'GT_PK(2,2)'      10164  46272  10224  37206  46273  10301
-CONVEX 18235    'GT_PK(2,2)'      10224  46274  10345  46273  37559  10301
-CONVEX 18236    'GT_PK(2,2)'      10224  46275  10105  46276  37200  10257
-CONVEX 18237    'GT_PK(2,2)'      10345  46274  10224  37287  46276  10257
-CONVEX 18238    'GT_PK(2,2)'      9657  46277  9734  46278  37211  9583
-CONVEX 18239    'GT_PK(2,2)'      9506  46279  9657  37207  46278  9583
-CONVEX 18240    'GT_PK(2,2)'      9657  46280  9731  46281  28104  9808
-CONVEX 18241    'GT_PK(2,2)'      9734  46277  9657  37230  46281  9808
-CONVEX 18242    'GT_PK(2,2)'      9731  46280  9657  28122  46282  9581
-CONVEX 18243    'GT_PK(2,2)'      9657  46279  9506  46282  37275  9581
-CONVEX 18244    'GT_PK(2,2)'      10013  46283  10164  46284  37204  10097
-CONVEX 18245    'GT_PK(2,2)'      10013  46284  10097  46285  37219  9941
-CONVEX 18246    'GT_PK(2,2)'      9854  46286  10013  28090  46285  9941
-CONVEX 18247    'GT_PK(2,2)'      9923  46287  10013  37231  46286  9854
-CONVEX 18248    'GT_PK(2,2)'      213  46288  8536  37242  46289  8381
-CONVEX 18249    'GT_PK(2,2)'      215  46290  8536  46291  46288  213
-CONVEX 18250    'GT_PK(2,2)'      8381  46289  8536  46292  46293  8461
-CONVEX 18251    'GT_PK(2,2)'      8536  46294  8610  46293  29242  8461
-CONVEX 18252    'GT_PK(2,2)'      8879  46295  217  46296  46297  219
-CONVEX 18253    'GT_PK(2,2)'      9045  46298  8879  37250  46296  219
-CONVEX 18254    'GT_PK(2,2)'      8761  46299  8879  37246  46300  8911
-CONVEX 18255    'GT_PK(2,2)'      8879  46298  9045  46300  37253  8911
-CONVEX 18256    'GT_PK(2,2)'      9360  46301  9211  28102  46302  9349
-CONVEX 18257    'GT_PK(2,2)'      9211  46303  9198  46302  28099  9349
-CONVEX 18258    'GT_PK(2,2)'      9211  46304  9061  46303  37255  9198
-CONVEX 18259    'GT_PK(2,2)'      9061  46304  9211  38607  46305  9132
-CONVEX 18260    'GT_PK(2,2)'      9211  46306  9282  46305  37269  9132
-CONVEX 18261    'GT_PK(2,2)'      9211  46301  9360  46306  37279  9282
-CONVEX 18262    'GT_PK(2,2)'      9562  46307  9640  37311  46308  9720
-CONVEX 18263    'GT_PK(2,2)'      9640  46309  9477  46310  37318  9552
-CONVEX 18264    'GT_PK(2,2)'      9477  46309  9640  37313  46307  9562
-CONVEX 18265    'GT_PK(2,2)'      9797  46311  9954  46312  46313  9877
-CONVEX 18266    'GT_PK(2,2)'      9797  46314  9873  46311  37307  9954
-CONVEX 18267    'GT_PK(2,2)'      9797  46312  9877  46315  21574  9720
-CONVEX 18268    'GT_PK(2,2)'      9640  46316  9797  46308  46315  9720
-CONVEX 18269    'GT_PK(2,2)'      9799  46317  9724  37353  46318  9874
-CONVEX 18270    'GT_PK(2,2)'      9874  46318  9724  28155  46319  9800
-CONVEX 18271    'GT_PK(2,2)'      9724  46320  9644  46319  37312  9800
-CONVEX 18272    'GT_PK(2,2)'      9644  46320  9724  46321  46322  9569
-CONVEX 18273    'GT_PK(2,2)'      9214  46323  9139  46324  46325  9063
-CONVEX 18274    'GT_PK(2,2)'      9214  46326  9137  46327  46328  9287
-CONVEX 18275    'GT_PK(2,2)'      9137  46326  9214  38658  46324  9063
-CONVEX 18276    'GT_PK(2,2)'      9364  46329  9214  46330  46327  9287
-CONVEX 18277    'GT_PK(2,2)'      9214  46329  9364  46331  37320  9290
-CONVEX 18278    'GT_PK(2,2)'      9139  46323  9214  37322  46331  9290
-CONVEX 18279    'GT_PK(2,2)'      9562  46332  9487  37315  46333  9402
-CONVEX 18280    'GT_PK(2,2)'      9487  46334  9328  46333  37326  9402
-CONVEX 18281    'GT_PK(2,2)'      9487  46335  9644  46336  46321  9569
-CONVEX 18282    'GT_PK(2,2)'      9644  46335  9487  37309  46332  9562
-CONVEX 18283    'GT_PK(2,2)'      9328  46337  9140  37325  46338  9216
-CONVEX 18284    'GT_PK(2,2)'      9140  46339  8990  46340  46341  9065
-CONVEX 18285    'GT_PK(2,2)'      9216  46338  9140  37324  46340  9065
-CONVEX 18286    'GT_PK(2,2)'      9432  46342  9358  28126  46343  9281
-CONVEX 18287    'GT_PK(2,2)'      9510  46344  9358  37329  46342  9432
-CONVEX 18288    'GT_PK(2,2)'      9628  46345  9704  46346  37331  9790
-CONVEX 18289    'GT_PK(2,2)'      9628  46347  9512  46345  46348  9704
-CONVEX 18290    'GT_PK(2,2)'      9134  46349  9212  37334  46350  9059
-CONVEX 18291    'GT_PK(2,2)'      9212  46351  9137  46350  38659  9059
-CONVEX 18292    'GT_PK(2,2)'      9212  46352  9362  46353  46354  9287
-CONVEX 18293    'GT_PK(2,2)'      9137  46351  9212  46328  46353  9287
-CONVEX 18294    'GT_PK(2,2)'      8769  46355  8939  38790  46356  8869
-CONVEX 18295    'GT_PK(2,2)'      8939  46355  8769  46357  29384  8841
-CONVEX 18296    'GT_PK(2,2)'      9006  46358  8939  46359  46357  8841
-CONVEX 18297    'GT_PK(2,2)'      9254  46360  9140  46361  46337  9328
-CONVEX 18298    'GT_PK(2,2)'      8917  46362  9006  46363  46359  8841
-CONVEX 18299    'GT_PK(2,2)'      8917  46363  8841  46364  29386  8765
-CONVEX 18300    'GT_PK(2,2)'      9647  46365  9721  46366  37344  9573
-CONVEX 18301    'GT_PK(2,2)'      9721  46365  9647  46367  46368  9795
-CONVEX 18302    'GT_PK(2,2)'      9723  46369  9647  46370  46371  9572
-CONVEX 18303    'GT_PK(2,2)'      9647  46369  9723  46368  37345  9795
-CONVEX 18304    'GT_PK(2,2)'      9723  46372  9648  37347  46373  9799
-CONVEX 18305    'GT_PK(2,2)'      9724  46374  9648  46322  46375  9569
-CONVEX 18306    'GT_PK(2,2)'      9648  46374  9724  46373  46317  9799
-CONVEX 18307    'GT_PK(2,2)'      9648  46372  9723  46376  46370  9572
-CONVEX 18308    'GT_PK(2,2)'      9496  46377  9647  46378  46366  9573
-CONVEX 18309    'GT_PK(2,2)'      9647  46377  9496  46371  31205  9572
-CONVEX 18310    'GT_PK(2,2)'      8960  46379  8798  46380  38795  8869
-CONVEX 18311    'GT_PK(2,2)'      8890  46381  8815  46382  39649  8733
-CONVEX 18312    'GT_PK(2,2)'      8815  46381  8890  39674  46383  8969
-CONVEX 18313    'GT_PK(2,2)'      8652  46384  8810  39653  46385  8733
-CONVEX 18314    'GT_PK(2,2)'      8810  46386  8890  46385  46382  8733
-CONVEX 18315    'GT_PK(2,2)'      8890  46386  8810  46387  46388  8965
-CONVEX 18316    'GT_PK(2,2)'      11893  46389  11960  46390  28743  11823
-CONVEX 18317    'GT_PK(2,2)'      11755  46391  11893  46392  46390  11823
-CONVEX 18318    'GT_PK(2,2)'      11893  46391  11755  46393  46394  11826
-CONVEX 18319    'GT_PK(2,2)'      11683  46395  11755  46396  46392  11823
-CONVEX 18320    'GT_PK(2,2)'      11683  46397  11750  46398  37357  11612
-CONVEX 18321    'GT_PK(2,2)'      11750  46397  11683  37358  46396  11823
-CONVEX 18322    'GT_PK(2,2)'      11186  46399  11329  46400  37367  11257
-CONVEX 18323    'GT_PK(2,2)'      11186  46400  11257  46401  21591  11114
-CONVEX 18324    'GT_PK(2,2)'      11044  46402  11186  46403  46401  11114
-CONVEX 18325    'GT_PK(2,2)'      11329  46399  11186  37372  46404  11260
-CONVEX 18326    'GT_PK(2,2)'      11403  46405  11332  28238  46406  11259
-CONVEX 18327    'GT_PK(2,2)'      11332  46407  11187  46406  28228  11259
-CONVEX 18328    'GT_PK(2,2)'      11187  46407  11332  46408  46409  11260
-CONVEX 18329    'GT_PK(2,2)'      11332  46410  11401  46409  37371  11260
-CONVEX 18330    'GT_PK(2,2)'      10970  46411  11113  46412  37405  11040
-CONVEX 18331    'GT_PK(2,2)'      10970  46413  10898  46414  37387  10828
-CONVEX 18332    'GT_PK(2,2)'      10898  46413  10970  37382  46412  11040
-CONVEX 18333    'GT_PK(2,2)'      10899  46415  10970  37439  46414  10828
-CONVEX 18334    'GT_PK(2,2)'      11042  46416  10970  46417  46415  10899
-CONVEX 18335    'GT_PK(2,2)'      10970  46416  11042  46411  37434  11113
-CONVEX 18336    'GT_PK(2,2)'      11039  46418  10895  46419  37377  10969
-CONVEX 18337    'GT_PK(2,2)'      11110  46420  11039  37400  46419  10969
-CONVEX 18338    'GT_PK(2,2)'      11039  46420  11110  46421  37401  11181
-CONVEX 18339    'GT_PK(2,2)'      11039  46421  11181  46422  37397  11109
-CONVEX 18340    'GT_PK(2,2)'      10895  46418  11039  28673  46423  10967
-CONVEX 18341    'GT_PK(2,2)'      11039  46422  11109  46423  28176  10967
-CONVEX 18342    'GT_PK(2,2)'      10537  46424  10682  46425  37423  10608
-CONVEX 18343    'GT_PK(2,2)'      10537  46425  10608  46426  21579  10462
-CONVEX 18344    'GT_PK(2,2)'      10391  46427  10537  46428  46426  10462
-CONVEX 18345    'GT_PK(2,2)'      10682  46424  10537  37441  46429  10610
-CONVEX 18346    'GT_PK(2,2)'      11042  46430  10972  37433  46431  11114
-CONVEX 18347    'GT_PK(2,2)'      10972  46430  11042  46432  46417  10899
-CONVEX 18348    'GT_PK(2,2)'      10972  46433  11044  46431  46403  11114
-CONVEX 18349    'GT_PK(2,2)'      10972  46434  10900  46433  37528  11044
-CONVEX 18350    'GT_PK(2,2)'      11971  46435  12034  37464  46436  11898
-CONVEX 18351    'GT_PK(2,2)'      12034  46435  11971  46437  37466  12103
-CONVEX 18352    'GT_PK(2,2)'      11960  46438  12031  28742  46439  12104
-CONVEX 18353    'GT_PK(2,2)'      11893  46440  12031  46389  46438  11960
-CONVEX 18354    'GT_PK(2,2)'      12380  46441  12244  37470  46442  12314
-CONVEX 18355    'GT_PK(2,2)'      12174  46443  12241  46444  28738  12104
-CONVEX 18356    'GT_PK(2,2)'      12031  46445  12174  46439  46444  12104
-CONVEX 18357    'GT_PK(2,2)'      12174  46445  12031  46446  46447  12096
-CONVEX 18358    'GT_PK(2,2)'      12244  46448  12174  46449  46446  12096
-CONVEX 18359    'GT_PK(2,2)'      12768  46450  12636  37502  46451  12704
-CONVEX 18360    'GT_PK(2,2)'      12570  46452  12636  38226  46453  12703
-CONVEX 18361    'GT_PK(2,2)'      12636  46450  12768  46453  37505  12703
-CONVEX 18362    'GT_PK(2,2)'      10100  46454  10027  37507  46455  10175
-CONVEX 18363    'GT_PK(2,2)'      10027  46456  9954  46457  28148  10102
-CONVEX 18364    'GT_PK(2,2)'      10175  46455  10027  28202  46457  10102
-CONVEX 18365    'GT_PK(2,2)'      9954  46456  10027  46313  46458  9877
-CONVEX 18366    'GT_PK(2,2)'      10027  46459  9951  46458  28151  9877
-CONVEX 18367    'GT_PK(2,2)'      10027  46454  10100  46459  37511  9951
-CONVEX 18368    'GT_PK(2,2)'      10324  46460  10394  37517  46461  10249
-CONVEX 18369    'GT_PK(2,2)'      10249  46461  10394  28205  46462  10319
-CONVEX 18370    'GT_PK(2,2)'      10394  46463  10469  46464  37429  10539
-CONVEX 18371    'GT_PK(2,2)'      10394  46460  10324  46463  37516  10469
-CONVEX 18372    'GT_PK(2,2)'      10243  46465  10316  37520  46466  10167
-CONVEX 18373    'GT_PK(2,2)'      10316  46467  10462  46468  18086  10388
-CONVEX 18374    'GT_PK(2,2)'      10316  46469  10391  46467  46428  10462
-CONVEX 18375    'GT_PK(2,2)'      10316  46465  10243  46469  37521  10391
-CONVEX 18376    'GT_PK(2,2)'      10621  46470  10741  46471  37563  10580
-CONVEX 18377    'GT_PK(2,2)'      10621  46471  10580  46472  37556  10473
-CONVEX 18378    'GT_PK(2,2)'      10812  46473  10621  46474  46475  10692
-CONVEX 18379    'GT_PK(2,2)'      10741  46470  10621  37568  46473  10812
-CONVEX 18380    'GT_PK(2,2)'      10621  46476  10545  46475  37297  10692
-CONVEX 18381    'GT_PK(2,2)'      10545  46476  10621  37289  46472  10473
-CONVEX 18382    'GT_PK(2,2)'      10896  46477  10749  37574  46478  10819
-CONVEX 18383    'GT_PK(2,2)'      10674  46479  10749  21608  46480  10605
-CONVEX 18384    'GT_PK(2,2)'      10819  46478  10749  37567  46479  10674
-CONVEX 18385    'GT_PK(2,2)'      10749  46477  10896  46481  37573  10827
-CONVEX 18386    'GT_PK(2,2)'      10749  46482  10681  46480  37543  10605
-CONVEX 18387    'GT_PK(2,2)'      10681  46482  10749  37539  46481  10827
-CONVEX 18388    'GT_PK(2,2)'      5595  45847  5740  45341  46483  5667
-CONVEX 18389    'GT_PK(2,2)'      5380  46484  5453  46485  46486  5525
-CONVEX 18390    'GT_PK(2,2)'      250  46487  11127  46488  46489  248
-CONVEX 18391    'GT_PK(2,2)'      11127  46490  10982  46489  46491  248
-CONVEX 18392    'GT_PK(2,2)'      6057  46492  181  28266  46493  183
-CONVEX 18393    'GT_PK(2,2)'      5453  46484  5380  46494  46495  5310
-CONVEX 18394    'GT_PK(2,2)'      5380  46496  5450  46497  17224  5308
-CONVEX 18395    'GT_PK(2,2)'      5765  46498  5691  46499  29448  5619
-CONVEX 18396    'GT_PK(2,2)'      5765  46499  5619  46500  22527  177
-CONVEX 18397    'GT_PK(2,2)'      179  46501  5765  46502  46500  177
-CONVEX 18398    'GT_PK(2,2)'      1618  46503  1569  42834  46504  1671
-CONVEX 18399    'GT_PK(2,2)'      1518  46505  1569  37627  46506  1466
-CONVEX 18400    'GT_PK(2,2)'      1569  46507  1620  46504  37628  1671
-CONVEX 18401    'GT_PK(2,2)'      1620  46507  1569  46508  46505  1518
-CONVEX 18402    'GT_PK(2,2)'      1516  46509  1618  46510  37622  1566
-CONVEX 18403    'GT_PK(2,2)'      1516  46511  1418  46512  46513  1466
-CONVEX 18404    'GT_PK(2,2)'      1569  46514  1516  46506  46512  1466
-CONVEX 18405    'GT_PK(2,2)'      1516  46514  1569  46509  46503  1618
-CONVEX 18406    'GT_PK(2,2)'      1418  46511  1516  21668  46515  1464
-CONVEX 18407    'GT_PK(2,2)'      1516  46510  1566  46515  28272  1464
-CONVEX 18408    'GT_PK(2,2)'      1420  46516  1468  37625  46517  1518
-CONVEX 18409    'GT_PK(2,2)'      1377  46518  1467  46519  46520  1423
-CONVEX 18410    'GT_PK(2,2)'      1421  46521  1377  46522  46523  1328
-CONVEX 18411    'GT_PK(2,2)'      1377  46521  1421  46518  46524  1467
-CONVEX 18412    'GT_PK(2,2)'      930  46525  968  46526  37637  888
-CONVEX 18413    'GT_PK(2,2)'      930  46527  854  46528  28328  893
-CONVEX 18414    'GT_PK(2,2)'      854  46527  930  37646  46526  888
-CONVEX 18415    'GT_PK(2,2)'      973  46529  930  37782  46528  893
-CONVEX 18416    'GT_PK(2,2)'      1006  46530  968  46531  46532  1051
-CONVEX 18417    'GT_PK(2,2)'      1044  46533  1006  24823  46534  1092
-CONVEX 18418    'GT_PK(2,2)'      1006  46531  1051  46534  28278  1092
-CONVEX 18419    'GT_PK(2,2)'      962  46535  1006  46536  46533  1044
-CONVEX 18420    'GT_PK(2,2)'      968  46530  1006  37636  46537  924
-CONVEX 18421    'GT_PK(2,2)'      1006  46535  962  46537  46538  924
-CONVEX 18422    'GT_PK(2,2)'      1184  46539  1274  46540  32773  1228
-CONVEX 18423    'GT_PK(2,2)'      1137  46541  1184  46542  46540  1228
-CONVEX 18424    'GT_PK(2,2)'      1096  46543  1184  37639  46541  1137
-CONVEX 18425    'GT_PK(2,2)'      708  46544  645  37651  46545  675
-CONVEX 18426    'GT_PK(2,2)'      645  46544  708  46546  37650  671
-CONVEX 18427    'GT_PK(2,2)'      645  46547  616  46545  37658  675
-CONVEX 18428    'GT_PK(2,2)'      610  46548  645  42245  46546  671
-CONVEX 18429    'GT_PK(2,2)'      2018  46549  1963  37677  46550  1907
-CONVEX 18430    'GT_PK(2,2)'      1854  46551  1963  22242  46552  1910
-CONVEX 18431    'GT_PK(2,2)'      1907  46550  1963  29063  46551  1854
-CONVEX 18432    'GT_PK(2,2)'      1963  46553  2020  46552  28296  1910
-CONVEX 18433    'GT_PK(2,2)'      1963  46554  2077  46553  28286  2020
-CONVEX 18434    'GT_PK(2,2)'      1963  46549  2018  46554  37679  2077
-CONVEX 18435    'GT_PK(2,2)'      2367  46555  2306  46556  37680  2425
-CONVEX 18436    'GT_PK(2,2)'      2306  46555  2367  37684  46557  2247
-CONVEX 18437    'GT_PK(2,2)'      2788  46558  2666  42775  46559  2727
-CONVEX 18438    'GT_PK(2,2)'      1803  46560  1856  46561  28299  1912
-CONVEX 18439    'GT_PK(2,2)'      1803  46562  1750  46560  37685  1856
-CONVEX 18440    'GT_PK(2,2)'      1414  46563  1323  46564  46565  1351
-CONVEX 18441    'GT_PK(2,2)'      1813  46566  1921  46567  46568  1867
-CONVEX 18442    'GT_PK(2,2)'      1761  46569  1813  46570  46567  1867
-CONVEX 18443    'GT_PK(2,2)'      1915  46571  1863  46572  46573  1807
-CONVEX 18444    'GT_PK(2,2)'      2311  46574  2253  46575  46576  2369
-CONVEX 18445    'GT_PK(2,2)'      2088  46577  2200  37703  46578  2145
-CONVEX 18446    'GT_PK(2,2)'      2200  46579  2258  46580  46581  2318
-CONVEX 18447    'GT_PK(2,2)'      2316  46582  2199  46583  46584  2257
-CONVEX 18448    'GT_PK(2,2)'      2199  46582  2316  46585  46586  2258
-CONVEX 18449    'GT_PK(2,2)'      2492  46587  2611  46588  46589  2552
-CONVEX 18450    'GT_PK(2,2)'      2431  46590  2371  46591  46592  2491
-CONVEX 18451    'GT_PK(2,2)'      2141  46593  2197  46594  27895  2255
-CONVEX 18452    'GT_PK(2,2)'      2197  46595  2084  46596  46597  2140
-CONVEX 18453    'GT_PK(2,2)'      2084  46595  2197  46598  46593  2141
-CONVEX 18454    'GT_PK(2,2)'      1974  46599  2029  46600  46601  1920
-CONVEX 18455    'GT_PK(2,2)'      2029  46602  2142  46603  46604  2087
-CONVEX 18456    'GT_PK(2,2)'      2199  46605  2142  46584  46606  2257
-CONVEX 18457    'GT_PK(2,2)'      2142  46605  2199  46604  46607  2087
-CONVEX 18458    'GT_PK(2,2)'      2792  46608  2670  46609  46610  2730
-CONVEX 18459    'GT_PK(2,2)'      2674  46611  2614  37718  46612  2553
-CONVEX 18460    'GT_PK(2,2)'      2259  46613  2200  46614  46580  2318
-CONVEX 18461    'GT_PK(2,2)'      2200  46613  2259  46578  46615  2145
-CONVEX 18462    'GT_PK(2,2)'      2434  46616  2375  46617  46618  2318
-CONVEX 18463    'GT_PK(2,2)'      2375  27439  2259  46618  46614  2318
-CONVEX 18464    'GT_PK(2,2)'      2795  46619  2859  46620  37711  2735
-CONVEX 18465    'GT_PK(2,2)'      2859  46619  2795  46621  46622  2921
-CONVEX 18466    'GT_PK(2,2)'      2673  46623  2612  46624  46625  2552
-CONVEX 18467    'GT_PK(2,2)'      2611  46626  2673  46589  46624  2552
-CONVEX 18468    'GT_PK(2,2)'      2673  46626  2611  46627  46628  2733
-CONVEX 18469    'GT_PK(2,2)'      2795  46629  2673  46630  46627  2733
-CONVEX 18470    'GT_PK(2,2)'      2612  46623  2673  37716  46631  2735
-CONVEX 18471    'GT_PK(2,2)'      2673  46629  2795  46631  46620  2735
-CONVEX 18472    'GT_PK(2,2)'      2741  46632  2678  46633  37706  2801
-CONVEX 18473    'GT_PK(2,2)'      2866  46634  2741  42715  46633  2801
-CONVEX 18474    'GT_PK(2,2)'      2618  46635  2741  46636  46637  2680
-CONVEX 18475    'GT_PK(2,2)'      2741  46635  2618  46632  46638  2678
-CONVEX 18476    'GT_PK(2,2)'      2859  46639  2984  37710  18036  2922
-CONVEX 18477    'GT_PK(2,2)'      3047  46640  2984  46641  46642  2921
-CONVEX 18478    'GT_PK(2,2)'      2984  46639  2859  46642  46621  2921
-CONVEX 18479    'GT_PK(2,2)'      2437  46643  2321  37721  46644  2378
-CONVEX 18480    'GT_PK(2,2)'      2321  46645  2261  46644  46646  2378
-CONVEX 18481    'GT_PK(2,2)'      2738  46647  2615  46648  46649  2676
-CONVEX 18482    'GT_PK(2,2)'      2678  46650  2617  37705  46651  2739
-CONVEX 18483    'GT_PK(2,2)'      2204  46652  2263  46653  42760  2148
-CONVEX 18484    'GT_PK(2,2)'      2204  46654  2321  46652  46655  2263
-CONVEX 18485    'GT_PK(2,2)'      2321  46654  2204  46645  46656  2261
-CONVEX 18486    'GT_PK(2,2)'      2033  46657  2146  42843  46658  2091
-CONVEX 18487    'GT_PK(2,2)'      2146  46657  2033  46659  46660  2090
-CONVEX 18488    'GT_PK(2,2)'      2925  46661  3052  46662  46663  2989
-CONVEX 18489    'GT_PK(2,2)'      3179  46664  3052  46665  46666  3115
-CONVEX 18490    'GT_PK(2,2)'      3117  46667  3052  42721  46664  3179
-CONVEX 18491    'GT_PK(2,2)'      3052  46667  3117  46663  46668  2989
-CONVEX 18492    'GT_PK(2,2)'      3052  46669  2987  46666  46670  3115
-CONVEX 18493    'GT_PK(2,2)'      2987  46669  3052  46671  46661  2925
-CONVEX 18494    'GT_PK(2,2)'      2864  46672  2925  46673  46662  2989
-CONVEX 18495    'GT_PK(2,2)'      2864  46674  2927  46675  42714  2801
-CONVEX 18496    'GT_PK(2,2)'      2927  46674  2864  46676  46673  2989
-CONVEX 18497    'GT_PK(2,2)'      2739  46677  2864  37707  46675  2801
-CONVEX 18498    'GT_PK(2,2)'      1077  46678  1121  46679  46680  1035
-CONVEX 18499    'GT_PK(2,2)'      1121  46678  1077  46681  46682  1164
-CONVEX 18500    'GT_PK(2,2)'      1395  46683  1442  46684  46685  1493
-CONVEX 18501    'GT_PK(2,2)'      1444  46686  1395  46687  46684  1493
-CONVEX 18502    'GT_PK(2,2)'      1077  46688  1120  46682  46689  1164
-CONVEX 18503    'GT_PK(2,2)'      1034  46690  1120  46691  46688  1077
-CONVEX 18504    'GT_PK(2,2)'      1120  46692  1076  46693  28330  1162
-CONVEX 18505    'GT_PK(2,2)'      1120  46690  1034  46692  46694  1076
-CONVEX 18506    'GT_PK(2,2)'      836  46695  873  46696  28326  912
-CONVEX 18507    'GT_PK(2,2)'      788  46697  828  46698  46699  759
-CONVEX 18508    'GT_PK(2,2)'      913  46700  953  46701  46702  881
-CONVEX 18509    'GT_PK(2,2)'      953  46703  933  46702  46704  881
-CONVEX 18510    'GT_PK(2,2)'      992  46705  1033  46706  37745  1076
-CONVEX 18511    'GT_PK(2,2)'      1034  46707  992  46694  46706  1076
-CONVEX 18512    'GT_PK(2,2)'      992  46707  1034  46708  46709  952
-CONVEX 18513    'GT_PK(2,2)'      992  46708  952  46710  46711  912
-CONVEX 18514    'GT_PK(2,2)'      951  46712  992  28327  46710  912
-CONVEX 18515    'GT_PK(2,2)'      1033  46705  992  37746  46712  951
-CONVEX 18516    'GT_PK(2,2)'      1074  46713  1160  46714  46715  1118
-CONVEX 18517    'GT_PK(2,2)'      1033  46716  1074  37744  46714  1118
-CONVEX 18518    'GT_PK(2,2)'      1160  46713  1074  37742  46717  1115
-CONVEX 18519    'GT_PK(2,2)'      1074  46716  1033  46718  37747  991
-CONVEX 18520    'GT_PK(2,2)'      1074  46719  1031  46717  21716  1115
-CONVEX 18521    'GT_PK(2,2)'      1031  46719  1074  28312  46718  991
-CONVEX 18522    'GT_PK(2,2)'      1549  46720  1497  46721  46722  1598
-CONVEX 18523    'GT_PK(2,2)'      1497  46723  1545  46722  37752  1598
-CONVEX 18524    'GT_PK(2,2)'      1304  46724  1399  46725  46726  1351
-CONVEX 18525    'GT_PK(2,2)'      1304  46727  1214  46728  37740  1256
-CONVEX 18526    'GT_PK(2,2)'      1345  46729  1251  37760  46730  1296
-CONVEX 18527    'GT_PK(2,2)'      1296  46730  1251  18172  46731  1204
-CONVEX 18528    'GT_PK(2,2)'      1251  46732  1160  46731  37743  1204
-CONVEX 18529    'GT_PK(2,2)'      1541  46733  1491  46734  37765  1590
-CONVEX 18530    'GT_PK(2,2)'      1541  46735  1592  46736  46737  1493
-CONVEX 18531    'GT_PK(2,2)'      1442  46738  1541  46685  46736  1493
-CONVEX 18532    'GT_PK(2,2)'      1491  46733  1541  37764  46738  1442
-CONVEX 18533    'GT_PK(2,2)'      1592  46735  1541  37755  46739  1642
-CONVEX 18534    'GT_PK(2,2)'      1541  46734  1590  46739  37759  1642
-CONVEX 18535    'GT_PK(2,2)'      1304  46740  1350  46724  46741  1399
-CONVEX 18536    'GT_PK(2,2)'      1350  46740  1304  46742  46728  1256
-CONVEX 18537    'GT_PK(2,2)'      1302  46743  1350  46744  46742  1256
-CONVEX 18538    'GT_PK(2,2)'      1350  46743  1302  46745  46746  1398
-CONVEX 18539    'GT_PK(2,2)'      1445  46747  1495  46748  46749  1545
-CONVEX 18540    'GT_PK(2,2)'      1497  46750  1445  46723  46748  1545
-CONVEX 18541    'GT_PK(2,2)'      1445  46750  1497  46751  46752  1399
-CONVEX 18542    'GT_PK(2,2)'      1350  46753  1445  46741  46751  1399
-CONVEX 18543    'GT_PK(2,2)'      1495  46747  1445  37776  46754  1398
-CONVEX 18544    'GT_PK(2,2)'      1445  46753  1350  46754  46745  1398
-CONVEX 18545    'GT_PK(2,2)'      1495  46755  1595  46749  46756  1545
-CONVEX 18546    'GT_PK(2,2)'      1595  46757  1648  46756  37751  1545
-CONVEX 18547    'GT_PK(2,2)'      1543  46758  1495  46759  37774  1444
-CONVEX 18548    'GT_PK(2,2)'      1543  46759  1444  46760  46687  1493
-CONVEX 18549    'GT_PK(2,2)'      1592  46761  1543  46737  46760  1493
-CONVEX 18550    'GT_PK(2,2)'      1543  46761  1592  46762  37754  1644
-CONVEX 18551    'GT_PK(2,2)'      1595  46763  1543  46764  46762  1644
-CONVEX 18552    'GT_PK(2,2)'      1543  46763  1595  46758  46755  1495
-CONVEX 18553    'GT_PK(2,2)'      5236  46765  5380  46766  46497  5308
-CONVEX 18554    'GT_PK(2,2)'      5380  46765  5236  46495  46767  5310
-CONVEX 18555    'GT_PK(2,2)'      603  46768  49  46769  46770  51
-CONVEX 18556    'GT_PK(2,2)'      828  26920  796  46699  46771  759
-CONVEX 18557    'GT_PK(2,2)'      968  46772  1011  46532  46773  1051
-CONVEX 18558    'GT_PK(2,2)'      1011  46774  1096  46773  37638  1051
-CONVEX 18559    'GT_PK(2,2)'      930  46775  1011  46525  46772  968
-CONVEX 18560    'GT_PK(2,2)'      1011  46775  930  46776  46529  973
-CONVEX 18561    'GT_PK(2,2)'      1096  46774  1011  46777  46778  1055
-CONVEX 18562    'GT_PK(2,2)'      1011  46776  973  46778  46779  1055
-CONVEX 18563    'GT_PK(2,2)'      1274  46780  1232  32776  46781  1322
-CONVEX 18564    'GT_PK(2,2)'      1184  46782  1232  46539  46780  1274
-CONVEX 18565    'GT_PK(2,2)'      1232  46783  1278  46781  46784  1322
-CONVEX 18566    'GT_PK(2,2)'      1278  46783  1232  46785  46786  1189
-CONVEX 18567    'GT_PK(2,2)'      1323  46787  1272  46565  46788  1351
-CONVEX 18568    'GT_PK(2,2)'      1272  46789  1304  46788  46725  1351
-CONVEX 18569    'GT_PK(2,2)'      1304  46789  1272  46727  46790  1214
-CONVEX 18570    'GT_PK(2,2)'      1239  46791  1281  46792  46793  1191
-CONVEX 18571    'GT_PK(2,2)'      86  46794  1284  46795  37799  84
-CONVEX 18572    'GT_PK(2,2)'      1284  46794  86  37783  46796  1340
-CONVEX 18573    'GT_PK(2,2)'      86  46797  88  46796  37788  1340
-CONVEX 18574    'GT_PK(2,2)'      5450  46496  5380  45854  46485  5525
-CONVEX 18575    'GT_PK(2,2)'      5818  46798  5672  46799  46800  5745
-CONVEX 18576    'GT_PK(2,2)'      12157  46801  12087  46802  28367  12227
-CONVEX 18577    'GT_PK(2,2)'      12294  46803  12157  37850  46802  12227
-CONVEX 18578    'GT_PK(2,2)'      12157  46803  12294  46804  37804  12225
-CONVEX 18579    'GT_PK(2,2)'      12087  46801  12157  37837  46805  12018
-CONVEX 18580    'GT_PK(2,2)'      12086  46806  12157  46807  46804  12225
-CONVEX 18581    'GT_PK(2,2)'      12157  46806  12086  46805  37815  12018
-CONVEX 18582    'GT_PK(2,2)'      12360  46808  12496  46809  37805  12427
-CONVEX 18583    'GT_PK(2,2)'      12291  46810  12360  37813  46809  12427
-CONVEX 18584    'GT_PK(2,2)'      12360  46811  12292  46812  30627  12429
-CONVEX 18585    'GT_PK(2,2)'      12496  46808  12360  37810  46812  12429
-CONVEX 18586    'GT_PK(2,2)'      12153  46813  12291  46814  37811  12222
-CONVEX 18587    'GT_PK(2,2)'      12082  46815  12153  19108  46814  12222
-CONVEX 18588    'GT_PK(2,2)'      12014  46816  12153  30620  46815  12082
-CONVEX 18589    'GT_PK(2,2)'      12153  46816  12014  46817  46818  12084
-CONVEX 18590    'GT_PK(2,2)'      12016  46819  12155  46820  46821  12084
-CONVEX 18591    'GT_PK(2,2)'      12155  46819  12016  46822  37820  12086
-CONVEX 18592    'GT_PK(2,2)'      12292  46823  12155  30626  46824  12225
-CONVEX 18593    'GT_PK(2,2)'      12155  46822  12086  46824  46807  12225
-CONVEX 18594    'GT_PK(2,2)'      11881  46825  11949  46826  37839  11810
-CONVEX 18595    'GT_PK(2,2)'      11881  46827  12020  46825  37845  11949
-CONVEX 18596    'GT_PK(2,2)'      12020  46827  11881  37844  46828  11950
-CONVEX 18597    'GT_PK(2,2)'      14022  46829  14079  37852  46830  13963
-CONVEX 18598    'GT_PK(2,2)'      13963  46830  14079  28486  46831  14021
-CONVEX 18599    'GT_PK(2,2)'      14021  46831  14079  21732  46832  14135
-CONVEX 18600    'GT_PK(2,2)'      14079  46833  14193  46832  28409  14135
-CONVEX 18601    'GT_PK(2,2)'      14193  46834  14138  28401  46835  14251
-CONVEX 18602    'GT_PK(2,2)'      14138  46836  14022  46837  37855  14081
-CONVEX 18603    'GT_PK(2,2)'      14079  46838  14138  46833  46834  14193
-CONVEX 18604    'GT_PK(2,2)'      14138  46838  14079  46836  46829  14022
-CONVEX 18605    'GT_PK(2,2)'      14197  46839  14138  36291  46837  14081
-CONVEX 18606    'GT_PK(2,2)'      14138  46839  14197  46835  36284  14251
-CONVEX 18607    'GT_PK(2,2)'      13841  46840  13782  37857  46841  13902
-CONVEX 18608    'GT_PK(2,2)'      13722  46842  13782  46843  46844  13660
-CONVEX 18609    'GT_PK(2,2)'      13782  46845  13720  46844  37864  13660
-CONVEX 18610    'GT_PK(2,2)'      13720  46845  13782  37863  46840  13841
-CONVEX 18611    'GT_PK(2,2)'      13782  46846  13842  46841  28487  13902
-CONVEX 18612    'GT_PK(2,2)'      13782  46842  13722  46846  37987  13842
-CONVEX 18613    'GT_PK(2,2)'      14471  46847  14524  37877  46848  14414
-CONVEX 18614    'GT_PK(2,2)'      14524  46849  14468  46848  23031  14414
-CONVEX 18615    'GT_PK(2,2)'      14468  46849  14524  18924  46850  14576
-CONVEX 18616    'GT_PK(2,2)'      14524  46847  14471  46851  37886  14580
-CONVEX 18617    'GT_PK(2,2)'      14687  46852  14791  46853  46854  14739
-CONVEX 18618    'GT_PK(2,2)'      14304  46855  14363  37895  46856  14417
-CONVEX 18619    'GT_PK(2,2)'      14363  46855  14304  46857  37898  14249
-CONVEX 18620    'GT_PK(2,2)'      14136  46858  14194  46859  37899  14074
-CONVEX 18621    'GT_PK(2,2)'      14136  46859  14074  46860  27568  14016
-CONVEX 18622    'GT_PK(2,2)'      14077  46861  14136  28416  46860  14016
-CONVEX 18623    'GT_PK(2,2)'      14194  46858  14136  46862  46863  14252
-CONVEX 18624    'GT_PK(2,2)'      14473  46864  14527  46865  37885  14417
-CONVEX 18625    'GT_PK(2,2)'      14363  46866  14473  46856  46865  14417
-CONVEX 18626    'GT_PK(2,2)'      14473  46866  14363  46867  46868  14420
-CONVEX 18627    'GT_PK(2,2)'      14473  46867  14420  46869  46870  14529
-CONVEX 18628    'GT_PK(2,2)'      15129  46871  15175  37913  46872  15219
-CONVEX 18629    'GT_PK(2,2)'      15175  46873  15263  46872  21768  15219
-CONVEX 18630    'GT_PK(2,2)'      15221  46874  15175  45894  46875  15130
-CONVEX 18631    'GT_PK(2,2)'      15175  46874  15221  46873  36653  15263
-CONVEX 18632    'GT_PK(2,2)'      15082  46876  15129  46877  37921  15035
-CONVEX 18633    'GT_PK(2,2)'      14988  46878  15082  37914  46877  15035
-CONVEX 18634    'GT_PK(2,2)'      15037  46879  15082  46880  46878  14988
-CONVEX 18635    'GT_PK(2,2)'      15082  46881  15175  46876  46871  15129
-CONVEX 18636    'GT_PK(2,2)'      15175  46881  15082  46875  46882  15130
-CONVEX 18637    'GT_PK(2,2)'      15082  46879  15037  46882  46883  15130
-CONVEX 18638    'GT_PK(2,2)'      14583  46884  14530  46885  46886  14638
-CONVEX 18639    'GT_PK(2,2)'      14530  46887  14584  46886  37941  14638
-CONVEX 18640    'GT_PK(2,2)'      14470  46888  14526  37924  46889  14416
-CONVEX 18641    'GT_PK(2,2)'      14136  46890  14195  46863  46891  14252
-CONVEX 18642    'GT_PK(2,2)'      14195  46890  14136  46892  46861  14077
-CONVEX 18643    'GT_PK(2,2)'      14362  46893  14305  46894  46895  14248
-CONVEX 18644    'GT_PK(2,2)'      14362  46896  14303  46897  28423  14416
-CONVEX 18645    'GT_PK(2,2)'      14362  46894  14248  46896  28428  14303
-CONVEX 18646    'GT_PK(2,2)'      14575  46898  14630  28429  46899  14523
-CONVEX 18647    'GT_PK(2,2)'      14682  46900  14630  37952  46898  14575
-CONVEX 18648    'GT_PK(2,2)'      14737  46901  14630  46902  46900  14682
-CONVEX 18649    'GT_PK(2,2)'      14992  46903  14944  37934  46904  15041
-CONVEX 18650    'GT_PK(2,2)'      14944  46905  14991  46904  46906  15041
-CONVEX 18651    'GT_PK(2,2)'      15133  46907  15088  37959  46908  15040
-CONVEX 18652    'GT_PK(2,2)'      14991  46909  15088  46906  46910  15041
-CONVEX 18653    'GT_PK(2,2)'      15088  46909  14991  46908  46911  15040
-CONVEX 18654    'GT_PK(2,2)'      15088  46907  15133  46912  37961  15180
-CONVEX 18655    'GT_PK(2,2)'      15131  46913  15178  36307  46914  15086
-CONVEX 18656    'GT_PK(2,2)'      15178  46915  15133  46914  37960  15086
-CONVEX 18657    'GT_PK(2,2)'      15133  46915  15178  37962  46916  15224
-CONVEX 18658    'GT_PK(2,2)'      15178  46913  15131  46917  36308  15222
-CONVEX 18659    'GT_PK(2,2)'      15266  46918  15178  36316  46917  15222
-CONVEX 18660    'GT_PK(2,2)'      15178  46918  15266  46916  17817  15224
-CONVEX 18661    'GT_PK(2,2)'      13656  46919  13533  46920  37963  13596
-CONVEX 18662    'GT_PK(2,2)'      13656  46921  13778  46922  37973  13717
-CONVEX 18663    'GT_PK(2,2)'      13656  46920  13596  46923  27572  13718
-CONVEX 18664    'GT_PK(2,2)'      13778  46921  13656  37976  46923  13718
-CONVEX 18665    'GT_PK(2,2)'      13655  46924  13595  37968  46925  13717
-CONVEX 18666    'GT_PK(2,2)'      13595  46926  13656  46925  46922  13717
-CONVEX 18667    'GT_PK(2,2)'      13656  46926  13595  46919  46927  13533
-CONVEX 18668    'GT_PK(2,2)'      13533  46927  13595  37967  46928  13470
-CONVEX 18669    'GT_PK(2,2)'      13470  46928  13595  46929  46930  13532
-CONVEX 18670    'GT_PK(2,2)'      13595  46924  13655  46930  37971  13532
-CONVEX 18671    'GT_PK(2,2)'      12643  46931  12709  22015  23812  12574
-CONVEX 18672    'GT_PK(2,2)'      13539  46932  13600  37988  46933  13476
-CONVEX 18673    'GT_PK(2,2)'      13600  46934  13722  46935  46843  13660
-CONVEX 18674    'GT_PK(2,2)'      13722  46934  13600  37986  46936  13661
-CONVEX 18675    'GT_PK(2,2)'      13600  46932  13539  46936  37992  13661
-CONVEX 18676    'GT_PK(2,2)'      13537  46937  13600  37867  46935  13660
-CONVEX 18677    'GT_PK(2,2)'      13600  46937  13537  46933  37868  13476
-CONVEX 18678    'GT_PK(2,2)'      12965  46938  12902  37995  46939  13032
-CONVEX 18679    'GT_PK(2,2)'      12902  46940  12770  46941  38007  12837
-CONVEX 18680    'GT_PK(2,2)'      12902  46938  12965  46942  37997  12835
-CONVEX 18681    'GT_PK(2,2)'      12770  46940  12902  38006  46942  12835
-CONVEX 18682    'GT_PK(2,2)'      12765  46943  12899  28530  46944  12832
-CONVEX 18683    'GT_PK(2,2)'      12899  46945  12962  46944  38024  12832
-CONVEX 18684    'GT_PK(2,2)'      12899  46943  12765  46946  28525  12833
-CONVEX 18685    'GT_PK(2,2)'      12962  46945  12899  38020  46947  13029
-CONVEX 18686    'GT_PK(2,2)'      12964  46948  12899  38026  46946  12833
-CONVEX 18687    'GT_PK(2,2)'      12899  46948  12964  46947  38034  13029
-CONVEX 18688    'GT_PK(2,2)'      13672  46949  13548  46950  38053  13611
-CONVEX 18689    'GT_PK(2,2)'      14029  46951  13969  46952  46953  13911
-CONVEX 18690    'GT_PK(2,2)'      14144  46954  14029  38092  46955  14088
-CONVEX 18691    'GT_PK(2,2)'      13974  46956  13855  38067  46957  13913
-CONVEX 18692    'GT_PK(2,2)'      13172  46958  13108  38048  46959  13043
-CONVEX 18693    'GT_PK(2,2)'      13042  46960  13108  46961  46962  13171
-CONVEX 18694    'GT_PK(2,2)'      13043  46959  13108  21942  46963  12978
-CONVEX 18695    'GT_PK(2,2)'      13108  46960  13042  46963  38183  12978
-CONVEX 18696    'GT_PK(2,2)'      13236  46964  13172  46965  46966  13300
-CONVEX 18697    'GT_PK(2,2)'      13108  46967  13236  46962  46968  13171
-CONVEX 18698    'GT_PK(2,2)'      13236  46967  13108  46964  46958  13172
-CONVEX 18699    'GT_PK(2,2)'      13550  46969  13613  38055  46970  13674
-CONVEX 18700    'GT_PK(2,2)'      13613  46971  13549  46972  38059  13673
-CONVEX 18701    'GT_PK(2,2)'      13613  46969  13550  46973  46974  13489
-CONVEX 18702    'GT_PK(2,2)'      13549  46971  13613  46975  46973  13489
-CONVEX 18703    'GT_PK(2,2)'      13674  46970  13613  46976  46977  13736
-CONVEX 18704    'GT_PK(2,2)'      13613  46972  13673  46977  46978  13736
-CONVEX 18705    'GT_PK(2,2)'      13486  46979  13359  46980  38045  13420
-CONVEX 18706    'GT_PK(2,2)'      13486  46980  13420  46981  28591  13545
-CONVEX 18707    'GT_PK(2,2)'      13486  46981  13545  46982  38082  13610
-CONVEX 18708    'GT_PK(2,2)'      13549  46983  13486  38061  46982  13610
-CONVEX 18709    'GT_PK(2,2)'      13363  46984  13425  46985  46986  13489
-CONVEX 18710    'GT_PK(2,2)'      13486  46987  13425  46979  46988  13359
-CONVEX 18711    'GT_PK(2,2)'      13425  46989  13549  46986  46975  13489
-CONVEX 18712    'GT_PK(2,2)'      13425  46987  13486  46989  46983  13549
-CONVEX 18713    'GT_PK(2,2)'      13363  46990  13426  46991  46992  13300
-CONVEX 18714    'GT_PK(2,2)'      13426  46990  13363  46993  46985  13489
-CONVEX 18715    'GT_PK(2,2)'      13550  46994  13426  46974  46993  13489
-CONVEX 18716    'GT_PK(2,2)'      13426  46994  13550  46995  38058  13488
-CONVEX 18717    'GT_PK(2,2)'      13298  46996  13170  46997  18229  13233
-CONVEX 18718    'GT_PK(2,2)'      13359  46998  13298  38044  46997  13233
-CONVEX 18719    'GT_PK(2,2)'      13425  46999  13298  46988  46998  13359
-CONVEX 18720    'GT_PK(2,2)'      13298  46999  13425  47000  46984  13363
-CONVEX 18721    'GT_PK(2,2)'      13607  47001  13665  38080  47002  13733
-CONVEX 18722    'GT_PK(2,2)'      13665  47003  13554  47004  18210  295
-CONVEX 18723    'GT_PK(2,2)'      13665  47005  13529  47003  28603  13554
-CONVEX 18724    'GT_PK(2,2)'      13665  47001  13607  47005  38077  13529
-CONVEX 18725    'GT_PK(2,2)'      297  47006  13665  47007  47004  295
-CONVEX 18726    'GT_PK(2,2)'      13733  47002  13665  38086  47006  297
-CONVEX 18727    'GT_PK(2,2)'      13845  47008  301  47009  38063  13913
-CONVEX 18728    'GT_PK(2,2)'      13845  47010  299  47008  47011  301
-CONVEX 18729    'GT_PK(2,2)'      299  47010  13845  38084  47012  13733
-CONVEX 18730    'GT_PK(2,2)'      14146  47013  14202  47014  38091  14088
-CONVEX 18731    'GT_PK(2,2)'      14261  47015  14372  47016  38096  14316
-CONVEX 18732    'GT_PK(2,2)'      14202  47017  14261  38088  47016  14316
-CONVEX 18733    'GT_PK(2,2)'      14261  47018  14146  47019  47020  14203
-CONVEX 18734    'GT_PK(2,2)'      14146  47018  14261  47013  47017  14202
-CONVEX 18735    'GT_PK(2,2)'      13608  47021  13668  47022  28616  13544
-CONVEX 18736    'GT_PK(2,2)'      13484  47023  13608  47024  47022  13544
-CONVEX 18737    'GT_PK(2,2)'      13360  47025  13423  38050  47026  13297
-CONVEX 18738    'GT_PK(2,2)'      13423  47025  13360  47027  47028  13485
-CONVEX 18739    'GT_PK(2,2)'      13232  47029  13358  28697  47030  13294
-CONVEX 18740    'GT_PK(2,2)'      13358  47029  13232  47031  28698  13297
-CONVEX 18741    'GT_PK(2,2)'      13423  47032  13358  47026  47031  13297
-CONVEX 18742    'GT_PK(2,2)'      13358  47032  13423  47033  47034  13484
-CONVEX 18743    'GT_PK(2,2)'      13969  47035  13851  46953  47036  13911
-CONVEX 18744    'GT_PK(2,2)'      14373  47037  312  38118  47038  314
-CONVEX 18745    'GT_PK(2,2)'      5672  47039  5600  46800  47040  5745
-CONVEX 18746    'GT_PK(2,2)'      5672  47041  5528  47039  47042  5600
-CONVEX 18747    'GT_PK(2,2)'      14314  47043  14205  47044  38104  310
-CONVEX 18748    'GT_PK(2,2)'      312  47045  14314  47046  47044  310
-CONVEX 18749    'GT_PK(2,2)'      14314  47045  312  47047  47037  14373
-CONVEX 18750    'GT_PK(2,2)'      14091  47048  13972  38120  47049  14030
-CONVEX 18751    'GT_PK(2,2)'      14146  47050  14090  47020  47051  14203
-CONVEX 18752    'GT_PK(2,2)'      14148  47052  14091  47053  38121  14205
-CONVEX 18753    'GT_PK(2,2)'      14090  47054  14148  47051  47055  14203
-CONVEX 18754    'GT_PK(2,2)'      10155  47056  10229  47057  47058  10081
-CONVEX 18755    'GT_PK(2,2)'      10229  47059  10378  47060  47061  10302
-CONVEX 18756    'GT_PK(2,2)'      10229  47062  10153  47058  38161  10081
-CONVEX 18757    'GT_PK(2,2)'      10153  47062  10229  47063  47060  10302
-CONVEX 18758    'GT_PK(2,2)'      10229  47064  10306  47059  47065  10378
-CONVEX 18759    'GT_PK(2,2)'      10306  47064  10229  47066  47056  10155
-CONVEX 18760    'GT_PK(2,2)'      10672  47067  10600  38134  47068  10746
-CONVEX 18761    'GT_PK(2,2)'      10600  47069  10675  47068  38137  10746
-CONVEX 18762    'GT_PK(2,2)'      10675  47069  10600  47070  47071  10529
-CONVEX 18763    'GT_PK(2,2)'      10599  47072  10672  47073  38135  10744
-CONVEX 18764    'GT_PK(2,2)'      10602  47074  10675  47075  47070  10529
-CONVEX 18765    'GT_PK(2,2)'      10456  47076  10602  47077  47075  10529
-CONVEX 18766    'GT_PK(2,2)'      10675  47074  10602  38138  47078  10748
-CONVEX 18767    'GT_PK(2,2)'      10602  47076  10456  47079  38140  10532
-CONVEX 18768    'GT_PK(2,2)'      10677  47080  10602  38131  47079  10532
-CONVEX 18769    'GT_PK(2,2)'      10602  47080  10677  47078  38128  10748
-CONVEX 18770    'GT_PK(2,2)'      10089  47081  9942  47082  47083  10017
-CONVEX 18771    'GT_PK(2,2)'      9942  47084  9869  47083  47085  10017
-CONVEX 18772    'GT_PK(2,2)'      9869  47086  9721  47087  46367  9795
-CONVEX 18773    'GT_PK(2,2)'      9721  47086  9869  37343  47088  9794
-CONVEX 18774    'GT_PK(2,2)'      9869  47084  9942  47088  47089  9794
-CONVEX 18775    'GT_PK(2,2)'      9869  47090  9945  47085  38125  10017
-CONVEX 18776    'GT_PK(2,2)'      9945  47090  9869  28665  47087  9795
-CONVEX 18777    'GT_PK(2,2)'      10014  47091  10089  47092  47093  10161
-CONVEX 18778    'GT_PK(2,2)'      10089  47091  10014  47081  47094  9942
-CONVEX 18779    'GT_PK(2,2)'      9718  47095  9867  47096  47097  9791
-CONVEX 18780    'GT_PK(2,2)'      9867  47098  9939  47097  38155  9791
-CONVEX 18781    'GT_PK(2,2)'      9867  47099  10014  47098  47100  9939
-CONVEX 18782    'GT_PK(2,2)'      9867  47095  9718  47101  38150  9794
-CONVEX 18783    'GT_PK(2,2)'      9942  47102  9867  47089  47101  9794
-CONVEX 18784    'GT_PK(2,2)'      10014  47099  9867  47094  47102  9942
-CONVEX 18785    'GT_PK(2,2)'      10092  47103  10165  38126  47104  10017
-CONVEX 18786    'GT_PK(2,2)'      10165  47105  10089  47104  47082  10017
-CONVEX 18787    'GT_PK(2,2)'      10312  47106  10240  38158  47107  10388
-CONVEX 18788    'GT_PK(2,2)'      10240  47108  10092  47109  38122  10167
-CONVEX 18789    'GT_PK(2,2)'      10240  47110  10165  47108  47103  10092
-CONVEX 18790    'GT_PK(2,2)'      10165  47110  10240  47111  47106  10312
-CONVEX 18791    'GT_PK(2,2)'      10240  47112  10316  47107  46468  10388
-CONVEX 18792    'GT_PK(2,2)'      10316  47112  10240  46466  47109  10167
-CONVEX 18793    'GT_PK(2,2)'      10233  47113  10161  47114  47115  10310
-CONVEX 18794    'GT_PK(2,2)'      10231  47116  10307  47117  47118  10381
-CONVEX 18795    'GT_PK(2,2)'      10306  47119  10231  47120  47117  10381
-CONVEX 18796    'GT_PK(2,2)'      10231  47119  10306  47121  47066  10155
-CONVEX 18797    'GT_PK(2,2)'      10151  47122  10227  28681  47123  10299
-CONVEX 18798    'GT_PK(2,2)'      10079  47124  10227  38173  47122  10151
-CONVEX 18799    'GT_PK(2,2)'      10227  47125  10375  47123  28677  10299
-CONVEX 18800    'GT_PK(2,2)'      10227  47124  10079  47126  38166  10153
-CONVEX 18801    'GT_PK(2,2)'      10375  47125  10227  47127  47128  10302
-CONVEX 18802    'GT_PK(2,2)'      10227  47126  10153  47128  47063  10302
-CONVEX 18803    'GT_PK(2,2)'      12712  47129  12779  47130  47131  12844
-CONVEX 18804    'GT_PK(2,2)'      12779  47132  12714  47133  28694  12846
-CONVEX 18805    'GT_PK(2,2)'      12714  47132  12779  28692  47134  12645
-CONVEX 18806    'GT_PK(2,2)'      12779  47129  12712  47134  38177  12645
-CONVEX 18807    'GT_PK(2,2)'      12912  47135  12779  38181  47133  12846
-CONVEX 18808    'GT_PK(2,2)'      12779  47135  12912  47131  47136  12844
-CONVEX 18809    'GT_PK(2,2)'      13040  47137  13106  38189  47138  13168
-CONVEX 18810    'GT_PK(2,2)'      13106  47139  13042  47140  46961  13171
-CONVEX 18811    'GT_PK(2,2)'      13234  47141  13106  47142  47140  13171
-CONVEX 18812    'GT_PK(2,2)'      13106  47141  13234  47138  28612  13168
-CONVEX 18813    'GT_PK(2,2)'      12912  47143  12975  47136  47144  12844
-CONVEX 18814    'GT_PK(2,2)'      12975  47143  12912  47145  38182  13042
-CONVEX 18815    'GT_PK(2,2)'      13106  47146  12975  47139  47145  13042
-CONVEX 18816    'GT_PK(2,2)'      12975  47146  13106  47147  47137  13040
-CONVEX 18817    'GT_PK(2,2)'      12639  47148  12503  47149  38190  12572
-CONVEX 18818    'GT_PK(2,2)'      12299  47150  12367  38276  47151  12230
-CONVEX 18819    'GT_PK(2,2)'      12503  47152  12367  38191  47153  12436
-CONVEX 18820    'GT_PK(2,2)'      12367  47150  12299  47153  38274  12436
-CONVEX 18821    'GT_PK(2,2)'      12567  47154  12635  38010  47155  12702
-CONVEX 18822    'GT_PK(2,2)'      12770  47156  12635  38009  47157  12705
-CONVEX 18823    'GT_PK(2,2)'      12635  47156  12770  47155  38005  12702
-CONVEX 18824    'GT_PK(2,2)'      12967  47158  13034  47159  28479  13098
-CONVEX 18825    'GT_PK(2,2)'      12967  47160  12904  47158  47161  13034
-CONVEX 18826    'GT_PK(2,2)'      12967  47159  13098  47162  28467  13032
-CONVEX 18827    'GT_PK(2,2)'      12904  47160  12967  47163  47164  12837
-CONVEX 18828    'GT_PK(2,2)'      12902  47165  12967  46939  47162  13032
-CONVEX 18829    'GT_PK(2,2)'      12967  47165  12902  47164  46941  12837
-CONVEX 18830    'GT_PK(2,2)'      12904  47166  12970  47161  47167  13034
-CONVEX 18831    'GT_PK(2,2)'      13034  47167  12970  28478  47168  13101
-CONVEX 18832    'GT_PK(2,2)'      12970  47169  13036  47168  21908  13101
-CONVEX 18833    'GT_PK(2,2)'      12970  47170  12906  47169  47171  13036
-CONVEX 18834    'GT_PK(2,2)'      12577  47172  12511  38198  47173  12441
-CONVEX 18835    'GT_PK(2,2)'      12375  47174  12511  38194  47175  12443
-CONVEX 18836    'GT_PK(2,2)'      12511  47174  12375  47173  38215  12441
-CONVEX 18837    'GT_PK(2,2)'      12443  47175  12511  22001  47176  12578
-CONVEX 18838    'GT_PK(2,2)'      12511  47177  12646  47176  28690  12578
-CONVEX 18839    'GT_PK(2,2)'      12511  47172  12577  47177  38195  12646
-CONVEX 18840    'GT_PK(2,2)'      12575  47178  12644  47179  38200  12509
-CONVEX 18841    'GT_PK(2,2)'      12575  47180  12505  47181  47182  12641
-CONVEX 18842    'GT_PK(2,2)'      12575  47179  12509  47183  28729  12438
-CONVEX 18843    'GT_PK(2,2)'      12505  47180  12575  28737  47183  12438
-CONVEX 18844    'GT_PK(2,2)'      12776  47184  12710  38221  47185  12641
-CONVEX 18845    'GT_PK(2,2)'      12710  47186  12575  47185  47181  12641
-CONVEX 18846    'GT_PK(2,2)'      12575  47186  12710  47178  47187  12644
-CONVEX 18847    'GT_PK(2,2)'      12644  47187  12710  38201  47188  12778
-CONVEX 18848    'GT_PK(2,2)'      12778  47188  12710  21949  47189  12843
-CONVEX 18849    'GT_PK(2,2)'      12710  47184  12776  47189  38219  12843
-CONVEX 18850    'GT_PK(2,2)'      12571  47190  12708  47191  38220  12641
-CONVEX 18851    'GT_PK(2,2)'      12571  47192  12638  47190  38224  12708
-CONVEX 18852    'GT_PK(2,2)'      12505  47193  12571  47182  47191  12641
-CONVEX 18853    'GT_PK(2,2)'      12571  47193  12505  47194  28735  12435
-CONVEX 18854    'GT_PK(2,2)'      12502  47195  12571  38239  47194  12435
-CONVEX 18855    'GT_PK(2,2)'      12638  47192  12571  38227  47195  12502
-CONVEX 18856    'GT_PK(2,2)'      12450  47196  12514  47197  47198  12379
-CONVEX 18857    'GT_PK(2,2)'      12514  47199  12444  47198  38236  12379
-CONVEX 18858    'GT_PK(2,2)'      12514  47196  12450  47200  28191  12585
-CONVEX 18859    'GT_PK(2,2)'      12649  47201  12514  28578  47200  12585
-CONVEX 18860    'GT_PK(2,2)'      12308  47202  12374  28755  47203  12239
-CONVEX 18861    'GT_PK(2,2)'      12444  47204  12374  38235  47202  12308
-CONVEX 18862    'GT_PK(2,2)'      12301  47205  12374  38244  47206  12437
-CONVEX 18863    'GT_PK(2,2)'      12239  47203  12374  38230  47205  12301
-CONVEX 18864    'GT_PK(2,2)'      12303  47207  12233  47208  28812  12165
-CONVEX 18865    'GT_PK(2,2)'      12303  47209  12370  47207  38275  12233
-CONVEX 18866    'GT_PK(2,2)'      12235  47210  12303  38282  47208  12165
-CONVEX 18867    'GT_PK(2,2)'      12370  47209  12303  38270  47211  12439
-CONVEX 18868    'GT_PK(2,2)'      11882  47212  11813  47213  47214  11952
-CONVEX 18869    'GT_PK(2,2)'      12021  47215  12091  47216  28819  12161
-CONVEX 18870    'GT_PK(2,2)'      12021  47217  11952  47215  38277  12091
-CONVEX 18871    'GT_PK(2,2)'      12021  47218  11882  47217  47213  11952
-CONVEX 18872    'GT_PK(2,2)'      12089  47219  12021  28377  47216  12161
-CONVEX 18873    'GT_PK(2,2)'      12021  47219  12089  47220  37843  11950
-CONVEX 18874    'GT_PK(2,2)'      11882  47218  12021  47221  47220  11950
-CONVEX 18875    'GT_PK(2,2)'      11529  47222  11601  47223  47224  11671
-CONVEX 18876    'GT_PK(2,2)'      12373  47225  12235  47226  38286  12305
-CONVEX 18877    'GT_PK(2,2)'      12373  47226  12305  47227  28829  12442
-CONVEX 18878    'GT_PK(2,2)'      12303  47228  12373  47211  47229  12439
-CONVEX 18879    'GT_PK(2,2)'      12373  47228  12303  47225  47210  12235
-CONVEX 18880    'GT_PK(2,2)'      12508  47230  12373  22012  47227  12442
-CONVEX 18881    'GT_PK(2,2)'      12373  47230  12508  47229  22010  12439
-CONVEX 18882    'GT_PK(2,2)'      11246  47231  11390  47232  38318  11318
-CONVEX 18883    'GT_PK(2,2)'      11174  47233  11246  30498  47232  11318
-CONVEX 18884    'GT_PK(2,2)'      11103  47234  11246  30505  47233  11174
-CONVEX 18885    'GT_PK(2,2)'      11175  47235  11246  39877  47234  11103
-CONVEX 18886    'GT_PK(2,2)'      11319  47236  11175  47237  39880  11248
-CONVEX 18887    'GT_PK(2,2)'      11246  47238  11319  47231  47239  11390
-CONVEX 18888    'GT_PK(2,2)'      11319  47238  11246  47236  47235  11175
-CONVEX 18889    'GT_PK(2,2)'      11460  47240  11531  38315  47241  11389
-CONVEX 18890    'GT_PK(2,2)'      11601  47242  11531  47243  47244  11672
-CONVEX 18891    'GT_PK(2,2)'      11602  47245  11460  47246  38319  11533
-CONVEX 18892    'GT_PK(2,2)'      11531  47247  11602  47244  47248  11672
-CONVEX 18893    'GT_PK(2,2)'      11602  47247  11531  47245  47240  11460
-CONVEX 18894    'GT_PK(2,2)'      11814  47249  11885  47250  38293  11953
-CONVEX 18895    'GT_PK(2,2)'      11814  47251  11744  47249  38321  11885
-CONVEX 18896    'GT_PK(2,2)'      11603  47252  11534  47253  28843  11675
-CONVEX 18897    'GT_PK(2,2)'      11744  47254  11603  38323  47253  11675
-CONVEX 18898    'GT_PK(2,2)'      11177  47255  11320  39866  47256  11248
-CONVEX 18899    'GT_PK(2,2)'      11320  47255  11177  47257  38338  11249
-CONVEX 18900    'GT_PK(2,2)'      11320  47257  11249  47258  28849  11393
-CONVEX 18901    'GT_PK(2,2)'      11463  47259  11320  38328  47258  11393
-CONVEX 18902    'GT_PK(2,2)'      2660  47260  2600  47261  38353  2539
-CONVEX 18903    'GT_PK(2,2)'      2660  47262  2720  47263  29090  2782
-CONVEX 18904    'GT_PK(2,2)'      2722  47264  2660  28910  47263  2782
-CONVEX 18905    'GT_PK(2,2)'      2600  47260  2660  38352  47264  2722
-CONVEX 18906    'GT_PK(2,2)'      2660  47261  2539  47265  29098  2598
-CONVEX 18907    'GT_PK(2,2)'      2720  47262  2660  47266  47265  2598
-CONVEX 18908    'GT_PK(2,2)'      3031  47267  3158  38372  47268  3095
-CONVEX 18909    'GT_PK(2,2)'      3158  47269  3222  47270  28897  3287
-CONVEX 18910    'GT_PK(2,2)'      3158  47271  3093  47269  38383  3222
-CONVEX 18911    'GT_PK(2,2)'      3158  47267  3031  47271  38376  3093
-CONVEX 18912    'GT_PK(2,2)'      3158  47270  3287  47272  16760  3223
-CONVEX 18913    'GT_PK(2,2)'      3095  47268  3158  22070  47272  3223
-CONVEX 18914    'GT_PK(2,2)'      3743  47273  3877  47274  28970  3811
-CONVEX 18915    'GT_PK(2,2)'      3414  47275  3477  28983  47276  3545
-CONVEX 18916    'GT_PK(2,2)'      3477  47275  3414  47277  28979  3347
-CONVEX 18917    'GT_PK(2,2)'      3411  47278  3477  38384  47277  3347
-CONVEX 18918    'GT_PK(2,2)'      3542  47279  3477  38388  47278  3411
-CONVEX 18919    'GT_PK(2,2)'      3604  47280  3669  47281  22179  3738
-CONVEX 18920    'GT_PK(2,2)'      3669  47280  3604  28986  47282  3537
-CONVEX 18921    'GT_PK(2,2)'      3537  47282  3604  22090  47283  3471
-CONVEX 18922    'GT_PK(2,2)'      3604  47284  3539  47283  38391  3471
-CONVEX 18923    'GT_PK(2,2)'      3606  47285  3542  47286  38389  3473
-CONVEX 18924    'GT_PK(2,2)'      3539  47287  3606  38392  47286  3473
-CONVEX 18925    'GT_PK(2,2)'      2017  47288  2129  47289  22267  2075
-CONVEX 18926    'GT_PK(2,2)'      1968  47290  2017  38405  47289  2075
-CONVEX 18927    'GT_PK(2,2)'      2129  47288  2017  22266  47291  2073
-CONVEX 18928    'GT_PK(2,2)'      1749  47292  1703  38411  47293  1647
-CONVEX 18929    'GT_PK(2,2)'      1703  47294  1600  47293  38418  1647
-CONVEX 18930    'GT_PK(2,2)'      1703  47295  1757  47296  38415  1654
-CONVEX 18931    'GT_PK(2,2)'      1600  47294  1703  38420  47296  1654
-CONVEX 18932    'GT_PK(2,2)'      3670  47297  3739  38444  47298  3806
-CONVEX 18933    'GT_PK(2,2)'      3874  47299  3739  18385  47300  3808
-CONVEX 18934    'GT_PK(2,2)'      3806  47298  3739  38451  47299  3874
-CONVEX 18935    'GT_PK(2,2)'      3605  47301  3739  38542  47297  3670
-CONVEX 18936    'GT_PK(2,2)'      4079  47302  4147  47303  38992  4009
-CONVEX 18937    'GT_PK(2,2)'      4079  47304  3942  47305  38452  4011
-CONVEX 18938    'GT_PK(2,2)'      3942  47304  4079  47306  47303  4009
-CONVEX 18939    'GT_PK(2,2)'      4147  47302  4079  39002  47307  4215
-CONVEX 18940    'GT_PK(2,2)'      4079  47308  4149  47307  22675  4215
-CONVEX 18941    'GT_PK(2,2)'      4149  47308  4079  18778  47305  4011
-CONVEX 18942    'GT_PK(2,2)'      2649  47309  2709  38456  47310  2772
-CONVEX 18943    'GT_PK(2,2)'      2709  47311  2833  47310  29025  2772
-CONVEX 18944    'GT_PK(2,2)'      2833  47311  2709  29027  47312  2770
-CONVEX 18945    'GT_PK(2,2)'      2178  47313  2292  47314  38461  2235
-CONVEX 18946    'GT_PK(2,2)'      2178  47315  2123  47316  38459  2069
-CONVEX 18947    'GT_PK(2,2)'      2123  47315  2178  38457  47314  2235
-CONVEX 18948    'GT_PK(2,2)'      2178  47317  110  47318  47319  112
-CONVEX 18949    'GT_PK(2,2)'      110  47317  2178  29048  47316  2069
-CONVEX 18950    'GT_PK(2,2)'      2065  47320  2122  47321  38466  2011
-CONVEX 18951    'GT_PK(2,2)'      2065  47322  1955  47323  22225  2010
-CONVEX 18952    'GT_PK(2,2)'      2065  47321  2011  47322  22233  1955
-CONVEX 18953    'GT_PK(2,2)'      2123  47324  2065  38460  47323  2010
-CONVEX 18954    'GT_PK(2,2)'      2065  47324  2123  47325  38458  2180
-CONVEX 18955    'GT_PK(2,2)'      2122  47320  2065  38469  47325  2180
-CONVEX 18956    'GT_PK(2,2)'      2356  47326  2417  29078  47327  2299
-CONVEX 18957    'GT_PK(2,2)'      2417  47328  2359  47327  38474  2299
-CONVEX 18958    'GT_PK(2,2)'      2359  47328  2417  38473  47329  2477
-CONVEX 18959    'GT_PK(2,2)'      2780  47330  2717  38480  47331  2841
-CONVEX 18960    'GT_PK(2,2)'      2717  47332  2778  47331  22189  2841
-CONVEX 18961    'GT_PK(2,2)'      2717  47333  2656  47332  28995  2778
-CONVEX 18962    'GT_PK(2,2)'      2717  47334  2596  47333  47335  2656
-CONVEX 18963    'GT_PK(2,2)'      2658  47336  2720  47337  47266  2598
-CONVEX 18964    'GT_PK(2,2)'      2658  47338  2780  47336  38479  2720
-CONVEX 18965    'GT_PK(2,2)'      2658  47337  2598  47339  29092  2537
-CONVEX 18966    'GT_PK(2,2)'      2658  47340  2717  47338  47330  2780
-CONVEX 18967    'GT_PK(2,2)'      2596  47341  2658  38476  47339  2537
-CONVEX 18968    'GT_PK(2,2)'      2717  47340  2658  47334  47341  2596
-CONVEX 18969    'GT_PK(2,2)'      3083  47342  3211  38503  47343  3147
-CONVEX 18970    'GT_PK(2,2)'      3147  47343  3211  38492  47344  3275
-CONVEX 18971    'GT_PK(2,2)'      3211  47345  3340  47344  38494  3275
-CONVEX 18972    'GT_PK(2,2)'      3148  47346  3020  47347  29136  3085
-CONVEX 18973    'GT_PK(2,2)'      3148  47348  3083  47346  38506  3020
-CONVEX 18974    'GT_PK(2,2)'      3148  47349  3211  47348  47342  3083
-CONVEX 18975    'GT_PK(2,2)'      3148  47347  3085  47350  18487  3213
-CONVEX 18976    'GT_PK(2,2)'      2718  47351  123  38531  47352  125
-CONVEX 18977    'GT_PK(2,2)'      5742  47353  5672  47354  46798  5818
-CONVEX 18978    'GT_PK(2,2)'      5528  47041  5672  47355  47356  5598
-CONVEX 18979    'GT_PK(2,2)'      5672  47353  5742  47356  47357  5598
-CONVEX 18980    'GT_PK(2,2)'      3862  47358  148  47359  38534  3937
-CONVEX 18981    'GT_PK(2,2)'      3862  47360  3732  47361  29160  146
-CONVEX 18982    'GT_PK(2,2)'      148  47358  3862  47362  47361  146
-CONVEX 18983    'GT_PK(2,2)'      3732  47360  3862  29158  47363  3798
-CONVEX 18984    'GT_PK(2,2)'      3862  47364  3933  47363  39167  3798
-CONVEX 18985    'GT_PK(2,2)'      3862  47359  3937  47365  29171  4002
-CONVEX 18986    'GT_PK(2,2)'      3933  47364  3862  39170  47365  4002
-CONVEX 18987    'GT_PK(2,2)'      3742  47366  3607  47367  38546  3675
-CONVEX 18988    'GT_PK(2,2)'      3742  47367  3675  47368  47369  3812
-CONVEX 18989    'GT_PK(2,2)'      3742  47370  3878  47371  18686  3808
-CONVEX 18990    'GT_PK(2,2)'      3742  47368  3812  47370  22608  3878
-CONVEX 18991    'GT_PK(2,2)'      8372  47372  8231  47373  38585  8381
-CONVEX 18992    'GT_PK(2,2)'      8231  47372  8372  38592  47374  8228
-CONVEX 18993    'GT_PK(2,2)'      8372  47373  8381  47375  46292  8461
-CONVEX 18994    'GT_PK(2,2)'      8228  47374  8372  38598  47376  8300
-CONVEX 18995    'GT_PK(2,2)'      8307  47377  8382  47378  38646  8232
-CONVEX 18996    'GT_PK(2,2)'      8382  47377  8307  38648  47379  8457
-CONVEX 18997    'GT_PK(2,2)'      8458  47380  8387  38602  47381  8533
-CONVEX 18998    'GT_PK(2,2)'      8372  47382  8387  47376  47383  8300
-CONVEX 18999    'GT_PK(2,2)'      8533  47381  8387  29243  47384  8461
-CONVEX 19000    'GT_PK(2,2)'      8387  47382  8372  47384  47375  8461
-CONVEX 19001    'GT_PK(2,2)'      8531  47385  8607  47386  22422  8681
-CONVEX 19002    'GT_PK(2,2)'      8531  47387  8458  47385  38603  8607
-CONVEX 19003    'GT_PK(2,2)'      8156  47388  8367  47389  47390  8233
-CONVEX 19004    'GT_PK(2,2)'      8367  47388  8156  47391  38600  8300
-CONVEX 19005    'GT_PK(2,2)'      8387  47392  8367  47383  47391  8300
-CONVEX 19006    'GT_PK(2,2)'      8367  47392  8387  47393  47380  8458
-CONVEX 19007    'GT_PK(2,2)'      7466  47394  7392  47395  38744  7542
-CONVEX 19008    'GT_PK(2,2)'      7616  47396  7466  47397  47395  7542
-CONVEX 19009    'GT_PK(2,2)'      7392  47394  7466  38616  47398  7288
-CONVEX 19010    'GT_PK(2,2)'      7466  47396  7616  47399  38620  7540
-CONVEX 19011    'GT_PK(2,2)'      7361  47400  7466  29321  47399  7540
-CONVEX 19012    'GT_PK(2,2)'      7466  47400  7361  47398  29322  7288
-CONVEX 19013    'GT_PK(2,2)'      7399  47401  7548  47402  38630  7474
-CONVEX 19014    'GT_PK(2,2)'      7399  47403  7323  47404  22437  7249
-CONVEX 19015    'GT_PK(2,2)'      7323  47403  7399  38628  47402  7474
-CONVEX 19016    'GT_PK(2,2)'      7399  47404  7249  47405  16953  7322
-CONVEX 19017    'GT_PK(2,2)'      7472  47406  7399  29272  47405  7322
-CONVEX 19018    'GT_PK(2,2)'      7548  47401  7399  38633  47406  7472
-CONVEX 19019    'GT_PK(2,2)'      8386  47407  8462  47408  47409  8537
-CONVEX 19020    'GT_PK(2,2)'      8386  47410  8463  47411  38637  8311
-CONVEX 19021    'GT_PK(2,2)'      8463  47410  8386  38639  47408  8537
-CONVEX 19022    'GT_PK(2,2)'      8462  47412  8384  47413  47414  8535
-CONVEX 19023    'GT_PK(2,2)'      8384  47415  8459  47414  47416  8535
-CONVEX 19024    'GT_PK(2,2)'      8089  47417  8068  47418  38640  7991
-CONVEX 19025    'GT_PK(2,2)'      8089  47418  7991  47419  29275  8008
-CONVEX 19026    'GT_PK(2,2)'      8156  47420  8089  38601  47419  8008
-CONVEX 19027    'GT_PK(2,2)'      8089  47420  8156  47421  47389  8233
-CONVEX 19028    'GT_PK(2,2)'      8234  47422  8158  38642  47423  8308
-CONVEX 19029    'GT_PK(2,2)'      8308  47423  8158  38647  47424  8232
-CONVEX 19030    'GT_PK(2,2)'      8072  47425  8158  47426  47427  8148
-CONVEX 19031    'GT_PK(2,2)'      8158  47422  8234  47427  47428  8148
-CONVEX 19032    'GT_PK(2,2)'      7848  47429  7923  38651  47430  7774
-CONVEX 19033    'GT_PK(2,2)'      7923  47431  7847  47430  38655  7774
-CONVEX 19034    'GT_PK(2,2)'      7923  47432  7997  47433  47434  8072
-CONVEX 19035    'GT_PK(2,2)'      7997  47432  7923  47435  47429  7848
-CONVEX 19036    'GT_PK(2,2)'      8068  47436  7997  38641  47437  7920
-CONVEX 19037    'GT_PK(2,2)'      7997  47435  7848  47437  38654  7920
-CONVEX 19038    'GT_PK(2,2)'      7844  47438  7917  47439  47440  7767
-CONVEX 19039    'GT_PK(2,2)'      7917  47441  7841  47440  22463  7767
-CONVEX 19040    'GT_PK(2,2)'      7917  47442  7993  47441  29425  7841
-CONVEX 19041    'GT_PK(2,2)'      7621  47443  7470  47444  38610  7547
-CONVEX 19042    'GT_PK(2,2)'      7621  47444  7547  47445  29249  7698
-CONVEX 19043    'GT_PK(2,2)'      7470  47443  7621  38615  47446  7545
-CONVEX 19044    'GT_PK(2,2)'      7621  47447  7695  47446  47448  7545
-CONVEX 19045    'GT_PK(2,2)'      7468  47449  7618  38745  47450  7542
-CONVEX 19046    'GT_PK(2,2)'      7695  47451  7618  47448  47452  7545
-CONVEX 19047    'GT_PK(2,2)'      7618  47449  7468  47452  38746  7545
-CONVEX 19048    'GT_PK(2,2)'      7847  47453  7773  38656  47454  7698
-CONVEX 19049    'GT_PK(2,2)'      7773  47455  7621  47454  47445  7698
-CONVEX 19050    'GT_PK(2,2)'      7695  47456  7773  47457  47458  7846
-CONVEX 19051    'GT_PK(2,2)'      7621  47455  7773  47447  47456  7695
-CONVEX 19052    'GT_PK(2,2)'      8838  47459  8763  38666  47460  8685
-CONVEX 19053    'GT_PK(2,2)'      9139  47461  8988  46325  47462  9063
-CONVEX 19054    'GT_PK(2,2)'      9063  47462  8988  29281  47463  8912
-CONVEX 19055    'GT_PK(2,2)'      8988  47464  8838  47463  38664  8912
-CONVEX 19056    'GT_PK(2,2)'      8988  47461  9139  47465  37323  9065
-CONVEX 19057    'GT_PK(2,2)'      8534  47466  8608  47467  38667  8684
-CONVEX 19058    'GT_PK(2,2)'      8534  47468  8459  47469  47470  8383
-CONVEX 19059    'GT_PK(2,2)'      8308  47471  8456  38644  47472  8383
-CONVEX 19060    'GT_PK(2,2)'      8456  47473  8534  47472  47469  8383
-CONVEX 19061    'GT_PK(2,2)'      8534  47473  8456  47466  47474  8608
-CONVEX 19062    'GT_PK(2,2)'      8608  47474  8456  47475  47476  8532
-CONVEX 19063    'GT_PK(2,2)'      8456  47477  8382  47476  38649  8532
-CONVEX 19064    'GT_PK(2,2)'      8382  47477  8456  38645  47471  8308
-CONVEX 19065    'GT_PK(2,2)'      8608  47478  8682  38668  47479  8758
-CONVEX 19066    'GT_PK(2,2)'      8682  47480  8832  47479  38672  8758
-CONVEX 19067    'GT_PK(2,2)'      8682  47478  8608  47481  47475  8532
-CONVEX 19068    'GT_PK(2,2)'      8831  47482  8981  47483  38681  8907
-CONVEX 19069    'GT_PK(2,2)'      8981  47482  8831  38682  47484  8906
-CONVEX 19070    'GT_PK(2,2)'      8756  47485  8831  22423  47486  8681
-CONVEX 19071    'GT_PK(2,2)'      8906  47484  8831  38675  47485  8756
-CONVEX 19072    'GT_PK(2,2)'      6222  47487  6294  29521  47488  6369
-CONVEX 19073    'GT_PK(2,2)'      6294  47487  6222  47489  38709  6146
-CONVEX 19074    'GT_PK(2,2)'      6662  47490  6514  29510  47491  6586
-CONVEX 19075    'GT_PK(2,2)'      6590  47492  6514  29511  47490  6662
-CONVEX 19076    'GT_PK(2,2)'      6511  47493  6439  38703  47494  6362
-CONVEX 19077    'GT_PK(2,2)'      6439  47493  6511  47495  38684  6586
-CONVEX 19078    'GT_PK(2,2)'      6514  47496  6439  47491  47495  6586
-CONVEX 19079    'GT_PK(2,2)'      6439  47496  6514  47497  47498  6367
-CONVEX 19080    'GT_PK(2,2)'      6358  47499  6434  47500  38704  6287
-CONVEX 19081    'GT_PK(2,2)'      6434  47499  6358  38699  47501  6506
-CONVEX 19082    'GT_PK(2,2)'      5778  47502  5633  47503  47504  5704
-CONVEX 19083    'GT_PK(2,2)'      5633  47505  5558  47504  47506  5704
-CONVEX 19084    'GT_PK(2,2)'      5706  47507  5634  47508  38950  5562
-CONVEX 19085    'GT_PK(2,2)'      5634  47507  5706  38948  47509  5780
-CONVEX 19086    'GT_PK(2,2)'      5633  47510  5706  47511  47508  5562
-CONVEX 19087    'GT_PK(2,2)'      5706  47510  5633  47512  47502  5778
-CONVEX 19088    'GT_PK(2,2)'      5849  47513  5778  47514  47503  5704
-CONVEX 19089    'GT_PK(2,2)'      5631  47515  5558  47516  47517  5486
-CONVEX 19090    'GT_PK(2,2)'      5631  47518  5556  47519  38862  5702
-CONVEX 19091    'GT_PK(2,2)'      5556  47518  5631  38864  47516  5486
-CONVEX 19092    'GT_PK(2,2)'      5558  47515  5631  47506  47520  5704
-CONVEX 19093    'GT_PK(2,2)'      6139  47521  6068  47522  47523  5992
-CONVEX 19094    'GT_PK(2,2)'      6062  47524  6139  22452  47522  5992
-CONVEX 19095    'GT_PK(2,2)'      5698  47525  5769  47526  38718  5843
-CONVEX 19096    'GT_PK(2,2)'      5772  47527  5698  38867  47526  5843
-CONVEX 19097    'GT_PK(2,2)'      5698  47527  5772  47528  38869  5627
-CONVEX 19098    'GT_PK(2,2)'      5552  47529  5481  47530  47531  5626
-CONVEX 19099    'GT_PK(2,2)'      5840  47532  5912  47533  38713  5985
-CONVEX 19100    'GT_PK(2,2)'      5913  47534  5840  22451  47533  5985
-CONVEX 19101    'GT_PK(2,2)'      5769  47535  5840  38719  47534  5913
-CONVEX 19102    'GT_PK(2,2)'      5195  47536  5338  47537  47538  5267
-CONVEX 19103    'GT_PK(2,2)'      5481  47539  5338  47540  47541  5408
-CONVEX 19104    'GT_PK(2,2)'      5338  47542  5266  47541  38851  5408
-CONVEX 19105    'GT_PK(2,2)'      5266  47542  5338  47543  47536  5195
-CONVEX 19106    'GT_PK(2,2)'      5481  47544  5555  47531  47545  5626
-CONVEX 19107    'GT_PK(2,2)'      5555  47544  5481  47546  47540  5408
-CONVEX 19108    'GT_PK(2,2)'      5555  47546  5408  47547  29455  5485
-CONVEX 19109    'GT_PK(2,2)'      5630  47548  5555  29444  47547  5485
-CONVEX 19110    'GT_PK(2,2)'      7189  47549  7111  47550  38723  7036
-CONVEX 19111    'GT_PK(2,2)'      7189  47551  7266  47552  47553  7342
-CONVEX 19112    'GT_PK(2,2)'      7338  47554  7415  47555  38724  7491
-CONVEX 19113    'GT_PK(2,2)'      7412  47556  7338  22496  47555  7491
-CONVEX 19114    'GT_PK(2,2)'      7338  47557  7261  47558  29408  7186
-CONVEX 19115    'GT_PK(2,2)'      7261  47557  7338  29412  47556  7412
-CONVEX 19116    'GT_PK(2,2)'      7421  47559  7496  47560  38729  7342
-CONVEX 19117    'GT_PK(2,2)'      7266  47561  7421  47553  47560  7342
-CONVEX 19118    'GT_PK(2,2)'      7496  47559  7421  38731  47562  7582
-CONVEX 19119    'GT_PK(2,2)'      7347  47563  7421  38737  47561  7266
-CONVEX 19120    'GT_PK(2,2)'      7582  47562  7421  22500  47564  7508
-CONVEX 19121    'GT_PK(2,2)'      7421  47563  7347  47564  38740  7508
-CONVEX 19122    'GT_PK(2,2)'      7339  47565  7411  47566  47567  7489
-CONVEX 19123    'GT_PK(2,2)'      7190  47568  7339  22769  47569  7265
-CONVEX 19124    'GT_PK(2,2)'      7263  47570  7339  38758  47568  7190
-CONVEX 19125    'GT_PK(2,2)'      7411  47565  7339  38799  47570  7263
-CONVEX 19126    'GT_PK(2,2)'      7339  47571  7414  47569  39736  7265
-CONVEX 19127    'GT_PK(2,2)'      7414  47571  7339  47572  47566  7489
-CONVEX 19128    'GT_PK(2,2)'      7411  47573  7563  47567  47574  7489
-CONVEX 19129    'GT_PK(2,2)'      7642  47575  7563  30325  47576  7488
-CONVEX 19130    'GT_PK(2,2)'      7563  47573  7411  47576  38798  7488
-CONVEX 19131    'GT_PK(2,2)'      8063  47577  7970  47578  38803  7904
-CONVEX 19132    'GT_PK(2,2)'      8063  47578  7904  47579  29434  7990
-CONVEX 19133    'GT_PK(2,2)'      8063  47579  7990  47580  38808  8141
-CONVEX 19134    'GT_PK(2,2)'      8211  47581  8063  29378  47580  8141
-CONVEX 19135    'GT_PK(2,2)'      5061  47582  5204  38830  47583  5133
-CONVEX 19136    'GT_PK(2,2)'      5204  47584  5277  47583  22562  5133
-CONVEX 19137    'GT_PK(2,2)'      5277  47584  5204  22577  47585  5347
-CONVEX 19138    'GT_PK(2,2)'      5204  47586  5276  47585  38827  5347
-CONVEX 19139    'GT_PK(2,2)'      5276  47586  5204  47587  47588  5132
-CONVEX 19140    'GT_PK(2,2)'      5204  47582  5061  47588  47589  5132
-CONVEX 19141    'GT_PK(2,2)'      5061  47590  4989  47589  47591  5132
-CONVEX 19142    'GT_PK(2,2)'      4918  47592  4989  29584  47593  4847
-CONVEX 19143    'GT_PK(2,2)'      4989  47592  4918  47594  38817  5060
-CONVEX 19144    'GT_PK(2,2)'      5132  47591  4989  47595  47594  5060
-CONVEX 19145    'GT_PK(2,2)'      5264  47596  5125  47597  29453  5189
-CONVEX 19146    'GT_PK(2,2)'      5350  47598  5264  38837  47597  5189
-CONVEX 19147    'GT_PK(2,2)'      5125  47596  5264  29449  47599  5194
-CONVEX 19148    'GT_PK(2,2)'      5264  47600  5336  47599  38852  5194
-CONVEX 19149    'GT_PK(2,2)'      5415  47601  5561  47602  29443  5485
-CONVEX 19150    'GT_PK(2,2)'      5336  47603  5415  29456  47602  5485
-CONVEX 19151    'GT_PK(2,2)'      5415  47604  5495  47601  29504  5561
-CONVEX 19152    'GT_PK(2,2)'      5415  47605  5350  47604  38839  5495
-CONVEX 19153    'GT_PK(2,2)'      5264  47606  5415  47600  47603  5336
-CONVEX 19154    'GT_PK(2,2)'      5415  47606  5264  47605  47598  5350
-CONVEX 19155    'GT_PK(2,2)'      4844  47607  4914  29592  47608  4985
-CONVEX 19156    'GT_PK(2,2)'      4914  47609  5056  47608  38881  4985
-CONVEX 19157    'GT_PK(2,2)'      5056  47609  4914  38858  47610  4984
-CONVEX 19158    'GT_PK(2,2)'      4914  47611  4842  47610  47612  4984
-CONVEX 19159    'GT_PK(2,2)'      4702  47613  4631  47614  22665  4771
-CONVEX 19160    'GT_PK(2,2)'      4842  47615  4702  47616  47614  4771
-CONVEX 19161    'GT_PK(2,2)'      4631  47613  4702  22663  47617  4565
-CONVEX 19162    'GT_PK(2,2)'      4565  47617  4702  22660  47618  4635
-CONVEX 19163    'GT_PK(2,2)'      5343  47619  5200  38886  47620  5270
-CONVEX 19164    'GT_PK(2,2)'      5128  47621  5200  38883  47622  5058
-CONVEX 19165    'GT_PK(2,2)'      5200  47621  5128  47620  38878  5270
-CONVEX 19166    'GT_PK(2,2)'      5272  47623  5200  47624  47619  5343
-CONVEX 19167    'GT_PK(2,2)'      6671  47625  6512  38901  47626  6596
-CONVEX 19168    'GT_PK(2,2)'      6587  47627  6512  29495  47625  6671
-CONVEX 19169    'GT_PK(2,2)'      6596  47626  6512  22542  47628  6436
-CONVEX 19170    'GT_PK(2,2)'      6512  47629  6356  47628  47630  6436
-CONVEX 19171    'GT_PK(2,2)'      6430  47631  6512  47632  47627  6587
-CONVEX 19172    'GT_PK(2,2)'      6512  47631  6430  47629  47633  6356
-CONVEX 19173    'GT_PK(2,2)'      6281  47634  6207  47635  29500  6134
-CONVEX 19174    'GT_PK(2,2)'      6430  47636  6281  47633  47637  6356
-CONVEX 19175    'GT_PK(2,2)'      6504  47638  6581  38906  47639  6658
-CONVEX 19176    'GT_PK(2,2)'      6740  47640  6581  38690  47641  6663
-CONVEX 19177    'GT_PK(2,2)'      6581  47640  6740  47639  38686  6658
-CONVEX 19178    'GT_PK(2,2)'      6429  47642  6581  47643  47638  6504
-CONVEX 19179    'GT_PK(2,2)'      6364  47644  6214  38909  47645  6300
-CONVEX 19180    'GT_PK(2,2)'      6076  47646  6214  47647  47648  6138
-CONVEX 19181    'GT_PK(2,2)'      6208  47649  6064  47650  47651  6138
-CONVEX 19182    'GT_PK(2,2)'      6064  47649  6208  38913  47652  6134
-CONVEX 19183    'GT_PK(2,2)'      6208  47653  6281  47652  47635  6134
-CONVEX 19184    'GT_PK(2,2)'      6281  47653  6208  47637  47654  6356
-CONVEX 19185    'GT_PK(2,2)'      6064  47655  5998  47651  47656  6138
-CONVEX 19186    'GT_PK(2,2)'      5998  47657  6076  47656  47647  6138
-CONVEX 19187    'GT_PK(2,2)'      6152  47658  6076  47659  47660  6022
-CONVEX 19188    'GT_PK(2,2)'      6152  47661  6278  47662  38890  6300
-CONVEX 19189    'GT_PK(2,2)'      6214  47663  6152  47645  47662  6300
-CONVEX 19190    'GT_PK(2,2)'      6152  47663  6214  47658  47646  6076
-CONVEX 19191    'GT_PK(2,2)'      6099  47664  6152  38842  47659  6022
-CONVEX 19192    'GT_PK(2,2)'      6278  47661  6152  38891  47664  6099
-CONVEX 19193    'GT_PK(2,2)'      5909  47665  5984  47666  38841  6022
-CONVEX 19194    'GT_PK(2,2)'      5797  47667  5705  47668  38914  5637
-CONVEX 19195    'GT_PK(2,2)'      5762  47669  5797  38923  47668  5637
-CONVEX 19196    'GT_PK(2,2)'      5705  47667  5797  38918  47670  5855
-CONVEX 19197    'GT_PK(2,2)'      5909  47671  5797  47672  47669  5762
-CONVEX 19198    'GT_PK(2,2)'      6885  47673  6811  47674  38925  6736
-CONVEX 19199    'GT_PK(2,2)'      6885  47674  6736  47675  29300  6809
-CONVEX 19200    'GT_PK(2,2)'      6962  47676  6885  29333  47675  6809
-CONVEX 19201    'GT_PK(2,2)'      7038  47677  6885  38734  47676  6962
-CONVEX 19202    'GT_PK(2,2)'      6887  47678  6960  29331  47679  7036
-CONVEX 19203    'GT_PK(2,2)'      6811  47680  6960  38926  47678  6887
-CONVEX 19204    'GT_PK(2,2)'      6960  47681  6885  47682  47677  7038
-CONVEX 19205    'GT_PK(2,2)'      6885  47681  6960  47673  47680  6811
-CONVEX 19206    'GT_PK(2,2)'      6665  47683  6517  38930  47684  6590
-CONVEX 19207    'GT_PK(2,2)'      6592  47685  6665  47686  38931  6741
-CONVEX 19208    'GT_PK(2,2)'      6592  47687  6668  47688  29365  6519
-CONVEX 19209    'GT_PK(2,2)'      6592  47686  6741  47687  38761  6668
-CONVEX 19210    'GT_PK(2,2)'      6592  47689  6517  47685  47683  6665
-CONVEX 19211    'GT_PK(2,2)'      6075  47690  6002  47691  38932  5929
-CONVEX 19212    'GT_PK(2,2)'      6223  47692  6075  29517  47693  6148
-CONVEX 19213    'GT_PK(2,2)'      6075  47692  6223  47694  29507  6150
-CONVEX 19214    'GT_PK(2,2)'      6002  47690  6075  38935  47694  6150
-CONVEX 19215    'GT_PK(2,2)'      6075  47695  6000  47693  38938  6148
-CONVEX 19216    'GT_PK(2,2)'      6000  47695  6075  47696  47691  5929
-CONVEX 19217    'GT_PK(2,2)'      6000  47697  5926  38937  47698  6073
-CONVEX 19218    'GT_PK(2,2)'      5414  47699  5343  47700  38884  5486
-CONVEX 19219    'GT_PK(2,2)'      5414  47701  5272  47699  47624  5343
-CONVEX 19220    'GT_PK(2,2)'      5558  47702  5414  47517  47700  5486
-CONVEX 19221    'GT_PK(2,2)'      5129  47703  5059  47704  38823  4986
-CONVEX 19222    'GT_PK(2,2)'      5129  47705  5200  47706  47623  5272
-CONVEX 19223    'GT_PK(2,2)'      5129  47704  4986  47707  22517  5058
-CONVEX 19224    'GT_PK(2,2)'      5200  47705  5129  47622  47707  5058
-CONVEX 19225    'GT_PK(2,2)'      4988  47708  5130  38818  47709  5060
-CONVEX 19226    'GT_PK(2,2)'      5130  47708  4988  47710  38825  5059
-CONVEX 19227    'GT_PK(2,2)'      5203  47711  5132  47712  47595  5060
-CONVEX 19228    'GT_PK(2,2)'      5203  47713  5276  47711  47587  5132
-CONVEX 19229    'GT_PK(2,2)'      5130  47714  5203  47709  47712  5060
-CONVEX 19230    'GT_PK(2,2)'      5203  47714  5130  47715  47716  5273
-CONVEX 19231    'GT_PK(2,2)'      5414  47717  5344  47701  47718  5272
-CONVEX 19232    'GT_PK(2,2)'      5490  47719  5417  38951  47720  5562
-CONVEX 19233    'GT_PK(2,2)'      5344  47721  5417  47722  47723  5273
-CONVEX 19234    'GT_PK(2,2)'      3745  47724  3880  47725  38957  3812
-CONVEX 19235    'GT_PK(2,2)'      3675  47726  3745  47369  47725  3812
-CONVEX 19236    'GT_PK(2,2)'      3813  47727  3745  29560  47728  3680
-CONVEX 19237    'GT_PK(2,2)'      3880  47724  3745  38961  47727  3813
-CONVEX 19238    'GT_PK(2,2)'      3745  47729  3609  47728  38953  3680
-CONVEX 19239    'GT_PK(2,2)'      3609  47729  3745  38954  47726  3675
-CONVEX 19240    'GT_PK(2,2)'      4218  47730  4148  47731  38962  4286
-CONVEX 19241    'GT_PK(2,2)'      4358  47732  4218  38443  47731  4286
-CONVEX 19242    'GT_PK(2,2)'      4150  47733  4218  38438  47734  4290
-CONVEX 19243    'GT_PK(2,2)'      4218  47732  4358  47734  38441  4290
-CONVEX 19244    'GT_PK(2,2)'      4148  47735  4080  38979  47736  4010
-CONVEX 19245    'GT_PK(2,2)'      3944  47737  4080  38965  47738  4013
-CONVEX 19246    'GT_PK(2,2)'      4080  47737  3944  47736  38966  4010
-CONVEX 19247    'GT_PK(2,2)'      4218  47739  4080  47730  47735  4148
-CONVEX 19248    'GT_PK(2,2)'      4080  47740  4150  47738  38435  4013
-CONVEX 19249    'GT_PK(2,2)'      4080  47739  4218  47740  47733  4150
-CONVEX 19250    'GT_PK(2,2)'      3872  47741  3940  47742  38970  3805
-CONVEX 19251    'GT_PK(2,2)'      3737  47743  3872  22183  47742  3805
-CONVEX 19252    'GT_PK(2,2)'      3806  47744  3872  38446  47743  3737
-CONVEX 19253    'GT_PK(2,2)'      3942  47745  3872  38449  47744  3806
-CONVEX 19254    'GT_PK(2,2)'      3872  47745  3942  47746  47306  4009
-CONVEX 19255    'GT_PK(2,2)'      3940  47741  3872  38996  47746  4009
-CONVEX 19256    'GT_PK(2,2)'      5123  47747  5266  47748  47543  5195
-CONVEX 19257    'GT_PK(2,2)'      5050  47749  5123  47750  47748  5195
-CONVEX 19258    'GT_PK(2,2)'      5123  47749  5050  47751  47752  4980
-CONVEX 19259    'GT_PK(2,2)'      5123  47751  4980  47753  37596  5051
-CONVEX 19260    'GT_PK(2,2)'      5194  47754  5123  29451  47753  5051
-CONVEX 19261    'GT_PK(2,2)'      5266  47747  5123  38853  47754  5194
-CONVEX 19262    'GT_PK(2,2)'      4841  47755  4910  47756  47757  4981
-CONVEX 19263    'GT_PK(2,2)'      4910  47758  5050  47757  47759  4981
-CONVEX 19264    'GT_PK(2,2)'      4910  47760  4839  47761  37600  4980
-CONVEX 19265    'GT_PK(2,2)'      5050  47758  4910  47752  47761  4980
-CONVEX 19266    'GT_PK(2,2)'      4912  47762  4841  47763  47756  4981
-CONVEX 19267    'GT_PK(2,2)'      5053  47764  4912  47765  47763  4981
-CONVEX 19268    'GT_PK(2,2)'      4841  47762  4912  39011  47766  4771
-CONVEX 19269    'GT_PK(2,2)'      4912  47764  5053  47767  39014  4984
-CONVEX 19270    'GT_PK(2,2)'      4912  47768  4842  47766  47616  4771
-CONVEX 19271    'GT_PK(2,2)'      4842  47768  4912  47612  47767  4984
-CONVEX 19272    'GT_PK(2,2)'      5124  47769  5053  47770  47765  4981
-CONVEX 19273    'GT_PK(2,2)'      5124  47771  5195  47772  47537  5267
-CONVEX 19274    'GT_PK(2,2)'      5196  47773  5124  29461  47772  5267
-CONVEX 19275    'GT_PK(2,2)'      5053  47769  5124  39013  47773  5196
-CONVEX 19276    'GT_PK(2,2)'      5124  47774  5050  47771  47750  5195
-CONVEX 19277    'GT_PK(2,2)'      5050  47774  5124  47759  47770  4981
-CONVEX 19278    'GT_PK(2,2)'      6677  47775  6824  39568  47776  6752
-CONVEX 19279    'GT_PK(2,2)'      6824  47777  6901  47776  23159  6752
-CONVEX 19280    'GT_PK(2,2)'      6901  47777  6824  47778  47779  6972
-CONVEX 19281    'GT_PK(2,2)'      6824  47780  6897  47779  39040  6972
-CONVEX 19282    'GT_PK(2,2)'      6824  47775  6677  47781  39047  6750
-CONVEX 19283    'GT_PK(2,2)'      6897  47780  6824  39054  47781  6750
-CONVEX 19284    'GT_PK(2,2)'      6601  47782  6674  39048  47783  6750
-CONVEX 19285    'GT_PK(2,2)'      6674  47784  6821  47783  39053  6750
-CONVEX 19286    'GT_PK(2,2)'      6674  47782  6601  47785  39044  6526
-CONVEX 19287    'GT_PK(2,2)'      6821  47784  6674  39050  47786  6747
-CONVEX 19288    'GT_PK(2,2)'      6674  47787  6599  47786  29662  6747
-CONVEX 19289    'GT_PK(2,2)'      6599  47787  6674  39031  47785  6526
-CONVEX 19290    'GT_PK(2,2)'      6303  47788  6451  47789  39028  6378
-CONVEX 19291    'GT_PK(2,2)'      6231  47790  6303  39058  47789  6378
-CONVEX 19292    'GT_PK(2,2)'      6303  47791  6228  47792  22789  6375
-CONVEX 19293    'GT_PK(2,2)'      6451  47788  6303  39033  47792  6375
-CONVEX 19294    'GT_PK(2,2)'      5365  47793  5510  47794  47795  5438
-CONVEX 19295    'GT_PK(2,2)'      5510  47796  5583  47795  39128  5438
-CONVEX 19296    'GT_PK(2,2)'      5583  47796  5510  39125  47797  5655
-CONVEX 19297    'GT_PK(2,2)'      5655  47797  5510  39134  47798  5581
-CONVEX 19298    'GT_PK(2,2)'      5510  47799  5436  47798  39094  5581
-CONVEX 19299    'GT_PK(2,2)'      5436  47799  5510  39096  47793  5365
-CONVEX 19300    'GT_PK(2,2)'      5294  47800  5365  47801  47794  5438
-CONVEX 19301    'GT_PK(2,2)'      5288  47802  5362  39075  47803  5218
-CONVEX 19302    'GT_PK(2,2)'      5432  47804  5362  47805  47802  5288
-CONVEX 19303    'GT_PK(2,2)'      5362  47806  5290  47803  47807  5218
-CONVEX 19304    'GT_PK(2,2)'      5290  47806  5362  39102  47808  5435
-CONVEX 19305    'GT_PK(2,2)'      5001  47809  5143  39073  47810  5072
-CONVEX 19306    'GT_PK(2,2)'      5286  47811  5143  47812  47813  5214
-CONVEX 19307    'GT_PK(2,2)'      5143  47814  5070  47813  29740  5214
-CONVEX 19308    'GT_PK(2,2)'      5143  47809  5001  47814  47815  5070
-CONVEX 19309    'GT_PK(2,2)'      5145  47816  5216  39074  47817  5288
-CONVEX 19310    'GT_PK(2,2)'      5216  47816  5145  47818  39165  5072
-CONVEX 19311    'GT_PK(2,2)'      5143  47819  5216  47810  47818  5072
-CONVEX 19312    'GT_PK(2,2)'      5216  47819  5143  47820  47811  5286
-CONVEX 19313    'GT_PK(2,2)'      5357  47821  5286  47822  47812  5214
-CONVEX 19314    'GT_PK(2,2)'      5504  47823  5357  29767  47824  5429
-CONVEX 19315    'GT_PK(2,2)'      5284  47825  5357  39066  47822  5214
-CONVEX 19316    'GT_PK(2,2)'      5357  47825  5284  47824  39068  5429
-CONVEX 19317    'GT_PK(2,2)'      5868  47826  5795  47827  47828  5943
-CONVEX 19318    'GT_PK(2,2)'      5795  47826  5868  47829  47830  5722
-CONVEX 19319    'GT_PK(2,2)'      5798  47831  5868  39115  47832  5944
-CONVEX 19320    'GT_PK(2,2)'      5868  47831  5798  47830  39112  5722
-CONVEX 19321    'GT_PK(2,2)'      5650  47833  5795  47834  47829  5722
-CONVEX 19322    'GT_PK(2,2)'      5650  47835  5721  47833  47836  5795
-CONVEX 19323    'GT_PK(2,2)'      6171  47837  6319  47838  47839  6246
-CONVEX 19324    'GT_PK(2,2)'      6244  47840  6171  47841  47842  6096
-CONVEX 19325    'GT_PK(2,2)'      6244  47843  6317  47844  39117  6391
-CONVEX 19326    'GT_PK(2,2)'      6319  47845  6244  47846  47844  6391
-CONVEX 19327    'GT_PK(2,2)'      6244  47845  6319  47840  47837  6171
-CONVEX 19328    'GT_PK(2,2)'      6317  47847  6389  39116  47848  6464
-CONVEX 19329    'GT_PK(2,2)'      6462  47849  6389  47850  47851  6315
-CONVEX 19330    'GT_PK(2,2)'      6169  47852  6244  47853  47841  6096
-CONVEX 19331    'GT_PK(2,2)'      6244  47852  6169  47843  47854  6317
-CONVEX 19332    'GT_PK(2,2)'      5951  47855  5805  47856  47857  5876
-CONVEX 19333    'GT_PK(2,2)'      6102  47858  6174  47859  47860  6249
-CONVEX 19334    'GT_PK(2,2)'      6171  47861  6023  47842  47862  6096
-CONVEX 19335    'GT_PK(2,2)'      6023  47863  5948  47862  47864  6096
-CONVEX 19336    'GT_PK(2,2)'      5803  47865  5657  47866  39138  5727
-CONVEX 19337    'GT_PK(2,2)'      5367  47867  5296  47868  47869  5223
-CONVEX 19338    'GT_PK(2,2)'      5512  47870  5367  39129  47871  5438
-CONVEX 19339    'GT_PK(2,2)'      5367  47872  5294  47871  47801  5438
-CONVEX 19340    'GT_PK(2,2)'      5294  47872  5367  47873  47868  5223
-CONVEX 19341    'GT_PK(2,2)'      5296  47874  5440  47875  47876  5369
-CONVEX 19342    'GT_PK(2,2)'      5585  47877  5440  39141  47878  5512
-CONVEX 19343    'GT_PK(2,2)'      5440  47879  5367  47878  47870  5512
-CONVEX 19344    'GT_PK(2,2)'      5367  47879  5440  47867  47874  5296
-CONVEX 19345    'GT_PK(2,2)'      5589  47880  5734  47881  43204  5662
-CONVEX 19346    'GT_PK(2,2)'      5374  47882  5445  33256  47883  5520
-CONVEX 19347    'GT_PK(2,2)'      5572  47884  5502  47885  39149  5427
-CONVEX 19348    'GT_PK(2,2)'      5572  47886  5645  47887  29770  5717
-CONVEX 19349    'GT_PK(2,2)'      5645  47886  5572  29775  47888  5500
-CONVEX 19350    'GT_PK(2,2)'      5572  47885  5427  47888  39145  5500
-CONVEX 19351    'GT_PK(2,2)'      5502  47889  5647  39147  47890  5574
-CONVEX 19352    'GT_PK(2,2)'      5647  47891  5719  47890  47892  5574
-CONVEX 19353    'GT_PK(2,2)'      5719  47891  5647  47893  47894  5792
-CONVEX 19354    'GT_PK(2,2)'      5792  47894  5647  29792  47895  5717
-CONVEX 19355    'GT_PK(2,2)'      5647  47896  5572  47895  47887  5717
-CONVEX 19356    'GT_PK(2,2)'      5572  47896  5647  47884  47889  5502
-CONVEX 19357    'GT_PK(2,2)'      4577  47897  4437  47898  47899  4506
-CONVEX 19358    'GT_PK(2,2)'      4299  47900  4437  39153  47901  4369
-CONVEX 19359    'GT_PK(2,2)'      4437  47902  4507  47901  22833  4369
-CONVEX 19360    'GT_PK(2,2)'      4437  47897  4577  47902  39154  4507
-CONVEX 19361    'GT_PK(2,2)'      4647  47903  4577  47904  47898  4506
-CONVEX 19362    'GT_PK(2,2)'      4647  47905  4715  47906  47907  4787
-CONVEX 19363    'GT_PK(2,2)'      4577  47908  4717  39155  47909  4649
-CONVEX 19364    'GT_PK(2,2)'      4859  47910  4717  29799  47911  4787
-CONVEX 19365    'GT_PK(2,2)'      4717  47912  4647  47911  47906  4787
-CONVEX 19366    'GT_PK(2,2)'      4647  47912  4717  47903  47908  4577
-CONVEX 19367    'GT_PK(2,2)'      4297  47913  4366  29208  47914  4228
-CONVEX 19368    'GT_PK(2,2)'      4436  47915  4366  39156  47913  4297
-CONVEX 19369    'GT_PK(2,2)'      4366  47915  4436  47916  47917  4506
-CONVEX 19370    'GT_PK(2,2)'      4366  47918  4299  47914  39151  4228
-CONVEX 19371    'GT_PK(2,2)'      4437  47919  4366  47899  47916  4506
-CONVEX 19372    'GT_PK(2,2)'      4366  47919  4437  47918  47900  4299
-CONVEX 19373    'GT_PK(2,2)'      4436  47920  4575  47917  47921  4506
-CONVEX 19374    'GT_PK(2,2)'      4575  47922  4647  47921  47904  4506
-CONVEX 19375    'GT_PK(2,2)'      4647  47922  4575  47905  47923  4715
-CONVEX 19376    'GT_PK(2,2)'      4715  47923  4575  47924  47925  4645
-CONVEX 19377    'GT_PK(2,2)'      4645  47925  4575  38562  47926  4504
-CONVEX 19378    'GT_PK(2,2)'      4575  47920  4436  47926  39158  4504
-CONVEX 19379    'GT_PK(2,2)'      5001  47927  4928  47815  47928  5070
-CONVEX 19380    'GT_PK(2,2)'      5070  47928  4928  29742  47929  4998
-CONVEX 19381    'GT_PK(2,2)'      4928  47930  4856  47929  29746  4998
-CONVEX 19382    'GT_PK(2,2)'      4719  47931  4791  39161  47932  4650
-CONVEX 19383    'GT_PK(2,2)'      4652  47933  4721  33474  47934  4793
-CONVEX 19384    'GT_PK(2,2)'      4721  47935  4863  47934  47936  4793
-CONVEX 19385    'GT_PK(2,2)'      4721  47933  4652  47937  33470  4580
-CONVEX 19386    'GT_PK(2,2)'      4721  47938  4791  47935  47939  4863
-CONVEX 19387    'GT_PK(2,2)'      4650  47940  4721  29794  47937  4580
-CONVEX 19388    'GT_PK(2,2)'      4791  47938  4721  47932  47940  4650
-CONVEX 19389    'GT_PK(2,2)'      4789  47941  4719  47942  39160  4649
-CONVEX 19390    'GT_PK(2,2)'      4717  47943  4789  47909  47942  4649
-CONVEX 19391    'GT_PK(2,2)'      4789  47943  4717  47944  47910  4859
-CONVEX 19392    'GT_PK(2,2)'      12201  47945  12062  47946  47947  12133
-CONVEX 19393    'GT_PK(2,2)'      12271  47948  12201  47949  47946  12133
-CONVEX 19394    'GT_PK(2,2)'      12199  47950  12131  29951  47951  12269
-CONVEX 19395    'GT_PK(2,2)'      12131  47952  12201  47951  47953  12269
-CONVEX 19396    'GT_PK(2,2)'      12201  47952  12131  47945  47954  12062
-CONVEX 19397    'GT_PK(2,2)'      12062  47954  12131  39178  47955  11992
-CONVEX 19398    'GT_PK(2,2)'      12131  47956  12060  47955  39283  11992
-CONVEX 19399    'GT_PK(2,2)'      12060  47956  12131  39284  47950  12199
-CONVEX 19400    'GT_PK(2,2)'      11994  47957  11924  47958  39171  11855
-CONVEX 19401    'GT_PK(2,2)'      11994  47959  12062  47957  39177  11924
-CONVEX 19402    'GT_PK(2,2)'      12062  47959  11994  47947  47960  12133
-CONVEX 19403    'GT_PK(2,2)'      11994  47958  11855  47961  29839  11926
-CONVEX 19404    'GT_PK(2,2)'      12064  47962  11994  39219  47961  11926
-CONVEX 19405    'GT_PK(2,2)'      11994  47962  12064  47960  47963  12133
-CONVEX 19406    'GT_PK(2,2)'      12338  47964  12271  47965  47966  12407
-CONVEX 19407    'GT_PK(2,2)'      12338  47967  12201  47964  47948  12271
-CONVEX 19408    'GT_PK(2,2)'      12338  47968  12405  47969  30014  12269
-CONVEX 19409    'GT_PK(2,2)'      12201  47967  12338  47953  47969  12269
-CONVEX 19410    'GT_PK(2,2)'      12271  47970  12340  47966  47971  12407
-CONVEX 19411    'GT_PK(2,2)'      12340  47972  12476  47971  39369  12407
-CONVEX 19412    'GT_PK(2,2)'      12409  47973  12340  18849  47974  12273
-CONVEX 19413    'GT_PK(2,2)'      12476  47972  12340  30011  47973  12409
-CONVEX 19414    'GT_PK(2,2)'      11506  47975  11575  39180  47976  11434
-CONVEX 19415    'GT_PK(2,2)'      11575  47977  11504  47976  39194  11434
-CONVEX 19416    'GT_PK(2,2)'      11504  47977  11575  47978  47979  11644
-CONVEX 19417    'GT_PK(2,2)'      11575  47975  11506  47980  47981  11646
-CONVEX 19418    'GT_PK(2,2)'      11436  47982  11506  47983  39179  11363
-CONVEX 19419    'GT_PK(2,2)'      11788  47984  11859  22873  47985  11928
-CONVEX 19420    'GT_PK(2,2)'      11859  47986  11998  47985  22906  11928
-CONVEX 19421    'GT_PK(2,2)'      11998  47986  11859  18884  47987  11930
-CONVEX 19422    'GT_PK(2,2)'      11859  47988  11789  47987  39182  11930
-CONVEX 19423    'GT_PK(2,2)'      10936  47989  11079  30854  47990  11007
-CONVEX 19424    'GT_PK(2,2)'      11079  47991  11151  47990  39185  11007
-CONVEX 19425    'GT_PK(2,2)'      11151  47991  11079  47992  47993  11224
-CONVEX 19426    'GT_PK(2,2)'      11009  47994  11079  40086  47989  10936
-CONVEX 19427    'GT_PK(2,2)'      11224  47993  11079  29861  47995  11153
-CONVEX 19428    'GT_PK(2,2)'      11079  47994  11009  47995  40090  11153
-CONVEX 19429    'GT_PK(2,2)'      11222  47996  11295  47997  47998  11365
-CONVEX 19430    'GT_PK(2,2)'      11151  47999  11295  39186  47996  11222
-CONVEX 19431    'GT_PK(2,2)'      11295  48000  11438  47998  48001  11365
-CONVEX 19432    'GT_PK(2,2)'      11295  47999  11151  48002  47992  11224
-CONVEX 19433    'GT_PK(2,2)'      11438  48000  11295  22880  48003  11367
-CONVEX 19434    'GT_PK(2,2)'      11295  48002  11224  48003  29860  11367
-CONVEX 19435    'GT_PK(2,2)'      11005  48004  10934  48005  29845  11077
-CONVEX 19436    'GT_PK(2,2)'      11293  48006  11436  48007  47983  11363
-CONVEX 19437    'GT_PK(2,2)'      11293  48008  11222  48009  47997  11365
-CONVEX 19438    'GT_PK(2,2)'      11436  48006  11293  48010  48009  11365
-CONVEX 19439    'GT_PK(2,2)'      11218  48011  11148  39188  48012  11291
-CONVEX 19440    'GT_PK(2,2)'      10786  22230  10931  18896  48013  10856
-CONVEX 19441    'GT_PK(2,2)'      10931  48014  11002  48013  29988  10856
-CONVEX 19442    'GT_PK(2,2)'      11573  48015  11504  48016  47978  11644
-CONVEX 19443    'GT_PK(2,2)'      12135  48017  12064  48018  39218  11996
-CONVEX 19444    'GT_PK(2,2)'      12135  48018  11996  48019  29895  12066
-CONVEX 19445    'GT_PK(2,2)'      12135  48020  12204  48021  18850  12273
-CONVEX 19446    'GT_PK(2,2)'      12135  48019  12066  48020  22903  12204
-CONVEX 19447    'GT_PK(2,2)'      12203  48022  12271  48023  47949  12133
-CONVEX 19448    'GT_PK(2,2)'      12064  48024  12203  47963  48023  12133
-CONVEX 19449    'GT_PK(2,2)'      12135  48025  12203  48017  48024  12064
-CONVEX 19450    'GT_PK(2,2)'      12203  48026  12340  48022  47970  12271
-CONVEX 19451    'GT_PK(2,2)'      12340  48026  12203  47974  48027  12273
-CONVEX 19452    'GT_PK(2,2)'      12203  48025  12135  48027  48021  12273
-CONVEX 19453    'GT_PK(2,2)'      12206  48028  12139  39220  48029  12277
-CONVEX 19454    'GT_PK(2,2)'      12139  48030  12070  48031  18879  12208
-CONVEX 19455    'GT_PK(2,2)'      12277  48029  12139  29913  48031  12208
-CONVEX 19456    'GT_PK(2,2)'      12070  48030  12139  18876  48032  12000
-CONVEX 19457    'GT_PK(2,2)'      12139  48033  12068  48032  18881  12000
-CONVEX 19458    'GT_PK(2,2)'      12139  48028  12206  48033  39224  12068
-CONVEX 19459    'GT_PK(2,2)'      10496  48034  10421  48035  39230  10569
-CONVEX 19460    'GT_PK(2,2)'      10642  48036  10496  39231  48035  10569
-CONVEX 19461    'GT_PK(2,2)'      10421  48034  10496  39227  48037  10348
-CONVEX 19462    'GT_PK(2,2)'      10496  48036  10642  48038  39233  10567
-CONVEX 19463    'GT_PK(2,2)'      10273  48039  10200  48040  39994  10348
-CONVEX 19464    'GT_PK(2,2)'      10200  48039  10273  39990  48041  10125
-CONVEX 19465    'GT_PK(2,2)'      10125  48041  10273  39254  48042  10197
-CONVEX 19466    'GT_PK(2,2)'      10273  48043  10346  48042  39238  10197
-CONVEX 19467    'GT_PK(2,2)'      9826  48044  9900  34411  48045  9973
-CONVEX 19468    'GT_PK(2,2)'      9900  48046  10048  48045  39248  9973
-CONVEX 19469    'GT_PK(2,2)'      10048  48046  9900  39260  48047  9975
-CONVEX 19470    'GT_PK(2,2)'      10637  48048  10708  48049  34407  10561
-CONVEX 19471    'GT_PK(2,2)'      10491  48050  10637  39278  48049  10561
-CONVEX 19472    'GT_PK(2,2)'      10708  48048  10637  34399  48051  10782
-CONVEX 19473    'GT_PK(2,2)'      10637  48050  10491  48052  39281  10564
-CONVEX 19474    'GT_PK(2,2)'      10637  48053  10710  48051  22956  10782
-CONVEX 19475    'GT_PK(2,2)'      10637  48052  10564  48053  29938  10710
-CONVEX 19476    'GT_PK(2,2)'      11920  48054  11988  39315  48055  11849
-CONVEX 19477    'GT_PK(2,2)'      11988  48054  11920  48056  39318  12058
-CONVEX 19478    'GT_PK(2,2)'      12334  48057  12197  48058  39322  12267
-CONVEX 19479    'GT_PK(2,2)'      12401  48059  12334  39320  48060  12470
-CONVEX 19480    'GT_PK(2,2)'      12334  48061  12403  48060  34487  12470
-CONVEX 19481    'GT_PK(2,2)'      12403  48061  12334  22985  48058  12267
-CONVEX 19482    'GT_PK(2,2)'      12052  48062  11914  48063  48064  11984
-CONVEX 19483    'GT_PK(2,2)'      12123  48065  12052  48066  48063  11984
-CONVEX 19484    'GT_PK(2,2)'      12464  48067  12397  36884  21873  12532
-CONVEX 19485    'GT_PK(2,2)'      12328  48068  12397  39329  48067  12464
-CONVEX 19486    'GT_PK(2,2)'      11068  48069  10998  48070  39342  11142
-CONVEX 19487    'GT_PK(2,2)'      11212  48071  11068  39350  48070  11142
-CONVEX 19488    'GT_PK(2,2)'      10998  48069  11068  39338  48072  10924
-CONVEX 19489    'GT_PK(2,2)'      11068  48071  11212  48073  39343  11140
-CONVEX 19490    'GT_PK(2,2)'      10924  48072  11068  34479  48074  10996
-CONVEX 19491    'GT_PK(2,2)'      11068  48073  11140  48074  34462  10996
-CONVEX 19492    'GT_PK(2,2)'      12681  48075  12814  48076  29996  12746
-CONVEX 19493    'GT_PK(2,2)'      12681  48077  12748  48075  39353  12814
-CONVEX 19494    'GT_PK(2,2)'      12613  48078  12681  29835  48076  12746
-CONVEX 19495    'GT_PK(2,2)'      12541  48079  12474  39362  48080  12609
-CONVEX 19496    'GT_PK(2,2)'      12543  48081  12474  39370  48082  12407
-CONVEX 19497    'GT_PK(2,2)'      12474  48081  12543  48080  39372  12609
-CONVEX 19498    'GT_PK(2,2)'      12474  48083  12338  48082  47965  12407
-CONVEX 19499    'GT_PK(2,2)'      12474  48079  12541  48084  39360  12405
-CONVEX 19500    'GT_PK(2,2)'      12338  48083  12474  47968  48084  12405
-CONVEX 19501    'GT_PK(2,2)'      12947  48085  12883  39388  48086  13014
-CONVEX 19502    'GT_PK(2,2)'      12883  48087  12817  48088  29901  12949
-CONVEX 19503    'GT_PK(2,2)'      13014  48086  12883  29905  48088  12949
-CONVEX 19504    'GT_PK(2,2)'      12817  48087  12883  29896  48089  12750
-CONVEX 19505    'GT_PK(2,2)'      12750  48089  12883  18858  48090  12816
-CONVEX 19506    'GT_PK(2,2)'      12883  48085  12947  48090  39391  12816
-CONVEX 19507    'GT_PK(2,2)'      13145  48091  13273  39431  48092  13209
-CONVEX 19508    'GT_PK(2,2)'      13401  48093  13273  48094  48095  13338
-CONVEX 19509    'GT_PK(2,2)'      13081  48096  13016  48097  30078  12951
-CONVEX 19510    'GT_PK(2,2)'      13081  48098  13145  48096  39433  13016
-CONVEX 19511    'GT_PK(2,2)'      12756  48099  12889  48100  39439  12821
-CONVEX 19512    'GT_PK(2,2)'      12756  48101  12622  48102  19075  12690
-CONVEX 19513    'GT_PK(2,2)'      12622  48101  12756  17098  48103  12689
-CONVEX 19514    'GT_PK(2,2)'      12756  48100  12821  48103  30084  12689
-CONVEX 19515    'GT_PK(2,2)'      12889  48104  13020  39438  48105  12953
-CONVEX 19516    'GT_PK(2,2)'      13772  48106  13650  23023  48107  13712
-CONVEX 19517    'GT_PK(2,2)'      13709  48108  13648  39396  48109  13771
-CONVEX 19518    'GT_PK(2,2)'      13648  48108  13709  48110  48111  13586
-CONVEX 19519    'GT_PK(2,2)'      13713  48112  13834  48113  39419  13773
-CONVEX 19520    'GT_PK(2,2)'      13651  48114  13527  48115  39451  13591
-CONVEX 19521    'GT_PK(2,2)'      13712  48116  13651  23020  48117  13773
-CONVEX 19522    'GT_PK(2,2)'      13651  48118  13713  48117  48113  13773
-CONVEX 19523    'GT_PK(2,2)'      13713  48118  13651  48119  48115  13591
-CONVEX 19524    'GT_PK(2,2)'      13403  48120  13340  39455  48121  13465
-CONVEX 19525    'GT_PK(2,2)'      13404  48122  13340  48123  21846  13277
-CONVEX 19526    'GT_PK(2,2)'      13340  48122  13404  48121  48124  13465
-CONVEX 19527    'GT_PK(2,2)'      13519  48125  13394  48126  39460  13458
-CONVEX 19528    'GT_PK(2,2)'      13519  48127  13644  48128  46059  13582
-CONVEX 19529    'GT_PK(2,2)'      13266  48129  13204  48130  39464  13331
-CONVEX 19530    'GT_PK(2,2)'      13394  48131  13266  39459  48130  13331
-CONVEX 19531    'GT_PK(2,2)'      13266  48131  13394  48132  48133  13329
-CONVEX 19532    'GT_PK(2,2)'      13204  48129  13266  39457  48134  13137
-CONVEX 19533    'GT_PK(2,2)'      13266  48135  13202  48134  30027  13137
-CONVEX 19534    'GT_PK(2,2)'      13202  48135  13266  30029  48132  13329
-CONVEX 19535    'GT_PK(2,2)'      13456  48136  13582  48137  36840  13517
-CONVEX 19536    'GT_PK(2,2)'      13394  48138  13456  48133  48139  13329
-CONVEX 19537    'GT_PK(2,2)'      13456  48140  13519  48136  48128  13582
-CONVEX 19538    'GT_PK(2,2)'      13519  48140  13456  48125  48138  13394
-CONVEX 19539    'GT_PK(2,2)'      13329  48139  13456  22996  48141  13392
-CONVEX 19540    'GT_PK(2,2)'      13456  48137  13517  48141  27742  13392
-CONVEX 19541    'GT_PK(2,2)'      13206  48142  13141  48143  39386  13270
-CONVEX 19542    'GT_PK(2,2)'      13141  48142  13206  39384  48144  13076
-CONVEX 19543    'GT_PK(2,2)'      13206  48145  13139  48144  30003  13076
-CONVEX 19544    'GT_PK(2,2)'      13206  48146  13268  48145  39463  13139
-CONVEX 19545    'GT_PK(2,2)'      13459  48147  13522  48148  48149  13585
-CONVEX 19546    'GT_PK(2,2)'      13947  48150  13827  27801  48151  13887
-CONVEX 19547    'GT_PK(2,2)'      13827  48152  13768  48151  39468  13887
-CONVEX 19548    'GT_PK(2,2)'      13827  48150  13947  48153  46050  13886
-CONVEX 19549    'GT_PK(2,2)'      13768  48152  13827  39479  48154  13706
-CONVEX 19550    'GT_PK(2,2)'      13766  48155  13827  39473  48153  13886
-CONVEX 19551    'GT_PK(2,2)'      13827  48155  13766  48154  46062  13706
-CONVEX 19552    'GT_PK(2,2)'      13647  48156  13522  48157  39474  13586
-CONVEX 19553    'GT_PK(2,2)'      13647  48158  13769  48159  30089  13707
-CONVEX 19554    'GT_PK(2,2)'      13585  48160  13647  39482  48159  13707
-CONVEX 19555    'GT_PK(2,2)'      13522  48156  13647  48149  48160  13585
-CONVEX 19556    'GT_PK(2,2)'      13709  48161  13647  48111  48157  13586
-CONVEX 19557    'GT_PK(2,2)'      13647  48161  13709  48158  39397  13769
-CONVEX 19558    'GT_PK(2,2)'      13888  48162  13948  39483  48163  13829
-CONVEX 19559    'GT_PK(2,2)'      13887  48164  13948  27803  48165  14006
-CONVEX 19560    'GT_PK(2,2)'      13829  48163  13948  39469  48164  13887
-CONVEX 19561    'GT_PK(2,2)'      13948  48162  13888  48166  39487  14008
-CONVEX 19562    'GT_PK(2,2)'      14463  48167  14517  45768  48168  14408
-CONVEX 19563    'GT_PK(2,2)'      14517  48169  14624  48170  23039  14570
-CONVEX 19564    'GT_PK(2,2)'      14517  48171  14571  48169  30093  14624
-CONVEX 19565    'GT_PK(2,2)'      14517  48167  14463  48171  39495  14571
-CONVEX 19566    'GT_PK(2,2)'      14517  48172  14462  48168  45749  14408
-CONVEX 19567    'GT_PK(2,2)'      14462  48172  14517  36430  48170  14570
-CONVEX 19568    'GT_PK(2,2)'      10439  48173  10291  48174  39533  10366
-CONVEX 19569    'GT_PK(2,2)'      10439  48175  10514  48176  30789  10586
-CONVEX 19570    'GT_PK(2,2)'      10514  48175  10439  30783  48174  10366
-CONVEX 19571    'GT_PK(2,2)'      10512  48177  10439  39514  48176  10586
-CONVEX 19572    'GT_PK(2,2)'      10439  48177  10512  48178  39515  10364
-CONVEX 19573    'GT_PK(2,2)'      10291  48173  10439  39531  48178  10364
-CONVEX 19574    'GT_PK(2,2)'      6993  48179  6916  48180  30246  7069
-CONVEX 19575    'GT_PK(2,2)'      6993  48181  6843  48179  39544  6916
-CONVEX 19576    'GT_PK(2,2)'      7145  48182  6993  48183  48180  7069
-CONVEX 19577    'GT_PK(2,2)'      6622  48184  6549  48185  43214  6473
-CONVEX 19578    'GT_PK(2,2)'      6547  48186  6622  43225  48185  6473
-CONVEX 19579    'GT_PK(2,2)'      6622  48186  6547  48187  48188  6695
-CONVEX 19580    'GT_PK(2,2)'      6620  48189  6693  48190  48191  6768
-CONVEX 19581    'GT_PK(2,2)'      6620  48192  6547  48193  43221  6471
-CONVEX 19582    'GT_PK(2,2)'      6695  48194  6620  39548  48190  6768
-CONVEX 19583    'GT_PK(2,2)'      6547  48192  6620  48188  48194  6695
-CONVEX 19584    'GT_PK(2,2)'      6693  48195  6842  48191  48196  6768
-CONVEX 19585    'GT_PK(2,2)'      6842  48197  6916  48196  39545  6768
-CONVEX 19586    'GT_PK(2,2)'      6842  48198  6989  48197  30245  6916
-CONVEX 19587    'GT_PK(2,2)'      6842  48199  6915  48198  48200  6989
-CONVEX 19588    'GT_PK(2,2)'      6842  48195  6693  48201  48202  6767
-CONVEX 19589    'GT_PK(2,2)'      6915  48199  6842  48203  48201  6767
-CONVEX 19590    'GT_PK(2,2)'      6174  48204  6322  47860  48205  6249
-CONVEX 19591    'GT_PK(2,2)'      6322  48206  6397  48205  48207  6249
-CONVEX 19592    'GT_PK(2,2)'      6397  48206  6322  48208  48209  6469
-CONVEX 19593    'GT_PK(2,2)'      6469  48209  6322  48210  48211  6395
-CONVEX 19594    'GT_PK(2,2)'      6693  48212  6619  48202  48213  6767
-CONVEX 19595    'GT_PK(2,2)'      6911  48214  7060  48215  48216  6985
-CONVEX 19596    'GT_PK(2,2)'      6760  48217  6835  48218  48219  6687
-CONVEX 19597    'GT_PK(2,2)'      6685  48220  6833  48221  48222  6760
-CONVEX 19598    'GT_PK(2,2)'      6612  48223  6760  48224  48218  6687
-CONVEX 19599    'GT_PK(2,2)'      6539  48225  6612  48226  48224  6687
-CONVEX 19600    'GT_PK(2,2)'      6612  48225  6539  48227  39549  6464
-CONVEX 19601    'GT_PK(2,2)'      6612  48228  6685  48223  48221  6760
-CONVEX 19602    'GT_PK(2,2)'      6755  48229  6682  39557  48230  6607
-CONVEX 19603    'GT_PK(2,2)'      6682  48229  6755  48231  48232  6830
-CONVEX 19604    'GT_PK(2,2)'      6757  48233  6682  48234  48231  6830
-CONVEX 19605    'GT_PK(2,2)'      6682  48233  6757  48235  48236  6609
-CONVEX 19606    'GT_PK(2,2)'      6684  48237  6757  48238  48239  6832
-CONVEX 19607    'GT_PK(2,2)'      6757  48237  6684  48236  48240  6609
-CONVEX 19608    'GT_PK(2,2)'      6388  48241  6240  48242  39081  6314
-CONVEX 19609    'GT_PK(2,2)'      6240  48241  6388  30169  48243  6315
-CONVEX 19610    'GT_PK(2,2)'      6388  48244  6462  48243  47850  6315
-CONVEX 19611    'GT_PK(2,2)'      6678  48245  6605  48246  39561  6529
-CONVEX 19612    'GT_PK(2,2)'      6826  48247  6678  23160  48248  6752
-CONVEX 19613    'GT_PK(2,2)'      6753  48249  6678  39582  48247  6826
-CONVEX 19614    'GT_PK(2,2)'      6605  48245  6678  39563  48249  6753
-CONVEX 19615    'GT_PK(2,2)'      6678  48250  6603  48248  39567  6752
-CONVEX 19616    'GT_PK(2,2)'      6603  48250  6678  39565  48246  6529
-CONVEX 19617    'GT_PK(2,2)'      7809  48251  7883  48252  30244  7959
-CONVEX 19618    'GT_PK(2,2)'      7658  48253  7809  39579  48254  7735
-CONVEX 19619    'GT_PK(2,2)'      7809  48255  7731  48251  48256  7883
-CONVEX 19620    'GT_PK(2,2)'      7731  48255  7809  39624  48253  7658
-CONVEX 19621    'GT_PK(2,2)'      7809  48252  7959  48257  23115  7886
-CONVEX 19622    'GT_PK(2,2)'      7735  48254  7809  30202  48257  7886
-CONVEX 19623    'GT_PK(2,2)'      7052  48258  6976  48259  48260  7125
-CONVEX 19624    'GT_PK(2,2)'      6902  48261  6976  39583  48262  6827
-CONVEX 19625    'GT_PK(2,2)'      6755  48263  6904  48232  48264  6830
-CONVEX 19626    'GT_PK(2,2)'      6904  48265  6976  48266  48258  7052
-CONVEX 19627    'GT_PK(2,2)'      6904  48263  6755  48267  39558  6827
-CONVEX 19628    'GT_PK(2,2)'      6976  48265  6904  48262  48267  6827
-CONVEX 19629    'GT_PK(2,2)'      6904  48268  6978  48264  48269  6830
-CONVEX 19630    'GT_PK(2,2)'      6978  48268  6904  48270  48266  7052
-CONVEX 19631    'GT_PK(2,2)'      7746  48271  7671  39595  48272  7821
-CONVEX 19632    'GT_PK(2,2)'      7671  48271  7746  48273  48274  7595
-CONVEX 19633    'GT_PK(2,2)'      8047  48275  8120  48276  39587  8169
-CONVEX 19634    'GT_PK(2,2)'      7897  48277  8047  30232  48278  7974
-CONVEX 19635    'GT_PK(2,2)'      8047  48277  7897  48279  30229  7971
-CONVEX 19636    'GT_PK(2,2)'      8120  48275  8047  39592  48279  7971
-CONVEX 19637    'GT_PK(2,2)'      8047  48276  8169  48280  30224  8123
-CONVEX 19638    'GT_PK(2,2)'      7974  48278  8047  30228  48280  8123
-CONVEX 19639    'GT_PK(2,2)'      7743  48281  7593  48282  39585  7667
-CONVEX 19640    'GT_PK(2,2)'      7743  48283  7671  48281  48284  7593
-CONVEX 19641    'GT_PK(2,2)'      7743  48285  7893  48286  39597  7821
-CONVEX 19642    'GT_PK(2,2)'      7671  48283  7743  48272  48286  7821
-CONVEX 19643    'GT_PK(2,2)'      7213  48287  7290  48288  48289  7138
-CONVEX 19644    'GT_PK(2,2)'      7517  48290  7442  16570  48291  7362
-CONVEX 19645    'GT_PK(2,2)'      7593  48292  7442  39584  48290  7517
-CONVEX 19646    'GT_PK(2,2)'      7062  48293  6913  48294  48295  6985
-CONVEX 19647    'GT_PK(2,2)'      7062  48296  7213  48297  48288  7138
-CONVEX 19648    'GT_PK(2,2)'      7278  48298  7352  48299  48300  7430
-CONVEX 19649    'GT_PK(2,2)'      7968  48301  8041  48302  39600  8118
-CONVEX 19650    'GT_PK(2,2)'      8041  48301  7968  39606  48303  7891
-CONVEX 19651    'GT_PK(2,2)'      8043  48304  7968  30240  48302  8118
-CONVEX 19652    'GT_PK(2,2)'      7893  48305  7968  39598  48304  8043
-CONVEX 19653    'GT_PK(2,2)'      7964  48306  7888  39602  48307  8037
-CONVEX 19654    'GT_PK(2,2)'      7888  48308  7812  48309  16297  7963
-CONVEX 19655    'GT_PK(2,2)'      8037  48307  7888  23101  48309  7963
-CONVEX 19656    'GT_PK(2,2)'      7583  48310  7509  48311  48312  7430
-CONVEX 19657    'GT_PK(2,2)'      8133  48313  8057  48314  48315  8177
-CONVEX 19658    'GT_PK(2,2)'      8395  48316  8472  48317  30368  8545
-CONVEX 19659    'GT_PK(2,2)'      8469  48318  8395  39612  48317  8545
-CONVEX 19660    'GT_PK(2,2)'      7750  48319  7828  19006  48320  7900
-CONVEX 19661    'GT_PK(2,2)'      7680  48321  7828  39615  48319  7750
-CONVEX 19662    'GT_PK(2,2)'      7900  48320  7828  17090  48322  7978
-CONVEX 19663    'GT_PK(2,2)'      7828  48323  7905  48322  48324  7978
-CONVEX 19664    'GT_PK(2,2)'      7456  48325  7532  48326  39616  7605
-CONVEX 19665    'GT_PK(2,2)'      7456  48327  7380  48328  39620  7307
-CONVEX 19666    'GT_PK(2,2)'      7529  48329  7680  48330  39614  7600
-CONVEX 19667    'GT_PK(2,2)'      7529  48330  7600  48331  30435  7454
-CONVEX 19668    'GT_PK(2,2)'      7380  48332  7529  39623  48331  7454
-CONVEX 19669    'GT_PK(2,2)'      7456  48333  7529  48327  48332  7380
-CONVEX 19670    'GT_PK(2,2)'      7680  48329  7529  48334  48335  7605
-CONVEX 19671    'GT_PK(2,2)'      7529  48333  7456  48335  48326  7605
-CONVEX 19672    'GT_PK(2,2)'      7532  48336  7609  39618  21536  7684
-CONVEX 19673    'GT_PK(2,2)'      7381  48337  7531  48338  48339  7458
-CONVEX 19674    'GT_PK(2,2)'      7531  48340  7608  48339  48341  7458
-CONVEX 19675    'GT_PK(2,2)'      7608  48340  7531  48342  48343  7683
-CONVEX 19676    'GT_PK(2,2)'      7531  48344  7603  48343  48345  7683
-CONVEX 19677    'GT_PK(2,2)'      7076  48346  7154  21677  48347  7002
-CONVEX 19678    'GT_PK(2,2)'      7595  48348  7523  48349  48350  7445
-CONVEX 19679    'GT_PK(2,2)'      7290  48351  7219  48289  48352  7138
-CONVEX 19680    'GT_PK(2,2)'      7221  48353  7145  48354  48183  7069
-CONVEX 19681    'GT_PK(2,2)'      7221  48355  7296  48356  48357  7373
-CONVEX 19682    'GT_PK(2,2)'      7299  48358  7221  48359  48356  7373
-CONVEX 19683    'GT_PK(2,2)'      7221  48358  7299  48353  48360  7145
-CONVEX 19684    'GT_PK(2,2)'      6987  48361  7062  48362  48297  7138
-CONVEX 19685    'GT_PK(2,2)'      7062  48361  6987  48293  48363  6913
-CONVEX 19686    'GT_PK(2,2)'      6619  48364  6691  48213  48365  6767
-CONVEX 19687    'GT_PK(2,2)'      6614  48366  6539  48367  48226  6687
-CONVEX 19688    'GT_PK(2,2)'      6913  48368  6837  48295  48369  6985
-CONVEX 19689    'GT_PK(2,2)'      6837  48370  6911  48369  48215  6985
-CONVEX 19690    'GT_PK(2,2)'      8800  48371  8724  48372  30525  8878
-CONVEX 19691    'GT_PK(2,2)'      8952  48373  8800  30532  48372  8878
-CONVEX 19692    'GT_PK(2,2)'      8800  48373  8952  48374  30268  8874
-CONVEX 19693    'GT_PK(2,2)'      8722  48375  8800  48376  48374  8874
-CONVEX 19694    'GT_PK(2,2)'      8722  48377  8795  48378  48379  8644
-CONVEX 19695    'GT_PK(2,2)'      8871  48380  8795  39812  48381  8950
-CONVEX 19696    'GT_PK(2,2)'      8795  48382  8874  48381  23118  8950
-CONVEX 19697    'GT_PK(2,2)'      8795  48377  8722  48382  48376  8874
-CONVEX 19698    'GT_PK(2,2)'      8795  48383  8717  48379  30391  8644
-CONVEX 19699    'GT_PK(2,2)'      8795  48380  8871  48383  48384  8717
-CONVEX 19700    'GT_PK(2,2)'      8492  48385  8566  30252  48386  8415
-CONVEX 19701    'GT_PK(2,2)'      8566  48387  8722  48388  48378  8644
-CONVEX 19702    'GT_PK(2,2)'      8566  48389  8490  48386  39806  8415
-CONVEX 19703    'GT_PK(2,2)'      8490  48389  8566  39807  48388  8644
-CONVEX 19704    'GT_PK(2,2)'      8417  48390  8571  48391  48392  8492
-CONVEX 19705    'GT_PK(2,2)'      8417  48393  8339  48394  30248  8264
-CONVEX 19706    'GT_PK(2,2)'      8339  48393  8417  30250  48391  8492
-CONVEX 19707    'GT_PK(2,2)'      8417  48394  8264  48395  39698  8341
-CONVEX 19708    'GT_PK(2,2)'      8493  48396  8417  30165  48395  8341
-CONVEX 19709    'GT_PK(2,2)'      8571  48390  8417  39627  48396  8493
-CONVEX 19710    'GT_PK(2,2)'      8274  48397  8350  39664  48398  8201
-CONVEX 19711    'GT_PK(2,2)'      8350  48397  8274  48399  39666  8423
-CONVEX 19712    'GT_PK(2,2)'      8659  48400  8814  48401  39671  8736
-CONVEX 19713    'GT_PK(2,2)'      8659  48402  8580  48403  39682  8503
-CONVEX 19714    'GT_PK(2,2)'      8580  48402  8659  39687  48401  8736
-CONVEX 19715    'GT_PK(2,2)'      8583  48404  8659  48405  48403  8503
-CONVEX 19716    'GT_PK(2,2)'      8814  48406  8893  39670  48407  8966
-CONVEX 19717    'GT_PK(2,2)'      8739  48408  8660  48409  30312  8582
-CONVEX 19718    'GT_PK(2,2)'      8894  48410  8739  39672  48411  8815
-CONVEX 19719    'GT_PK(2,2)'      8657  48412  8739  48413  48409  8582
-CONVEX 19720    'GT_PK(2,2)'      8739  48412  8657  48411  39648  8815
-CONVEX 19721    'GT_PK(2,2)'      8887  48414  8732  39935  48415  8812
-CONVEX 19722    'GT_PK(2,2)'      8732  48416  8655  48415  39685  8812
-CONVEX 19723    'GT_PK(2,2)'      8809  48417  8732  39689  48414  8887
-CONVEX 19724    'GT_PK(2,2)'      8732  48417  8809  48418  39693  8654
-CONVEX 19725    'GT_PK(2,2)'      8729  48419  8575  39694  48420  8654
-CONVEX 19726    'GT_PK(2,2)'      8424  48421  8346  48422  39710  8271
-CONVEX 19727    'GT_PK(2,2)'      8345  48423  8422  39706  48424  8497
-CONVEX 19728    'GT_PK(2,2)'      8422  48425  8575  48424  48426  8497
-CONVEX 19729    'GT_PK(2,2)'      8277  48427  8350  48428  48429  8428
-CONVEX 19730    'GT_PK(2,2)'      8350  48427  8277  48398  48430  8201
-CONVEX 19731    'GT_PK(2,2)'      8352  48431  8428  48432  23151  8505
-CONVEX 19732    'GT_PK(2,2)'      8352  48433  8277  48431  48428  8428
-CONVEX 19733    'GT_PK(2,2)'      8277  48433  8352  48434  48435  8191
-CONVEX 19734    'GT_PK(2,2)'      7949  48436  8022  39719  48437  7873
-CONVEX 19735    'GT_PK(2,2)'      8022  48438  7947  48437  38801  7873
-CONVEX 19736    'GT_PK(2,2)'      8021  48439  7872  48440  48441  7946
-CONVEX 19737    'GT_PK(2,2)'      7654  48442  7731  48443  39625  7580
-CONVEX 19738    'GT_PK(2,2)'      7576  48444  7422  48445  21474  7498
-CONVEX 19739    'GT_PK(2,2)'      7574  48446  7652  48447  48448  7498
-CONVEX 19740    'GT_PK(2,2)'      7652  48449  7576  48448  48445  7498
-CONVEX 19741    'GT_PK(2,2)'      7574  48450  7494  48451  48452  7649
-CONVEX 19742    'GT_PK(2,2)'      7494  48453  7569  48452  30336  7649
-CONVEX 19743    'GT_PK(2,2)'      7569  48453  7494  23163  48454  7418
-CONVEX 19744    'GT_PK(2,2)'      7872  48455  7796  48441  48456  7946
-CONVEX 19745    'GT_PK(2,2)'      7870  48457  7796  39725  48458  7718
-CONVEX 19746    'GT_PK(2,2)'      7796  48457  7870  48456  48459  7946
-CONVEX 19747    'GT_PK(2,2)'      7568  48460  7721  39734  48461  7645
-CONVEX 19748    'GT_PK(2,2)'      7721  48462  7872  48463  48464  7798
-CONVEX 19749    'GT_PK(2,2)'      7645  48461  7721  30342  48463  7798
-CONVEX 19750    'GT_PK(2,2)'      7721  48465  7796  48462  48455  7872
-CONVEX 19751    'GT_PK(2,2)'      7564  48466  7414  48467  47572  7489
-CONVEX 19752    'GT_PK(2,2)'      8057  48468  8132  48315  48469  8177
-CONVEX 19753    'GT_PK(2,2)'      8171  48470  8126  48471  39789  8249
-CONVEX 19754    'GT_PK(2,2)'      8322  48472  8171  39778  48471  8249
-CONVEX 19755    'GT_PK(2,2)'      8171  48473  8052  48470  48474  8126
-CONVEX 19756    'GT_PK(2,2)'      8171  48472  8322  48475  39774  8245
-CONVEX 19757    'GT_PK(2,2)'      8792  48476  8640  48477  39804  8717
-CONVEX 19758    'GT_PK(2,2)'      8792  48478  8871  48479  39811  8945
-CONVEX 19759    'GT_PK(2,2)'      8871  48478  8792  48384  48477  8717
-CONVEX 19760    'GT_PK(2,2)'      8864  48480  8792  23129  48479  8945
-CONVEX 19761    'GT_PK(2,2)'      8714  48481  8792  30276  48480  8864
-CONVEX 19762    'GT_PK(2,2)'      8640  48476  8792  39800  48481  8714
-CONVEX 19763    'GT_PK(2,2)'      7982  48482  7905  48483  48484  7832
-CONVEX 19764    'GT_PK(2,2)'      7291  48485  7371  20162  48486  7444
-CONVEX 19765    'GT_PK(2,2)'      7222  48487  7371  39822  48485  7291
-CONVEX 19766    'GT_PK(2,2)'      7079  48488  7231  48489  30431  7150
-CONVEX 19767    'GT_PK(2,2)'      7003  48490  7079  39832  48489  7150
-CONVEX 19768    'GT_PK(2,2)'      7079  48490  7003  48491  39833  6931
-CONVEX 19769    'GT_PK(2,2)'      7079  48492  7156  48488  30445  7231
-CONVEX 19770    'GT_PK(2,2)'      7156  48492  7079  30449  48493  7005
-CONVEX 19771    'GT_PK(2,2)'      7079  48491  6931  48493  39826  7005
-CONVEX 19772    'GT_PK(2,2)'      10292  48494  10219  39835  48495  10367
-CONVEX 19773    'GT_PK(2,2)'      10219  48494  10292  48496  39838  10144
-CONVEX 19774    'GT_PK(2,2)'      10219  48497  10294  48495  19027  10367
-CONVEX 19775    'GT_PK(2,2)'      10219  48498  10146  48497  39842  10294
-CONVEX 19776    'GT_PK(2,2)'      10958  48499  10886  39867  48500  11031
-CONVEX 19777    'GT_PK(2,2)'      10815  48501  10886  48502  48503  10739
-CONVEX 19778    'GT_PK(2,2)'      10739  48503  10886  39886  48504  10814
-CONVEX 19779    'GT_PK(2,2)'      10886  48499  10958  48504  39872  10814
-CONVEX 19780    'GT_PK(2,2)'      11031  48500  10886  30504  48505  10959
-CONVEX 19781    'GT_PK(2,2)'      10886  48501  10815  48505  39882  10959
-CONVEX 19782    'GT_PK(2,2)'      11027  48506  10882  48507  39855  10956
-CONVEX 19783    'GT_PK(2,2)'      11027  48508  11170  48509  39874  11099
-CONVEX 19784    'GT_PK(2,2)'      11027  48509  11099  48510  38280  10954
-CONVEX 19785    'GT_PK(2,2)'      10882  48506  11027  39853  48510  10954
-CONVEX 19786    'GT_PK(2,2)'      10378  48511  10450  47061  48512  10302
-CONVEX 19787    'GT_PK(2,2)'      10450  48513  10597  48514  48515  10523
-CONVEX 19788    'GT_PK(2,2)'      10375  48516  10450  28676  48514  10523
-CONVEX 19789    'GT_PK(2,2)'      10450  48516  10375  48512  47127  10302
-CONVEX 19790    'GT_PK(2,2)'      10669  48517  10815  48518  48502  10739
-CONVEX 19791    'GT_PK(2,2)'      10597  48519  10669  48515  48520  10523
-CONVEX 19792    'GT_PK(2,2)'      10669  48519  10597  48521  48522  10742
-CONVEX 19793    'GT_PK(2,2)'      10815  48517  10669  39883  48521  10742
-CONVEX 19794    'GT_PK(2,2)'      10667  48523  10594  39884  48524  10739
-CONVEX 19795    'GT_PK(2,2)'      10594  48525  10448  48526  28675  10523
-CONVEX 19796    'GT_PK(2,2)'      10594  48527  10521  48525  23303  10448
-CONVEX 19797    'GT_PK(2,2)'      10594  48523  10667  48527  39887  10521
-CONVEX 19798    'GT_PK(2,2)'      10669  48528  10594  48520  48526  10523
-CONVEX 19799    'GT_PK(2,2)'      10594  48528  10669  48524  48518  10739
-CONVEX 19800    'GT_PK(2,2)'      10884  48529  10738  39873  48530  10814
-CONVEX 19801    'GT_PK(2,2)'      10738  48531  10667  48530  39885  10814
-CONVEX 19802    'GT_PK(2,2)'      10667  48531  10738  39889  48532  10593
-CONVEX 19803    'GT_PK(2,2)'      10738  48529  10884  48533  39857  10811
-CONVEX 19804    'GT_PK(2,2)'      10738  48534  10666  48532  19024  10593
-CONVEX 19805    'GT_PK(2,2)'      10738  48533  10811  48534  30486  10666
-CONVEX 19806    'GT_PK(2,2)'      8651  48535  8572  48536  30159  8497
-CONVEX 19807    'GT_PK(2,2)'      8651  48537  8726  48535  39910  8572
-CONVEX 19808    'GT_PK(2,2)'      8575  48538  8651  48426  48536  8497
-CONVEX 19809    'GT_PK(2,2)'      8651  48538  8575  48539  48419  8729
-CONVEX 19810    'GT_PK(2,2)'      8651  48540  8806  48537  48541  8726
-CONVEX 19811    'GT_PK(2,2)'      8806  48542  8729  48543  39692  8883
-CONVEX 19812    'GT_PK(2,2)'      8806  48540  8651  48542  48539  8729
-CONVEX 19813    'GT_PK(2,2)'      8802  48544  8880  30521  48545  8956
-CONVEX 19814    'GT_PK(2,2)'      8726  48546  8880  39912  48544  8802
-CONVEX 19815    'GT_PK(2,2)'      8880  48547  9033  48545  39908  8956
-CONVEX 19816    'GT_PK(2,2)'      8806  48548  8880  48541  48546  8726
-CONVEX 19817    'GT_PK(2,2)'      9853  48549  9999  48550  39913  9926
-CONVEX 19818    'GT_PK(2,2)'      9853  48550  9926  48551  19038  9778
-CONVEX 19819    'GT_PK(2,2)'      9705  48552  9853  30542  48551  9778
-CONVEX 19820    'GT_PK(2,2)'      9853  48552  9705  48553  30539  9780
-CONVEX 19821    'GT_PK(2,2)'      9928  48554  9853  48555  48553  9780
-CONVEX 19822    'GT_PK(2,2)'      9999  48549  9853  39920  48554  9928
-CONVEX 19823    'GT_PK(2,2)'      10149  48556  10298  48557  30568  10223
-CONVEX 19824    'GT_PK(2,2)'      10074  48558  10149  39917  48557  10223
-CONVEX 19825    'GT_PK(2,2)'      10225  48559  10149  28680  48560  10077
-CONVEX 19826    'GT_PK(2,2)'      10298  48556  10149  30565  48559  10225
-CONVEX 19827    'GT_PK(2,2)'      9339  48561  9489  39924  48562  9413
-CONVEX 19828    'GT_PK(2,2)'      9489  48563  9415  48564  16700  9563
-CONVEX 19829    'GT_PK(2,2)'      9415  48565  9339  48566  48567  9266
-CONVEX 19830    'GT_PK(2,2)'      9415  48563  9489  48565  48561  9339
-CONVEX 19831    'GT_PK(2,2)'      9860  48568  9932  16686  28688  9785
-CONVEX 19832    'GT_PK(2,2)'      9860  48569  10006  48568  38164  9932
-CONVEX 19833    'GT_PK(2,2)'      9189  48570  9264  48571  39922  9337
-CONVEX 19834    'GT_PK(2,2)'      9038  48572  9189  39937  48573  9113
-CONVEX 19835    'GT_PK(2,2)'      8893  48574  9041  48407  48575  8966
-CONVEX 19836    'GT_PK(2,2)'      9117  48576  9041  48577  48578  8968
-CONVEX 19837    'GT_PK(2,2)'      9041  48574  8893  48578  48579  8968
-CONVEX 19838    'GT_PK(2,2)'      9260  48580  9408  48581  39941  9333
-CONVEX 19839    'GT_PK(2,2)'      9184  48582  9260  19034  48581  9333
-CONVEX 19840    'GT_PK(2,2)'      9111  48583  9260  39927  48582  9184
-CONVEX 19841    'GT_PK(2,2)'      9634  48584  9561  39948  48585  9709
-CONVEX 19842    'GT_PK(2,2)'      9489  48586  9561  48562  48587  9413
-CONVEX 19843    'GT_PK(2,2)'      9561  48588  9486  48587  30557  9413
-CONVEX 19844    'GT_PK(2,2)'      9561  48584  9634  48588  39952  9486
-CONVEX 19845    'GT_PK(2,2)'      13528  48589  13591  48590  39452  13465
-CONVEX 19846    'GT_PK(2,2)'      13404  48591  13528  48124  48590  13465
-CONVEX 19847    'GT_PK(2,2)'      13528  48591  13404  48592  48593  13467
-CONVEX 19848    'GT_PK(2,2)'      12624  48594  12757  19073  48595  12690
-CONVEX 19849    'GT_PK(2,2)'      12692  48596  12757  39961  48594  12624
-CONVEX 19850    'GT_PK(2,2)'      12757  48596  12692  48597  39964  12824
-CONVEX 19851    'GT_PK(2,2)'      13151  48598  13216  48599  48600  13086
-CONVEX 19852    'GT_PK(2,2)'      13088  48601  13024  48602  23341  13154
-CONVEX 19853    'GT_PK(2,2)'      13217  48603  13088  39967  48602  13154
-CONVEX 19854    'GT_PK(2,2)'      13151  48604  13088  48605  48603  13217
-CONVEX 19855    'GT_PK(2,2)'      13088  48606  12957  48601  30614  13024
-CONVEX 19856    'GT_PK(2,2)'      13151  48607  13279  48598  48608  13216
-CONVEX 19857    'GT_PK(2,2)'      13279  48607  13151  48609  48605  13217
-CONVEX 19858    'GT_PK(2,2)'      13148  48610  13214  21848  48611  13277
-CONVEX 19859    'GT_PK(2,2)'      13404  48612  13342  48593  48613  13467
-CONVEX 19860    'GT_PK(2,2)'      13342  48614  13405  48613  30581  13467
-CONVEX 19861    'GT_PK(2,2)'      13342  48615  13278  48614  48616  13405
-CONVEX 19862    'GT_PK(2,2)'      13342  48617  13214  48615  48618  13278
-CONVEX 19863    'GT_PK(2,2)'      13342  48612  13404  48619  48123  13277
-CONVEX 19864    'GT_PK(2,2)'      13214  48617  13342  48611  48619  13277
-CONVEX 19865    'GT_PK(2,2)'      12956  48620  13023  48621  48622  13086
-CONVEX 19866    'GT_PK(2,2)'      13023  48623  13151  48622  48599  13086
-CONVEX 19867    'GT_PK(2,2)'      13088  48624  13023  48606  48625  12957
-CONVEX 19868    'GT_PK(2,2)'      13023  48624  13088  48623  48604  13151
-CONVEX 19869    'GT_PK(2,2)'      12694  48626  12826  39976  48627  12759
-CONVEX 19870    'GT_PK(2,2)'      12826  48626  12694  48628  39977  12761
-CONVEX 19871    'GT_PK(2,2)'      12894  48629  12826  30609  48628  12761
-CONVEX 19872    'GT_PK(2,2)'      12826  48629  12894  48630  30613  12957
-CONVEX 19873    'GT_PK(2,2)'      11806  48631  11666  39978  48632  11736
-CONVEX 19874    'GT_PK(2,2)'      12014  48633  11946  46818  48634  12084
-CONVEX 19875    'GT_PK(2,2)'      11946  48635  11806  48636  39979  11877
-CONVEX 19876    'GT_PK(2,2)'      11946  48633  12014  48637  30622  11876
-CONVEX 19877    'GT_PK(2,2)'      11806  48635  11946  48638  48637  11876
-CONVEX 19878    'GT_PK(2,2)'      12016  48639  11946  37819  48636  11877
-CONVEX 19879    'GT_PK(2,2)'      11946  48639  12016  48634  46820  12084
-CONVEX 19880    'GT_PK(2,2)'      11382  48640  11454  48641  39980  11311
-CONVEX 19881    'GT_PK(2,2)'      11382  48642  11525  48640  48643  11454
-CONVEX 19882    'GT_PK(2,2)'      11803  48644  11874  48645  23358  11942
-CONVEX 19883    'GT_PK(2,2)'      11803  48646  11733  48644  48647  11874
-CONVEX 19884    'GT_PK(2,2)'      11731  48648  11801  48649  48650  11660
-CONVEX 19885    'GT_PK(2,2)'      11870  48651  11801  23312  48652  11941
-CONVEX 19886    'GT_PK(2,2)'      11801  48651  11870  48653  30813  11729
-CONVEX 19887    'GT_PK(2,2)'      11660  48650  11801  30801  48653  11729
-CONVEX 19888    'GT_PK(2,2)'      11590  48654  11449  48655  30776  11520
-CONVEX 19889    'GT_PK(2,2)'      11590  48656  11731  48657  48649  11660
-CONVEX 19890    'GT_PK(2,2)'      11590  48657  11660  48658  30802  11519
-CONVEX 19891    'GT_PK(2,2)'      11449  48654  11590  40044  48658  11519
-CONVEX 19892    'GT_PK(2,2)'      11591  48659  11663  48660  48661  11733
-CONVEX 19893    'GT_PK(2,2)'      11450  48662  11591  30790  48663  11520
-CONVEX 19894    'GT_PK(2,2)'      11733  48664  11805  48647  48665  11874
-CONVEX 19895    'GT_PK(2,2)'      11663  48666  11805  48661  48664  11733
-CONVEX 19896    'GT_PK(2,2)'      11874  48665  11805  23357  48667  11944
-CONVEX 19897    'GT_PK(2,2)'      11805  48668  11876  48667  30623  11944
-CONVEX 19898    'GT_PK(2,2)'      9755  48669  9602  48670  39997  9680
-CONVEX 19899    'GT_PK(2,2)'      9828  48671  9755  40000  48670  9680
-CONVEX 19900    'GT_PK(2,2)'      9602  48669  9755  39999  48672  9676
-CONVEX 19901    'GT_PK(2,2)'      9004  48673  8854  48674  40009  8930
-CONVEX 19902    'GT_PK(2,2)'      9004  48674  8930  48675  23205  9082
-CONVEX 19903    'GT_PK(2,2)'      9159  48676  9004  30686  48675  9082
-CONVEX 19904    'GT_PK(2,2)'      9004  48676  9159  48677  30685  9080
-CONVEX 19905    'GT_PK(2,2)'      8928  48678  9004  30690  48677  9080
-CONVEX 19906    'GT_PK(2,2)'      8854  48673  9004  40013  48678  8928
-CONVEX 19907    'GT_PK(2,2)'      11155  48679  11011  48680  40019  11083
-CONVEX 19908    'GT_PK(2,2)'      11155  48681  11228  48682  39206  11298
-CONVEX 19909    'GT_PK(2,2)'      11155  48680  11083  48681  30714  11228
-CONVEX 19910    'GT_PK(2,2)'      11226  48683  11155  39213  48682  11298
-CONVEX 19911    'GT_PK(2,2)'      11155  48683  11226  48684  29852  11081
-CONVEX 19912    'GT_PK(2,2)'      11011  48679  11155  40023  48684  11081
-CONVEX 19913    'GT_PK(2,2)'      10578  48685  10653  40026  48686  10724
-CONVEX 19914    'GT_PK(2,2)'      10653  48687  10798  48686  30708  10724
-CONVEX 19915    'GT_PK(2,2)'      10726  48688  10653  30753  48689  10581
-CONVEX 19916    'GT_PK(2,2)'      10798  48687  10653  40036  48688  10726
-CONVEX 19917    'GT_PK(2,2)'      10431  48690  10578  48691  40027  10505
-CONVEX 19918    'GT_PK(2,2)'      10431  48691  10505  48692  30730  10357
-CONVEX 19919    'GT_PK(2,2)'      10284  48693  10431  30733  48692  10357
-CONVEX 19920    'GT_PK(2,2)'      10431  48693  10284  48694  30736  10359
-CONVEX 19921    'GT_PK(2,2)'      10946  48695  10870  48696  40033  10800
-CONVEX 19922    'GT_PK(2,2)'      10946  48696  10800  48697  23459  10872
-CONVEX 19923    'GT_PK(2,2)'      11018  48698  10946  17130  48697  10872
-CONVEX 19924    'GT_PK(2,2)'      11090  48699  10946  30773  48698  11018
-CONVEX 19925    'GT_PK(2,2)'      11016  48700  11088  48701  40032  10944
-CONVEX 19926    'GT_PK(2,2)'      10870  48702  11016  40037  48701  10944
-CONVEX 19927    'GT_PK(2,2)'      11088  48700  11016  40029  48703  11160
-CONVEX 19928    'GT_PK(2,2)'      10946  48704  11016  48695  48702  10870
-CONVEX 19929    'GT_PK(2,2)'      11016  48705  11090  48703  30763  11160
-CONVEX 19930    'GT_PK(2,2)'      11016  48704  10946  48705  48699  11090
-CONVEX 19931    'GT_PK(2,2)'      11310  48706  11238  40059  48707  11381
-CONVEX 19932    'GT_PK(2,2)'      11238  48708  11311  48707  39981  11381
-CONVEX 19933    'GT_PK(2,2)'      11311  48708  11238  48709  48710  11167
-CONVEX 19934    'GT_PK(2,2)'      11238  48706  11310  48711  48712  11165
-CONVEX 19935    'GT_PK(2,2)'      11379  48713  11310  48714  40057  11452
-CONVEX 19936    'GT_PK(2,2)'      10951  48715  11021  40062  48716  10876
-CONVEX 19937    'GT_PK(2,2)'      11382  48717  11240  48718  48719  11313
-CONVEX 19938    'GT_PK(2,2)'      11240  48717  11382  48720  48641  11311
-CONVEX 19939    'GT_PK(2,2)'      11240  48720  11311  48721  48709  11167
-CONVEX 19940    'GT_PK(2,2)'      11097  48722  11240  48723  48721  11167
-CONVEX 19941    'GT_PK(2,2)'      7173  48724  7101  48725  40091  7252
-CONVEX 19942    'GT_PK(2,2)'      7173  48726  198  48727  48728  196
-CONVEX 19943    'GT_PK(2,2)'      7022  48729  7173  23547  48727  196
-CONVEX 19944    'GT_PK(2,2)'      7101  48724  7173  40094  48729  7022
-CONVEX 19945    'GT_PK(2,2)'      7173  48730  7325  48726  40096  198
-CONVEX 19946    'GT_PK(2,2)'      7325  48730  7173  48731  48725  7252
-CONVEX 19947    'GT_PK(2,2)'      7325  48732  7476  40098  48733  200
-CONVEX 19948    'GT_PK(2,2)'      7476  48734  202  48733  48735  200
-CONVEX 19949    'GT_PK(2,2)'      202  48734  7476  23527  48736  7627
-CONVEX 19950    'GT_PK(2,2)'      7476  48737  7552  48736  23539  7627
-CONVEX 19951    'GT_PK(2,2)'      7402  48738  7325  48739  48731  7252
-CONVEX 19952    'GT_PK(2,2)'      7402  48739  7252  48740  30862  7327
-CONVEX 19953    'GT_PK(2,2)'      7477  48741  7402  30872  48740  7327
-CONVEX 19954    'GT_PK(2,2)'      7402  48741  7477  48742  30868  7552
-CONVEX 19955    'GT_PK(2,2)'      7476  48743  7402  48737  48742  7552
-CONVEX 19956    'GT_PK(2,2)'      7402  48743  7476  48738  48732  7325
-CONVEX 19957    'GT_PK(2,2)'      7849  48744  7775  40181  48745  7697
-CONVEX 19958    'GT_PK(2,2)'      7775  48746  7623  48745  30948  7697
-CONVEX 19959    'GT_PK(2,2)'      7850  48747  8001  48748  48749  7926
-CONVEX 19960    'GT_PK(2,2)'      8153  48750  8001  48751  48752  8076
-CONVEX 19961    'GT_PK(2,2)'      8077  48753  8001  40101  48750  8153
-CONVEX 19962    'GT_PK(2,2)'      8001  48753  8077  48749  40099  7926
-CONVEX 19963    'GT_PK(2,2)'      7551  48754  7401  48755  23541  7475
-CONVEX 19964    'GT_PK(2,2)'      7625  48756  7551  40105  48755  7475
-CONVEX 19965    'GT_PK(2,2)'      7551  48757  7477  48754  30870  7401
-CONVEX 19966    'GT_PK(2,2)'      7477  48757  7551  30869  48758  7626
-CONVEX 19967    'GT_PK(2,2)'      7700  48759  7851  48760  31634  7770
-CONVEX 19968    'GT_PK(2,2)'      7700  48761  7551  48762  48756  7625
-CONVEX 19969    'GT_PK(2,2)'      7700  48760  7770  48763  23535  7626
-CONVEX 19970    'GT_PK(2,2)'      7551  48761  7700  48758  48763  7626
-CONVEX 19971    'GT_PK(2,2)'      7851  48764  7776  30865  48765  7926
-CONVEX 19972    'GT_PK(2,2)'      7776  48766  7850  48765  48748  7926
-CONVEX 19973    'GT_PK(2,2)'      7700  48767  7776  48759  48764  7851
-CONVEX 19974    'GT_PK(2,2)'      7776  48767  7700  48768  48762  7625
-CONVEX 19975    'GT_PK(2,2)'      6230  48769  6304  40112  48770  6385
-CONVEX 19976    'GT_PK(2,2)'      6304  48769  6230  48771  48772  6155
-CONVEX 19977    'GT_PK(2,2)'      6226  48773  6304  40114  48771  6155
-CONVEX 19978    'GT_PK(2,2)'      6304  48773  6226  48774  40118  6376
-CONVEX 19979    'GT_PK(2,2)'      6304  48775  6459  48770  30933  6385
-CONVEX 19980    'GT_PK(2,2)'      6459  48775  6304  30934  48774  6376
-CONVEX 19981    'GT_PK(2,2)'      5953  48776  5836  48777  23784  5871
-CONVEX 19982    'GT_PK(2,2)'      5836  48776  5953  31338  48778  5908
-CONVEX 19983    'GT_PK(2,2)'      5953  48779  6026  48778  40124  5908
-CONVEX 19984    'GT_PK(2,2)'      6279  48780  6352  40178  48781  6427
-CONVEX 19985    'GT_PK(2,2)'      6404  48782  6352  40134  48783  6239
-CONVEX 19986    'GT_PK(2,2)'      6427  48781  6352  30945  48784  6501
-CONVEX 19987    'GT_PK(2,2)'      6352  48782  6404  48784  40135  6501
-CONVEX 19988    'GT_PK(2,2)'      7469  48785  7619  31119  48786  7546
-CONVEX 19989    'GT_PK(2,2)'      7546  48786  7619  30949  48787  7697
-CONVEX 19990    'GT_PK(2,2)'      7619  48788  7771  48787  40180  7697
-CONVEX 19991    'GT_PK(2,2)'      7771  48788  7619  48789  48790  7694
-CONVEX 19992    'GT_PK(2,2)'      7694  48790  7619  23652  48791  7543
-CONVEX 19993    'GT_PK(2,2)'      7619  48785  7469  48791  31121  7543
-CONVEX 19994    'GT_PK(2,2)'      7633  48792  7556  48793  40479  7710
-CONVEX 19995    'GT_PK(2,2)'      7556  48792  7633  48794  48795  7482
-CONVEX 19996    'GT_PK(2,2)'      7633  48796  7559  48795  48797  7482
-CONVEX 19997    'GT_PK(2,2)'      7559  48796  7633  40457  48798  7716
-CONVEX 19998    'GT_PK(2,2)'      7954  48799  7867  40188  48800  8033
-CONVEX 19999    'GT_PK(2,2)'      7867  48801  7942  48800  31148  8033
-CONVEX 20000    'GT_PK(2,2)'      8298  48802  8373  48803  40195  8447
-CONVEX 20001    'GT_PK(2,2)'      8298  48804  8225  48805  40486  8151
-CONVEX 20002    'GT_PK(2,2)'      8298  48803  8447  48806  48807  8374
-CONVEX 20003    'GT_PK(2,2)'      8225  48804  8298  48808  48806  8374
-CONVEX 20004    'GT_PK(2,2)'      8839  48809  8690  34649  48810  8766
-CONVEX 20005    'GT_PK(2,2)'      8690  48811  8639  48810  40200  8766
-CONVEX 20006    'GT_PK(2,2)'      8764  48812  8690  40205  48809  8839
-CONVEX 20007    'GT_PK(2,2)'      8301  48813  8375  48814  40201  8450
-CONVEX 20008    'GT_PK(2,2)'      8153  48815  8301  40103  48816  8227
-CONVEX 20009    'GT_PK(2,2)'      8301  48817  8377  48816  41015  8227
-CONVEX 20010    'GT_PK(2,2)'      8377  48817  8301  41011  48814  8450
-CONVEX 20011    'GT_PK(2,2)'      8375  48818  8299  40204  48819  8448
-CONVEX 20012    'GT_PK(2,2)'      8448  48819  8299  48820  48821  8374
-CONVEX 20013    'GT_PK(2,2)'      8299  48822  8225  48821  48808  8374
-CONVEX 20014    'GT_PK(2,2)'      8225  48822  8299  40489  48823  8152
-CONVEX 20015    'GT_PK(2,2)'      8226  48824  8153  48825  48751  8076
-CONVEX 20016    'GT_PK(2,2)'      8226  48826  8299  48827  48818  8375
-CONVEX 20017    'GT_PK(2,2)'      8226  48828  8301  48824  48815  8153
-CONVEX 20018    'GT_PK(2,2)'      8301  48828  8226  48813  48827  8375
-CONVEX 20019    'GT_PK(2,2)'      8152  48829  8226  40503  48825  8076
-CONVEX 20020    'GT_PK(2,2)'      8299  48826  8226  48823  48829  8152
-CONVEX 20021    'GT_PK(2,2)'      8686  48830  8612  48831  48832  8762
-CONVEX 20022    'GT_PK(2,2)'      6446  48833  6374  48834  48835  6523
-CONVEX 20023    'GT_PK(2,2)'      6299  48836  6151  48837  40443  6227
-CONVEX 20024    'GT_PK(2,2)'      6374  48838  6299  48839  48837  6227
-CONVEX 20025    'GT_PK(2,2)'      6299  48838  6374  48840  48833  6446
-CONVEX 20026    'GT_PK(2,2)'      6299  48840  6446  48841  48842  6372
-CONVEX 20027    'GT_PK(2,2)'      6224  48843  6299  23641  48841  6372
-CONVEX 20028    'GT_PK(2,2)'      6299  48843  6224  48836  23637  6151
-CONVEX 20029    'GT_PK(2,2)'      6594  48844  6446  48845  48834  6523
-CONVEX 20030    'GT_PK(2,2)'      6676  48846  6823  48847  40219  6749
-CONVEX 20031    'GT_PK(2,2)'      6600  48848  6676  48849  48847  6749
-CONVEX 20032    'GT_PK(2,2)'      6676  48848  6600  48850  48851  6527
-CONVEX 20033    'GT_PK(2,2)'      6676  48850  6527  48852  40211  6602
-CONVEX 20034    'GT_PK(2,2)'      6974  48853  7051  48854  40345  7122
-CONVEX 20035    'GT_PK(2,2)'      7051  48853  6974  40346  48855  6903
-CONVEX 20036    'GT_PK(2,2)'      6679  48856  6751  31085  48857  6602
-CONVEX 20037    'GT_PK(2,2)'      6751  48858  6899  48859  40220  6823
-CONVEX 20038    'GT_PK(2,2)'      6751  48860  6676  48857  48852  6602
-CONVEX 20039    'GT_PK(2,2)'      6676  48860  6751  48846  48859  6823
-CONVEX 20040    'GT_PK(2,2)'      7344  48861  7270  48862  40358  7419
-CONVEX 20041    'GT_PK(2,2)'      7270  48861  7344  40226  48863  7196
-CONVEX 20042    'GT_PK(2,2)'      7335  48864  7185  48865  48866  7259
-CONVEX 20043    'GT_PK(2,2)'      7335  48867  7484  48868  48869  7408
-CONVEX 20044    'GT_PK(2,2)'      7258  48870  7335  48871  48868  7408
-CONVEX 20045    'GT_PK(2,2)'      7335  48870  7258  48864  40231  7185
-CONVEX 20046    'GT_PK(2,2)'      8104  48872  8289  48873  44080  8218
-CONVEX 20047    'GT_PK(2,2)'      8016  48874  8097  21149  40235  8212
-CONVEX 20048    'GT_PK(2,2)'      8509  48875  8357  23602  48876  8433
-CONVEX 20049    'GT_PK(2,2)'      8357  48877  8282  48876  23712  8433
-CONVEX 20050    'GT_PK(2,2)'      8210  48878  8097  48879  48880  8018
-CONVEX 20051    'GT_PK(2,2)'      8210  48881  8284  48878  40234  8097
-CONVEX 20052    'GT_PK(2,2)'      8210  48882  8357  48881  48883  8284
-CONVEX 20053    'GT_PK(2,2)'      8210  48879  8018  48884  48885  8101
-CONVEX 20054    'GT_PK(2,2)'      8282  48886  8210  30999  48884  8101
-CONVEX 20055    'GT_PK(2,2)'      8357  48882  8210  48877  48886  8282
-CONVEX 20056    'GT_PK(2,2)'      8435  48887  8359  48888  40244  8284
-CONVEX 20057    'GT_PK(2,2)'      8590  48889  8435  40240  48890  8509
-CONVEX 20058    'GT_PK(2,2)'      8435  48889  8590  48891  40242  8511
-CONVEX 20059    'GT_PK(2,2)'      8359  48887  8435  48892  48891  8511
-CONVEX 20060    'GT_PK(2,2)'      8435  48893  8357  48890  48875  8509
-CONVEX 20061    'GT_PK(2,2)'      8357  48893  8435  48883  48888  8284
-CONVEX 20062    'GT_PK(2,2)'      7336  48894  7264  48895  48896  7410
-CONVEX 20063    'GT_PK(2,2)'      7115  48897  7045  48898  40223  7192
-CONVEX 20064    'GT_PK(2,2)'      7264  48899  7115  48900  48898  7192
-CONVEX 20065    'GT_PK(2,2)'      7876  48901  7725  40272  48902  7803
-CONVEX 20066    'GT_PK(2,2)'      7646  48903  7725  40253  48904  7799
-CONVEX 20067    'GT_PK(2,2)'      7725  48901  7876  48904  40257  7799
-CONVEX 20068    'GT_PK(2,2)'      7340  48905  7264  48906  48900  7192
-CONVEX 20069    'GT_PK(2,2)'      7264  48905  7340  48896  48907  7410
-CONVEX 20070    'GT_PK(2,2)'      7268  48908  7119  48909  48910  7196
-CONVEX 20071    'GT_PK(2,2)'      7344  48911  7268  48863  48909  7196
-CONVEX 20072    'GT_PK(2,2)'      7268  48911  7344  48912  48913  7416
-CONVEX 20073    'GT_PK(2,2)'      7340  48914  7268  48915  48912  7416
-CONVEX 20074    'GT_PK(2,2)'      7119  48908  7268  40224  48916  7192
-CONVEX 20075    'GT_PK(2,2)'      7268  48914  7340  48916  48906  7192
-CONVEX 20076    'GT_PK(2,2)'      7487  48917  7566  48918  40246  7638
-CONVEX 20077    'GT_PK(2,2)'      7487  48919  7416  48917  48920  7566
-CONVEX 20078    'GT_PK(2,2)'      7487  48921  7340  48919  48915  7416
-CONVEX 20079    'GT_PK(2,2)'      7561  48922  7487  48923  48918  7638
-CONVEX 20080    'GT_PK(2,2)'      7487  48922  7561  48924  48925  7410
-CONVEX 20081    'GT_PK(2,2)'      7340  48921  7487  48907  48924  7410
-CONVEX 20082    'GT_PK(2,2)'      7720  48926  7794  40247  48927  7638
-CONVEX 20083    'GT_PK(2,2)'      7794  48926  7720  48928  40250  7871
-CONVEX 20084    'GT_PK(2,2)'      7868  48929  7943  48930  48931  7792
-CONVEX 20085    'GT_PK(2,2)'      8016  48932  7943  48874  48933  8097
-CONVEX 20086    'GT_PK(2,2)'      8097  48933  7943  48880  48934  8018
-CONVEX 20087    'GT_PK(2,2)'      7943  48929  7868  48934  48935  8018
-CONVEX 20088    'GT_PK(2,2)'      7409  48936  7560  48937  48938  7484
-CONVEX 20089    'GT_PK(2,2)'      7409  48939  7335  48940  48865  7259
-CONVEX 20090    'GT_PK(2,2)'      7335  48939  7409  48867  48937  7484
-CONVEX 20091    'GT_PK(2,2)'      7336  48941  7409  48942  48940  7259
-CONVEX 20092    'GT_PK(2,2)'      7715  48943  7561  48944  48923  7638
-CONVEX 20093    'GT_PK(2,2)'      7794  48945  7715  48927  48944  7638
-CONVEX 20094    'GT_PK(2,2)'      7715  48945  7794  48946  48947  7868
-CONVEX 20095    'GT_PK(2,2)'      7715  48946  7868  48948  48930  7792
-CONVEX 20096    'GT_PK(2,2)'      7637  48949  7792  48950  48951  7713
-CONVEX 20097    'GT_PK(2,2)'      7560  48952  7637  48953  48950  7713
-CONVEX 20098    'GT_PK(2,2)'      7637  48954  7715  48949  48948  7792
-CONVEX 20099    'GT_PK(2,2)'      7715  48954  7637  48943  48955  7561
-CONVEX 20100    'GT_PK(2,2)'      7950  48956  8024  40254  48957  7871
-CONVEX 20101    'GT_PK(2,2)'      8024  48958  8208  48959  30998  8101
-CONVEX 20102    'GT_PK(2,2)'      7656  48960  7577  48961  40261  7503
-CONVEX 20103    'GT_PK(2,2)'      7581  48962  7656  40341  48961  7503
-CONVEX 20104    'GT_PK(2,2)'      7656  48962  7581  48963  20568  7733
-CONVEX 20105    'GT_PK(2,2)'      7808  48964  7656  35207  48963  7733
-CONVEX 20106    'GT_PK(2,2)'      7729  48965  7881  48966  40274  7803
-CONVEX 20107    'GT_PK(2,2)'      7656  48967  7729  48960  48968  7577
-CONVEX 20108    'GT_PK(2,2)'      7881  48965  7729  40266  48969  7808
-CONVEX 20109    'GT_PK(2,2)'      7729  48967  7656  48969  48964  7808
-CONVEX 20110    'GT_PK(2,2)'      6472  48970  6546  40279  48971  6398
-CONVEX 20111    'GT_PK(2,2)'      6618  48972  6546  40276  48973  6694
-CONVEX 20112    'GT_PK(2,2)'      6546  48974  6621  48973  35117  6694
-CONVEX 20113    'GT_PK(2,2)'      6546  48970  6472  48974  40282  6621
-CONVEX 20114    'GT_PK(2,2)'      6907  48975  6979  48976  31069  6831
-CONVEX 20115    'GT_PK(2,2)'      6758  48977  6907  40307  48976  6831
-CONVEX 20116    'GT_PK(2,2)'      6979  48975  6907  31064  48978  7056
-CONVEX 20117    'GT_PK(2,2)'      6907  48979  6981  48978  44631  7056
-CONVEX 20118    'GT_PK(2,2)'      6841  48980  6914  44569  48981  6766
-CONVEX 20119    'GT_PK(2,2)'      6914  48980  6841  48982  44565  6988
-CONVEX 20120    'GT_PK(2,2)'      6690  48983  6838  40293  48984  6764
-CONVEX 20121    'GT_PK(2,2)'      6838  48983  6690  48985  40285  6766
-CONVEX 20122    'GT_PK(2,2)'      6914  48986  6838  48981  48985  6766
-CONVEX 20123    'GT_PK(2,2)'      6838  48986  6914  48987  48988  6986
-CONVEX 20124    'GT_PK(2,2)'      6914  48989  7063  48988  48990  6986
-CONVEX 20125    'GT_PK(2,2)'      7063  48989  6914  48991  48982  6988
-CONVEX 20126    'GT_PK(2,2)'      7063  48992  7141  48993  44563  7215
-CONVEX 20127    'GT_PK(2,2)'      7141  48992  7063  44561  48991  6988
-CONVEX 20128    'GT_PK(2,2)'      7210  48994  7289  48995  26439  7363
-CONVEX 20129    'GT_PK(2,2)'      7284  48996  7210  35194  48995  7363
-CONVEX 20130    'GT_PK(2,2)'      6021  48997  5950  48998  48999  6097
-CONVEX 20131    'GT_PK(2,2)'      5950  49000  5804  49001  31020  5877
-CONVEX 20132    'GT_PK(2,2)'      5950  49002  6025  48999  43484  6097
-CONVEX 20133    'GT_PK(2,2)'      6025  49002  5950  34119  49001  5877
-CONVEX 20134    'GT_PK(2,2)'      5804  49003  5874  31021  49004  5728
-CONVEX 20135    'GT_PK(2,2)'      5874  49005  6021  49006  40295  5947
-CONVEX 20136    'GT_PK(2,2)'      5950  49007  5874  49000  49003  5804
-CONVEX 20137    'GT_PK(2,2)'      5874  49007  5950  49005  48997  6021
-CONVEX 20138    'GT_PK(2,2)'      5801  49008  5874  49009  49006  5947
-CONVEX 20139    'GT_PK(2,2)'      5874  49008  5801  49004  40301  5728
-CONVEX 20140    'GT_PK(2,2)'      6021  49010  6170  40294  49011  6095
-CONVEX 20141    'GT_PK(2,2)'      6170  49010  6021  49012  48998  6097
-CONVEX 20142    'GT_PK(2,2)'      6245  49013  6170  43486  49012  6097
-CONVEX 20143    'GT_PK(2,2)'      6170  49013  6245  49014  43490  6318
-CONVEX 20144    'GT_PK(2,2)'      5801  49015  5725  40300  49016  5656
-CONVEX 20145    'GT_PK(2,2)'      5656  49016  5725  16211  49017  5582
-CONVEX 20146    'GT_PK(2,2)'      5725  49018  5653  49017  20589  5582
-CONVEX 20147    'GT_PK(2,2)'      5725  49019  5799  49018  26468  5653
-CONVEX 20148    'GT_PK(2,2)'      6316  49020  6243  40308  49021  6390
-CONVEX 20149    'GT_PK(2,2)'      6170  49022  6243  49011  49023  6095
-CONVEX 20150    'GT_PK(2,2)'      6095  49023  6243  35251  49024  6168
-CONVEX 20151    'GT_PK(2,2)'      6243  49020  6316  49024  44664  6168
-CONVEX 20152    'GT_PK(2,2)'      6390  49021  6243  31031  49025  6318
-CONVEX 20153    'GT_PK(2,2)'      6243  49022  6170  49025  49014  6318
-CONVEX 20154    'GT_PK(2,2)'      6761  49026  6686  49027  49028  6613
-CONVEX 20155    'GT_PK(2,2)'      6686  49029  6538  49028  40316  6613
-CONVEX 20156    'GT_PK(2,2)'      6610  49030  6686  40313  49031  6758
-CONVEX 20157    'GT_PK(2,2)'      6538  49029  6686  40321  49030  6610
-CONVEX 20158    'GT_PK(2,2)'      6533  49032  6384  49033  40327  6460
-CONVEX 20159    'GT_PK(2,2)'      6533  49034  6608  49035  23582  6681
-CONVEX 20160    'GT_PK(2,2)'      6533  49033  6460  49034  31043  6608
-CONVEX 20161    'GT_PK(2,2)'      6606  49036  6533  23619  49035  6681
-CONVEX 20162    'GT_PK(2,2)'      6533  49036  6606  49037  31087  6457
-CONVEX 20163    'GT_PK(2,2)'      6384  49032  6533  40394  49037  6457
-CONVEX 20164    'GT_PK(2,2)'      7348  49038  7274  40353  49039  7423
-CONVEX 20165    'GT_PK(2,2)'      7274  49040  7126  49041  40350  7202
-CONVEX 20166    'GT_PK(2,2)'      7126  49040  7274  40352  49042  7199
-CONVEX 20167    'GT_PK(2,2)'      7274  49038  7348  49042  40359  7199
-CONVEX 20168    'GT_PK(2,2)'      7274  49041  7202  49043  31048  7351
-CONVEX 20169    'GT_PK(2,2)'      7423  49039  7274  31001  49043  7351
-CONVEX 20170    'GT_PK(2,2)'      8103  49044  7950  49045  40258  8027
-CONVEX 20171    'GT_PK(2,2)'      8206  49046  8103  40361  49045  8027
-CONVEX 20172    'GT_PK(2,2)'      8024  49047  8103  48958  49048  8208
-CONVEX 20173    'GT_PK(2,2)'      8103  49047  8024  49044  48956  7950
-CONVEX 20174    'GT_PK(2,2)'      8348  49049  8421  31073  49050  8499
-CONVEX 20175    'GT_PK(2,2)'      8813  49051  8740  49052  31076  8658
-CONVEX 20176    'GT_PK(2,2)'      8963  49053  8813  49054  49055  8886
-CONVEX 20177    'GT_PK(2,2)'      8731  49056  8813  40371  49052  8658
-CONVEX 20178    'GT_PK(2,2)'      8813  49056  8731  49055  40372  8886
-CONVEX 20179    'GT_PK(2,2)'      8821  49057  8666  49058  23723  8743
-CONVEX 20180    'GT_PK(2,2)'      8666  49057  8821  40239  49059  8745
-CONVEX 20181    'GT_PK(2,2)'      8821  49060  8897  49059  31193  8745
-CONVEX 20182    'GT_PK(2,2)'      8821  49061  8971  49060  49062  8897
-CONVEX 20183    'GT_PK(2,2)'      8971  49063  9048  49062  49064  8897
-CONVEX 20184    'GT_PK(2,2)'      8897  49064  9048  31188  49065  8973
-CONVEX 20185    'GT_PK(2,2)'      9048  49066  9123  49065  31195  8973
-CONVEX 20186    'GT_PK(2,2)'      9706  49067  9633  44327  49068  9558
-CONVEX 20187    'GT_PK(2,2)'      9633  49067  9706  49069  44329  9781
-CONVEX 20188    'GT_PK(2,2)'      9708  49070  9633  34961  49069  9781
-CONVEX 20189    'GT_PK(2,2)'      9560  49071  9633  40380  49070  9708
-CONVEX 20190    'GT_PK(2,2)'      9488  49072  9560  49073  40379  9635
-CONVEX 20191    'GT_PK(2,2)'      9488  49074  9416  49075  49076  9340
-CONVEX 20192    'GT_PK(2,2)'      9416  49074  9488  34974  49077  9564
-CONVEX 20193    'GT_PK(2,2)'      9488  49073  9635  49077  34967  9564
-CONVEX 20194    'GT_PK(2,2)'      9411  49078  9265  49079  49080  9336
-CONVEX 20195    'GT_PK(2,2)'      9265  49078  9411  40383  49081  9340
-CONVEX 20196    'GT_PK(2,2)'      9411  49082  9488  49081  49075  9340
-CONVEX 20197    'GT_PK(2,2)'      9488  49082  9411  49072  49083  9560
-CONVEX 20198    'GT_PK(2,2)'      9261  49084  9409  49085  49086  9336
-CONVEX 20199    'GT_PK(2,2)'      6957  49087  7032  49088  49089  6883
-CONVEX 20200    'GT_PK(2,2)'      7032  49090  7182  49091  31166  7105
-CONVEX 20201    'GT_PK(2,2)'      7182  49090  7032  40422  49092  7107
-CONVEX 20202    'GT_PK(2,2)'      7032  49087  6957  49092  40414  7107
-CONVEX 20203    'GT_PK(2,2)'      6956  49093  7032  31093  49091  7105
-CONVEX 20204    'GT_PK(2,2)'      7032  49093  6956  49089  31095  6883
-CONVEX 20205    'GT_PK(2,2)'      6808  49094  6957  49095  49088  6883
-CONVEX 20206    'GT_PK(2,2)'      6808  49096  6735  49097  31098  6664
-CONVEX 20207    'GT_PK(2,2)'      6735  49096  6808  31101  49095  6883
-CONVEX 20208    'GT_PK(2,2)'      6957  49094  6808  40417  49098  6884
-CONVEX 20209    'GT_PK(2,2)'      6959  49099  7035  49100  40419  7108
-CONVEX 20210    'GT_PK(2,2)'      7034  49101  6959  49102  49100  7108
-CONVEX 20211    'GT_PK(2,2)'      6959  49101  7034  49103  40416  6884
-CONVEX 20212    'GT_PK(2,2)'      7256  49104  7331  40420  49105  7182
-CONVEX 20213    'GT_PK(2,2)'      7255  49106  7331  40539  49107  7404
-CONVEX 20214    'GT_PK(2,2)'      7331  49106  7255  49105  31165  7182
-CONVEX 20215    'GT_PK(2,2)'      7034  49108  7183  40415  49109  7107
-CONVEX 20216    'GT_PK(2,2)'      7183  49110  7256  49109  40421  7107
-CONVEX 20217    'GT_PK(2,2)'      7258  49111  7183  40233  49112  7108
-CONVEX 20218    'GT_PK(2,2)'      7183  49108  7034  49112  49102  7108
-CONVEX 20219    'GT_PK(2,2)'      6440  49113  6516  49114  40437  6589
-CONVEX 20220    'GT_PK(2,2)'      6516  49113  6440  40435  49115  6368
-CONVEX 20221    'GT_PK(2,2)'      6438  49116  6510  49117  40585  6363
-CONVEX 20222    'GT_PK(2,2)'      6510  49116  6438  40588  49118  6585
-CONVEX 20223    'GT_PK(2,2)'      5497  49119  5422  26533  49120  5352
-CONVEX 20224    'GT_PK(2,2)'      5568  49121  5422  40444  49119  5497
-CONVEX 20225    'GT_PK(2,2)'      5352  49120  5422  26537  49122  5279
-CONVEX 20226    'GT_PK(2,2)'      5635  49123  5560  49124  49125  5489
-CONVEX 20227    'GT_PK(2,2)'      5560  49126  5416  49125  35762  5489
-CONVEX 20228    'GT_PK(2,2)'      5416  49126  5560  26778  49127  5487
-CONVEX 20229    'GT_PK(2,2)'      5560  49128  5632  49127  49129  5487
-CONVEX 20230    'GT_PK(2,2)'      5560  49130  5707  49128  49131  5632
-CONVEX 20231    'GT_PK(2,2)'      5707  49130  5560  49132  49123  5635
-CONVEX 20232    'GT_PK(2,2)'      7486  49133  7559  49134  40458  7641
-CONVEX 20233    'GT_PK(2,2)'      7486  49135  7413  49136  40529  7334
-CONVEX 20234    'GT_PK(2,2)'      7570  49137  7486  49138  49134  7641
-CONVEX 20235    'GT_PK(2,2)'      7413  49135  7486  40464  49137  7570
-CONVEX 20236    'GT_PK(2,2)'      7407  49139  7334  49140  31123  7257
-CONVEX 20237    'GT_PK(2,2)'      7559  49141  7407  48797  49142  7482
-CONVEX 20238    'GT_PK(2,2)'      7407  49143  7486  49139  49136  7334
-CONVEX 20239    'GT_PK(2,2)'      7486  49143  7407  49133  49141  7559
-CONVEX 20240    'GT_PK(2,2)'      7764  49144  7916  40466  49145  7843
-CONVEX 20241    'GT_PK(2,2)'      7995  49146  7916  19214  49147  8069
-CONVEX 20242    'GT_PK(2,2)'      7843  49145  7916  19215  49146  7995
-CONVEX 20243    'GT_PK(2,2)'      7916  49148  7992  49147  40470  8069
-CONVEX 20244    'GT_PK(2,2)'      7916  49144  7764  49149  40476  7839
-CONVEX 20245    'GT_PK(2,2)'      7992  49148  7916  49150  49149  7839
-CONVEX 20246    'GT_PK(2,2)'      7983  49151  8064  49152  40184  8144
-CONVEX 20247    'GT_PK(2,2)'      8064  49151  7983  40191  49153  7878
-CONVEX 20248    'GT_PK(2,2)'      8066  49154  8222  49155  30959  8149
-CONVEX 20249    'GT_PK(2,2)'      7992  49156  8066  40469  49155  8149
-CONVEX 20250    'GT_PK(2,2)'      8222  49154  8066  34605  49157  8144
-CONVEX 20251    'GT_PK(2,2)'      8066  49158  7983  49157  49152  8144
-CONVEX 20252    'GT_PK(2,2)'      7631  49159  7554  49160  49161  7707
-CONVEX 20253    'GT_PK(2,2)'      7479  49162  7554  40536  49163  7403
-CONVEX 20254    'GT_PK(2,2)'      7480  49164  7631  49165  40478  7556
-CONVEX 20255    'GT_PK(2,2)'      7554  49166  7480  49163  49167  7403
-CONVEX 20256    'GT_PK(2,2)'      7480  49166  7554  49164  49159  7631
-CONVEX 20257    'GT_PK(2,2)'      7480  49168  7329  49167  49169  7403
-CONVEX 20258    'GT_PK(2,2)'      7405  49170  7556  49171  48794  7482
-CONVEX 20259    'GT_PK(2,2)'      7405  49172  7480  49170  49165  7556
-CONVEX 20260    'GT_PK(2,2)'      7329  49173  7405  49174  49175  7254
-CONVEX 20261    'GT_PK(2,2)'      7405  49173  7329  49172  49168  7480
-CONVEX 20262    'GT_PK(2,2)'      8073  49176  8224  40497  49177  8151
-CONVEX 20263    'GT_PK(2,2)'      8224  49178  8298  49177  48805  8151
-CONVEX 20264    'GT_PK(2,2)'      8298  49178  8224  48802  49179  8373
-CONVEX 20265    'GT_PK(2,2)'      8373  49179  8224  40192  49180  8297
-CONVEX 20266    'GT_PK(2,2)'      8297  49180  8224  30989  49181  8150
-CONVEX 20267    'GT_PK(2,2)'      8224  49176  8073  49181  40484  8150
-CONVEX 20268    'GT_PK(2,2)'      7771  49182  7845  40182  49183  7924
-CONVEX 20269    'GT_PK(2,2)'      7845  49184  7999  49183  40493  7924
-CONVEX 20270    'GT_PK(2,2)'      7845  49182  7771  49185  48789  7694
-CONVEX 20271    'GT_PK(2,2)'      7999  49184  7845  40496  49186  7918
-CONVEX 20272    'GT_PK(2,2)'      7845  49187  7768  49186  23656  7918
-CONVEX 20273    'GT_PK(2,2)'      7768  49187  7845  23657  49185  7694
-CONVEX 20274    'GT_PK(2,2)'      6990  49188  6900  17154  49189  7055
-CONVEX 20275    'GT_PK(2,2)'      6900  49190  6969  49189  40505  7055
-CONVEX 20276    'GT_PK(2,2)'      6969  49190  6900  40511  49191  6816
-CONVEX 20277    'GT_PK(2,2)'      6807  49192  6731  49193  31138  6882
-CONVEX 20278    'GT_PK(2,2)'      6958  49194  6807  23674  49193  6882
-CONVEX 20279    'GT_PK(2,2)'      6888  49195  6807  40507  49194  6958
-CONVEX 20280    'GT_PK(2,2)'      6520  49196  6604  49197  30915  6448
-CONVEX 20281    'GT_PK(2,2)'      6520  49198  6675  49196  40512  6604
-CONVEX 20282    'GT_PK(2,2)'      6520  49199  6593  49198  49200  6675
-CONVEX 20283    'GT_PK(2,2)'      6370  49201  6520  30939  49197  6448
-CONVEX 20284    'GT_PK(2,2)'      7276  49202  7439  40519  49203  7391
-CONVEX 20285    'GT_PK(2,2)'      7541  49204  7439  40518  49205  7606
-CONVEX 20286    'GT_PK(2,2)'      7439  49204  7541  49203  40514  7391
-CONVEX 20287    'GT_PK(2,2)'      7439  49206  7502  49205  40473  7606
-CONVEX 20288    'GT_PK(2,2)'      7502  49206  7439  40462  49207  7345
-CONVEX 20289    'GT_PK(2,2)'      7439  49202  7276  49207  40523  7345
-CONVEX 20290    'GT_PK(2,2)'      7253  49208  7104  49209  31170  7180
-CONVEX 20291    'GT_PK(2,2)'      7330  49210  7253  40533  49209  7180
-CONVEX 20292    'GT_PK(2,2)'      7253  49210  7330  49211  40535  7403
-CONVEX 20293    'GT_PK(2,2)'      7329  49212  7253  49169  49211  7403
-CONVEX 20294    'GT_PK(2,2)'      6069  49213  5996  40540  49214  6145
-CONVEX 20295    'GT_PK(2,2)'      5996  49215  5925  49216  26539  6072
-CONVEX 20296    'GT_PK(2,2)'      6145  49214  5996  31172  49216  6072
-CONVEX 20297    'GT_PK(2,2)'      5925  49215  5996  49217  49218  5850
-CONVEX 20298    'GT_PK(2,2)'      5996  49219  5922  49218  23691  5850
-CONVEX 20299    'GT_PK(2,2)'      5996  49213  6069  49219  40543  5922
-CONVEX 20300    'GT_PK(2,2)'      5629  49220  5557  40552  49221  5703
-CONVEX 20301    'GT_PK(2,2)'      5632  49222  5557  49129  49223  5487
-CONVEX 20302    'GT_PK(2,2)'      5557  49222  5632  49221  49224  5703
-CONVEX 20303    'GT_PK(2,2)'      5483  49225  5557  49226  49220  5629
-CONVEX 20304    'GT_PK(2,2)'      6361  49227  6289  40569  49228  6213
-CONVEX 20305    'GT_PK(2,2)'      6433  49229  6509  49230  49231  6361
-CONVEX 20306    'GT_PK(2,2)'      6286  49232  6433  40567  49230  6361
-CONVEX 20307    'GT_PK(2,2)'      6583  49233  6655  49234  31180  6731
-CONVEX 20308    'GT_PK(2,2)'      6433  49235  6583  49229  49236  6509
-CONVEX 20309    'GT_PK(2,2)'      6655  49233  6583  31179  49237  6507
-CONVEX 20310    'GT_PK(2,2)'      6583  49235  6433  49237  49238  6507
-CONVEX 20311    'GT_PK(2,2)'      6359  49239  6286  49240  40572  6211
-CONVEX 20312    'GT_PK(2,2)'      6359  49241  6432  49242  40566  6507
-CONVEX 20313    'GT_PK(2,2)'      6433  49243  6359  49238  49242  6507
-CONVEX 20314    'GT_PK(2,2)'      6359  49243  6433  49239  49232  6286
-CONVEX 20315    'GT_PK(2,2)'      5991  49244  6141  49245  40575  6065
-CONVEX 20316    'GT_PK(2,2)'      5991  49246  5845  49247  40558  5919
-CONVEX 20317    'GT_PK(2,2)'      6066  49248  5991  23701  49247  5919
-CONVEX 20318    'GT_PK(2,2)'      6141  49244  5991  49249  49248  6066
-CONVEX 20319    'GT_PK(2,2)'      5991  49250  5916  49246  49251  5845
-CONVEX 20320    'GT_PK(2,2)'      5916  49250  5991  40562  49245  6065
-CONVEX 20321    'GT_PK(2,2)'      6288  49252  6435  49253  49254  6360
-CONVEX 20322    'GT_PK(2,2)'      6212  49255  6288  49256  49253  6360
-CONVEX 20323    'GT_PK(2,2)'      6288  49255  6212  49257  40574  6141
-CONVEX 20324    'GT_PK(2,2)'      6435  49252  6288  40586  49258  6363
-CONVEX 20325    'GT_PK(2,2)'      6291  49259  6142  49260  40581  6218
-CONVEX 20326    'GT_PK(2,2)'      6291  49261  6438  49262  49117  6363
-CONVEX 20327    'GT_PK(2,2)'      6366  49263  6291  49264  49260  6218
-CONVEX 20328    'GT_PK(2,2)'      6438  49261  6291  49265  49263  6366
-CONVEX 20329    'GT_PK(2,2)'      6654  49266  6582  40590  49267  6730
-CONVEX 20330    'GT_PK(2,2)'      6510  49268  6582  40584  49269  6435
-CONVEX 20331    'GT_PK(2,2)'      6730  49267  6582  31156  49270  6656
-CONVEX 20332    'GT_PK(2,2)'      6582  49268  6510  49270  40587  6656
-CONVEX 20333    'GT_PK(2,2)'      6435  49271  6508  49254  49272  6360
-CONVEX 20334    'GT_PK(2,2)'      6508  49273  6654  49274  40591  6579
-CONVEX 20335    'GT_PK(2,2)'      6582  49275  6508  49269  49271  6435
-CONVEX 20336    'GT_PK(2,2)'      6508  49275  6582  49273  49266  6654
-CONVEX 20337    'GT_PK(2,2)'      6508  49276  6432  49272  49277  6360
-CONVEX 20338    'GT_PK(2,2)'      6432  49276  6508  40565  49274  6579
-CONVEX 20339    'GT_PK(2,2)'      5274  49278  5359  31275  49279  5208
-CONVEX 20340    'GT_PK(2,2)'      5359  49280  5305  49279  40635  5208
-CONVEX 20341    'GT_PK(2,2)'      5305  49280  5359  40634  49281  5472
-CONVEX 20342    'GT_PK(2,2)'      5359  49278  5274  49282  31279  5424
-CONVEX 20343    'GT_PK(2,2)'      5359  49283  5517  49281  31251  5472
-CONVEX 20344    'GT_PK(2,2)'      5517  49283  5359  31253  49282  5424
-CONVEX 20345    'GT_PK(2,2)'      5693  49284  5766  49285  49286  5839
-CONVEX 20346    'GT_PK(2,2)'      5845  49287  5768  40557  49288  5696
-CONVEX 20347    'GT_PK(2,2)'      5916  49289  5768  49251  49287  5845
-CONVEX 20348    'GT_PK(2,2)'      5768  49290  5622  49288  49291  5696
-CONVEX 20349    'GT_PK(2,2)'      5768  49292  5695  49290  40651  5622
-CONVEX 20350    'GT_PK(2,2)'      5988  49293  6061  49294  49295  6136
-CONVEX 20351    'GT_PK(2,2)'      6136  49295  6061  40573  49296  6211
-CONVEX 20352    'GT_PK(2,2)'      6137  49297  6061  40578  49298  5989
-CONVEX 20353    'GT_PK(2,2)'      6061  49297  6137  49296  49299  6211
-CONVEX 20354    'GT_PK(2,2)'      6063  49300  6136  49301  40571  6213
-CONVEX 20355    'GT_PK(2,2)'      6063  49302  5988  49300  49294  6136
-CONVEX 20356    'GT_PK(2,2)'      5628  49303  5480  49304  49305  5551
-CONVEX 20357    'GT_PK(2,2)'      6221  49306  6297  49307  40120  6149
-CONVEX 20358    'GT_PK(2,2)'      6297  49306  6221  30938  49308  6370
-CONVEX 20359    'GT_PK(2,2)'      6221  49309  6071  49310  49311  6144
-CONVEX 20360    'GT_PK(2,2)'      6001  49312  6071  31341  49313  6149
-CONVEX 20361    'GT_PK(2,2)'      6071  49309  6221  49313  49307  6149
-CONVEX 20362    'GT_PK(2,2)'      5767  49314  5693  49315  49285  5839
-CONVEX 20363    'GT_PK(2,2)'      5767  49316  5842  49317  49318  5694
-CONVEX 20364    'GT_PK(2,2)'      5988  49319  5915  49320  49321  5839
-CONVEX 20365    'GT_PK(2,2)'      5915  49322  5767  49321  49315  5839
-CONVEX 20366    'GT_PK(2,2)'      5767  49322  5915  49316  49323  5842
-CONVEX 20367    'GT_PK(2,2)'      6063  49324  5915  49302  49319  5988
-CONVEX 20368    'GT_PK(2,2)'      4690  49325  4760  40657  49326  4831
-CONVEX 20369    'GT_PK(2,2)'      5621  49327  5766  49328  49284  5693
-CONVEX 20370    'GT_PK(2,2)'      5695  49329  5621  40653  49330  5549
-CONVEX 20371    'GT_PK(2,2)'      5766  49327  5621  49331  49329  5695
-CONVEX 20372    'GT_PK(2,2)'      5620  49332  5767  49333  49317  5694
-CONVEX 20373    'GT_PK(2,2)'      5767  49332  5620  49314  49334  5693
-CONVEX 20374    'GT_PK(2,2)'      5331  49335  5402  40663  49336  5258
-CONVEX 20375    'GT_PK(2,2)'      5480  49337  5405  49305  49338  5551
-CONVEX 20376    'GT_PK(2,2)'      5405  49339  5335  49340  23764  5261
-CONVEX 20377    'GT_PK(2,2)'      5405  49337  5480  49339  40654  5335
-CONVEX 20378    'GT_PK(2,2)'      5548  49341  5403  49342  49343  5474
-CONVEX 20379    'GT_PK(2,2)'      5548  49344  5620  49345  49333  5694
-CONVEX 20380    'GT_PK(2,2)'      5620  49344  5548  49346  49342  5474
-CONVEX 20381    'GT_PK(2,2)'      4973  49347  5045  40664  49348  4903
-CONVEX 20382    'GT_PK(2,2)'      4975  49349  5045  40679  49350  5118
-CONVEX 20383    'GT_PK(2,2)'      5045  49349  4975  49348  40668  4903
-CONVEX 20384    'GT_PK(2,2)'      5403  49351  5330  49343  49352  5474
-CONVEX 20385    'GT_PK(2,2)'      5402  49353  5330  49336  20966  5258
-CONVEX 20386    'GT_PK(2,2)'      5330  49353  5402  49352  49354  5474
-CONVEX 20387    'GT_PK(2,2)'      4901  49355  4973  49356  40665  4831
-CONVEX 20388    'GT_PK(2,2)'      4760  49357  4901  49326  49356  4831
-CONVEX 20389    'GT_PK(2,2)'      4901  49357  4760  49358  49359  4830
-CONVEX 20390    'GT_PK(2,2)'      3800  49360  3867  40680  49361  3733
-CONVEX 20391    'GT_PK(2,2)'      3867  49362  4001  49363  49364  3934
-CONVEX 20392    'GT_PK(2,2)'      4001  49362  3867  49365  49366  3935
-CONVEX 20393    'GT_PK(2,2)'      3867  49360  3800  49366  40696  3935
-CONVEX 20394    'GT_PK(2,2)'      3666  49367  3598  40683  49368  3534
-CONVEX 20395    'GT_PK(2,2)'      3598  49369  3467  49368  37043  3534
-CONVEX 20396    'GT_PK(2,2)'      3533  49370  3598  49371  49372  3665
-CONVEX 20397    'GT_PK(2,2)'      3598  49370  3533  49369  46171  3467
-CONVEX 20398    'GT_PK(2,2)'      3799  49373  3666  49374  40685  3733
-CONVEX 20399    'GT_PK(2,2)'      3799  49375  3867  49376  49363  3934
-CONVEX 20400    'GT_PK(2,2)'      3867  49375  3799  49361  49374  3733
-CONVEX 20401    'GT_PK(2,2)'      4342  49377  4205  49378  49379  4274
-CONVEX 20402    'GT_PK(2,2)'      4342  49380  4481  49381  40707  4411
-CONVEX 20403    'GT_PK(2,2)'      4273  49382  4342  49383  49381  4411
-CONVEX 20404    'GT_PK(2,2)'      4342  49382  4273  49377  49384  4205
-CONVEX 20405    'GT_PK(2,2)'      3931  49385  4000  40712  49386  4067
-CONVEX 20406    'GT_PK(2,2)'      4001  49387  4068  49364  49388  3934
-CONVEX 20407    'GT_PK(2,2)'      4068  49389  4000  49388  49390  3934
-CONVEX 20408    'GT_PK(2,2)'      4137  49391  4206  49392  40687  4274
-CONVEX 20409    'GT_PK(2,2)'      4205  49393  4137  49379  49392  4274
-CONVEX 20410    'GT_PK(2,2)'      4137  49394  4068  49395  49387  4001
-CONVEX 20411    'GT_PK(2,2)'      4068  49394  4137  49396  49393  4205
-CONVEX 20412    'GT_PK(2,2)'      4206  49397  4276  40686  49398  4344
-CONVEX 20413    'GT_PK(2,2)'      3868  49399  3802  40698  49400  3936
-CONVEX 20414    'GT_PK(2,2)'      3736  49401  3802  26786  49402  3668
-CONVEX 20415    'GT_PK(2,2)'      3802  49403  3735  49402  31313  3668
-CONVEX 20416    'GT_PK(2,2)'      3802  49399  3868  49403  40697  3735
-CONVEX 20417    'GT_PK(2,2)'      3802  49401  3736  49404  35720  3870
-CONVEX 20418    'GT_PK(2,2)'      3936  49400  3802  49405  49404  3870
-CONVEX 20419    'GT_PK(2,2)'      3999  49406  3866  49407  31319  3930
-CONVEX 20420    'GT_PK(2,2)'      4066  49408  3999  40706  49407  3930
-CONVEX 20421    'GT_PK(2,2)'      3866  49406  3999  31317  49409  3932
-CONVEX 20422    'GT_PK(2,2)'      3999  49410  4071  49409  40701  3932
-CONVEX 20423    'GT_PK(2,2)'      4207  49411  4347  49412  40703  4293
-CONVEX 20424    'GT_PK(2,2)'      4140  49413  4207  23733  49412  4293
-CONVEX 20425    'GT_PK(2,2)'      4071  49414  4207  40700  49413  4140
-CONVEX 20426    'GT_PK(2,2)'      4347  49415  4487  40702  49416  4424
-CONVEX 20427    'GT_PK(2,2)'      4587  49417  4487  31333  49418  4640
-CONVEX 20428    'GT_PK(2,2)'      4487  49417  4587  49416  31329  4424
-CONVEX 20429    'GT_PK(2,2)'      4487  49419  4555  49418  49420  4640
-CONVEX 20430    'GT_PK(2,2)'      4696  49421  4555  23774  49422  4623
-CONVEX 20431    'GT_PK(2,2)'      4555  49421  4696  49420  40718  4640
-CONVEX 20432    'GT_PK(2,2)'      4207  49423  4275  49411  49424  4347
-CONVEX 20433    'GT_PK(2,2)'      4621  49425  4690  49426  40656  4762
-CONVEX 20434    'GT_PK(2,2)'      4692  49427  4621  40670  49426  4762
-CONVEX 20435    'GT_PK(2,2)'      4621  49428  4549  49425  49429  4690
-CONVEX 20436    'GT_PK(2,2)'      4549  49428  4621  49430  49431  4480
-CONVEX 20437    'GT_PK(2,2)'      4344  49432  4413  40688  49433  4274
-CONVEX 20438    'GT_PK(2,2)'      4413  49434  4342  49433  49378  4274
-CONVEX 20439    'GT_PK(2,2)'      4342  49434  4413  49380  49435  4481
-CONVEX 20440    'GT_PK(2,2)'      4481  49435  4413  49436  49437  4551
-CONVEX 20441    'GT_PK(2,2)'      5934  49438  5789  40723  49439  5854
-CONVEX 20442    'GT_PK(2,2)'      5789  49440  5729  49441  23778  5641
-CONVEX 20443    'GT_PK(2,2)'      5729  49440  5789  23785  49442  5871
-CONVEX 20444    'GT_PK(2,2)'      5789  49438  5934  49442  49443  5871
-CONVEX 20445    'GT_PK(2,2)'      350  49444  15487  49445  49446  352
-CONVEX 20446    'GT_PK(2,2)'      15487  49447  15412  49448  49449  15451
-CONVEX 20447    'GT_PK(2,2)'      15527  49450  15487  40736  49448  15451
-CONVEX 20448    'GT_PK(2,2)'      15487  49450  15527  49446  40749  352
-CONVEX 20449    'GT_PK(2,2)'      5962  49451  5888  49452  49453  6037
-CONVEX 20450    'GT_PK(2,2)'      6110  49454  5962  35508  49452  6037
-CONVEX 20451    'GT_PK(2,2)'      5962  49455  5815  49451  49456  5888
-CONVEX 20452    'GT_PK(2,2)'      15520  49457  15443  31365  49458  15479
-CONVEX 20453    'GT_PK(2,2)'      15484  49459  15443  40753  49457  15520
-CONVEX 20454    'GT_PK(2,2)'      15400  49460  15443  31362  49461  15363
-CONVEX 20455    'GT_PK(2,2)'      15443  49460  15400  49458  31358  15479
-CONVEX 20456    'GT_PK(2,2)'      15411  49462  15329  40732  49463  15369
-CONVEX 20457    'GT_PK(2,2)'      15238  49464  15284  41039  49465  15196
-CONVEX 20458    'GT_PK(2,2)'      15323  49466  15284  40765  49464  15238
-CONVEX 20459    'GT_PK(2,2)'      15284  49467  15242  49465  40755  15196
-CONVEX 20460    'GT_PK(2,2)'      15284  49466  15323  49468  49469  15369
-CONVEX 20461    'GT_PK(2,2)'      15329  49470  15284  49463  49468  15369
-CONVEX 20462    'GT_PK(2,2)'      15284  49470  15329  49467  49471  15242
-CONVEX 20463    'GT_PK(2,2)'      15181  49472  15090  41123  49473  15137
-CONVEX 20464    'GT_PK(2,2)'      15042  49474  15090  40776  49475  15135
-CONVEX 20465    'GT_PK(2,2)'      15090  49472  15181  49475  41120  15135
-CONVEX 20466    'GT_PK(2,2)'      14996  49476  15090  49477  49474  15042
-CONVEX 20467    'GT_PK(2,2)'      14995  49478  15084  49479  40772  14994
-CONVEX 20468    'GT_PK(2,2)'      14995  49480  15042  49478  40775  15084
-CONVEX 20469    'GT_PK(2,2)'      15368  49481  15404  40777  49482  15322
-CONVEX 20470    'GT_PK(2,2)'      15404  49483  15358  49482  40782  15322
-CONVEX 20471    'GT_PK(2,2)'      15446  49484  15368  49485  49486  15412
-CONVEX 20472    'GT_PK(2,2)'      15487  49487  15446  49447  49485  15412
-CONVEX 20473    'GT_PK(2,2)'      15446  49487  15487  49488  49444  350
-CONVEX 20474    'GT_PK(2,2)'      15446  49488  350  49489  49490  348
-CONVEX 20475    'GT_PK(2,2)'      15404  49491  15446  49492  49489  348
-CONVEX 20476    'GT_PK(2,2)'      15446  49491  15404  49484  49481  15368
-CONVEX 20477    'GT_PK(2,2)'      14427  49493  14315  31396  49494  14370
-CONVEX 20478    'GT_PK(2,2)'      14371  49495  14315  40786  49493  14427
-CONVEX 20479    'GT_PK(2,2)'      14640  49496  14585  31408  49497  14688
-CONVEX 20480    'GT_PK(2,2)'      14532  49498  14585  40791  49496  14640
-CONVEX 20481    'GT_PK(2,2)'      14585  49499  14632  49497  40860  14688
-CONVEX 20482    'GT_PK(2,2)'      14632  49499  14585  40855  49500  14525
-CONVEX 20483    'GT_PK(2,2)'      14525  49500  14585  40865  49501  14477
-CONVEX 20484    'GT_PK(2,2)'      14585  49498  14532  49501  40850  14477
-CONVEX 20485    'GT_PK(2,2)'      14761  49502  14746  49503  31407  14688
-CONVEX 20486    'GT_PK(2,2)'      14761  49504  14846  49502  40800  14746
-CONVEX 20487    'GT_PK(2,2)'      14733  49505  14761  40861  49503  14688
-CONVEX 20488    'GT_PK(2,2)'      14761  49505  14733  49506  31409  14837
-CONVEX 20489    'GT_PK(2,2)'      14846  49504  14761  40805  49506  14837
-CONVEX 20490    'GT_PK(2,2)'      14629  49507  14519  31430  49508  14572
-CONVEX 20491    'GT_PK(2,2)'      14519  49507  14629  49509  40819  14577
-CONVEX 20492    'GT_PK(2,2)'      14294  49510  14353  40812  49511  14241
-CONVEX 20493    'GT_PK(2,2)'      14353  49510  14294  49512  40814  14405
-CONVEX 20494    'GT_PK(2,2)'      13664  49513  13786  40838  49514  13726
-CONVEX 20495    'GT_PK(2,2)'      13847  49515  13905  49516  49517  13965
-CONVEX 20496    'GT_PK(2,2)'      13962  49518  13905  40844  49519  13843
-CONVEX 20497    'GT_PK(2,2)'      13843  49519  13905  31463  49520  13784
-CONVEX 20498    'GT_PK(2,2)'      13905  49515  13847  49520  49521  13784
-CONVEX 20499    'GT_PK(2,2)'      14196  49522  14080  40817  49523  14133
-CONVEX 20500    'GT_PK(2,2)'      14080  49524  14017  49523  31474  14133
-CONVEX 20501    'GT_PK(2,2)'      14080  49525  13962  49524  40845  14017
-CONVEX 20502    'GT_PK(2,2)'      14309  49526  14367  49527  31476  14255
-CONVEX 20503    'GT_PK(2,2)'      14309  49528  14418  49526  40862  14367
-CONVEX 20504    'GT_PK(2,2)'      14196  49529  14309  49530  49527  14255
-CONVEX 20505    'GT_PK(2,2)'      14309  49529  14196  49531  40816  14247
-CONVEX 20506    'GT_PK(2,2)'      14312  49532  14199  31477  49533  14255
-CONVEX 20507    'GT_PK(2,2)'      14199  49534  14141  49535  40872  14083
-CONVEX 20508    'GT_PK(2,2)'      13351  49536  13291  49537  40886  13224
-CONVEX 20509    'GT_PK(2,2)'      13286  49538  13351  40890  49537  13224
-CONVEX 20510    'GT_PK(2,2)'      13291  49539  13417  40889  49540  13354
-CONVEX 20511    'GT_PK(2,2)'      13417  49541  13541  49542  40833  13481
-CONVEX 20512    'GT_PK(2,2)'      13354  49540  13417  40830  49542  13481
-CONVEX 20513    'GT_PK(2,2)'      13417  49543  13478  49541  23929  13541
-CONVEX 20514    'GT_PK(2,2)'      13417  49544  13351  49543  49545  13478
-CONVEX 20515    'GT_PK(2,2)'      13351  49544  13417  49536  49539  13291
-CONVEX 20516    'GT_PK(2,2)'      13670  49546  13735  49547  19357  13612
-CONVEX 20517    'GT_PK(2,2)'      13670  49548  13791  49546  40895  13735
-CONVEX 20518    'GT_PK(2,2)'      13547  49549  13670  23920  49547  13612
-CONVEX 20519    'GT_PK(2,2)'      13606  49550  13670  31458  49549  13547
-CONVEX 20520    'GT_PK(2,2)'      13728  49551  13670  49552  49550  13606
-CONVEX 20521    'GT_PK(2,2)'      13670  49551  13728  49548  49553  13791
-CONVEX 20522    'GT_PK(2,2)'      13791  49554  13910  40894  49555  13852
-CONVEX 20523    'GT_PK(2,2)'      13894  49556  13975  19291  49557  302
-CONVEX 20524    'GT_PK(2,2)'      13916  49558  13975  40897  49556  13894
-CONVEX 20525    'GT_PK(2,2)'      14089  49559  14028  49560  40900  14145
-CONVEX 20526    'GT_PK(2,2)'      286  49561  13175  49562  40923  13240
-CONVEX 20527    'GT_PK(2,2)'      288  49563  286  40929  49562  13240
-CONVEX 20528    'GT_PK(2,2)'      13175  49561  286  40926  49564  284
-CONVEX 20529    'GT_PK(2,2)'      6035  49565  5962  49566  49454  6110
-CONVEX 20530    'GT_PK(2,2)'      5962  49565  6035  49567  49568  5886
-CONVEX 20531    'GT_PK(2,2)'      10385  49569  10531  40952  49570  10452
-CONVEX 20532    'GT_PK(2,2)'      10531  49571  10460  49572  31578  10609
-CONVEX 20533    'GT_PK(2,2)'      10531  49569  10385  49571  40954  10460
-CONVEX 20534    'GT_PK(2,2)'      10104  49573  10177  40959  49574  10029
-CONVEX 20535    'GT_PK(2,2)'      234  49575  10177  49576  49577  236
-CONVEX 20536    'GT_PK(2,2)'      10029  49574  10177  31598  49575  234
-CONVEX 20537    'GT_PK(2,2)'      10177  49578  10325  49577  40963  236
-CONVEX 20538    'GT_PK(2,2)'      10325  49578  10177  31601  49579  10252
-CONVEX 20539    'GT_PK(2,2)'      10177  49573  10104  49579  40958  10252
-CONVEX 20540    'GT_PK(2,2)'      8909  49580  8834  49581  49582  8984
-CONVEX 20541    'GT_PK(2,2)'      8834  49583  8686  49584  48831  8762
-CONVEX 20542    'GT_PK(2,2)'      8834  49585  8910  49582  49586  8984
-CONVEX 20543    'GT_PK(2,2)'      8910  49585  8834  49587  49584  8762
-CONVEX 20544    'GT_PK(2,2)'      8759  49588  8834  49589  49580  8909
-CONVEX 20545    'GT_PK(2,2)'      8834  49588  8759  49583  49590  8686
-CONVEX 20546    'GT_PK(2,2)'      8450  49591  8552  41013  49592  8526
-CONVEX 20547    'GT_PK(2,2)'      8552  49591  8450  49593  40202  8523
-CONVEX 20548    'GT_PK(2,2)'      8612  49594  8552  21230  49593  8523
-CONVEX 20549    'GT_PK(2,2)'      8552  49594  8612  49595  48830  8686
-CONVEX 20550    'GT_PK(2,2)'      8910  49596  8837  49597  49598  8987
-CONVEX 20551    'GT_PK(2,2)'      8987  49598  8837  31621  49599  8913
-CONVEX 20552    'GT_PK(2,2)'      8837  49600  8764  49599  40206  8913
-CONVEX 20553    'GT_PK(2,2)'      8837  49596  8910  49601  49587  8762
-CONVEX 20554    'GT_PK(2,2)'      9208  49602  9284  49603  34635  9357
-CONVEX 20555    'GT_PK(2,2)'      9208  49604  9135  49602  44038  9284
-CONVEX 20556    'GT_PK(2,2)'      9153  49605  9289  40990  49606  9280
-CONVEX 20557    'GT_PK(2,2)'      9430  49607  9289  24075  49608  9437
-CONVEX 20558    'GT_PK(2,2)'      9289  49607  9430  49606  24076  9280
-CONVEX 20559    'GT_PK(2,2)'      9289  49605  9153  49609  40993  9210
-CONVEX 20560    'GT_PK(2,2)'      9289  49610  9359  49608  24052  9437
-CONVEX 20561    'GT_PK(2,2)'      9289  49609  9210  49610  49611  9359
-CONVEX 20562    'GT_PK(2,2)'      8680  49612  8605  41002  49613  8755
-CONVEX 20563    'GT_PK(2,2)'      8530  49614  8605  41007  49612  8680
-CONVEX 20564    'GT_PK(2,2)'      7928  49615  8004  31639  49616  8079
-CONVEX 20565    'GT_PK(2,2)'      8004  49617  8155  49616  41018  8079
-CONVEX 20566    'GT_PK(2,2)'      8155  49618  8305  41017  49619  8230
-CONVEX 20567    'GT_PK(2,2)'      8078  49620  7927  49621  31633  8003
-CONVEX 20568    'GT_PK(2,2)'      12366  49622  12243  49623  41020  12312
-CONVEX 20569    'GT_PK(2,2)'      12243  49622  12366  41021  49624  269
-CONVEX 20570    'GT_PK(2,2)'      269  49624  12366  49625  49626  271
-CONVEX 20571    'GT_PK(2,2)'      12366  49627  12451  49626  17213  271
-CONVEX 20572    'GT_PK(2,2)'      12366  49623  12312  49627  24089  12451
-CONVEX 20573    'GT_PK(2,2)'      15004  49628  15097  49629  41044  15054
-CONVEX 20574    'GT_PK(2,2)'      14957  49630  15004  41053  49629  15054
-CONVEX 20575    'GT_PK(2,2)'      15097  49628  15004  41041  49631  15049
-CONVEX 20576    'GT_PK(2,2)'      15004  49630  14957  49632  41049  14907
-CONVEX 20577    'GT_PK(2,2)'      15004  49633  14953  49631  31664  15049
-CONVEX 20578    'GT_PK(2,2)'      14953  49633  15004  31667  49632  14907
-CONVEX 20579    'GT_PK(2,2)'      14861  49634  14808  49635  41060  14910
-CONVEX 20580    'GT_PK(2,2)'      14861  49636  14911  49637  49638  14807
-CONVEX 20581    'GT_PK(2,2)'      14861  49635  14910  49639  41034  14961
-CONVEX 20582    'GT_PK(2,2)'      14911  49636  14861  49640  49639  14961
-CONVEX 20583    'GT_PK(2,2)'      14757  49641  14806  49642  41058  14859
-CONVEX 20584    'GT_PK(2,2)'      14808  49643  14757  41059  49642  14859
-CONVEX 20585    'GT_PK(2,2)'      14806  49641  14757  41054  49644  14702
-CONVEX 20586    'GT_PK(2,2)'      15476  49645  15438  17376  49646  15517
-CONVEX 20587    'GT_PK(2,2)'      15518  49647  15590  49648  32053  15557
-CONVEX 20588    'GT_PK(2,2)'      14952  49649  14904  49650  41462  15001
-CONVEX 20589    'GT_PK(2,2)'      14904  49649  14952  41459  49651  14854
-CONVEX 20590    'GT_PK(2,2)'      15091  49652  14998  16552  31740  15044
-CONVEX 20591    'GT_PK(2,2)'      15091  20791  15138  49653  31654  15047
-CONVEX 20592    'GT_PK(2,2)'      14998  49652  15091  31674  49653  15047
-CONVEX 20593    'GT_PK(2,2)'      15184  49654  15139  49655  49656  15093
-CONVEX 20594    'GT_PK(2,2)'      15139  49657  15046  49656  49658  15093
-CONVEX 20595    'GT_PK(2,2)'      15046  49657  15139  49659  15997  15092
-CONVEX 20596    'GT_PK(2,2)'      13711  49660  13652  49661  41067  13590
-CONVEX 20597    'GT_PK(2,2)'      13832  49662  13711  31700  49663  13770
-CONVEX 20598    'GT_PK(2,2)'      13711  49661  13590  49664  17198  13649
-CONVEX 20599    'GT_PK(2,2)'      13770  49663  13711  24133  49664  13649
-CONVEX 20600    'GT_PK(2,2)'      13774  49665  13832  49666  31699  13893
-CONVEX 20601    'GT_PK(2,2)'      13652  49667  13774  41069  49668  13715
-CONVEX 20602    'GT_PK(2,2)'      13774  49669  13711  49665  49662  13832
-CONVEX 20603    'GT_PK(2,2)'      13711  49669  13774  49660  49667  13652
-CONVEX 20604    'GT_PK(2,2)'      13836  49670  13774  41063  49666  13893
-CONVEX 20605    'GT_PK(2,2)'      13774  49670  13836  49668  41061  13715
-CONVEX 20606    'GT_PK(2,2)'      12815  49671  12882  24711  49672  12751
-CONVEX 20607    'GT_PK(2,2)'      12946  49673  12882  41079  49671  12815
-CONVEX 20608    'GT_PK(2,2)'      12882  49674  12818  49672  41078  12751
-CONVEX 20609    'GT_PK(2,2)'      12818  49674  12882  41077  49675  12948
-CONVEX 20610    'GT_PK(2,2)'      13010  49676  12946  49677  41080  12880
-CONVEX 20611    'GT_PK(2,2)'      12944  19473  13010  41091  49677  12880
-CONVEX 20612    'GT_PK(2,2)'      12884  49678  13015  41072  49679  12950
-CONVEX 20613    'GT_PK(2,2)'      13015  49680  13079  49679  24177  12950
-CONVEX 20614    'GT_PK(2,2)'      13015  49681  13142  49680  41081  13079
-CONVEX 20615    'GT_PK(2,2)'      13015  49678  12884  49682  41076  12948
-CONVEX 20616    'GT_PK(2,2)'      13269  49683  13330  49684  31720  13395
-CONVEX 20617    'GT_PK(2,2)'      13142  49685  13269  41082  49686  13207
-CONVEX 20618    'GT_PK(2,2)'      13269  49687  13332  49686  24179  13207
-CONVEX 20619    'GT_PK(2,2)'      13332  49687  13269  24180  49684  13395
-CONVEX 20620    'GT_PK(2,2)'      13330  49688  13267  31722  49689  13393
-CONVEX 20621    'GT_PK(2,2)'      13393  49689  13267  32625  49690  13328
-CONVEX 20622    'GT_PK(2,2)'      13077  49691  13015  49692  49682  12948
-CONVEX 20623    'GT_PK(2,2)'      13015  49691  13077  49681  49693  13142
-CONVEX 20624    'GT_PK(2,2)'      13075  49694  13010  49695  19476  13138
-CONVEX 20625    'GT_PK(2,2)'      13010  49694  13075  49676  49696  12946
-CONVEX 20626    'GT_PK(2,2)'      12876  49697  12942  24579  49698  12811
-CONVEX 20627    'GT_PK(2,2)'      13451  49699  13326  41109  49700  13389
-CONVEX 20628    'GT_PK(2,2)'      13326  49699  13451  49701  41085  13391
-CONVEX 20629    'GT_PK(2,2)'      13265  49702  13326  41088  49701  13391
-CONVEX 20630    'GT_PK(2,2)'      12747  49703  12878  19754  49704  12813
-CONVEX 20631    'GT_PK(2,2)'      12878  49705  12944  49704  41090  12813
-CONVEX 20632    'GT_PK(2,2)'      12878  49703  12747  49706  19758  12811
-CONVEX 20633    'GT_PK(2,2)'      12942  49707  12878  49698  49706  12811
-CONVEX 20634    'GT_PK(2,2)'      14546  49708  14598  31755  49709  14489
-CONVEX 20635    'GT_PK(2,2)'      14598  49710  14543  49709  41112  14489
-CONVEX 20636    'GT_PK(2,2)'      14543  49710  14598  49711  49712  14649
-CONVEX 20637    'GT_PK(2,2)'      14653  49713  14598  49714  49708  14546
-CONVEX 20638    'GT_PK(2,2)'      14543  49715  14484  41111  49716  14433
-CONVEX 20639    'GT_PK(2,2)'      14433  49716  14484  31752  49717  14375
-CONVEX 20640    'GT_PK(2,2)'      14375  49717  14484  24211  49718  14429
-CONVEX 20641    'GT_PK(2,2)'      14484  49719  14537  49718  41118  14429
-CONVEX 20642    'GT_PK(2,2)'      14598  49720  14704  49712  49721  14649
-CONVEX 20643    'GT_PK(2,2)'      14704  49720  14598  49722  49713  14653
-CONVEX 20644    'GT_PK(2,2)'      14644  49723  14699  49724  49725  14749
-CONVEX 20645    'GT_PK(2,2)'      14699  49726  14804  49725  49727  14749
-CONVEX 20646    'GT_PK(2,2)'      14550  49728  14595  23847  49729  14655
-CONVEX 20647    'GT_PK(2,2)'      14595  49730  14695  49729  49731  14655
-CONVEX 20648    'GT_PK(2,2)'      14595  49728  14550  49732  23850  14491
-CONVEX 20649    'GT_PK(2,2)'      14538  49733  14595  31756  49732  14491
-CONVEX 20650    'GT_PK(2,2)'      14695  49734  14752  49731  49735  14655
-CONVEX 20651    'GT_PK(2,2)'      14752  49736  14730  49735  23852  14655
-CONVEX 20652    'GT_PK(2,2)'      14752  49737  14831  49736  31386  14730
-CONVEX 20653    'GT_PK(2,2)'      14752  49738  14849  49737  49739  14831
-CONVEX 20654    'GT_PK(2,2)'      14694  49740  14644  49741  49724  14749
-CONVEX 20655    'GT_PK(2,2)'      15096  49742  15187  49743  49744  15137
-CONVEX 20656    'GT_PK(2,2)'      15187  49745  15274  49746  23866  15226
-CONVEX 20657    'GT_PK(2,2)'      15137  49744  15187  41124  49746  15226
-CONVEX 20658    'GT_PK(2,2)'      15146  49747  15187  49748  49742  15096
-CONVEX 20659    'GT_PK(2,2)'      15187  49749  15236  49745  31761  15274
-CONVEX 20660    'GT_PK(2,2)'      15187  49747  15146  49749  49750  15236
-CONVEX 20661    'GT_PK(2,2)'      15009  49751  15058  41035  49752  14961
-CONVEX 20662    'GT_PK(2,2)'      15108  49753  15058  49754  49755  15152
-CONVEX 20663    'GT_PK(2,2)'      15013  49756  15058  49757  49753  15108
-CONVEX 20664    'GT_PK(2,2)'      15013  49758  14911  49759  49640  14961
-CONVEX 20665    'GT_PK(2,2)'      15058  49756  15013  49752  49759  14961
-CONVEX 20666    'GT_PK(2,2)'      15242  49760  15200  40757  49761  15152
-CONVEX 20667    'GT_PK(2,2)'      15200  19449  15108  49761  49754  15152
-CONVEX 20668    'GT_PK(2,2)'      14377  49762  14486  49763  19632  14434
-CONVEX 20669    'GT_PK(2,2)'      14323  49764  14377  41136  49763  14434
-CONVEX 20670    'GT_PK(2,2)'      14377  49764  14323  49765  41137  14266
-CONVEX 20671    'GT_PK(2,2)'      14321  49766  14377  41409  49765  14266
-CONVEX 20672    'GT_PK(2,2)'      14377  49767  14430  49762  41428  14486
-CONVEX 20673    'GT_PK(2,2)'      14377  49766  14321  49767  41408  14430
-CONVEX 20674    'GT_PK(2,2)'      13449  49768  13387  41163  49769  13509
-CONVEX 20675    'GT_PK(2,2)'      13447  49770  13387  49771  49772  13322
-CONVEX 20676    'GT_PK(2,2)'      13509  49769  13387  31784  49770  13447
-CONVEX 20677    'GT_PK(2,2)'      13938  49773  13817  49774  41184  13878
-CONVEX 20678    'GT_PK(2,2)'      13938  49774  13878  49775  31807  13998
-CONVEX 20679    'GT_PK(2,2)'      14054  49776  13938  31810  49775  13998
-CONVEX 20680    'GT_PK(2,2)'      13938  49776  14054  49777  45943  13996
-CONVEX 20681    'GT_PK(2,2)'      13875  49778  13815  49779  41181  13754
-CONVEX 20682    'GT_PK(2,2)'      13816  49780  13875  41187  49779  13754
-CONVEX 20683    'GT_PK(2,2)'      13815  49778  13875  41182  49781  13935
-CONVEX 20684    'GT_PK(2,2)'      13875  49780  13816  49782  49783  13937
-CONVEX 20685    'GT_PK(2,2)'      14056  49784  14116  41197  49785  14174
-CONVEX 20686    'GT_PK(2,2)'      14116  49786  14057  49787  21346  14175
-CONVEX 20687    'GT_PK(2,2)'      14231  49788  14116  24286  49787  14175
-CONVEX 20688    'GT_PK(2,2)'      14174  49785  14116  41192  49788  14231
-CONVEX 20689    'GT_PK(2,2)'      14000  49789  14056  49790  41195  13940
-CONVEX 20690    'GT_PK(2,2)'      14000  49791  13880  49792  21343  13941
-CONVEX 20691    'GT_PK(2,2)'      13880  49791  14000  21339  49790  13940
-CONVEX 20692    'GT_PK(2,2)'      14057  49793  14000  21332  49792  13941
-CONVEX 20693    'GT_PK(2,2)'      14116  49794  14000  49786  49793  14057
-CONVEX 20694    'GT_PK(2,2)'      14000  49794  14116  49789  49784  14056
-CONVEX 20695    'GT_PK(2,2)'      14288  49795  14345  49796  41205  14232
-CONVEX 20696    'GT_PK(2,2)'      14176  49797  14288  31816  49796  14232
-CONVEX 20697    'GT_PK(2,2)'      14288  49797  14176  49798  31821  14233
-CONVEX 20698    'GT_PK(2,2)'      14345  49795  14288  49799  49800  14400
-CONVEX 20699    'GT_PK(2,2)'      14509  49801  14455  41213  49802  14400
-CONVEX 20700    'GT_PK(2,2)'      14455  49803  14345  49802  49799  14400
-CONVEX 20701    'GT_PK(2,2)'      14345  49803  14455  41207  49804  14399
-CONVEX 20702    'GT_PK(2,2)'      14399  49804  14455  41223  49805  14508
-CONVEX 20703    'GT_PK(2,2)'      14565  49806  14618  49807  41228  14508
-CONVEX 20704    'GT_PK(2,2)'      14455  49808  14565  49805  49807  14508
-CONVEX 20705    'GT_PK(2,2)'      14565  49808  14455  49809  49801  14509
-CONVEX 20706    'GT_PK(2,2)'      14618  49806  14565  41231  49810  14675
-CONVEX 20707    'GT_PK(2,2)'      14613  49811  14561  49812  31828  14670
-CONVEX 20708    'GT_PK(2,2)'      14613  49812  14670  49813  19620  14722
-CONVEX 20709    'GT_PK(2,2)'      14503  49814  14558  36696  49815  14610
-CONVEX 20710    'GT_PK(2,2)'      14558  49816  14666  49815  45955  14610
-CONVEX 20711    'GT_PK(2,2)'      14666  49816  14558  45957  49817  14611
-CONVEX 20712    'GT_PK(2,2)'      14611  49818  14667  45959  49819  14719
-CONVEX 20713    'GT_PK(2,2)'      14773  49820  14667  49821  49822  14721
-CONVEX 20714    'GT_PK(2,2)'      14667  49820  14773  49819  36706  14719
-CONVEX 20715    'GT_PK(2,2)'      14559  49823  14667  49824  49818  14611
-CONVEX 20716    'GT_PK(2,2)'      14559  49825  14451  49826  49827  14505
-CONVEX 20717    'GT_PK(2,2)'      14282  49828  14340  45938  49829  14394
-CONVEX 20718    'GT_PK(2,2)'      14340  49828  14282  49830  45936  14226
-CONVEX 20719    'GT_PK(2,2)'      14284  49831  14227  41233  49832  14172
-CONVEX 20720    'GT_PK(2,2)'      14227  49833  14113  49832  45942  14172
-CONVEX 20721    'GT_PK(2,2)'      14113  49833  14227  45950  49834  14171
-CONVEX 20722    'GT_PK(2,2)'      14227  49831  14284  49835  49836  14341
-CONVEX 20723    'GT_PK(2,2)'      14397  49837  14343  49838  31836  14453
-CONVEX 20724    'GT_PK(2,2)'      14452  49839  14506  41234  49840  14560
-CONVEX 20725    'GT_PK(2,2)'      14561  49841  14506  31830  49842  14453
-CONVEX 20726    'GT_PK(2,2)'      14506  49843  14397  49842  49838  14453
-CONVEX 20727    'GT_PK(2,2)'      14397  49843  14506  49844  49839  14452
-CONVEX 20728    'GT_PK(2,2)'      14613  49845  14506  49811  49841  14561
-CONVEX 20729    'GT_PK(2,2)'      14506  49845  14613  49840  49846  14560
-CONVEX 20730    'GT_PK(2,2)'      14499  49847  14606  49848  49849  14553
-CONVEX 20731    'GT_PK(2,2)'      14391  49850  14336  41238  49851  14279
-CONVEX 20732    'GT_PK(2,2)'      14278  49852  14336  49853  49854  14390
-CONVEX 20733    'GT_PK(2,2)'      14390  49854  14336  31942  49855  14446
-CONVEX 20734    'GT_PK(2,2)'      14336  49850  14391  49855  49856  14446
-CONVEX 20735    'GT_PK(2,2)'      14336  49857  14222  49851  24296  14279
-CONVEX 20736    'GT_PK(2,2)'      14336  49852  14278  49857  49858  14222
-CONVEX 20737    'GT_PK(2,2)'      14388  49859  14444  49860  49861  14497
-CONVEX 20738    'GT_PK(2,2)'      14498  49862  14444  49863  49864  14389
-CONVEX 20739    'GT_PK(2,2)'      14444  49865  14552  49861  31939  14497
-CONVEX 20740    'GT_PK(2,2)'      14444  49862  14498  49865  41477  14552
-CONVEX 20741    'GT_PK(2,2)'      14333  49866  14276  49867  31866  14220
-CONVEX 20742    'GT_PK(2,2)'      14333  49868  14388  49866  41246  14276
-CONVEX 20743    'GT_PK(2,2)'      14444  49869  14333  49864  49870  14389
-CONVEX 20744    'GT_PK(2,2)'      14333  49869  14444  49868  49859  14388
-CONVEX 20745    'GT_PK(2,2)'      14442  49871  14496  49872  41350  14387
-CONVEX 20746    'GT_PK(2,2)'      14332  49873  14442  41243  49872  14387
-CONVEX 20747    'GT_PK(2,2)'      14442  49873  14332  49874  41245  14388
-CONVEX 20748    'GT_PK(2,2)'      14442  49874  14388  49875  49860  14497
-CONVEX 20749    'GT_PK(2,2)'      14551  49876  14442  24324  49875  14497
-CONVEX 20750    'GT_PK(2,2)'      14496  49871  14442  31937  49876  14551
-CONVEX 20751    'GT_PK(2,2)'      12986  49877  13049  36914  49878  12919
-CONVEX 20752    'GT_PK(2,2)'      13049  49877  12986  49879  36910  13115
-CONVEX 20753    'GT_PK(2,2)'      13049  49879  13115  49880  36968  13180
-CONVEX 20754    'GT_PK(2,2)'      13113  49881  13049  41281  49880  13180
-CONVEX 20755    'GT_PK(2,2)'      13054  49882  12924  49883  49884  12989
-CONVEX 20756    'GT_PK(2,2)'      12924  49882  13054  41309  49885  12991
-CONVEX 20757    'GT_PK(2,2)'      12794  49886  12924  49887  41310  12861
-CONVEX 20758    'GT_PK(2,2)'      12794  49888  12662  49889  24633  12727
-CONVEX 20759    'GT_PK(2,2)'      12729  49890  12794  42028  49887  12861
-CONVEX 20760    'GT_PK(2,2)'      12662  49888  12794  24639  49890  12729
-CONVEX 20761    'GT_PK(2,2)'      12924  49891  12859  49884  49892  12989
-CONVEX 20762    'GT_PK(2,2)'      12792  49893  12859  41312  49894  12727
-CONVEX 20763    'GT_PK(2,2)'      12859  49895  12794  49894  49889  12727
-CONVEX 20764    'GT_PK(2,2)'      12794  49895  12859  49886  49891  12924
-CONVEX 20765    'GT_PK(2,2)'      13050  49896  13113  49897  41282  13178
-CONVEX 20766    'GT_PK(2,2)'      13114  49898  13050  49899  49897  13178
-CONVEX 20767    'GT_PK(2,2)'      13241  49900  13178  49901  41274  13305
-CONVEX 20768    'GT_PK(2,2)'      13241  49902  13114  49900  49899  13178
-CONVEX 20769    'GT_PK(2,2)'      13862  49903  13741  49904  41323  13803
-CONVEX 20770    'GT_PK(2,2)'      13555  49905  13618  49906  31913  13679
-CONVEX 20771    'GT_PK(2,2)'      13555  49907  13493  49905  41338  13618
-CONVEX 20772    'GT_PK(2,2)'      13616  49908  13555  41322  49906  13679
-CONVEX 20773    'GT_PK(2,2)'      13493  49907  13555  41331  49909  13434
-CONVEX 20774    'GT_PK(2,2)'      13555  49908  13616  49910  32591  13495
-CONVEX 20775    'GT_PK(2,2)'      13434  49909  13555  41328  49910  13495
-CONVEX 20776    'GT_PK(2,2)'      13804  49911  13866  49912  49913  13927
-CONVEX 20777    'GT_PK(2,2)'      13866  49914  13806  49915  41342  13929
-CONVEX 20778    'GT_PK(2,2)'      13806  49914  13866  41341  49916  13744
-CONVEX 20779    'GT_PK(2,2)'      13866  49911  13804  49916  41346  13744
-CONVEX 20780    'GT_PK(2,2)'      13988  49917  13866  41436  49915  13929
-CONVEX 20781    'GT_PK(2,2)'      13866  49917  13988  49913  41445  13927
-CONVEX 20782    'GT_PK(2,2)'      13864  49918  13927  49919  41441  13986
-CONVEX 20783    'GT_PK(2,2)'      13864  49920  13804  49918  49912  13927
-CONVEX 20784    'GT_PK(2,2)'      13864  49921  13803  49922  31997  13742
-CONVEX 20785    'GT_PK(2,2)'      13804  49920  13864  41345  49922  13742
-CONVEX 20786    'GT_PK(2,2)'      14759  49923  14706  31927  49924  14656
-CONVEX 20787    'GT_PK(2,2)'      14756  49925  14706  49926  49927  14809
-CONVEX 20788    'GT_PK(2,2)'      14706  49923  14759  49927  41490  14809
-CONVEX 20789    'GT_PK(2,2)'      14602  49928  14495  49929  41352  14549
-CONVEX 20790    'GT_PK(2,2)'      14602  49930  14548  49928  41354  14495
-CONVEX 20791    'GT_PK(2,2)'      14656  49931  14602  31930  49929  14549
-CONVEX 20792    'GT_PK(2,2)'      14706  49932  14602  49924  49931  14656
-CONVEX 20793    'GT_PK(2,2)'      14272  49933  14329  49934  41458  14215
-CONVEX 20794    'GT_PK(2,2)'      14160  49935  14272  41360  49934  14215
-CONVEX 20795    'GT_PK(2,2)'      14445  49936  14498  49937  49863  14389
-CONVEX 20796    'GT_PK(2,2)'      14445  49938  14390  49939  31940  14499
-CONVEX 20797    'GT_PK(2,2)'      14445  49939  14499  49940  49848  14553
-CONVEX 20798    'GT_PK(2,2)'      14498  49936  14445  41476  49940  14553
-CONVEX 20799    'GT_PK(2,2)'      14221  49941  14164  49942  41272  14107
-CONVEX 20800    'GT_PK(2,2)'      5815  49455  5962  49943  49567  5886
-CONVEX 20801    'GT_PK(2,2)'      3431  49944  3495  49945  49946  3561
-CONVEX 20802    'GT_PK(2,2)'      3495  49944  3431  49947  49948  3366
-CONVEX 20803    'GT_PK(2,2)'      393  49949  15928  49950  49951  395
-CONVEX 20804    'GT_PK(2,2)'      15928  49952  15932  49951  49953  395
-CONVEX 20805    'GT_PK(2,2)'      15932  49952  15928  49954  49955  15904
-CONVEX 20806    'GT_PK(2,2)'      15928  49949  393  49956  36250  15917
-CONVEX 20807    'GT_PK(2,2)'      15888  49957  15928  49958  49956  15917
-CONVEX 20808    'GT_PK(2,2)'      15928  49957  15888  49955  49959  15904
-CONVEX 20809    'GT_PK(2,2)'      15600  49960  15565  49961  49962  15638
-CONVEX 20810    'GT_PK(2,2)'      15565  49960  15600  49963  49964  15528
-CONVEX 20811    'GT_PK(2,2)'      15778  49965  15800  49966  36257  15832
-CONVEX 20812    'GT_PK(2,2)'      15800  49965  15778  49967  49968  15742
-CONVEX 20813    'GT_PK(2,2)'      15766  49969  15740  49970  49971  15802
-CONVEX 20814    'GT_PK(2,2)'      15947  49972  407  49973  49974  405
-CONVEX 20815    'GT_PK(2,2)'      15951  49975  15947  41361  49973  405
-CONVEX 20816    'GT_PK(2,2)'      15925  49976  15947  49977  49975  15951
-CONVEX 20817    'GT_PK(2,2)'      15714  49978  15740  49979  49980  15676
-CONVEX 20818    'GT_PK(2,2)'      15830  49981  15854  49982  49983  15873
-CONVEX 20819    'GT_PK(2,2)'      15879  49984  15901  49985  45928  15920
-CONVEX 20820    'GT_PK(2,2)'      15608  49986  15676  49987  49988  15640
-CONVEX 20821    'GT_PK(2,2)'      14770  49989  14717  49990  41372  14825
-CONVEX 20822    'GT_PK(2,2)'      14876  49991  14770  49992  49990  14825
-CONVEX 20823    'GT_PK(2,2)'      14770  49991  14876  49993  49994  14821
-CONVEX 20824    'GT_PK(2,2)'      15023  49995  15069  49996  41379  14973
-CONVEX 20825    'GT_PK(2,2)'      15071  49997  15023  27342  49998  14978
-CONVEX 20826    'GT_PK(2,2)'      15023  49999  14930  49998  36371  14978
-CONVEX 20827    'GT_PK(2,2)'      14930  49999  15023  45725  49996  14973
-CONVEX 20828    'GT_PK(2,2)'      15117  50000  15023  50001  49997  15071
-CONVEX 20829    'GT_PK(2,2)'      15023  50000  15117  49995  50002  15069
-CONVEX 20830    'GT_PK(2,2)'      14875  50003  14974  50004  41383  14928
-CONVEX 20831    'GT_PK(2,2)'      14875  50004  14928  50005  41366  14823
-CONVEX 20832    'GT_PK(2,2)'      14875  50006  14771  50007  45966  14822
-CONVEX 20833    'GT_PK(2,2)'      14771  50006  14875  45968  50005  14823
-CONVEX 20834    'GT_PK(2,2)'      15021  50008  14972  50009  31949  15068
-CONVEX 20835    'GT_PK(2,2)'      15159  50010  15116  41388  50011  15068
-CONVEX 20836    'GT_PK(2,2)'      15116  50012  15021  50011  50009  15068
-CONVEX 20837    'GT_PK(2,2)'      15164  50013  15120  50014  41390  15208
-CONVEX 20838    'GT_PK(2,2)'      15120  50013  15164  41392  50015  15073
-CONVEX 20839    'GT_PK(2,2)'      15162  50016  15252  41391  50017  15208
-CONVEX 20840    'GT_PK(2,2)'      15249  50018  15159  50019  41386  15204
-CONVEX 20841    'GT_PK(2,2)'      14646  50020  14591  50021  31993  14540
-CONVEX 20842    'GT_PK(2,2)'      14747  50022  14696  41422  50023  14799
-CONVEX 20843    'GT_PK(2,2)'      14646  50024  14696  50020  50025  14591
-CONVEX 20844    'GT_PK(2,2)'      14696  50026  14748  50023  50027  14799
-CONVEX 20845    'GT_PK(2,2)'      14696  50024  14646  50026  50028  14748
-CONVEX 20846    'GT_PK(2,2)'      14539  50029  14645  41425  50030  14592
-CONVEX 20847    'GT_PK(2,2)'      14645  50031  14697  50030  31989  14592
-CONVEX 20848    'GT_PK(2,2)'      14645  50032  14747  50031  41424  14697
-CONVEX 20849    'GT_PK(2,2)'      14645  50029  14539  50033  41430  14591
-CONVEX 20850    'GT_PK(2,2)'      14696  50034  14645  50025  50033  14591
-CONVEX 20851    'GT_PK(2,2)'      14645  50034  14696  50032  50022  14747
-CONVEX 20852    'GT_PK(2,2)'      14387  50035  14331  41244  50036  14275
-CONVEX 20853    'GT_PK(2,2)'      14331  50037  14441  50038  41348  14386
-CONVEX 20854    'GT_PK(2,2)'      14441  50037  14331  41351  50035  14387
-CONVEX 20855    'GT_PK(2,2)'      14162  50039  14218  41448  50040  14103
-CONVEX 20856    'GT_PK(2,2)'      14218  50041  14161  50040  41452  14103
-CONVEX 20857    'GT_PK(2,2)'      14218  50039  14162  50042  41438  14275
-CONVEX 20858    'GT_PK(2,2)'      14331  50043  14218  50036  50042  14275
-CONVEX 20859    'GT_PK(2,2)'      14856  50044  14753  50045  41500  14805
-CONVEX 20860    'GT_PK(2,2)'      14904  50046  14856  41461  50047  14954
-CONVEX 20861    'GT_PK(2,2)'      14753  50044  14856  32032  50048  14803
-CONVEX 20862    'GT_PK(2,2)'      14856  50046  14904  50048  41460  14803
-CONVEX 20863    'GT_PK(2,2)'      15727  50049  15785  50050  41465  15756
-CONVEX 20864    'GT_PK(2,2)'      15727  50051  15663  50052  41524  15697
-CONVEX 20865    'GT_PK(2,2)'      15785  50053  15826  41468  50054  15836
-CONVEX 20866    'GT_PK(2,2)'      15670  50055  15705  50056  50057  15638
-CONVEX 20867    'GT_PK(2,2)'      14760  50058  14708  50059  31934  14657
-CONVEX 20868    'GT_PK(2,2)'      14709  50060  14760  41470  50059  14657
-CONVEX 20869    'GT_PK(2,2)'      14762  50061  14709  50062  41471  14658
-CONVEX 20870    'GT_PK(2,2)'      15205  50063  15161  50064  50065  15254
-CONVEX 20871    'GT_PK(2,2)'      15600  50066  15563  49964  50067  15528
-CONVEX 20872    'GT_PK(2,2)'      15526  50068  15563  41482  50069  15599
-CONVEX 20873    'GT_PK(2,2)'      15563  50070  15633  50069  50071  15599
-CONVEX 20874    'GT_PK(2,2)'      15633  50070  15563  50072  50066  15600
-CONVEX 20875    'GT_PK(2,2)'      15449  50073  15526  50074  41479  15486
-CONVEX 20876    'GT_PK(2,2)'      14964  50075  15010  50076  50077  14913
-CONVEX 20877    'GT_PK(2,2)'      15010  50078  14958  50077  41493  14913
-CONVEX 20878    'GT_PK(2,2)'      14958  50078  15010  50079  50080  15057
-CONVEX 20879    'GT_PK(2,2)'      14906  50081  14856  50082  50045  14805
-CONVEX 20880    'GT_PK(2,2)'      14856  50081  14906  50047  50083  14954
-CONVEX 20881    'GT_PK(2,2)'      15005  50084  15057  19492  41484  15103
-CONVEX 20882    'GT_PK(2,2)'      15005  50085  14958  50084  50079  15057
-CONVEX 20883    'GT_PK(2,2)'      14958  50085  15005  41492  50086  14909
-CONVEX 20884    'GT_PK(2,2)'      15005  19498  14956  50086  50087  14909
-CONVEX 20885    'GT_PK(2,2)'      14600  50088  14703  50089  41496  14651
-CONVEX 20886    'GT_PK(2,2)'      14600  50090  14494  50091  41512  14548
-CONVEX 20887    'GT_PK(2,2)'      14545  50092  14600  41506  50089  14651
-CONVEX 20888    'GT_PK(2,2)'      14494  50090  14600  50093  50092  14545
-CONVEX 20889    'GT_PK(2,2)'      14381  50094  14490  50095  41502  14435
-CONVEX 20890    'GT_PK(2,2)'      14381  50096  14271  50097  41457  14329
-CONVEX 20891    'GT_PK(2,2)'      14324  50098  14381  31986  50095  14435
-CONVEX 20892    'GT_PK(2,2)'      14271  50096  14381  41453  50098  14324
-CONVEX 20893    'GT_PK(2,2)'      14490  50099  14439  41509  50100  14545
-CONVEX 20894    'GT_PK(2,2)'      14439  50101  14494  50100  50093  14545
-CONVEX 20895    'GT_PK(2,2)'      14439  50102  14381  50103  50097  14329
-CONVEX 20896    'GT_PK(2,2)'      14381  50102  14439  50094  50099  14490
-CONVEX 20897    'GT_PK(2,2)'      15632  50104  15668  41525  50105  15697
-CONVEX 20898    'GT_PK(2,2)'      15668  50104  15632  50106  41530  15599
-CONVEX 20899    'GT_PK(2,2)'      15633  50107  15668  50071  50106  15599
-CONVEX 20900    'GT_PK(2,2)'      15668  50107  15633  50108  50109  15699
-CONVEX 20901    'GT_PK(2,2)'      15724  50110  15783  41531  50111  15751
-CONVEX 20902    'GT_PK(2,2)'      15783  50112  15812  50113  41540  15839
-CONVEX 20903    'GT_PK(2,2)'      15812  50112  15783  41466  50114  15756
-CONVEX 20904    'GT_PK(2,2)'      15783  50110  15724  50114  50115  15756
-CONVEX 20905    'GT_PK(2,2)'      15754  50116  15721  41547  50117  15781
-CONVEX 20906    'GT_PK(2,2)'      15721  50118  15751  50117  50119  15781
-CONVEX 20907    'GT_PK(2,2)'      15751  50118  15721  41533  50120  15690
-CONVEX 20908    'GT_PK(2,2)'      15721  50121  15658  50120  24373  15690
-CONVEX 20909    'GT_PK(2,2)'      15693  50122  15754  50123  41549  15726
-CONVEX 20910    'GT_PK(2,2)'      15693  50124  15721  50122  50116  15754
-CONVEX 20911    'GT_PK(2,2)'      15658  50125  15693  32056  50126  15629
-CONVEX 20912    'GT_PK(2,2)'      15721  50124  15693  50121  50125  15658
-CONVEX 20913    'GT_PK(2,2)'      15665  50127  15592  50128  24370  15629
-CONVEX 20914    'GT_PK(2,2)'      15665  50129  15625  50127  41551  15592
-CONVEX 20915    'GT_PK(2,2)'      15693  50130  15665  50126  50128  15629
-CONVEX 20916    'GT_PK(2,2)'      15665  50130  15693  50131  50123  15726
-CONVEX 20917    'GT_PK(2,2)'      15702  50132  15750  50133  24357  15689
-CONVEX 20918    'GT_PK(2,2)'      15702  50134  15665  50135  50131  15726
-CONVEX 20919    'GT_PK(2,2)'      15665  50134  15702  50129  50136  15625
-CONVEX 20920    'GT_PK(2,2)'      15702  50137  15763  50132  41557  15750
-CONVEX 20921    'GT_PK(2,2)'      15763  50137  15702  41554  50135  15726
-CONVEX 20922    'GT_PK(2,2)'      15584  50138  15655  32039  50139  15621
-CONVEX 20923    'GT_PK(2,2)'      15625  50140  15655  41553  50138  15584
-CONVEX 20924    'GT_PK(2,2)'      15621  50139  15655  24360  50141  15689
-CONVEX 20925    'GT_PK(2,2)'      15655  50142  15702  50141  50133  15689
-CONVEX 20926    'GT_PK(2,2)'      15702  50142  15655  50136  50140  15625
-CONVEX 20927    'GT_PK(2,2)'      15881  50143  15826  50144  50145  15846
-CONVEX 20928    'GT_PK(2,2)'      15882  50146  15881  41562  50147  383
-CONVEX 20929    'GT_PK(2,2)'      15881  50148  385  50147  50149  383
-CONVEX 20930    'GT_PK(2,2)'      15881  50146  15882  50150  41566  15836
-CONVEX 20931    'GT_PK(2,2)'      15826  50143  15881  50054  50150  15836
-CONVEX 20932    'GT_PK(2,2)'      12295  50151  12431  41591  50152  12365
-CONVEX 20933    'GT_PK(2,2)'      12365  50152  12431  26184  50153  12500
-CONVEX 20934    'GT_PK(2,2)'      12431  50154  12565  50153  41583  12500
-CONVEX 20935    'GT_PK(2,2)'      10008  50155  10154  41601  50156  10082
-CONVEX 20936    'GT_PK(2,2)'      10082  50156  10154  32080  50157  10230
-CONVEX 20937    'GT_PK(2,2)'      10154  50158  10080  50159  50160  10228
-CONVEX 20938    'GT_PK(2,2)'      10080  50158  10154  44160  50155  10008
-CONVEX 20939    'GT_PK(2,2)'      10387  50161  10461  50162  50163  10314
-CONVEX 20940    'GT_PK(2,2)'      10461  50161  10387  44104  50164  10533
-CONVEX 20941    'GT_PK(2,2)'      10377  50165  10300  50166  50167  10449
-CONVEX 20942    'GT_PK(2,2)'      10300  50165  10377  50168  50169  10228
-CONVEX 20943    'GT_PK(2,2)'      10308  50170  10380  41611  50171  10455
-CONVEX 20944    'GT_PK(2,2)'      10380  50170  10308  50172  41612  10230
-CONVEX 20945    'GT_PK(2,2)'      11091  50173  11019  50174  50175  10947
-CONVEX 20946    'GT_PK(2,2)'      11234  50176  11091  32151  50177  11161
-CONVEX 20947    'GT_PK(2,2)'      11091  50178  11017  50177  32155  11161
-CONVEX 20948    'GT_PK(2,2)'      11017  50178  11091  32156  50174  10947
-CONVEX 20949    'GT_PK(2,2)'      10875  50179  10804  50180  32099  10730
-CONVEX 20950    'GT_PK(2,2)'      11019  50181  10875  50175  50182  10947
-CONVEX 20951    'GT_PK(2,2)'      10875  50183  10950  50179  50184  10804
-CONVEX 20952    'GT_PK(2,2)'      10950  50183  10875  50185  50181  11019
-CONVEX 20953    'GT_PK(2,2)'      10801  50186  10875  17382  50180  10730
-CONVEX 20954    'GT_PK(2,2)'      10947  50182  10875  24434  50186  10801
-CONVEX 20955    'GT_PK(2,2)'      11307  50187  11448  50188  32191  11378
-CONVEX 20956    'GT_PK(2,2)'      11448  50187  11307  32205  50189  11375
-CONVEX 20957    'GT_PK(2,2)'      11307  50190  11234  50189  32152  11375
-CONVEX 20958    'GT_PK(2,2)'      11807  50191  11945  50192  24462  11878
-CONVEX 20959    'GT_PK(2,2)'      11737  50193  11807  41648  50192  11878
-CONVEX 20960    'GT_PK(2,2)'      11101  50194  11244  18118  41650  11173
-CONVEX 20961    'GT_PK(2,2)'      11244  50194  11101  50195  50196  11171
-CONVEX 20962    'GT_PK(2,2)'      11244  50197  11314  41651  50198  11388
-CONVEX 20963    'GT_PK(2,2)'      11314  50197  11244  50199  50195  11171
-CONVEX 20964    'GT_PK(2,2)'      11241  50200  11314  41652  50199  11171
-CONVEX 20965    'GT_PK(2,2)'      11168  50201  11241  50202  41653  11098
-CONVEX 20966    'GT_PK(2,2)'      10365  50203  10513  50204  50205  10442
-CONVEX 20967    'GT_PK(2,2)'      10513  50206  10585  50207  32091  10660
-CONVEX 20968    'GT_PK(2,2)'      10585  50206  10513  32187  50208  10438
-CONVEX 20969    'GT_PK(2,2)'      10513  50203  10365  50208  41656  10438
-CONVEX 20970    'GT_PK(2,2)'      11301  50209  11158  41664  50210  11229
-CONVEX 20971    'GT_PK(2,2)'      11084  50211  11158  41659  50212  11015
-CONVEX 20972    'GT_PK(2,2)'      11158  50211  11084  50210  41661  11229
-CONVEX 20973    'GT_PK(2,2)'      11158  50213  11089  50212  41683  11015
-CONVEX 20974    'GT_PK(2,2)'      11089  50213  11158  24435  50214  11231
-CONVEX 20975    'GT_PK(2,2)'      11158  50209  11301  50214  41671  11231
-CONVEX 20976    'GT_PK(2,2)'      11592  50215  11523  41687  50216  11451
-CONVEX 20977    'GT_PK(2,2)'      11661  50217  11592  50218  41686  11521
-CONVEX 20978    'GT_PK(2,2)'      11661  50219  11589  50220  50221  11730
-CONVEX 20979    'GT_PK(2,2)'      11589  50219  11661  41698  50218  11521
-CONVEX 20980    'GT_PK(2,2)'      11592  50217  11661  50222  50223  11732
-CONVEX 20981    'GT_PK(2,2)'      11659  50224  11589  50225  41696  11518
-CONVEX 20982    'GT_PK(2,2)'      11799  50226  11659  32194  50227  11727
-CONVEX 20983    'GT_PK(2,2)'      11659  50226  11799  50228  32207  11730
-CONVEX 20984    'GT_PK(2,2)'      11589  50224  11659  50221  50228  11730
-CONVEX 20985    'GT_PK(2,2)'      11659  50229  11587  50227  32196  11727
-CONVEX 20986    'GT_PK(2,2)'      11659  50225  11518  50229  41675  11587
-CONVEX 20987    'GT_PK(2,2)'      12006  50230  11938  50231  41700  11867
-CONVEX 20988    'GT_PK(2,2)'      12006  50231  11867  50232  41691  11936
-CONVEX 20989    'GT_PK(2,2)'      12069  50233  11999  41704  50234  12138
-CONVEX 20990    'GT_PK(2,2)'      11999  50235  12067  50234  32397  12138
-CONVEX 20991    'GT_PK(2,2)'      12067  50235  11999  41922  50236  11929
-CONVEX 20992    'GT_PK(2,2)'      11999  50237  11860  50236  41708  11929
-CONVEX 20993    'GT_PK(2,2)'      11931  50238  11863  50239  50240  11792
-CONVEX 20994    'GT_PK(2,2)'      11931  50241  11999  50242  50233  12069
-CONVEX 20995    'GT_PK(2,2)'      11860  50243  11931  41705  50239  11792
-CONVEX 20996    'GT_PK(2,2)'      11999  50241  11931  50237  50243  11860
-CONVEX 20997    'GT_PK(2,2)'      11794  50244  11865  50245  41694  11725
-CONVEX 20998    'GT_PK(2,2)'      12071  50246  12001  41710  50247  12140
-CONVEX 20999    'GT_PK(2,2)'      12001  50248  12069  50247  41703  12140
-CONVEX 21000    'GT_PK(2,2)'      12001  50249  11931  50248  50242  12069
-CONVEX 21001    'GT_PK(2,2)'      11931  50249  12001  50238  50250  11863
-CONVEX 21002    'GT_PK(2,2)'      12013  50251  11943  50252  50253  12080
-CONVEX 21003    'GT_PK(2,2)'      12013  50252  12080  50254  42061  12151
-CONVEX 21004    'GT_PK(2,2)'      12083  50255  12013  42054  50254  12151
-CONVEX 21005    'GT_PK(2,2)'      12013  50255  12083  50256  42049  11945
-CONVEX 21006    'GT_PK(2,2)'      11699  50257  11768  50258  50259  11627
-CONVEX 21007    'GT_PK(2,2)'      11627  50259  11768  32276  50260  11697
-CONVEX 21008    'GT_PK(2,2)'      11768  50261  11837  50260  50262  11697
-CONVEX 21009    'GT_PK(2,2)'      11488  50263  11346  50264  34310  11419
-CONVEX 21010    'GT_PK(2,2)'      11558  50265  11627  50266  32273  11486
-CONVEX 21011    'GT_PK(2,2)'      11558  50267  11699  50265  50258  11627
-CONVEX 21012    'GT_PK(2,2)'      12324  50268  12257  50269  41727  12393
-CONVEX 21013    'GT_PK(2,2)'      12257  50268  12324  50270  50271  12187
-CONVEX 21014    'GT_PK(2,2)'      12322  50272  12389  50273  50274  12253
-CONVEX 21015    'GT_PK(2,2)'      12389  50275  12320  50274  50276  12253
-CONVEX 21016    'GT_PK(2,2)'      12320  50275  12389  41753  50277  12456
-CONVEX 21017    'GT_PK(2,2)'      12458  50278  12389  50279  50272  12322
-CONVEX 21018    'GT_PK(2,2)'      12119  50280  12257  50281  50270  12187
-CONVEX 21019    'GT_PK(2,2)'      12119  50282  11980  50283  50284  12050
-CONVEX 21020    'GT_PK(2,2)'      12119  50283  12050  50285  34472  12189
-CONVEX 21021    'GT_PK(2,2)'      12257  50280  12119  41726  50285  12189
-CONVEX 21022    'GT_PK(2,2)'      12185  50286  12322  50287  50273  12253
-CONVEX 21023    'GT_PK(2,2)'      12117  50288  12185  41728  50289  12046
-CONVEX 21024    'GT_PK(2,2)'      12590  50290  12659  50291  21354  12724
-CONVEX 21025    'GT_PK(2,2)'      12657  50292  12590  41740  50291  12724
-CONVEX 21026    'GT_PK(2,2)'      12456  50293  12590  41724  50294  12522
-CONVEX 21027    'GT_PK(2,2)'      12590  50292  12657  50294  41744  12522
-CONVEX 21028    'GT_PK(2,2)'      12114  50295  12182  32253  50296  12251
-CONVEX 21029    'GT_PK(2,2)'      12044  50297  12182  41748  50295  12114
-CONVEX 21030    'GT_PK(2,2)'      12182  50298  12320  50296  41752  12251
-CONVEX 21031    'GT_PK(2,2)'      12320  50298  12182  50276  50299  12253
-CONVEX 21032    'GT_PK(2,2)'      11275  50300  11345  50301  50302  11418
-CONVEX 21033    'GT_PK(2,2)'      11132  50303  11204  50304  32258  11061
-CONVEX 21034    'GT_PK(2,2)'      11132  50305  11275  50303  50306  11204
-CONVEX 21035    'GT_PK(2,2)'      11132  50304  11061  50307  24492  10989
-CONVEX 21036    'GT_PK(2,2)'      11771  50308  11702  50309  24518  11630
-CONVEX 21037    'GT_PK(2,2)'      11771  50310  11842  50308  41809  11702
-CONVEX 21038    'GT_PK(2,2)'      11842  50310  11771  41796  50311  11911
-CONVEX 21039    'GT_PK(2,2)'      11272  50312  11199  50313  50314  11128
-CONVEX 21040    'GT_PK(2,2)'      11199  50312  11272  50315  50316  11342
-CONVEX 21041    'GT_PK(2,2)'      11199  50315  11342  50317  34306  11271
-CONVEX 21042    'GT_PK(2,2)'      11129  50318  11199  41776  50317  11271
-CONVEX 21043    'GT_PK(2,2)'      10985  50319  11057  50320  50321  10913
-CONVEX 21044    'GT_PK(2,2)'      10985  50322  11129  50319  41777  11057
-CONVEX 21045    'GT_PK(2,2)'      10915  50323  10771  50324  41769  10841
-CONVEX 21046    'GT_PK(2,2)'      10843  50325  10915  19697  50326  10989
-CONVEX 21047    'GT_PK(2,2)'      10771  50323  10915  41758  50325  10843
-CONVEX 21048    'GT_PK(2,2)'      12463  50327  12394  41786  50328  12529
-CONVEX 21049    'GT_PK(2,2)'      12394  50329  12461  50328  32349  12529
-CONVEX 21050    'GT_PK(2,2)'      12394  50330  12258  50331  24513  12325
-CONVEX 21051    'GT_PK(2,2)'      12461  50329  12394  32351  50331  12325
-CONVEX 21052    'GT_PK(2,2)'      12190  50332  12327  32285  50333  12260
-CONVEX 21053    'GT_PK(2,2)'      12327  50334  12396  50333  32277  12260
-CONVEX 21054    'GT_PK(2,2)'      12327  50335  12463  50334  41785  12396
-CONVEX 21055    'GT_PK(2,2)'      12327  50336  12394  50335  50327  12463
-CONVEX 21056    'GT_PK(2,2)'      12327  50332  12190  50337  32297  12258
-CONVEX 21057    'GT_PK(2,2)'      12394  50336  12327  50330  50337  12258
-CONVEX 21058    'GT_PK(2,2)'      11347  50338  11277  50339  41812  11204
-CONVEX 21059    'GT_PK(2,2)'      11489  50340  11347  32313  50341  11418
-CONVEX 21060    'GT_PK(2,2)'      11347  50342  11275  50341  50301  11418
-CONVEX 21061    'GT_PK(2,2)'      11275  50342  11347  50306  50339  11204
-CONVEX 21062    'GT_PK(2,2)'      11277  50343  11349  41810  50344  11206
-CONVEX 21063    'GT_PK(2,2)'      11349  50345  11279  50344  41865  11206
-CONVEX 21064    'GT_PK(2,2)'      11279  50345  11349  32377  50346  11422
-CONVEX 21065    'GT_PK(2,2)'      11349  50347  11491  50346  41802  11422
-CONVEX 21066    'GT_PK(2,2)'      11909  50348  11840  32260  50349  11769
-CONVEX 21067    'GT_PK(2,2)'      11979  50350  11840  41819  50348  11909
-CONVEX 21068    'GT_PK(2,2)'      11840  50350  11979  50351  41823  11911
-CONVEX 21069    'GT_PK(2,2)'      11771  50352  11840  50311  50351  11911
-CONVEX 21070    'GT_PK(2,2)'      11836  50353  11766  41830  50354  11906
-CONVEX 21071    'GT_PK(2,2)'      11766  50355  11625  50356  41715  11697
-CONVEX 21072    'GT_PK(2,2)'      11837  50357  11766  50262  50356  11697
-CONVEX 21073    'GT_PK(2,2)'      11766  50357  11837  50354  41711  11906
-CONVEX 21074    'GT_PK(2,2)'      11626  50358  11557  50359  50360  11485
-CONVEX 21075    'GT_PK(2,2)'      11704  50361  11634  50362  41849  11563
-CONVEX 21076    'GT_PK(2,2)'      11704  50363  11773  50364  41805  11844
-CONVEX 21077    'GT_PK(2,2)'      11775  50365  11704  32301  50364  11844
-CONVEX 21078    'GT_PK(2,2)'      11634  50361  11704  41850  50365  11775
-CONVEX 21079    'GT_PK(2,2)'      11704  50362  11563  50366  41803  11632
-CONVEX 21080    'GT_PK(2,2)'      11773  50363  11704  41807  50366  11632
-CONVEX 21081    'GT_PK(2,2)'      11065  50367  11137  50368  41862  11209
-CONVEX 21082    'GT_PK(2,2)'      11065  50369  10995  50370  25978  10921
-CONVEX 21083    'GT_PK(2,2)'      10847  50371  10993  25996  50372  10921
-CONVEX 21084    'GT_PK(2,2)'      10993  50373  11065  50372  50370  10921
-CONVEX 21085    'GT_PK(2,2)'      11065  50373  10993  50367  50374  11137
-CONVEX 21086    'GT_PK(2,2)'      11137  50374  10993  41863  50375  11063
-CONVEX 21087    'GT_PK(2,2)'      10993  50371  10847  50376  34542  10919
-CONVEX 21088    'GT_PK(2,2)'      11063  50375  10993  26008  50376  10919
-CONVEX 21089    'GT_PK(2,2)'      11139  50377  11067  50378  43887  10995
-CONVEX 21090    'GT_PK(2,2)'      11282  50379  11139  41868  50380  11209
-CONVEX 21091    'GT_PK(2,2)'      11139  50381  11211  50377  50382  11067
-CONVEX 21092    'GT_PK(2,2)'      11211  50381  11139  43883  50379  11282
-CONVEX 21093    'GT_PK(2,2)'      11139  50383  11065  50380  50368  11209
-CONVEX 21094    'GT_PK(2,2)'      11065  50383  11139  50369  50378  10995
-CONVEX 21095    'GT_PK(2,2)'      12347  50384  12279  42114  50385  12414
-CONVEX 21096    'GT_PK(2,2)'      12279  50386  12142  50387  41884  12209
-CONVEX 21097    'GT_PK(2,2)'      12073  50388  12006  50389  50232  11936
-CONVEX 21098    'GT_PK(2,2)'      12006  50388  12073  50390  50391  12144
-CONVEX 21099    'GT_PK(2,2)'      12003  50392  12073  32214  50389  11936
-CONVEX 21100    'GT_PK(2,2)'      12142  50393  12073  41886  50392  12003
-CONVEX 21101    'GT_PK(2,2)'      12412  50394  12547  50395  50396  12481
-CONVEX 21102    'GT_PK(2,2)'      12614  50397  12547  41888  50398  12680
-CONVEX 21103    'GT_PK(2,2)'      12547  50397  12614  50396  41890  12481
-CONVEX 21104    'GT_PK(2,2)'      12547  50399  12612  50398  32413  12680
-CONVEX 21105    'GT_PK(2,2)'      12612  50399  12547  50400  50401  12479
-CONVEX 21106    'GT_PK(2,2)'      12547  50394  12412  50401  41893  12479
-CONVEX 21107    'GT_PK(2,2)'      12276  50402  12345  32400  50403  12209
-CONVEX 21108    'GT_PK(2,2)'      12412  50404  12345  41895  50402  12276
-CONVEX 21109    'GT_PK(2,2)'      12345  50404  12412  50405  50395  12481
-CONVEX 21110    'GT_PK(2,2)'      12345  50406  12279  50403  50387  12209
-CONVEX 21111    'GT_PK(2,2)'      12345  50405  12481  50407  32650  12414
-CONVEX 21112    'GT_PK(2,2)'      12279  50406  12345  50385  50407  12414
-CONVEX 21113    'GT_PK(2,2)'      12544  50408  12612  50409  50400  12479
-CONVEX 21114    'GT_PK(2,2)'      12410  50410  12544  41897  50409  12479
-CONVEX 21115    'GT_PK(2,2)'      12544  50410  12410  50411  41900  12477
-CONVEX 21116    'GT_PK(2,2)'      12610  50412  12544  41902  50411  12477
-CONVEX 21117    'GT_PK(2,2)'      12743  50413  12874  50414  32451  12809
-CONVEX 21118    'GT_PK(2,2)'      12874  50413  12743  41912  50415  12808
-CONVEX 21119    'GT_PK(2,2)'      12743  50416  12676  50415  32415  12808
-CONVEX 21120    'GT_PK(2,2)'      12743  50417  12610  50416  41903  12676
-CONVEX 21121    'GT_PK(2,2)'      13257  50418  13130  50419  41915  13193
-CONVEX 21122    'GT_PK(2,2)'      13257  50419  13193  50420  24596  13318
-CONVEX 21123    'GT_PK(2,2)'      13382  50421  13257  32599  50420  13318
-CONVEX 21124    'GT_PK(2,2)'      13130  50418  13257  41918  50422  13195
-CONVEX 21125    'GT_PK(2,2)'      12934  50423  12868  41930  50424  12999
-CONVEX 21126    'GT_PK(2,2)'      12999  50424  12868  32549  50425  12932
-CONVEX 21127    'GT_PK(2,2)'      12802  50426  12868  32436  50427  12737
-CONVEX 21128    'GT_PK(2,2)'      12932  50425  12868  24588  50426  12802
-CONVEX 21129    'GT_PK(2,2)'      12804  50428  12739  50429  32504  12672
-CONVEX 21130    'GT_PK(2,2)'      12804  50430  12868  50431  50423  12934
-CONVEX 21131    'GT_PK(2,2)'      12804  50432  12870  50428  41960  12739
-CONVEX 21132    'GT_PK(2,2)'      12870  50432  12804  41961  50431  12934
-CONVEX 21133    'GT_PK(2,2)'      12804  50429  12672  50433  24626  12737
-CONVEX 21134    'GT_PK(2,2)'      12868  50430  12804  50427  50433  12737
-CONVEX 21135    'GT_PK(2,2)'      13320  50434  13259  50435  41932  13195
-CONVEX 21136    'GT_PK(2,2)'      13257  50436  13320  50422  50435  13195
-CONVEX 21137    'GT_PK(2,2)'      13320  50436  13257  50437  50421  13382
-CONVEX 21138    'GT_PK(2,2)'      12337  50438  12268  50439  32525  12404
-CONVEX 21139    'GT_PK(2,2)'      12473  50440  12337  32511  50439  12404
-CONVEX 21140    'GT_PK(2,2)'      12406  50441  12337  50442  50440  12473
-CONVEX 21141    'GT_PK(2,2)'      12270  50443  12337  50444  50441  12406
-CONVEX 21142    'GT_PK(2,2)'      12339  50445  12475  50446  41956  12408
-CONVEX 21143    'GT_PK(2,2)'      12339  50447  12270  50448  50444  12406
-CONVEX 21144    'GT_PK(2,2)'      12475  50445  12339  50449  50448  12406
-CONVEX 21145    'GT_PK(2,2)'      12540  50450  12475  50451  50449  12406
-CONVEX 21146    'GT_PK(2,2)'      12540  50452  12606  50453  32506  12674
-CONVEX 21147    'GT_PK(2,2)'      12608  50454  12540  32419  50453  12674
-CONVEX 21148    'GT_PK(2,2)'      12475  50450  12540  41958  50454  12608
-CONVEX 21149    'GT_PK(2,2)'      12540  50451  12406  50455  50442  12473
-CONVEX 21150    'GT_PK(2,2)'      12606  50452  12540  32513  50455  12473
-CONVEX 21151    'GT_PK(2,2)'      12936  50456  12872  50457  41963  12806
-CONVEX 21152    'GT_PK(2,2)'      13065  50458  12936  41905  50459  13001
-CONVEX 21153    'GT_PK(2,2)'      12936  50458  13065  50460  41916  13003
-CONVEX 21154    'GT_PK(2,2)'      12872  50456  12936  41967  50460  13003
-CONVEX 21155    'GT_PK(2,2)'      12936  50461  12870  50459  41962  13001
-CONVEX 21156    'GT_PK(2,2)'      12870  50461  12936  41959  50457  12806
-CONVEX 21157    'GT_PK(2,2)'      12598  50462  12664  50463  42024  12731
-CONVEX 21158    'GT_PK(2,2)'      12598  50463  12731  50464  42018  12666
-CONVEX 21159    'GT_PK(2,2)'      12531  50465  12598  32281  50466  12465
-CONVEX 21160    'GT_PK(2,2)'      12664  50462  12598  42015  50465  12531
-CONVEX 21161    'GT_PK(2,2)'      12598  50467  12533  50466  32477  12465
-CONVEX 21162    'GT_PK(2,2)'      12533  50467  12598  24509  50464  12666
-CONVEX 21163    'GT_PK(2,2)'      12796  50468  12863  42025  50469  12731
-CONVEX 21164    'GT_PK(2,2)'      12928  50470  12863  24661  50471  12993
-CONVEX 21165    'GT_PK(2,2)'      12863  50472  12926  50471  24659  12993
-CONVEX 21166    'GT_PK(2,2)'      12863  50468  12796  50472  42029  12926
-CONVEX 21167    'GT_PK(2,2)'      12798  50473  12863  42020  50470  12928
-CONVEX 21168    'GT_PK(2,2)'      12863  50473  12798  50469  42017  12731
-CONVEX 21169    'GT_PK(2,2)'      13376  50474  13314  24695  50475  13251
-CONVEX 21170    'GT_PK(2,2)'      13314  50476  13189  50475  24593  13251
-CONVEX 21171    'GT_PK(2,2)'      13189  50476  13314  24592  50477  13253
-CONVEX 21172    'GT_PK(2,2)'      13314  50478  13378  50477  42074  13253
-CONVEX 21173    'GT_PK(2,2)'      13314  50479  13437  50478  50480  13378
-CONVEX 21174    'GT_PK(2,2)'      13437  50479  13314  50481  50474  13376
-CONVEX 21175    'GT_PK(2,2)'      13437  50481  13376  50482  41327  13495
-CONVEX 21176    'GT_PK(2,2)'      13557  50483  13437  32592  50482  13495
-CONVEX 21177    'GT_PK(2,2)'      11943  50484  12010  50253  50485  12080
-CONVEX 21178    'GT_PK(2,2)'      12010  50486  12149  50485  42090  12080
-CONVEX 21179    'GT_PK(2,2)'      12213  50487  12076  42093  50488  12144
-CONVEX 21180    'GT_PK(2,2)'      12076  50489  12006  50488  50390  12144
-CONVEX 21181    'GT_PK(2,2)'      12006  50489  12076  50230  50490  11938
-CONVEX 21182    'GT_PK(2,2)'      12076  50487  12213  50491  42098  12147
-CONVEX 21183    'GT_PK(2,2)'      640  50492  579  50493  50494  608
-CONVEX 21184    'GT_PK(2,2)'      668  50495  640  50496  50493  608
-CONVEX 21185    'GT_PK(2,2)'      640  50495  668  50497  50498  706
-CONVEX 21186    'GT_PK(2,2)'      622  50499  590  50500  50501  647
-CONVEX 21187    'GT_PK(2,2)'      590  50499  622  50502  32739  566
-CONVEX 21188    'GT_PK(2,2)'      768  50503  841  50504  45475  807
-CONVEX 21189    'GT_PK(2,2)'      737  50505  768  45468  50504  807
-CONVEX 21190    'GT_PK(2,2)'      732  50506  768  42122  50507  700
-CONVEX 21191    'GT_PK(2,2)'      768  50505  737  50507  45473  700
-CONVEX 21192    'GT_PK(2,2)'      838  50508  875  50509  50510  914
-CONVEX 21193    'GT_PK(2,2)'      916  50511  875  32719  50512  839
-CONVEX 21194    'GT_PK(2,2)'      914  50510  875  36046  50513  954
-CONVEX 21195    'GT_PK(2,2)'      875  50511  916  50513  36059  954
-CONVEX 21196    'GT_PK(2,2)'      801  50514  767  50515  32710  839
-CONVEX 21197    'GT_PK(2,2)'      875  50516  801  50512  50515  839
-CONVEX 21198    'GT_PK(2,2)'      801  50516  875  50517  50508  838
-CONVEX 21199    'GT_PK(2,2)'      876  50518  838  50519  50509  914
-CONVEX 21200    'GT_PK(2,2)'      876  50520  956  50521  36029  918
-CONVEX 21201    'GT_PK(2,2)'      956  50520  876  36047  50519  914
-CONVEX 21202    'GT_PK(2,2)'      841  50522  876  45478  50521  918
-CONVEX 21203    'GT_PK(2,2)'      1001  50523  1087  32725  50524  1041
-CONVEX 21204    'GT_PK(2,2)'      1045  50525  1087  42165  50523  1001
-CONVEX 21205    'GT_PK(2,2)'      1087  50526  1128  50524  50527  1041
-CONVEX 21206    'GT_PK(2,2)'      1087  50525  1045  50528  50529  1131
-CONVEX 21207    'GT_PK(2,2)'      1087  50528  1131  50530  42119  1175
-CONVEX 21208    'GT_PK(2,2)'      1128  50526  1087  45487  50530  1175
-CONVEX 21209    'GT_PK(2,2)'      995  50531  958  42124  50532  917
-CONVEX 21210    'GT_PK(2,2)'      958  50533  998  50534  50535  920
-CONVEX 21211    'GT_PK(2,2)'      879  50536  958  50537  50534  920
-CONVEX 21212    'GT_PK(2,2)'      958  50536  879  50532  24777  917
-CONVEX 21213    'GT_PK(2,2)'      1212  50538  1167  42195  50539  1122
-CONVEX 21214    'GT_PK(2,2)'      1167  50540  1257  50541  42206  1213
-CONVEX 21215    'GT_PK(2,2)'      1257  50540  1167  42202  50538  1212
-CONVEX 21216    'GT_PK(2,2)'      747  50542  782  42168  50543  816
-CONVEX 21217    'GT_PK(2,2)'      782  50542  747  50544  42169  714
-CONVEX 21218    'GT_PK(2,2)'      1716  50545  1610  50546  50547  1662
-CONVEX 21219    'GT_PK(2,2)'      1771  50548  1716  42948  50546  1662
-CONVEX 21220    'GT_PK(2,2)'      488  50549  532  50550  50551  505
-CONVEX 21221    'GT_PK(2,2)'      488  50550  505  50552  42143  465
-CONVEX 21222    'GT_PK(2,2)'      454  50553  488  32896  50552  465
-CONVEX 21223    'GT_PK(2,2)'      488  50553  454  50554  50555  469
-CONVEX 21224    'GT_PK(2,2)'      532  50556  552  50551  50557  505
-CONVEX 21225    'GT_PK(2,2)'      579  50558  552  50494  50559  608
-CONVEX 21226    'GT_PK(2,2)'      552  50560  580  50559  50561  608
-CONVEX 21227    'GT_PK(2,2)'      552  50556  532  50560  42139  580
-CONVEX 21228    'GT_PK(2,2)'      506  50562  489  50563  32701  462
-CONVEX 21229    'GT_PK(2,2)'      483  50564  506  42283  50563  462
-CONVEX 21230    'GT_PK(2,2)'      561  50565  584  50566  50567  531
-CONVEX 21231    'GT_PK(2,2)'      584  50568  560  50567  50569  531
-CONVEX 21232    'GT_PK(2,2)'      639  50570  584  32792  50571  614
-CONVEX 21233    'GT_PK(2,2)'      584  50565  561  50571  32789  614
-CONVEX 21234    'GT_PK(2,2)'      613  50572  639  50573  32804  672
-CONVEX 21235    'GT_PK(2,2)'      560  50574  613  50575  50576  587
-CONVEX 21236    'GT_PK(2,2)'      613  50577  584  50572  50570  639
-CONVEX 21237    'GT_PK(2,2)'      584  50577  613  50568  50574  560
-CONVEX 21238    'GT_PK(2,2)'      704  50578  644  42254  50579  672
-CONVEX 21239    'GT_PK(2,2)'      644  50580  613  50579  50573  672
-CONVEX 21240    'GT_PK(2,2)'      613  50580  644  50576  50581  587
-CONVEX 21241    'GT_PK(2,2)'      580  50582  638  50561  50583  608
-CONVEX 21242    'GT_PK(2,2)'      638  50584  668  50583  50496  608
-CONVEX 21243    'GT_PK(2,2)'      706  50585  738  50586  50587  775
-CONVEX 21244    'GT_PK(2,2)'      668  50588  738  50498  50585  706
-CONVEX 21245    'GT_PK(2,2)'      844  50589  806  50590  42145  879
-CONVEX 21246    'GT_PK(2,2)'      844  50590  879  50591  50537  920
-CONVEX 21247    'GT_PK(2,2)'      883  50592  844  50593  50591  920
-CONVEX 21248    'GT_PK(2,2)'      1127  50594  1217  50595  50596  1173
-CONVEX 21249    'GT_PK(2,2)'      1217  50594  1127  50597  50598  1169
-CONVEX 21250    'GT_PK(2,2)'      1403  50599  1307  32738  50600  1353
-CONVEX 21251    'GT_PK(2,2)'      1355  50601  1307  42157  50599  1403
-CONVEX 21252    'GT_PK(2,2)'      885  50602  963  50603  42159  921
-CONVEX 21253    'GT_PK(2,2)'      963  50602  885  42160  50604  926
-CONVEX 21254    'GT_PK(2,2)'      885  50603  921  50605  32721  845
-CONVEX 21255    'GT_PK(2,2)'      811  50606  885  42177  50605  845
-CONVEX 21256    'GT_PK(2,2)'      712  50607  741  42175  50608  676
-CONVEX 21257    'GT_PK(2,2)'      676  50608  741  24788  50609  705
-CONVEX 21258    'GT_PK(2,2)'      741  50610  773  50609  32754  705
-CONVEX 21259    'GT_PK(2,2)'      741  50611  811  50610  42176  773
-CONVEX 21260    'GT_PK(2,2)'      741  50607  712  50612  42174  778
-CONVEX 21261    'GT_PK(2,2)'      811  50611  741  50613  50612  778
-CONVEX 21262    'GT_PK(2,2)'      1460  50614  1365  50615  42183  1416
-CONVEX 21263    'GT_PK(2,2)'      1513  50616  1460  28270  50615  1416
-CONVEX 21264    'GT_PK(2,2)'      1511  50617  1460  50618  50619  1564
-CONVEX 21265    'GT_PK(2,2)'      1460  50616  1513  50619  42824  1564
-CONVEX 21266    'GT_PK(2,2)'      1412  50620  1454  50621  42178  1359
-CONVEX 21267    'GT_PK(2,2)'      1460  50622  1412  50614  50623  1365
-CONVEX 21268    'GT_PK(2,2)'      1454  50620  1412  42230  50624  1511
-CONVEX 21269    'GT_PK(2,2)'      1412  50622  1460  50624  50617  1511
-CONVEX 21270    'GT_PK(2,2)'      1180  50625  1137  50626  46542  1228
-CONVEX 21271    'GT_PK(2,2)'      1092  50627  1180  24825  50628  1132
-CONVEX 21272    'GT_PK(2,2)'      1137  50625  1180  28279  50627  1092
-CONVEX 21273    'GT_PK(2,2)'      1655  50629  1551  33443  50630  1602
-CONVEX 21274    'GT_PK(2,2)'      1551  50629  1655  50631  50632  1603
-CONVEX 21275    'GT_PK(2,2)'      1500  50633  1552  50634  42147  1449
-CONVEX 21276    'GT_PK(2,2)'      1500  50634  1449  50635  32733  1401
-CONVEX 21277    'GT_PK(2,2)'      1448  50636  1500  42209  50635  1401
-CONVEX 21278    'GT_PK(2,2)'      1551  50637  1500  50638  50636  1448
-CONVEX 21279    'GT_PK(2,2)'      1552  50633  1500  42238  50639  1603
-CONVEX 21280    'GT_PK(2,2)'      1500  50637  1551  50639  50631  1603
-CONVEX 21281    'GT_PK(2,2)'      1554  50640  1450  50641  42211  1503
-CONVEX 21282    'GT_PK(2,2)'      1606  50642  1554  42227  50641  1503
-CONVEX 21283    'GT_PK(2,2)'      1554  50643  1656  50644  42221  1602
-CONVEX 21284    'GT_PK(2,2)'      1656  50643  1554  42222  50642  1606
-CONVEX 21285    'GT_PK(2,2)'      1556  50645  1660  42225  50646  1606
-CONVEX 21286    'GT_PK(2,2)'      1606  50646  1660  42224  50647  1709
-CONVEX 21287    'GT_PK(2,2)'      1660  50648  1764  50647  33434  1709
-CONVEX 21288    'GT_PK(2,2)'      1764  50648  1660  33428  50649  1712
-CONVEX 21289    'GT_PK(2,2)'      1657  50650  1708  42231  50651  1765
-CONVEX 21290    'GT_PK(2,2)'      1763  50652  1708  42848  50653  1655
-CONVEX 21291    'GT_PK(2,2)'      1655  50653  1708  50632  50654  1603
-CONVEX 21292    'GT_PK(2,2)'      1708  50650  1657  50654  42237  1603
-CONVEX 21293    'GT_PK(2,2)'      1765  50651  1708  32783  50655  1817
-CONVEX 21294    'GT_PK(2,2)'      1708  50652  1763  50655  42847  1817
-CONVEX 21295    'GT_PK(2,2)'      1659  50656  1555  50657  42239  1605
-CONVEX 21296    'GT_PK(2,2)'      1766  50658  1659  42856  50659  1711
-CONVEX 21297    'GT_PK(2,2)'      1659  50657  1605  50659  42235  1711
-CONVEX 21298    'GT_PK(2,2)'      555  50660  507  50661  32848  539
-CONVEX 21299    'GT_PK(2,2)'      555  50662  534  50660  42248  507
-CONVEX 21300    'GT_PK(2,2)'      555  50663  610  50664  42243  585
-CONVEX 21301    'GT_PK(2,2)'      534  50662  555  42247  50664  585
-CONVEX 21302    'GT_PK(2,2)'      804  50665  735  50666  42252  769
-CONVEX 21303    'GT_PK(2,2)'      804  50666  769  50667  32811  840
-CONVEX 21304    'GT_PK(2,2)'      804  50668  877  50669  24814  842
-CONVEX 21305    'GT_PK(2,2)'      877  50668  804  24815  50667  840
-CONVEX 21306    'GT_PK(2,2)'      735  50670  771  42253  50671  704
-CONVEX 21307    'GT_PK(2,2)'      704  50671  771  50672  50673  736
-CONVEX 21308    'GT_PK(2,2)'      771  50674  806  50673  50675  736
-CONVEX 21309    'GT_PK(2,2)'      804  50676  771  50665  50670  735
-CONVEX 21310    'GT_PK(2,2)'      806  50674  771  42146  50677  842
-CONVEX 21311    'GT_PK(2,2)'      771  50676  804  50677  50669  842
-CONVEX 21312    'GT_PK(2,2)'      957  50678  1000  42259  50679  1039
-CONVEX 21313    'GT_PK(2,2)'      1000  50680  962  50681  46536  1044
-CONVEX 21314    'GT_PK(2,2)'      1000  50682  1085  50679  32822  1039
-CONVEX 21315    'GT_PK(2,2)'      1085  50682  1000  32824  50681  1044
-CONVEX 21316    'GT_PK(2,2)'      843  50683  919  32815  50684  878
-CONVEX 21317    'GT_PK(2,2)'      919  50685  957  50684  32806  878
-CONVEX 21318    'GT_PK(2,2)'      919  50686  1000  50685  50678  957
-CONVEX 21319    'GT_PK(2,2)'      1000  50686  919  50680  50687  962
-CONVEX 21320    'GT_PK(2,2)'      446  50688  472  42262  50689  439
-CONVEX 21321    'GT_PK(2,2)'      472  50688  446  50690  42271  485
-CONVEX 21322    'GT_PK(2,2)'      459  50691  496  50692  50693  469
-CONVEX 21323    'GT_PK(2,2)'      459  50694  472  50691  50695  496
-CONVEX 21324    'GT_PK(2,2)'      459  50696  435  50697  32882  439
-CONVEX 21325    'GT_PK(2,2)'      472  50694  459  50689  50697  439
-CONVEX 21326    'GT_PK(2,2)'      496  50698  511  50693  50699  469
-CONVEX 21327    'GT_PK(2,2)'      511  50700  488  50699  50554  469
-CONVEX 21328    'GT_PK(2,2)'      488  50700  511  50549  50701  532
-CONVEX 21329    'GT_PK(2,2)'      532  50701  511  42141  50702  558
-CONVEX 21330    'GT_PK(2,2)'      538  50703  560  50704  50575  587
-CONVEX 21331    'GT_PK(2,2)'      538  50704  587  50705  50706  558
-CONVEX 21332    'GT_PK(2,2)'      511  50707  538  50702  50705  558
-CONVEX 21333    'GT_PK(2,2)'      538  50707  511  50708  50698  496
-CONVEX 21334    'GT_PK(2,2)'      534  50709  515  42249  50710  490
-CONVEX 21335    'GT_PK(2,2)'      515  50711  475  50710  42268  490
-CONVEX 21336    'GT_PK(2,2)'      515  50709  534  50712  42246  561
-CONVEX 21337    'GT_PK(2,2)'      515  50712  561  50713  50566  531
-CONVEX 21338    'GT_PK(2,2)'      485  50714  515  50715  50713  531
-CONVEX 21339    'GT_PK(2,2)'      475  50711  515  42272  50714  485
-CONVEX 21340    'GT_PK(2,2)'      16  50716  437  50717  50718  14
-CONVEX 21341    'GT_PK(2,2)'      437  50719  429  50718  42274  14
-CONVEX 21342    'GT_PK(2,2)'      435  50720  437  32879  50716  16
-CONVEX 21343    'GT_PK(2,2)'      437  50721  459  50722  50692  469
-CONVEX 21344    'GT_PK(2,2)'      459  50721  437  50696  50720  435
-CONVEX 21345    'GT_PK(2,2)'      454  50723  437  50555  50722  469
-CONVEX 21346    'GT_PK(2,2)'      429  50719  437  42277  50723  454
-CONVEX 21347    'GT_PK(2,2)'      6348  50724  6200  42294  50725  6273
-CONVEX 21348    'GT_PK(2,2)'      6200  50726  6126  50725  33610  6273
-CONVEX 21349    'GT_PK(2,2)'      6126  50726  6200  43029  50727  6053
-CONVEX 21350    'GT_PK(2,2)'      6053  50727  6200  43022  50728  6128
-CONVEX 21351    'GT_PK(2,2)'      6200  50729  6275  50728  32910  6128
-CONVEX 21352    'GT_PK(2,2)'      6200  50724  6348  50729  50730  6275
-CONVEX 21353    'GT_PK(2,2)'      6425  50731  6572  50732  42299  6498
-CONVEX 21354    'GT_PK(2,2)'      6351  50733  6425  42305  50732  6498
-CONVEX 21355    'GT_PK(2,2)'      6425  50733  6351  50734  42303  6275
-CONVEX 21356    'GT_PK(2,2)'      6572  50731  6425  42287  50735  6495
-CONVEX 21357    'GT_PK(2,2)'      6425  50736  6348  50735  42295  6495
-CONVEX 21358    'GT_PK(2,2)'      6348  50736  6425  50730  50734  6275
-CONVEX 21359    'GT_PK(2,2)'      7513  50737  7440  50738  42341  7374
-CONVEX 21360    'GT_PK(2,2)'      7513  50738  7374  50739  42336  7450
-CONVEX 21361    'GT_PK(2,2)'      7578  50740  7513  32956  50741  7648
-CONVEX 21362    'GT_PK(2,2)'      7440  50737  7513  42340  50740  7578
-CONVEX 21363    'GT_PK(2,2)'      7588  50742  7513  19922  50739  7450
-CONVEX 21364    'GT_PK(2,2)'      7513  50742  7588  50741  24957  7648
-CONVEX 21365    'GT_PK(2,2)'      7960  50743  7889  50744  50745  7810
-CONVEX 21366    'GT_PK(2,2)'      8108  50746  7960  26336  50747  8026
-CONVEX 21367    'GT_PK(2,2)'      7960  50748  7879  50747  42343  8026
-CONVEX 21368    'GT_PK(2,2)'      7879  50748  7960  50749  50744  7810
-CONVEX 21369    'GT_PK(2,2)'      8183  50750  8036  44381  50751  8108
-CONVEX 21370    'GT_PK(2,2)'      8036  50752  7960  50751  50746  8108
-CONVEX 21371    'GT_PK(2,2)'      7960  50752  8036  50743  50753  7889
-CONVEX 21372    'GT_PK(2,2)'      7889  50753  8036  50754  50755  7966
-CONVEX 21373    'GT_PK(2,2)'      8036  50756  8116  50755  34976  7966
-CONVEX 21374    'GT_PK(2,2)'      8036  50750  8183  50756  50757  8116
-CONVEX 21375    'GT_PK(2,2)'      7800  50758  7865  50759  33027  7944
-CONVEX 21376    'GT_PK(2,2)'      7879  50760  7800  42342  50759  7944
-CONVEX 21377    'GT_PK(2,2)'      7865  50758  7800  43419  50761  7714
-CONVEX 21378    'GT_PK(2,2)'      7295  50762  7224  50763  42345  7149
-CONVEX 21379    'GT_PK(2,2)'      7441  50764  7295  50765  50766  7365
-CONVEX 21380    'GT_PK(2,2)'      7295  50767  7223  50766  32962  7365
-CONVEX 21381    'GT_PK(2,2)'      7223  50767  7295  42348  50763  7149
-CONVEX 21382    'GT_PK(2,2)'      7369  50768  7295  50769  50764  7441
-CONVEX 21383    'GT_PK(2,2)'      7295  50768  7369  50762  50770  7224
-CONVEX 21384    'GT_PK(2,2)'      7369  50771  7446  50772  32977  7298
-CONVEX 21385    'GT_PK(2,2)'      7224  50770  7369  50773  50772  7298
-CONVEX 21386    'GT_PK(2,2)'      7082  50774  7155  32960  50775  7008
-CONVEX 21387    'GT_PK(2,2)'      7224  50776  7155  42344  50774  7082
-CONVEX 21388    'GT_PK(2,2)'      7155  50776  7224  50777  50773  7298
-CONVEX 21389    'GT_PK(2,2)'      7155  50778  7084  50775  33004  7008
-CONVEX 21390    'GT_PK(2,2)'      7229  50779  7155  32983  50777  7298
-CONVEX 21391    'GT_PK(2,2)'      7155  50779  7229  50778  32984  7084
-CONVEX 21392    'GT_PK(2,2)'      7730  50780  7879  50781  50749  7810
-CONVEX 21393    'GT_PK(2,2)'      7661  50782  7730  50783  50781  7810
-CONVEX 21394    'GT_PK(2,2)'      7730  50784  7800  50780  50760  7879
-CONVEX 21395    'GT_PK(2,2)'      7382  50785  7527  50786  20533  7459
-CONVEX 21396    'GT_PK(2,2)'      7527  50785  7382  34980  50787  7451
-CONVEX 21397    'GT_PK(2,2)'      7382  50788  7304  50787  32972  7451
-CONVEX 21398    'GT_PK(2,2)'      7382  50789  7235  50788  42353  7304
-CONVEX 21399    'GT_PK(2,2)'      6937  50790  7087  32997  50791  7013
-CONVEX 21400    'GT_PK(2,2)'      7235  50792  7087  42354  50793  7158
-CONVEX 21401    'GT_PK(2,2)'      7087  50794  7010  50793  42368  7158
-CONVEX 21402    'GT_PK(2,2)'      7010  50794  7087  42365  50790  6937
-CONVEX 21403    'GT_PK(2,2)'      7309  50795  7459  50796  34098  7386
-CONVEX 21404    'GT_PK(2,2)'      7239  50797  7309  42358  50796  7386
-CONVEX 21405    'GT_PK(2,2)'      7309  50798  7382  50795  50786  7459
-CONVEX 21406    'GT_PK(2,2)'      7382  50798  7309  50789  50799  7235
-CONVEX 21407    'GT_PK(2,2)'      6788  50800  6940  50801  42363  6862
-CONVEX 21408    'GT_PK(2,2)'      6788  50802  6713  50803  20299  6638
-CONVEX 21409    'GT_PK(2,2)'      6788  50801  6862  50802  25741  6713
-CONVEX 21410    'GT_PK(2,2)'      6714  50804  6788  34150  50803  6638
-CONVEX 21411    'GT_PK(2,2)'      6788  50804  6714  50805  34149  6864
-CONVEX 21412    'GT_PK(2,2)'      6940  50800  6788  42360  50805  6864
-CONVEX 21413    'GT_PK(2,2)'      6643  50806  6792  42383  50807  6717
-CONVEX 21414    'GT_PK(2,2)'      6792  50808  6938  50809  32965  6865
-CONVEX 21415    'GT_PK(2,2)'      6717  50807  6792  24945  50809  6865
-CONVEX 21416    'GT_PK(2,2)'      6792  50806  6643  50810  42386  6719
-CONVEX 21417    'GT_PK(2,2)'      6792  50811  6867  50808  33631  6938
-CONVEX 21418    'GT_PK(2,2)'      6867  50811  6792  33634  50810  6719
-CONVEX 21419    'GT_PK(2,2)'      4894  50812  4822  50813  33037  4753
-CONVEX 21420    'GT_PK(2,2)'      4824  50814  4894  42404  50813  4753
-CONVEX 21421    'GT_PK(2,2)'      5036  50815  4894  42395  50816  4965
-CONVEX 21422    'GT_PK(2,2)'      4894  50814  4824  50816  42402  4965
-CONVEX 21423    'GT_PK(2,2)'      4963  50817  4892  50818  44955  4822
-CONVEX 21424    'GT_PK(2,2)'      4892  50817  4963  44954  50819  5034
-CONVEX 21425    'GT_PK(2,2)'      4894  50820  4963  50812  50818  4822
-CONVEX 21426    'GT_PK(2,2)'      4963  50820  4894  50821  50815  5036
-CONVEX 21427    'GT_PK(2,2)'      5249  50822  5392  50823  43548  5320
-CONVEX 21428    'GT_PK(2,2)'      5392  50822  5249  43542  50824  5322
-CONVEX 21429    'GT_PK(2,2)'      5181  50825  5250  50826  50827  5108
-CONVEX 21430    'GT_PK(2,2)'      4965  50828  5038  42397  50829  5108
-CONVEX 21431    'GT_PK(2,2)'      4896  50830  5038  42403  50828  4965
-CONVEX 21432    'GT_PK(2,2)'      5038  50831  5181  50829  50826  5108
-CONVEX 21433    'GT_PK(2,2)'      4826  50832  4755  50833  33048  4685
-CONVEX 21434    'GT_PK(2,2)'      4826  50834  4896  50832  42401  4755
-CONVEX 21435    'GT_PK(2,2)'      4757  50835  4826  33130  50833  4685
-CONVEX 21436    'GT_PK(2,2)'      5322  50836  5394  43544  50837  5465
-CONVEX 21437    'GT_PK(2,2)'      5250  50838  5394  50839  50836  5322
-CONVEX 21438    'GT_PK(2,2)'      5612  50840  5542  50841  50842  5686
-CONVEX 21439    'GT_PK(2,2)'      5542  50843  5396  50844  42415  5469
-CONVEX 21440    'GT_PK(2,2)'      5542  50845  5614  50842  43038  5686
-CONVEX 21441    'GT_PK(2,2)'      5614  50845  5542  25387  50844  5469
-CONVEX 21442    'GT_PK(2,2)'      6052  50846  5903  33024  50847  5979
-CONVEX 21443    'GT_PK(2,2)'      5903  50848  5832  50847  33623  5979
-CONVEX 21444    'GT_PK(2,2)'      5902  50849  5755  50850  50851  5830
-CONVEX 21445    'GT_PK(2,2)'      5974  50852  6047  50853  34189  5898
-CONVEX 21446    'GT_PK(2,2)'      5827  50854  5974  42422  50853  5898
-CONVEX 21447    'GT_PK(2,2)'      6047  50852  5974  25759  50855  6122
-CONVEX 21448    'GT_PK(2,2)'      5974  50854  5827  50856  50857  5900
-CONVEX 21449    'GT_PK(2,2)'      5974  50858  6049  50855  42420  6122
-CONVEX 21450    'GT_PK(2,2)'      6049  50858  5974  50859  50856  5900
-CONVEX 21451    'GT_PK(2,2)'      5681  50860  5827  50861  42423  5752
-CONVEX 21452    'GT_PK(2,2)'      5606  50862  5681  50863  50861  5752
-CONVEX 21453    'GT_PK(2,2)'      5681  50862  5606  50864  43551  5536
-CONVEX 21454    'GT_PK(2,2)'      3988  50865  4057  42463  50866  3921
-CONVEX 21455    'GT_PK(2,2)'      4124  50867  4057  42460  50865  3988
-CONVEX 21456    'GT_PK(2,2)'      4057  50868  3990  50866  42437  3921
-CONVEX 21457    'GT_PK(2,2)'      4057  50867  4124  50869  42451  4194
-CONVEX 21458    'GT_PK(2,2)'      4126  50870  4057  42479  50869  4194
-CONVEX 21459    'GT_PK(2,2)'      4057  50870  4126  50868  42432  3990
-CONVEX 21460    'GT_PK(2,2)'      3784  50871  3651  50872  20036  3716
-CONVEX 21461    'GT_PK(2,2)'      3851  50873  3784  19944  50872  3716
-CONVEX 21462    'GT_PK(2,2)'      3919  50874  3784  19931  50873  3851
-CONVEX 21463    'GT_PK(2,2)'      3853  50875  3784  42465  50874  3919
-CONVEX 21464    'GT_PK(2,2)'      3718  50876  3787  50877  33065  3653
-CONVEX 21465    'GT_PK(2,2)'      3718  50878  3853  50876  42464  3787
-CONVEX 21466    'GT_PK(2,2)'      3718  50879  3784  50878  50875  3853
-CONVEX 21467    'GT_PK(2,2)'      3784  50879  3718  50871  50880  3651
-CONVEX 21468    'GT_PK(2,2)'      3651  50880  3718  25238  50881  3586
-CONVEX 21469    'GT_PK(2,2)'      3718  50877  3653  50881  33060  3586
-CONVEX 21470    'GT_PK(2,2)'      4471  50882  4542  50883  42472  4403
-CONVEX 21471    'GT_PK(2,2)'      4750  50884  4891  42480  50885  4821
-CONVEX 21472    'GT_PK(2,2)'      4891  50886  5033  50887  50888  4962
-CONVEX 21473    'GT_PK(2,2)'      4821  50885  4891  33076  50887  4962
-CONVEX 21474    'GT_PK(2,2)'      4891  50889  4960  50886  50890  5033
-CONVEX 21475    'GT_PK(2,2)'      4960  50889  4891  33818  50891  4819
-CONVEX 21476    'GT_PK(2,2)'      4891  50884  4750  50891  42486  4819
-CONVEX 21477    'GT_PK(2,2)'      3858  50892  3926  50893  50894  3993
-CONVEX 21478    'GT_PK(2,2)'      3924  50895  3858  44978  50893  3993
-CONVEX 21479    'GT_PK(2,2)'      3858  50895  3924  50896  50897  3790
-CONVEX 21480    'GT_PK(2,2)'      3995  50898  4064  50899  50900  4131
-CONVEX 21481    'GT_PK(2,2)'      3995  50901  3926  50902  50903  3860
-CONVEX 21482    'GT_PK(2,2)'      3928  50904  3995  24991  50902  3860
-CONVEX 21483    'GT_PK(2,2)'      4064  50898  3995  42500  50904  3928
-CONVEX 21484    'GT_PK(2,2)'      4064  50905  4200  50900  50906  4131
-CONVEX 21485    'GT_PK(2,2)'      4338  50907  4200  42501  50908  4269
-CONVEX 21486    'GT_PK(2,2)'      4269  50908  4200  50909  50910  4132
-CONVEX 21487    'GT_PK(2,2)'      4200  50905  4064  50910  42498  4132
-CONVEX 21488    'GT_PK(2,2)'      5039  50911  4968  50912  42503  4897
-CONVEX 21489    'GT_PK(2,2)'      5039  50913  5109  50914  50915  5183
-CONVEX 21490    'GT_PK(2,2)'      5111  50916  5039  33119  50914  5183
-CONVEX 21491    'GT_PK(2,2)'      4968  50911  5039  42509  50916  5111
-CONVEX 21492    'GT_PK(2,2)'      5039  50912  4897  50917  25034  4966
-CONVEX 21493    'GT_PK(2,2)'      5109  50913  5039  25031  50917  4966
-CONVEX 21494    'GT_PK(2,2)'      4339  50918  4201  33138  50919  4268
-CONVEX 21495    'GT_PK(2,2)'      4063  50920  4201  42518  50921  4132
-CONVEX 21496    'GT_PK(2,2)'      4201  50922  4269  50921  50909  4132
-CONVEX 21497    'GT_PK(2,2)'      4201  50918  4339  50922  33140  4269
-CONVEX 21498    'GT_PK(2,2)'      4268  50923  4130  33134  50924  4198
-CONVEX 21499    'GT_PK(2,2)'      4130  50925  4063  50926  42520  3994
-CONVEX 21500    'GT_PK(2,2)'      4201  50927  4130  50919  50923  4268
-CONVEX 21501    'GT_PK(2,2)'      4130  50927  4201  50925  50920  4063
-CONVEX 21502    'GT_PK(2,2)'      4130  50926  3994  50928  19968  4061
-CONVEX 21503    'GT_PK(2,2)'      4198  50924  4130  33116  50928  4061
-CONVEX 21504    'GT_PK(2,2)'      5468  50929  5397  50930  50931  5325
-CONVEX 21505    'GT_PK(2,2)'      5468  50932  5541  50933  50934  5613
-CONVEX 21506    'GT_PK(2,2)'      5687  50935  5543  33589  50936  5613
-CONVEX 21507    'GT_PK(2,2)'      5543  50937  5468  50936  50933  5613
-CONVEX 21508    'GT_PK(2,2)'      5468  50937  5543  50929  50938  5397
-CONVEX 21509    'GT_PK(2,2)'      5397  50938  5543  50939  50940  5470
-CONVEX 21510    'GT_PK(2,2)'      5327  50941  5397  50942  50939  5470
-CONVEX 21511    'GT_PK(2,2)'      5327  50943  5255  50944  33118  5183
-CONVEX 21512    'GT_PK(2,2)'      5327  50945  5399  50943  42431  5255
-CONVEX 21513    'GT_PK(2,2)'      5399  50945  5327  43015  50942  5470
-CONVEX 21514    'GT_PK(2,2)'      5109  50946  5253  50915  50947  5183
-CONVEX 21515    'GT_PK(2,2)'      5253  50948  5327  50947  50944  5183
-CONVEX 21516    'GT_PK(2,2)'      5327  50948  5253  50941  50949  5397
-CONVEX 21517    'GT_PK(2,2)'      5397  50949  5253  50931  50950  5325
-CONVEX 21518    'GT_PK(2,2)'      5180  50951  5253  42530  50946  5109
-CONVEX 21519    'GT_PK(2,2)'      5253  50951  5180  50950  50952  5325
-CONVEX 21520    'GT_PK(2,2)'      5180  50953  5251  50952  50954  5325
-CONVEX 21521    'GT_PK(2,2)'      3006  50955  3070  50956  50957  3135
-CONVEX 21522    'GT_PK(2,2)'      3197  50958  3070  42538  50959  3133
-CONVEX 21523    'GT_PK(2,2)'      3070  50958  3197  50957  50960  3135
-CONVEX 21524    'GT_PK(2,2)'      3070  50961  3004  50959  42625  3133
-CONVEX 21525    'GT_PK(2,2)'      3070  50955  3006  50962  42535  2942
-CONVEX 21526    'GT_PK(2,2)'      3004  50961  3070  42622  50962  2942
-CONVEX 21527    'GT_PK(2,2)'      3395  50963  3462  50964  50965  3332
-CONVEX 21528    'GT_PK(2,2)'      3525  50966  3393  33192  50967  3458
-CONVEX 21529    'GT_PK(2,2)'      3197  50968  3264  50960  50969  3135
-CONVEX 21530    'GT_PK(2,2)'      3264  50970  3393  50971  50972  3330
-CONVEX 21531    'GT_PK(2,2)'      3011  50973  3076  33195  50974  3141
-CONVEX 21532    'GT_PK(2,2)'      3139  50975  3076  42541  50976  3009
-CONVEX 21533    'GT_PK(2,2)'      3076  50977  2947  50976  50978  3009
-CONVEX 21534    'GT_PK(2,2)'      2947  50977  3076  42573  50973  3011
-CONVEX 21535    'GT_PK(2,2)'      3008  50979  3137  50980  50981  3074
-CONVEX 21536    'GT_PK(2,2)'      3594  50982  3529  50983  50984  3462
-CONVEX 21537    'GT_PK(2,2)'      3726  50985  3594  33095  50986  3659
-CONVEX 21538    'GT_PK(2,2)'      3661  50987  3726  50988  33092  3794
-CONVEX 21539    'GT_PK(2,2)'      3661  50989  3594  50987  50985  3726
-CONVEX 21540    'GT_PK(2,2)'      3594  50989  3661  50982  50990  3529
-CONVEX 21541    'GT_PK(2,2)'      3529  50991  3397  50984  50992  3462
-CONVEX 21542    'GT_PK(2,2)'      3462  50992  3397  50965  50993  3332
-CONVEX 21543    'GT_PK(2,2)'      3268  50994  3397  50995  50996  3334
-CONVEX 21544    'GT_PK(2,2)'      3397  50994  3268  50993  50997  3332
-CONVEX 21545    'GT_PK(2,2)'      2568  50998  2628  42547  50999  2692
-CONVEX 21546    'GT_PK(2,2)'      2628  51000  2567  51001  19992  2690
-CONVEX 21547    'GT_PK(2,2)'      2567  51000  2628  42603  51002  2508
-CONVEX 21548    'GT_PK(2,2)'      2628  50998  2568  51002  42543  2508
-CONVEX 21549    'GT_PK(2,2)'      2816  51003  2753  42548  51004  2880
-CONVEX 21550    'GT_PK(2,2)'      2753  51003  2816  51005  51006  2692
-CONVEX 21551    'GT_PK(2,2)'      2753  51007  2628  51008  51001  2690
-CONVEX 21552    'GT_PK(2,2)'      2628  51007  2753  50999  51005  2692
-CONVEX 21553    'GT_PK(2,2)'      3528  51009  3463  51010  51011  3398
-CONVEX 21554    'GT_PK(2,2)'      3333  51012  3463  51013  51014  3396
-CONVEX 21555    'GT_PK(2,2)'      3463  51012  3333  51011  51015  3398
-CONVEX 21556    'GT_PK(2,2)'      2823  51016  2889  42551  51017  2762
-CONVEX 21557    'GT_PK(2,2)'      2760  51018  2823  51019  42550  2699
-CONVEX 21558    'GT_PK(2,2)'      2760  51020  2636  51021  35630  2697
-CONVEX 21559    'GT_PK(2,2)'      2636  51020  2760  35618  51019  2699
-CONVEX 21560    'GT_PK(2,2)'      2820  51022  2886  42566  51023  2759
-CONVEX 21561    'GT_PK(2,2)'      3079  51024  3013  51025  42552  3142
-CONVEX 21562    'GT_PK(2,2)'      2570  51026  2511  42559  51027  2450
-CONVEX 21563    'GT_PK(2,2)'      2391  51028  2511  45495  51029  2451
-CONVEX 21564    'GT_PK(2,2)'      2450  51027  2511  33177  51028  2391
-CONVEX 21565    'GT_PK(2,2)'      2511  51030  2572  51029  20678  2451
-CONVEX 21566    'GT_PK(2,2)'      2696  51031  2633  42567  51032  2757
-CONVEX 21567    'GT_PK(2,2)'      2633  51031  2696  51033  42563  2572
-CONVEX 21568    'GT_PK(2,2)'      2511  51034  2633  51030  51033  2572
-CONVEX 21569    'GT_PK(2,2)'      2633  51034  2511  51035  51026  2570
-CONVEX 21570    'GT_PK(2,2)'      2273  51036  2214  51037  42576  2332
-CONVEX 21571    'GT_PK(2,2)'      2215  51038  2273  33190  51039  2333
-CONVEX 21572    'GT_PK(2,2)'      2273  51038  2215  51040  33189  2159
-CONVEX 21573    'GT_PK(2,2)'      2214  51036  2273  42580  51040  2159
-CONVEX 21574    'GT_PK(2,2)'      2273  51041  2390  51039  42591  2333
-CONVEX 21575    'GT_PK(2,2)'      2390  51041  2273  51042  51037  2332
-CONVEX 21576    'GT_PK(2,2)'      2509  51043  2449  42587  51044  2389
-CONVEX 21577    'GT_PK(2,2)'      2449  51045  2332  51044  33198  2389
-CONVEX 21578    'GT_PK(2,2)'      2449  51046  2390  51045  51042  2332
-CONVEX 21579    'GT_PK(2,2)'      2390  51046  2449  42592  51047  2510
-CONVEX 21580    'GT_PK(2,2)'      2157  51048  2271  51049  51050  2213
-CONVEX 21581    'GT_PK(2,2)'      2043  51051  1989  51052  27062  1933
-CONVEX 21582    'GT_PK(2,2)'      1988  51053  2043  36115  51052  1933
-CONVEX 21583    'GT_PK(2,2)'      2040  51054  1930  51055  51056  1985
-CONVEX 21584    'GT_PK(2,2)'      1930  51054  2040  51057  51058  1986
-CONVEX 21585    'GT_PK(2,2)'      5306  51059  5376  51060  42643  5449
-CONVEX 21586    'GT_PK(2,2)'      5160  51061  5306  43339  51062  5233
-CONVEX 21587    'GT_PK(2,2)'      5306  51063  5378  51062  25585  5233
-CONVEX 21588    'GT_PK(2,2)'      5306  51060  5449  51063  33262  5378
-CONVEX 21589    'GT_PK(2,2)'      5088  51064  5232  33268  51065  5160
-CONVEX 21590    'GT_PK(2,2)'      5232  51066  5306  51065  51061  5160
-CONVEX 21591    'GT_PK(2,2)'      5306  51066  5232  51059  51067  5376
-CONVEX 21592    'GT_PK(2,2)'      5376  51067  5232  42646  51068  5303
-CONVEX 21593    'GT_PK(2,2)'      5232  51069  5159  51068  42640  5303
-CONVEX 21594    'GT_PK(2,2)'      5159  51069  5232  42641  51064  5088
-CONVEX 21595    'GT_PK(2,2)'      4323  51070  4461  42655  51071  4393
-CONVEX 21596    'GT_PK(2,2)'      4393  51071  4461  33272  51072  4532
-CONVEX 21597    'GT_PK(2,2)'      4252  51073  4323  51074  42653  4184
-CONVEX 21598    'GT_PK(2,2)'      4252  51074  4184  51075  33382  4114
-CONVEX 21599    'GT_PK(2,2)'      4182  51076  4252  33242  51075  4114
-CONVEX 21600    'GT_PK(2,2)'      4735  51077  4665  33857  51078  4594
-CONVEX 21601    'GT_PK(2,2)'      4665  51079  4524  51078  33284  4594
-CONVEX 21602    'GT_PK(2,2)'      4387  51080  4248  42656  51081  4317
-CONVEX 21603    'GT_PK(2,2)'      4248  51082  4180  51083  42652  4110
-CONVEX 21604    'GT_PK(2,2)'      4180  51082  4248  42649  51084  4319
-CONVEX 21605    'GT_PK(2,2)'      4248  51080  4387  51084  51085  4319
-CONVEX 21606    'GT_PK(2,2)'      4248  51083  4110  51086  25143  4179
-CONVEX 21607    'GT_PK(2,2)'      4317  51081  4248  33287  51086  4179
-CONVEX 21608    'GT_PK(2,2)'      2982  51087  2919  51088  51089  3045
-CONVEX 21609    'GT_PK(2,2)'      2982  51088  3045  51090  51091  3110
-CONVEX 21610    'GT_PK(2,2)'      3047  51092  2982  51093  51090  3110
-CONVEX 21611    'GT_PK(2,2)'      2982  51092  3047  51094  46641  2921
-CONVEX 21612    'GT_PK(2,2)'      3363  51095  3429  51096  51097  3494
-CONVEX 21613    'GT_PK(2,2)'      3693  51098  3626  51099  42666  3759
-CONVEX 21614    'GT_PK(2,2)'      3693  51099  3759  51100  33310  3827
-CONVEX 21615    'GT_PK(2,2)'      3761  51101  3693  33325  51100  3827
-CONVEX 21616    'GT_PK(2,2)'      3492  51102  3429  51103  51104  3362
-CONVEX 21617    'GT_PK(2,2)'      3622  51105  3557  51106  42677  3489
-CONVEX 21618    'GT_PK(2,2)'      3756  51107  3622  29613  51108  3688
-CONVEX 21619    'GT_PK(2,2)'      3556  51109  3622  39021  51106  3489
-CONVEX 21620    'GT_PK(2,2)'      3622  51109  3556  51108  22723  3688
-CONVEX 21621    'GT_PK(2,2)'      3689  51110  3756  51111  29627  3824
-CONVEX 21622    'GT_PK(2,2)'      3758  51112  3689  33317  51111  3824
-CONVEX 21623    'GT_PK(2,2)'      3689  51113  3622  51110  51107  3756
-CONVEX 21624    'GT_PK(2,2)'      3622  51113  3689  51105  51114  3557
-CONVEX 21625    'GT_PK(2,2)'      3491  51115  3360  51116  42681  3426
-CONVEX 21626    'GT_PK(2,2)'      3557  51117  3491  42676  51116  3426
-CONVEX 21627    'GT_PK(2,2)'      3562  51118  3694  51119  51120  3629
-CONVEX 21628    'GT_PK(2,2)'      3694  51121  3761  51122  33326  3829
-CONVEX 21629    'GT_PK(2,2)'      3694  51123  3763  51120  51124  3629
-CONVEX 21630    'GT_PK(2,2)'      3763  51123  3694  33294  51122  3829
-CONVEX 21631    'GT_PK(2,2)'      3300  51125  3236  51126  42693  3170
-CONVEX 21632    'GT_PK(2,2)'      3235  51127  3300  51128  51126  3170
-CONVEX 21633    'GT_PK(2,2)'      3300  51127  3235  51129  51130  3363
-CONVEX 21634    'GT_PK(2,2)'      3566  51131  3498  51132  51133  3631
-CONVEX 21635    'GT_PK(2,2)'      3498  51134  3564  51133  51135  3631
-CONVEX 21636    'GT_PK(2,2)'      3698  51136  3566  51137  51132  3631
-CONVEX 21637    'GT_PK(2,2)'      3901  51138  3833  51139  51140  3968
-CONVEX 21638    'GT_PK(2,2)'      3831  51141  3696  42691  51142  3763
-CONVEX 21639    'GT_PK(2,2)'      3564  51143  3696  51135  51144  3631
-CONVEX 21640    'GT_PK(2,2)'      3763  51142  3696  51124  51145  3629
-CONVEX 21641    'GT_PK(2,2)'      3696  51143  3564  51145  51146  3629
-CONVEX 21642    'GT_PK(2,2)'      3238  51147  3302  51148  51149  3367
-CONVEX 21643    'GT_PK(2,2)'      3302  51150  3172  51151  51152  3236
-CONVEX 21644    'GT_PK(2,2)'      3045  51153  3172  51091  51154  3110
-CONVEX 21645    'GT_PK(2,2)'      3172  51155  3238  51154  51156  3110
-CONVEX 21646    'GT_PK(2,2)'      3238  51155  3172  51147  51150  3302
-CONVEX 21647    'GT_PK(2,2)'      3108  51157  3172  51158  51153  3045
-CONVEX 21648    'GT_PK(2,2)'      3172  51157  3108  51152  42692  3236
-CONVEX 21649    'GT_PK(2,2)'      3302  51159  3432  51149  51160  3367
-CONVEX 21650    'GT_PK(2,2)'      3432  51161  3498  51160  51162  3367
-CONVEX 21651    'GT_PK(2,2)'      3498  51161  3432  51134  51163  3564
-CONVEX 21652    'GT_PK(2,2)'      2919  51164  2980  51089  51165  3045
-CONVEX 21653    'GT_PK(2,2)'      2980  51166  3108  51165  51158  3045
-CONVEX 21654    'GT_PK(2,2)'      4037  51167  4105  51168  42695  4175
-CONVEX 21655    'GT_PK(2,2)'      4106  51169  4037  42703  51168  4175
-CONVEX 21656    'GT_PK(2,2)'      4037  51169  4106  51170  51171  3970
-CONVEX 21657    'GT_PK(2,2)'      3901  51172  4037  51173  51170  3970
-CONVEX 21658    'GT_PK(2,2)'      4105  51167  4037  42699  51174  3968
-CONVEX 21659    'GT_PK(2,2)'      4037  51172  3901  51174  51139  3968
-CONVEX 21660    'GT_PK(2,2)'      4106  51175  4039  51171  51176  3970
-CONVEX 21661    'GT_PK(2,2)'      4039  51175  4106  51177  42701  4177
-CONVEX 21662    'GT_PK(2,2)'      4108  51178  4039  25133  51177  4177
-CONVEX 21663    'GT_PK(2,2)'      3972  51179  4039  42710  51178  4108
-CONVEX 21664    'GT_PK(2,2)'      3837  51180  3905  51181  42708  3770
-CONVEX 21665    'GT_PK(2,2)'      3837  51182  3972  51180  42712  3905
-CONVEX 21666    'GT_PK(2,2)'      3054  51183  2927  51184  46676  2989
-CONVEX 21667    'GT_PK(2,2)'      3117  51185  3054  46668  51184  2989
-CONVEX 21668    'GT_PK(2,2)'      3054  51185  3117  51186  42722  3181
-CONVEX 21669    'GT_PK(2,2)'      3635  51187  3502  42727  51188  3567
-CONVEX 21670    'GT_PK(2,2)'      3502  51189  3569  51190  51191  3438
-CONVEX 21671    'GT_PK(2,2)'      3569  51189  3502  51192  51187  3635
-CONVEX 21672    'GT_PK(2,2)'      3372  51193  3244  42728  51194  3307
-CONVEX 21673    'GT_PK(2,2)'      3244  51195  3179  51196  46665  3115
-CONVEX 21674    'GT_PK(2,2)'      3374  51197  3440  33330  51198  3506
-CONVEX 21675    'GT_PK(2,2)'      3440  51199  3571  51198  33343  3506
-CONVEX 21676    'GT_PK(2,2)'      3309  51200  3246  51201  42720  3179
-CONVEX 21677    'GT_PK(2,2)'      3244  51202  3309  51195  51201  3179
-CONVEX 21678    'GT_PK(2,2)'      3309  51202  3244  51203  51193  3372
-CONVEX 21679    'GT_PK(2,2)'      3440  51204  3309  51205  51203  3372
-CONVEX 21680    'GT_PK(2,2)'      3246  51200  3309  42716  51206  3374
-CONVEX 21681    'GT_PK(2,2)'      3309  51204  3440  51206  51197  3374
-CONVEX 21682    'GT_PK(2,2)'      3177  51207  3242  51208  51209  3307
-CONVEX 21683    'GT_PK(2,2)'      3177  51210  3244  51211  51196  3115
-CONVEX 21684    'GT_PK(2,2)'      3244  51210  3177  51194  51208  3307
-CONVEX 21685    'GT_PK(2,2)'      2995  51212  2931  51213  51214  3058
-CONVEX 21686    'GT_PK(2,2)'      2995  51215  3060  51216  42905  2933
-CONVEX 21687    'GT_PK(2,2)'      3060  51215  2995  25269  51217  3123
-CONVEX 21688    'GT_PK(2,2)'      2995  51213  3058  51217  25204  3123
-CONVEX 21689    'GT_PK(2,2)'      3056  51218  2993  51219  51220  2929
-CONVEX 21690    'GT_PK(2,2)'      2931  51221  2993  51214  51222  3058
-CONVEX 21691    'GT_PK(2,2)'      2993  51223  3121  51222  33346  3058
-CONVEX 21692    'GT_PK(2,2)'      2993  51218  3056  51223  42723  3121
-CONVEX 21693    'GT_PK(2,2)'      2742  51224  2867  42739  51225  2805
-CONVEX 21694    'GT_PK(2,2)'      2867  51226  2931  51225  51227  2805
-CONVEX 21695    'GT_PK(2,2)'      2993  51228  2867  51220  51229  2929
-CONVEX 21696    'GT_PK(2,2)'      2867  51228  2993  51226  51221  2931
-CONVEX 21697    'GT_PK(2,2)'      2558  51230  2619  51231  42742  2499
-CONVEX 21698    'GT_PK(2,2)'      2618  51232  2558  51233  51234  2498
-CONVEX 21699    'GT_PK(2,2)'      2558  51232  2618  51235  46636  2680
-CONVEX 21700    'GT_PK(2,2)'      2619  51230  2558  42748  51235  2680
-CONVEX 21701    'GT_PK(2,2)'      2558  51236  2439  51234  51237  2498
-CONVEX 21702    'GT_PK(2,2)'      2439  51236  2558  51238  51231  2499
-CONVEX 21703    'GT_PK(2,2)'      2264  51239  2205  51240  42757  2322
-CONVEX 21704    'GT_PK(2,2)'      2206  51241  2264  42756  51242  2323
-CONVEX 21705    'GT_PK(2,2)'      2264  51241  2206  51243  42751  2149
-CONVEX 21706    'GT_PK(2,2)'      2205  51239  2264  42765  51243  2149
-CONVEX 21707    'GT_PK(2,2)'      2379  51244  2437  51245  51246  2498
-CONVEX 21708    'GT_PK(2,2)'      2439  51247  2379  51237  51245  2498
-CONVEX 21709    'GT_PK(2,2)'      2379  51247  2439  51248  51249  2322
-CONVEX 21710    'GT_PK(2,2)'      2379  51250  2321  51244  46643  2437
-CONVEX 21711    'GT_PK(2,2)'      2379  51248  2322  51251  42758  2263
-CONVEX 21712    'GT_PK(2,2)'      2321  51250  2379  46655  51251  2263
-CONVEX 21713    'GT_PK(2,2)'      2439  51252  2380  51249  51253  2322
-CONVEX 21714    'GT_PK(2,2)'      2264  51254  2380  51242  51255  2323
-CONVEX 21715    'GT_PK(2,2)'      2380  51254  2264  51253  51240  2322
-CONVEX 21716    'GT_PK(2,2)'      2380  51256  2440  51255  42926  2323
-CONVEX 21717    'GT_PK(2,2)'      2440  51256  2380  25283  51257  2499
-CONVEX 21718    'GT_PK(2,2)'      2380  51252  2439  51257  51238  2499
-CONVEX 21719    'GT_PK(2,2)'      2485  51258  2367  51259  46556  2425
-CONVEX 21720    'GT_PK(2,2)'      2367  51258  2485  51260  27983  2426
-CONVEX 21721    'GT_PK(2,2)'      3037  51261  2975  51262  42767  2912
-CONVEX 21722    'GT_PK(2,2)'      3165  51263  3037  42788  51264  3101
-CONVEX 21723    'GT_PK(2,2)'      2975  51261  3037  42773  51265  3102
-CONVEX 21724    'GT_PK(2,2)'      3037  51263  3165  51265  42786  3102
-CONVEX 21725    'GT_PK(2,2)'      2974  51266  3037  33356  51262  2912
-CONVEX 21726    'GT_PK(2,2)'      3037  51266  2974  51264  33357  3101
-CONVEX 21727    'GT_PK(2,2)'      1872  51267  1925  51268  33437  1818
-CONVEX 21728    'GT_PK(2,2)'      1767  51269  1872  42828  51268  1818
-CONVEX 21729    'GT_PK(2,2)'      1980  51270  1872  42845  51271  1924
-CONVEX 21730    'GT_PK(2,2)'      1872  51270  1980  51267  51272  1925
-CONVEX 21731    'GT_PK(2,2)'      1715  51273  1767  51274  42829  1664
-CONVEX 21732    'GT_PK(2,2)'      1715  51275  1615  51276  42826  1668
-CONVEX 21733    'GT_PK(2,2)'      1615  51275  1715  42820  51274  1664
-CONVEX 21734    'GT_PK(2,2)'      2092  51277  1980  51278  42844  2034
-CONVEX 21735    'GT_PK(2,2)'      2092  51279  2204  51280  46653  2148
-CONVEX 21736    'GT_PK(2,2)'      2035  51281  2093  51282  42860  1981
-CONVEX 21737    'GT_PK(2,2)'      1925  51283  2035  33438  51282  1981
-CONVEX 21738    'GT_PK(2,2)'      1980  51284  2035  51272  51283  1925
-CONVEX 21739    'GT_PK(2,2)'      2092  51285  2035  51277  51284  1980
-CONVEX 21740    'GT_PK(2,2)'      2093  51281  2035  42763  51286  2148
-CONVEX 21741    'GT_PK(2,2)'      2035  51285  2092  51286  51280  2148
-CONVEX 21742    'GT_PK(2,2)'      1763  51287  1815  42846  51288  1874
-CONVEX 21743    'GT_PK(2,2)'      1815  51289  1762  51290  42815  1873
-CONVEX 21744    'GT_PK(2,2)'      1762  51289  1815  42819  51291  1707
-CONVEX 21745    'GT_PK(2,2)'      1815  51287  1763  51291  42849  1707
-CONVEX 21746    'GT_PK(2,2)'      1815  51290  1873  51292  33455  1927
-CONVEX 21747    'GT_PK(2,2)'      1874  51288  1815  33448  51292  1927
-CONVEX 21748    'GT_PK(2,2)'      1876  51293  1821  51294  42850  1929
-CONVEX 21749    'GT_PK(2,2)'      1876  51295  1930  51296  51297  1822
-CONVEX 21750    'GT_PK(2,2)'      1876  51296  1822  51298  51299  1766
-CONVEX 21751    'GT_PK(2,2)'      1821  51293  1876  42854  51298  1766
-CONVEX 21752    'GT_PK(2,2)'      1876  51294  1929  51300  51301  1985
-CONVEX 21753    'GT_PK(2,2)'      1930  51295  1876  51056  51300  1985
-CONVEX 21754    'GT_PK(2,2)'      2563  51302  2443  51303  51304  2503
-CONVEX 21755    'GT_PK(2,2)'      2564  51305  2504  42885  51306  2624
-CONVEX 21756    'GT_PK(2,2)'      2504  51307  2563  51306  42877  2624
-CONVEX 21757    'GT_PK(2,2)'      2504  51305  2564  51308  42876  2444
-CONVEX 21758    'GT_PK(2,2)'      2504  51309  2443  51307  51302  2563
-CONVEX 21759    'GT_PK(2,2)'      2384  51310  2504  51311  51308  2444
-CONVEX 21760    'GT_PK(2,2)'      2443  51309  2504  51312  51310  2384
-CONVEX 21761    'GT_PK(2,2)'      2563  51313  2623  42879  51314  2686
-CONVEX 21762    'GT_PK(2,2)'      2623  51315  2747  51314  42898  2686
-CONVEX 21763    'GT_PK(2,2)'      2747  51315  2623  42894  51316  2684
-CONVEX 21764    'GT_PK(2,2)'      2623  51317  2562  51316  42889  2684
-CONVEX 21765    'GT_PK(2,2)'      2623  51313  2563  51318  51303  2503
-CONVEX 21766    'GT_PK(2,2)'      2562  51317  2623  42888  51318  2503
-CONVEX 21767    'GT_PK(2,2)'      2687  51319  2749  42882  51320  2812
-CONVEX 21768    'GT_PK(2,2)'      2749  51321  2875  51320  42872  2812
-CONVEX 21769    'GT_PK(2,2)'      2875  51321  2749  42869  51322  2810
-CONVEX 21770    'GT_PK(2,2)'      2810  51322  2749  42899  51323  2686
-CONVEX 21771    'GT_PK(2,2)'      2749  51324  2624  51323  42878  2686
-CONVEX 21772    'GT_PK(2,2)'      2749  51319  2687  51324  42884  2624
-CONVEX 21773    'GT_PK(2,2)'      2502  51325  2562  51326  42886  2442
-CONVEX 21774    'GT_PK(2,2)'      2562  51325  2502  42891  51327  2622
-CONVEX 21775    'GT_PK(2,2)'      2266  51328  2326  51329  51330  2208
-CONVEX 21776    'GT_PK(2,2)'      2266  51331  2207  51332  42939  2324
-CONVEX 21777    'GT_PK(2,2)'      2151  51333  2266  51334  51329  2208
-CONVEX 21778    'GT_PK(2,2)'      2207  51331  2266  42937  51333  2151
-CONVEX 21779    'GT_PK(2,2)'      2326  51335  2382  51336  51337  2442
-CONVEX 21780    'GT_PK(2,2)'      2382  51338  2502  51337  51326  2442
-CONVEX 21781    'GT_PK(2,2)'      2502  51338  2382  51339  51340  2441
-CONVEX 21782    'GT_PK(2,2)'      2441  51340  2382  42924  51341  2324
-CONVEX 21783    'GT_PK(2,2)'      2382  51342  2266  51341  51332  2324
-CONVEX 21784    'GT_PK(2,2)'      2266  51342  2382  51328  51335  2326
-CONVEX 21785    'GT_PK(2,2)'      2326  51343  2267  51330  51344  2208
-CONVEX 21786    'GT_PK(2,2)'      2267  51345  2152  51344  51346  2208
-CONVEX 21787    'GT_PK(2,2)'      2152  51345  2267  51347  51348  2209
-CONVEX 21788    'GT_PK(2,2)'      2931  51349  2869  51227  51350  2805
-CONVEX 21789    'GT_PK(2,2)'      2869  51351  2744  51350  42892  2805
-CONVEX 21790    'GT_PK(2,2)'      2869  51352  2995  51353  51216  2933
-CONVEX 21791    'GT_PK(2,2)'      2995  51352  2869  51212  51349  2931
-CONVEX 21792    'GT_PK(2,2)'      2744  51354  2806  51355  51356  2683
-CONVEX 21793    'GT_PK(2,2)'      2806  51357  2745  51356  42919  2683
-CONVEX 21794    'GT_PK(2,2)'      2869  51358  2806  51351  51354  2744
-CONVEX 21795    'GT_PK(2,2)'      2745  51357  2806  42916  51359  2871
-CONVEX 21796    'GT_PK(2,2)'      2871  51359  2806  42909  51360  2933
-CONVEX 21797    'GT_PK(2,2)'      2806  51358  2869  51360  51353  2933
-CONVEX 21798    'GT_PK(2,2)'      2620  51361  2501  51362  42931  2559
-CONVEX 21799    'GT_PK(2,2)'      2681  51363  2620  42745  51362  2559
-CONVEX 21800    'GT_PK(2,2)'      2744  51364  2620  42893  51363  2681
-CONVEX 21801    'GT_PK(2,2)'      2620  51364  2744  51365  51355  2683
-CONVEX 21802    'GT_PK(2,2)'      1555  51366  1607  42242  51367  1504
-CONVEX 21803    'GT_PK(2,2)'      1607  51368  1557  51367  42945  1504
-CONVEX 21804    'GT_PK(2,2)'      1557  51368  1607  51369  51370  1661
-CONVEX 21805    'GT_PK(2,2)'      1659  51371  1607  50656  51366  1555
-CONVEX 21806    'GT_PK(2,2)'      1608  51372  1557  51373  51369  1661
-CONVEX 21807    'GT_PK(2,2)'      1714  51374  1608  51375  51373  1661
-CONVEX 21808    'GT_PK(2,2)'      1608  51374  1714  51376  42947  1662
-CONVEX 21809    'GT_PK(2,2)'      1932  51377  1988  51378  36113  1879
-CONVEX 21810    'GT_PK(2,2)'      1878  51379  1824  51380  51381  1771
-CONVEX 21811    'GT_PK(2,2)'      1716  51382  1824  51383  51384  1772
-CONVEX 21812    'GT_PK(2,2)'      1824  51382  1716  51381  50548  1771
-CONVEX 21813    'GT_PK(2,2)'      1824  51385  1879  51384  45528  1772
-CONVEX 21814    'GT_PK(2,2)'      1824  51386  1932  51385  51378  1879
-CONVEX 21815    'GT_PK(2,2)'      1932  51386  1824  51387  51379  1878
-CONVEX 21816    'GT_PK(2,2)'      1769  51388  1714  51389  51375  1661
-CONVEX 21817    'GT_PK(2,2)'      5007  51390  5078  51391  43189  4936
-CONVEX 21818    'GT_PK(2,2)'      4864  51392  5007  42952  51391  4936
-CONVEX 21819    'GT_PK(2,2)'      8017  51393  7952  51394  42955  8099
-CONVEX 21820    'GT_PK(2,2)'      8187  51395  8017  42974  51394  8099
-CONVEX 21821    'GT_PK(2,2)'      8017  51395  8187  51396  42982  8090
-CONVEX 21822    'GT_PK(2,2)'      8017  51396  8090  51397  33527  7940
-CONVEX 21823    'GT_PK(2,2)'      7869  51398  8017  33585  51397  7940
-CONVEX 21824    'GT_PK(2,2)'      7952  51393  8017  51399  51398  7869
-CONVEX 21825    'GT_PK(2,2)'      7931  51400  8006  42964  51401  7856
-CONVEX 21826    'GT_PK(2,2)'      8006  51402  8080  51403  19906  7932
-CONVEX 21827    'GT_PK(2,2)'      7856  51401  8006  24917  51403  7932
-CONVEX 21828    'GT_PK(2,2)'      8006  51400  7931  51404  51405  8086
-CONVEX 21829    'GT_PK(2,2)'      8006  51406  8204  51402  43370  8080
-CONVEX 21830    'GT_PK(2,2)'      8204  51406  8006  43374  51404  8086
-CONVEX 21831    'GT_PK(2,2)'      7857  51407  7780  51408  25342  7704
-CONVEX 21832    'GT_PK(2,2)'      7857  51409  7931  51407  42963  7780
-CONVEX 21833    'GT_PK(2,2)'      7781  51410  7857  42961  51408  7704
-CONVEX 21834    'GT_PK(2,2)'      8513  51411  8360  51412  42980  8434
-CONVEX 21835    'GT_PK(2,2)'      8513  51413  8442  51411  42986  8360
-CONVEX 21836    'GT_PK(2,2)'      8513  51412  8434  51414  20118  8588
-CONVEX 21837    'GT_PK(2,2)'      8670  51415  8513  25358  51414  8588
-CONVEX 21838    'GT_PK(2,2)'      8603  51416  8513  25361  51415  8670
-CONVEX 21839    'GT_PK(2,2)'      8442  51413  8513  43363  51416  8603
-CONVEX 21840    'GT_PK(2,2)'      7354  51417  7424  33541  51418  7495
-CONVEX 21841    'GT_PK(2,2)'      7281  51419  7424  42989  51417  7354
-CONVEX 21842    'GT_PK(2,2)'      7495  51418  7424  42958  51420  7567
-CONVEX 21843    'GT_PK(2,2)'      7424  51419  7281  51421  42990  7356
-CONVEX 21844    'GT_PK(2,2)'      7424  51422  7500  51420  33664  7567
-CONVEX 21845    'GT_PK(2,2)'      7500  51422  7424  43054  51421  7356
-CONVEX 21846    'GT_PK(2,2)'      8409  51423  8337  33577  51424  8258
-CONVEX 21847    'GT_PK(2,2)'      8488  51425  8337  42994  51423  8409
-CONVEX 21848    'GT_PK(2,2)'      8337  51426  8416  51427  33569  8265
-CONVEX 21849    'GT_PK(2,2)'      8337  51425  8488  51426  42996  8416
-CONVEX 21850    'GT_PK(2,2)'      8044  51428  8176  51429  43001  8117
-CONVEX 21851    'GT_PK(2,2)'      8044  51430  7967  51431  33579  7895
-CONVEX 21852    'GT_PK(2,2)'      8044  51429  8117  51430  51432  7967
-CONVEX 21853    'GT_PK(2,2)'      7973  51433  8044  25353  51431  7895
-CONVEX 21854    'GT_PK(2,2)'      8044  51433  7973  51434  25351  8122
-CONVEX 21855    'GT_PK(2,2)'      8176  51428  8044  42997  51434  8122
-CONVEX 21856    'GT_PK(2,2)'      8117  51435  8040  51432  51436  7967
-CONVEX 21857    'GT_PK(2,2)'      8040  51437  7890  51436  43005  7967
-CONVEX 21858    'GT_PK(2,2)'      8040  51438  8109  51439  25379  7961
-CONVEX 21859    'GT_PK(2,2)'      7890  51437  8040  43007  51439  7961
-CONVEX 21860    'GT_PK(2,2)'      7734  51440  7662  43009  51441  7813
-CONVEX 21861    'GT_PK(2,2)'      7591  51442  7662  25487  51443  7514
-CONVEX 21862    'GT_PK(2,2)'      7514  51443  7662  20170  51444  7585
-CONVEX 21863    'GT_PK(2,2)'      7662  51440  7734  51444  43012  7585
-CONVEX 21864    'GT_PK(2,2)'      7662  51442  7591  51445  33663  7739
-CONVEX 21865    'GT_PK(2,2)'      7813  51441  7662  43008  51445  7739
-CONVEX 21866    'GT_PK(2,2)'      7734  51446  7805  43011  51447  7655
-CONVEX 21867    'GT_PK(2,2)'      7655  51447  7805  51448  51449  7724
-CONVEX 21868    'GT_PK(2,2)'      7805  51450  7869  51449  33586  7724
-CONVEX 21869    'GT_PK(2,2)'      7805  51451  7952  51450  51399  7869
-CONVEX 21870    'GT_PK(2,2)'      7952  51451  7805  42953  51452  7882
-CONVEX 21871    'GT_PK(2,2)'      7805  51446  7734  51452  43010  7882
-CONVEX 21872    'GT_PK(2,2)'      5833  51453  5760  33593  51454  5687
-CONVEX 21873    'GT_PK(2,2)'      5828  51455  5756  25475  51456  5682
-CONVEX 21874    'GT_PK(2,2)'      5756  51457  5611  51456  33613  5682
-CONVEX 21875    'GT_PK(2,2)'      5688  51458  5761  43037  51459  5834
-CONVEX 21876    'GT_PK(2,2)'      5761  51460  5907  51459  43048  5834
-CONVEX 21877    'GT_PK(2,2)'      7575  51461  7429  51462  43056  7505
-CONVEX 21878    'GT_PK(2,2)'      7575  51463  7724  51464  33522  7639
-CONVEX 21879    'GT_PK(2,2)'      7500  51465  7575  33666  51464  7639
-CONVEX 21880    'GT_PK(2,2)'      7429  51461  7575  43053  51465  7500
-CONVEX 21881    'GT_PK(2,2)'      7575  51466  7655  51463  51448  7724
-CONVEX 21882    'GT_PK(2,2)'      7655  51466  7575  33582  51462  7505
-CONVEX 21883    'GT_PK(2,2)'      5245  51467  5175  51468  43125  5102
-CONVEX 21884    'GT_PK(2,2)'      5389  51469  5245  25539  51470  5317
-CONVEX 21885    'GT_PK(2,2)'      5245  51471  5173  51470  43117  5317
-CONVEX 21886    'GT_PK(2,2)'      5173  51471  5245  43115  51468  5102
-CONVEX 21887    'GT_PK(2,2)'      5319  51472  5389  51473  25535  5462
-CONVEX 21888    'GT_PK(2,2)'      5175  51474  5319  51475  51476  5247
-CONVEX 21889    'GT_PK(2,2)'      5319  51477  5245  51472  51469  5389
-CONVEX 21890    'GT_PK(2,2)'      5245  51477  5319  51467  51474  5175
-CONVEX 21891    'GT_PK(2,2)'      5391  51478  5319  43080  51473  5462
-CONVEX 21892    'GT_PK(2,2)'      5319  51478  5391  51476  43079  5247
-CONVEX 21893    'GT_PK(2,2)'      5031  51479  5103  43121  51480  4960
-CONVEX 21894    'GT_PK(2,2)'      5175  51481  5103  43124  51479  5031
-CONVEX 21895    'GT_PK(2,2)'      5103  51481  5175  51482  51475  5247
-CONVEX 21896    'GT_PK(2,2)'      4960  51480  5103  50890  51483  5033
-CONVEX 21897    'GT_PK(2,2)'      5033  51483  5103  51484  51485  5176
-CONVEX 21898    'GT_PK(2,2)'      5103  51482  5247  51485  33812  5176
-CONVEX 21899    'GT_PK(2,2)'      5168  51486  5241  43132  51487  5098
-CONVEX 21900    'GT_PK(2,2)'      5313  51488  5241  51489  51486  5168
-CONVEX 21901    'GT_PK(2,2)'      5241  51490  5171  51487  33836  5098
-CONVEX 21902    'GT_PK(2,2)'      5171  51490  5241  25532  51491  5315
-CONVEX 21903    'GT_PK(2,2)'      4882  51492  4812  51493  51494  4740
-CONVEX 21904    'GT_PK(2,2)'      4882  51495  4951  51496  43356  5024
-CONVEX 21905    'GT_PK(2,2)'      4601  51497  4461  51498  51499  4530
-CONVEX 21906    'GT_PK(2,2)'      4461  51497  4601  51072  51500  4532
-CONVEX 21907    'GT_PK(2,2)'      4672  51501  4601  33834  51502  4742
-CONVEX 21908    'GT_PK(2,2)'      4601  51501  4672  51500  33830  4532
-CONVEX 21909    'GT_PK(2,2)'      4812  51503  4670  51494  51504  4740
-CONVEX 21910    'GT_PK(2,2)'      4670  51505  4599  51504  43305  4740
-CONVEX 21911    'GT_PK(2,2)'      4599  51505  4670  51506  51507  4530
-CONVEX 21912    'GT_PK(2,2)'      4670  51508  4601  51507  51498  4530
-CONVEX 21913    'GT_PK(2,2)'      4670  51503  4812  51509  43127  4742
-CONVEX 21914    'GT_PK(2,2)'      4601  51508  4670  51502  51509  4742
-CONVEX 21915    'GT_PK(2,2)'      4812  51510  4953  43126  51511  4884
-CONVEX 21916    'GT_PK(2,2)'      4953  51512  5026  51511  43128  4884
-CONVEX 21917    'GT_PK(2,2)'      5026  51512  4953  43133  51513  5096
-CONVEX 21918    'GT_PK(2,2)'      5096  51513  4953  17848  51514  5024
-CONVEX 21919    'GT_PK(2,2)'      4953  51515  4882  51514  51496  5024
-CONVEX 21920    'GT_PK(2,2)'      4882  51515  4953  51492  51510  4812
-CONVEX 21921    'GT_PK(2,2)'      5239  51516  5313  51517  51489  5168
-CONVEX 21922    'GT_PK(2,2)'      5096  17837  5239  43134  51517  5168
-CONVEX 21923    'GT_PK(2,2)'      4868  51518  4799  43184  51519  4727
-CONVEX 21924    'GT_PK(2,2)'      4799  51520  4657  51519  43165  4727
-CONVEX 21925    'GT_PK(2,2)'      4799  51518  4868  51521  33889  4940
-CONVEX 21926    'GT_PK(2,2)'      4799  51521  4940  51522  51523  4870
-CONVEX 21927    'GT_PK(2,2)'      4799  51524  4728  51520  51525  4657
-CONVEX 21928    'GT_PK(2,2)'      4728  51524  4799  51526  51522  4870
-CONVEX 21929    'GT_PK(2,2)'      4800  51527  4728  43164  51526  4870
-CONVEX 21930    'GT_PK(2,2)'      4728  51527  4800  51528  43162  4659
-CONVEX 21931    'GT_PK(2,2)'      4938  51529  5080  33888  51530  5011
-CONVEX 21932    'GT_PK(2,2)'      5009  51531  5080  43186  51529  4938
-CONVEX 21933    'GT_PK(2,2)'      5296  51532  5151  47869  51533  5223
-CONVEX 21934    'GT_PK(2,2)'      5151  51534  5078  51533  51535  5223
-CONVEX 21935    'GT_PK(2,2)'      5151  51536  5009  51534  43188  5078
-CONVEX 21936    'GT_PK(2,2)'      5151  51537  5080  51536  51531  5009
-CONVEX 21937    'GT_PK(2,2)'      5959  51538  6032  51539  51540  6107
-CONVEX 21938    'GT_PK(2,2)'      5959  51541  5883  51538  43198  6032
-CONVEX 21939    'GT_PK(2,2)'      6034  51542  5959  33906  51539  6107
-CONVEX 21940    'GT_PK(2,2)'      5959  51542  6034  51543  33908  5885
-CONVEX 21941    'GT_PK(2,2)'      5664  51544  5592  51545  33898  5520
-CONVEX 21942    'GT_PK(2,2)'      6106  51546  6180  43218  51547  6032
-CONVEX 21943    'GT_PK(2,2)'      6032  51547  6180  51540  51548  6107
-CONVEX 21944    'GT_PK(2,2)'      6180  51549  6254  51548  33900  6107
-CONVEX 21945    'GT_PK(2,2)'      6254  51549  6180  51550  51551  6328
-CONVEX 21946    'GT_PK(2,2)'      5809  51552  5956  43209  51553  5882
-CONVEX 21947    'GT_PK(2,2)'      5956  51552  5809  51554  43202  5880
-CONVEX 21948    'GT_PK(2,2)'      5882  51555  6031  51556  51557  5958
-CONVEX 21949    'GT_PK(2,2)'      6031  51558  6106  51557  43219  5958
-CONVEX 21950    'GT_PK(2,2)'      5956  51559  6031  51553  51555  5882
-CONVEX 21951    'GT_PK(2,2)'      6031  51559  5956  51560  51561  6104
-CONVEX 21952    'GT_PK(2,2)'      6399  51562  6324  43222  51563  6471
-CONVEX 21953    'GT_PK(2,2)'      6397  51564  6324  48207  51565  6249
-CONVEX 21954    'GT_PK(2,2)'      6324  51564  6397  51563  51566  6471
-CONVEX 21955    'GT_PK(2,2)'      6403  51567  6329  51568  43229  6254
-CONVEX 21956    'GT_PK(2,2)'      6403  51569  6475  51570  43194  6551
-CONVEX 21957    'GT_PK(2,2)'      6403  51570  6551  51571  33924  6476
-CONVEX 21958    'GT_PK(2,2)'      6329  51567  6403  43237  51571  6476
-CONVEX 21959    'GT_PK(2,2)'      6403  51568  6254  51572  51550  6328
-CONVEX 21960    'GT_PK(2,2)'      6475  51569  6403  43212  51572  6328
-CONVEX 21961    'GT_PK(2,2)'      6555  51573  6708  51574  43250  6629
-CONVEX 21962    'GT_PK(2,2)'      6481  51575  6555  43265  51574  6629
-CONVEX 21963    'GT_PK(2,2)'      6555  51575  6481  51576  51577  6408
-CONVEX 21964    'GT_PK(2,2)'      6708  51573  6555  43254  51578  6628
-CONVEX 21965    'GT_PK(2,2)'      6479  51579  6555  43268  51576  6408
-CONVEX 21966    'GT_PK(2,2)'      6555  51579  6479  51578  43269  6628
-CONVEX 21967    'GT_PK(2,2)'      6410  51580  6481  51581  43264  6556
-CONVEX 21968    'GT_PK(2,2)'      6261  51582  6410  25575  51583  6335
-CONVEX 21969    'GT_PK(2,2)'      6335  51583  6410  20208  51584  6482
-CONVEX 21970    'GT_PK(2,2)'      6410  51581  6556  51584  33912  6482
-CONVEX 21971    'GT_PK(2,2)'      6186  51585  6334  33934  51586  6261
-CONVEX 21972    'GT_PK(2,2)'      6334  51587  6410  51586  51582  6261
-CONVEX 21973    'GT_PK(2,2)'      6410  51587  6334  51580  51588  6481
-CONVEX 21974    'GT_PK(2,2)'      6481  51588  6334  51577  51589  6408
-CONVEX 21975    'GT_PK(2,2)'      6334  51590  6259  51589  43292  6408
-CONVEX 21976    'GT_PK(2,2)'      6259  51590  6334  43289  51585  6186
-CONVEX 21977    'GT_PK(2,2)'      6774  51591  6701  51592  43284  6625
-CONVEX 21978    'GT_PK(2,2)'      6927  51593  6774  33913  51594  6850
-CONVEX 21979    'GT_PK(2,2)'      6774  51593  6927  51595  33919  6854
-CONVEX 21980    'GT_PK(2,2)'      6701  51591  6774  43288  51595  6854
-CONVEX 21981    'GT_PK(2,2)'      6774  51596  6700  51594  51597  6850
-CONVEX 21982    'GT_PK(2,2)'      6774  51592  6625  51596  33925  6700
-CONVEX 21983    'GT_PK(2,2)'      5748  51598  5675  43301  51599  5821
-CONVEX 21984    'GT_PK(2,2)'      5675  51600  5746  51599  51601  5821
-CONVEX 21985    'GT_PK(2,2)'      5603  51602  5677  51603  33848  5533
-CONVEX 21986    'GT_PK(2,2)'      5603  51604  5748  51602  43304  5677
-CONVEX 21987    'GT_PK(2,2)'      5675  51605  5603  51606  51607  5531
-CONVEX 21988    'GT_PK(2,2)'      5603  51605  5675  51604  51598  5748
-CONVEX 21989    'GT_PK(2,2)'      4459  51608  4599  51609  51506  4530
-CONVEX 21990    'GT_PK(2,2)'      5890  51610  5964  51611  43311  6039
-CONVEX 21991    'GT_PK(2,2)'      6038  51612  5964  51613  51614  5889
-CONVEX 21992    'GT_PK(2,2)'      6185  51615  6038  43279  51616  6111
-CONVEX 21993    'GT_PK(2,2)'      6038  51615  6185  51617  43294  6112
-CONVEX 21994    'GT_PK(2,2)'      5964  51612  6038  43310  51617  6112
-CONVEX 21995    'GT_PK(2,2)'      6038  51618  5963  51616  43308  6111
-CONVEX 21996    'GT_PK(2,2)'      5963  51618  6038  51619  51613  5889
-CONVEX 21997    'GT_PK(2,2)'      5746  51620  5892  51601  51621  5821
-CONVEX 21998    'GT_PK(2,2)'      5968  51622  5892  43300  51623  6041
-CONVEX 21999    'GT_PK(2,2)'      5892  51622  5968  51621  43295  5821
-CONVEX 22000    'GT_PK(2,2)'      5671  51624  5817  43314  51625  5744
-CONVEX 22001    'GT_PK(2,2)'      5817  51626  5890  51625  51627  5744
-CONVEX 22002    'GT_PK(2,2)'      5890  51626  5817  51610  51628  5964
-CONVEX 22003    'GT_PK(2,2)'      5964  51628  5817  51614  51629  5889
-CONVEX 22004    'GT_PK(2,2)'      5889  51629  5817  51630  51631  5743
-CONVEX 22005    'GT_PK(2,2)'      5817  51624  5671  51631  43321  5743
-CONVEX 22006    'GT_PK(2,2)'      5022  51632  5164  43358  51633  5094
-CONVEX 22007    'GT_PK(2,2)'      5309  51634  5164  51635  51636  5235
-CONVEX 22008    'GT_PK(2,2)'      5164  51637  5092  51636  33936  5235
-CONVEX 22009    'GT_PK(2,2)'      5164  51632  5022  51637  43347  5092
-CONVEX 22010    'GT_PK(2,2)'      5673  51638  5599  51639  43313  5744
-CONVEX 22011    'GT_PK(2,2)'      5379  51640  5451  51641  51642  5526
-CONVEX 22012    'GT_PK(2,2)'      5379  51643  5309  51644  51635  5235
-CONVEX 22013    'GT_PK(2,2)'      5307  51645  5379  33939  51644  5235
-CONVEX 22014    'GT_PK(2,2)'      5451  51640  5379  43319  51645  5307
-CONVEX 22015    'GT_PK(2,2)'      5816  51646  5889  51647  51630  5743
-CONVEX 22016    'GT_PK(2,2)'      5816  51648  5963  51646  51619  5889
-CONVEX 22017    'GT_PK(2,2)'      5741  51649  5668  51650  51651  5814
-CONVEX 22018    'GT_PK(2,2)'      5668  51652  5739  51651  43190  5814
-CONVEX 22019    'GT_PK(2,2)'      5668  51653  5524  51654  33261  5594
-CONVEX 22020    'GT_PK(2,2)'      5739  51652  5668  43193  51654  5594
-CONVEX 22021    'GT_PK(2,2)'      5451  51655  5596  51642  51656  5526
-CONVEX 22022    'GT_PK(2,2)'      5596  51657  5668  51658  51649  5741
-CONVEX 22023    'GT_PK(2,2)'      5596  51655  5451  51659  43318  5524
-CONVEX 22024    'GT_PK(2,2)'      5668  51657  5596  51653  51659  5524
-CONVEX 22025    'GT_PK(2,2)'      5597  51660  5452  51661  51662  5526
-CONVEX 22026    'GT_PK(2,2)'      5452  51663  5379  51662  51641  5526
-CONVEX 22027    'GT_PK(2,2)'      5379  51663  5452  51643  51664  5309
-CONVEX 22028    'GT_PK(2,2)'      5452  51660  5597  51665  43323  5527
-CONVEX 22029    'GT_PK(2,2)'      4737  51666  4878  43329  51667  4808
-CONVEX 22030    'GT_PK(2,2)'      4878  51668  4949  51667  51669  4808
-CONVEX 22031    'GT_PK(2,2)'      4949  51668  4878  43349  51670  5020
-CONVEX 22032    'GT_PK(2,2)'      5020  51670  4878  43345  51671  4947
-CONVEX 22033    'GT_PK(2,2)'      4880  51672  4949  51673  43346  5022
-CONVEX 22034    'GT_PK(2,2)'      4951  51674  4880  43357  51673  5022
-CONVEX 22035    'GT_PK(2,2)'      4949  51672  4880  51669  51675  4808
-CONVEX 22036    'GT_PK(2,2)'      4880  51676  4739  51675  43354  4808
-CONVEX 22037    'GT_PK(2,2)'      4810  51677  4740  51678  43306  4668
-CONVEX 22038    'GT_PK(2,2)'      4810  51679  4880  51680  51674  4951
-CONVEX 22039    'GT_PK(2,2)'      4810  51681  4882  51677  51493  4740
-CONVEX 22040    'GT_PK(2,2)'      4882  51681  4810  51495  51680  4951
-CONVEX 22041    'GT_PK(2,2)'      4739  51682  4810  43352  51678  4668
-CONVEX 22042    'GT_PK(2,2)'      4880  51679  4810  51676  51682  4739
-CONVEX 22043    'GT_PK(2,2)'      10770  51683  10842  51684  43383  10914
-CONVEX 22044    'GT_PK(2,2)'      10770  51685  10696  51686  43677  10625
-CONVEX 22045    'GT_PK(2,2)'      10402  51687  10328  51688  33995  10255
-CONVEX 22046    'GT_PK(2,2)'      10402  51689  10477  51687  43671  10328
-CONVEX 22047    'GT_PK(2,2)'      10477  51689  10402  43675  51690  10549
-CONVEX 22048    'GT_PK(2,2)'      10330  51691  10402  43392  51688  10255
-CONVEX 22049    'GT_PK(2,2)'      10402  51692  10479  51690  43386  10549
-CONVEX 22050    'GT_PK(2,2)'      10479  51692  10402  43388  51691  10330
-CONVEX 22051    'GT_PK(2,2)'      8124  51693  8180  44365  51694  8051
-CONVEX 22052    'GT_PK(2,2)'      8180  51695  8130  51694  34988  8051
-CONVEX 22053    'GT_PK(2,2)'      8130  51695  8180  34983  51696  8246
-CONVEX 22054    'GT_PK(2,2)'      8180  51697  8323  51696  43443  8246
-CONVEX 22055    'GT_PK(2,2)'      8179  51698  8252  43447  51699  8124
-CONVEX 22056    'GT_PK(2,2)'      8323  51700  8252  43439  51701  8403
-CONVEX 22057    'GT_PK(2,2)'      8252  51702  8180  51699  51693  8124
-CONVEX 22058    'GT_PK(2,2)'      8180  51702  8252  51697  51700  8323
-CONVEX 22059    'GT_PK(2,2)'      8259  51703  8179  51704  43445  8116
-CONVEX 22060    'GT_PK(2,2)'      8183  51705  8259  50757  51704  8116
-CONVEX 22061    'GT_PK(2,2)'      8259  51706  8338  51707  43448  8410
-CONVEX 22062    'GT_PK(2,2)'      8338  51706  8259  44382  51705  8183
-CONVEX 22063    'GT_PK(2,2)'      8482  51708  8555  51709  51710  8403
-CONVEX 22064    'GT_PK(2,2)'      8555  51711  8705  51712  34089  8627
-CONVEX 22065    'GT_PK(2,2)'      8555  51713  8633  51711  51714  8705
-CONVEX 22066    'GT_PK(2,2)'      8633  51713  8555  51715  51708  8482
-CONVEX 22067    'GT_PK(2,2)'      8555  51712  8627  51716  26338  8475
-CONVEX 22068    'GT_PK(2,2)'      8403  51710  8555  43441  51716  8475
-CONVEX 22069    'GT_PK(2,2)'      8330  51717  8482  51718  51709  8403
-CONVEX 22070    'GT_PK(2,2)'      8252  51719  8330  51701  51718  8403
-CONVEX 22071    'GT_PK(2,2)'      8330  51719  8252  51720  51698  8179
-CONVEX 22072    'GT_PK(2,2)'      8259  51721  8330  51703  51720  8179
-CONVEX 22073    'GT_PK(2,2)'      8482  51717  8330  51722  51723  8410
-CONVEX 22074    'GT_PK(2,2)'      8330  51721  8259  51723  51707  8410
-CONVEX 22075    'GT_PK(2,2)'      8721  51724  8790  44388  51725  8642
-CONVEX 22076    'GT_PK(2,2)'      8790  51726  8866  51727  26324  8937
-CONVEX 22077    'GT_PK(2,2)'      8790  51724  8721  51726  44390  8866
-CONVEX 22078    'GT_PK(2,2)'      9008  51728  8860  51729  51730  8937
-CONVEX 22079    'GT_PK(2,2)'      8860  51731  8790  51730  51727  8937
-CONVEX 22080    'GT_PK(2,2)'      8784  51732  8855  51733  43455  8705
-CONVEX 22081    'GT_PK(2,2)'      8633  51734  8784  51714  51733  8705
-CONVEX 22082    'GT_PK(2,2)'      8642  51735  8560  26332  51736  8489
-CONVEX 22083    'GT_PK(2,2)'      8560  51737  8410  51736  43449  8489
-CONVEX 22084    'GT_PK(2,2)'      8560  51738  8482  51737  51722  8410
-CONVEX 22085    'GT_PK(2,2)'      8560  51739  8633  51738  51715  8482
-CONVEX 22086    'GT_PK(2,2)'      6470  51740  6323  51741  43476  6398
-CONVEX 22087    'GT_PK(2,2)'      6546  51742  6470  48971  51741  6398
-CONVEX 22088    'GT_PK(2,2)'      6470  51742  6546  51743  48972  6618
-CONVEX 22089    'GT_PK(2,2)'      6470  51743  6618  51744  40286  6542
-CONVEX 22090    'GT_PK(2,2)'      6394  51745  6542  51746  40289  6467
-CONVEX 22091    'GT_PK(2,2)'      6320  51747  6394  43493  51746  6467
-CONVEX 22092    'GT_PK(2,2)'      6394  51748  6470  51745  51744  6542
-CONVEX 22093    'GT_PK(2,2)'      6470  51748  6394  51740  51749  6323
-CONVEX 22094    'GT_PK(2,2)'      6540  51750  6613  51751  40317  6465
-CONVEX 22095    'GT_PK(2,2)'      6392  51752  6540  43487  51751  6465
-CONVEX 22096    'GT_PK(2,2)'      6615  51753  6540  40290  51754  6467
-CONVEX 22097    'GT_PK(2,2)'      6540  51752  6392  51754  43492  6467
-CONVEX 22098    'GT_PK(2,2)'      7463  51755  7389  51756  51757  7539
-CONVEX 22099    'GT_PK(2,2)'      7389  51758  7240  51759  25712  7314
-CONVEX 22100    'GT_PK(2,2)'      7464  51760  7389  25720  51759  7314
-CONVEX 22101    'GT_PK(2,2)'      7389  51760  7464  51757  25715  7539
-CONVEX 22102    'GT_PK(2,2)'      7690  51761  7614  34171  51762  7539
-CONVEX 22103    'GT_PK(2,2)'      7614  51763  7463  51762  51756  7539
-CONVEX 22104    'GT_PK(2,2)'      7312  51764  7463  51765  51766  7387
-CONVEX 22105    'GT_PK(2,2)'      7312  51767  7162  51768  43506  7240
-CONVEX 22106    'GT_PK(2,2)'      7389  51769  7312  51758  51768  7240
-CONVEX 22107    'GT_PK(2,2)'      7312  51769  7389  51764  51755  7463
-CONVEX 22108    'GT_PK(2,2)'      7085  51770  6932  51771  43503  7009
-CONVEX 22109    'GT_PK(2,2)'      7162  51772  7085  43505  51771  7009
-CONVEX 22110    'GT_PK(2,2)'      6932  51770  7085  43499  51773  7006
-CONVEX 22111    'GT_PK(2,2)'      7085  51774  7159  51773  44613  7006
-CONVEX 22112    'GT_PK(2,2)'      7762  51775  7690  51776  34177  7838
-CONVEX 22113    'GT_PK(2,2)'      7914  51777  7762  43507  51776  7838
-CONVEX 22114    'GT_PK(2,2)'      7762  51778  7614  51775  51761  7690
-CONVEX 22115    'GT_PK(2,2)'      7762  51777  7914  51779  43514  7837
-CONVEX 22116    'GT_PK(2,2)'      7986  51780  8136  51781  44489  8059
-CONVEX 22117    'GT_PK(2,2)'      8138  51782  8062  51783  35153  8185
-CONVEX 22118    'GT_PK(2,2)'      8138  51784  7988  51782  43516  8062
-CONVEX 22119    'GT_PK(2,2)'      7837  51785  7912  51786  51787  7760
-CONVEX 22120    'GT_PK(2,2)'      7988  51788  7912  43515  51785  7837
-CONVEX 22121    'GT_PK(2,2)'      7912  51789  7835  51787  25723  7760
-CONVEX 22122    'GT_PK(2,2)'      7912  51790  7986  51789  51791  7835
-CONVEX 22123    'GT_PK(2,2)'      5099  51792  5242  44914  51793  5170
-CONVEX 22124    'GT_PK(2,2)'      5172  51794  5242  44970  51792  5099
-CONVEX 22125    'GT_PK(2,2)'      5386  51795  5242  43528  51796  5316
-CONVEX 22126    'GT_PK(2,2)'      5242  51794  5172  51796  44966  5316
-CONVEX 22127    'GT_PK(2,2)'      5678  51797  5749  51798  43519  5604
-CONVEX 22128    'GT_PK(2,2)'      5534  51799  5678  43537  51798  5604
-CONVEX 22129    'GT_PK(2,2)'      5749  51797  5678  43521  51800  5825
-CONVEX 22130    'GT_PK(2,2)'      5678  51799  5534  51801  43556  5606
-CONVEX 22131    'GT_PK(2,2)'      5825  51800  5678  25755  51802  5752
-CONVEX 22132    'GT_PK(2,2)'      5678  51801  5606  51802  50863  5752
-CONVEX 22133    'GT_PK(2,2)'      8857  51803  8929  51804  51805  9005
-CONVEX 22134    'GT_PK(2,2)'      8857  51806  8786  51807  19014  8708
-CONVEX 22135    'GT_PK(2,2)'      8781  51808  8857  30456  51807  8708
-CONVEX 22136    'GT_PK(2,2)'      8929  51803  8857  43576  51808  8781
-CONVEX 22137    'GT_PK(2,2)'      8786  51806  8857  25325  51809  8935
-CONVEX 22138    'GT_PK(2,2)'      8857  51804  9005  51809  34211  8935
-CONVEX 22139    'GT_PK(2,2)'      8929  51810  9081  51805  51811  9005
-CONVEX 22140    'GT_PK(2,2)'      9157  51812  9081  43578  51813  9230
-CONVEX 22141    'GT_PK(2,2)'      9081  51812  9157  51811  43580  9005
-CONVEX 22142    'GT_PK(2,2)'      9081  51814  9152  51813  34221  9230
-CONVEX 22143    'GT_PK(2,2)'      9152  51814  9081  34219  51815  9002
-CONVEX 22144    'GT_PK(2,2)'      9081  51810  8929  51815  43577  9002
-CONVEX 22145    'GT_PK(2,2)'      9311  51816  9458  51817  43571  9386
-CONVEX 22146    'GT_PK(2,2)'      9239  51818  9311  43596  51817  9386
-CONVEX 22147    'GT_PK(2,2)'      9311  51818  9239  51819  43595  9163
-CONVEX 22148    'GT_PK(2,2)'      9458  51816  9311  43574  51820  9383
-CONVEX 22149    'GT_PK(2,2)'      9236  51821  9311  34205  51819  9163
-CONVEX 22150    'GT_PK(2,2)'      9383  51820  9311  34208  51821  9236
-CONVEX 22151    'GT_PK(2,2)'      8884  51822  8820  34231  51823  8957
-CONVEX 22152    'GT_PK(2,2)'      8747  51824  8820  43600  51822  8884
-CONVEX 22153    'GT_PK(2,2)'      8957  51823  8820  25812  51825  8888
-CONVEX 22154    'GT_PK(2,2)'      8888  51825  8820  33549  51826  8746
-CONVEX 22155    'GT_PK(2,2)'      9225  51827  9300  34256  51828  9372
-CONVEX 22156    'GT_PK(2,2)'      9155  51829  9300  43625  51827  9225
-CONVEX 22157    'GT_PK(2,2)'      9229  51830  9160  51831  51832  9302
-CONVEX 22158    'GT_PK(2,2)'      9375  51833  9229  43643  51831  9302
-CONVEX 22159    'GT_PK(2,2)'      9229  51834  9300  51835  51829  9155
-CONVEX 22160    'GT_PK(2,2)'      9300  51834  9229  51836  51833  9375
-CONVEX 22161    'GT_PK(2,2)'      9523  51837  9375  51838  43641  9449
-CONVEX 22162    'GT_PK(2,2)'      9668  51839  9523  34242  51840  9593
-CONVEX 22163    'GT_PK(2,2)'      9523  51838  9449  51840  34297  9593
-CONVEX 22164    'GT_PK(2,2)'      9523  51839  9668  51841  34254  9594
-CONVEX 22165    'GT_PK(2,2)'      9234  51842  9376  51843  43657  9302
-CONVEX 22166    'GT_PK(2,2)'      9234  51844  9160  51845  34998  9088
-CONVEX 22167    'GT_PK(2,2)'      9160  51844  9234  51832  51843  9302
-CONVEX 22168    'GT_PK(2,2)'      9161  51846  9234  43640  51845  9088
-CONVEX 22169    'GT_PK(2,2)'      9234  51846  9161  51847  43636  9301
-CONVEX 22170    'GT_PK(2,2)'      9376  51842  9234  43659  51847  9301
-CONVEX 22171    'GT_PK(2,2)'      10401  51848  10476  34304  51849  10548
-CONVEX 22172    'GT_PK(2,2)'      10476  51850  10622  51849  43662  10548
-CONVEX 22173    'GT_PK(2,2)'      10622  51850  10476  51851  51852  10547
-CONVEX 22174    'GT_PK(2,2)'      10476  51853  10400  51852  43669  10547
-CONVEX 22175    'GT_PK(2,2)'      10327  51854  10254  51855  43663  10179
-CONVEX 22176    'GT_PK(2,2)'      10254  51854  10327  43667  51856  10401
-CONVEX 22177    'GT_PK(2,2)'      10327  51857  10476  51856  51848  10401
-CONVEX 22178    'GT_PK(2,2)'      10476  51857  10327  51853  51858  10400
-CONVEX 22179    'GT_PK(2,2)'      11274  51859  11203  51860  51861  11346
-CONVEX 22180    'GT_PK(2,2)'      11276  51862  11203  51863  51864  11133
-CONVEX 22181    'GT_PK(2,2)'      11203  51862  11276  51861  34309  11346
-CONVEX 22182    'GT_PK(2,2)'      11130  51865  11203  51866  51859  11274
-CONVEX 22183    'GT_PK(2,2)'      11342  51867  11415  34308  51868  11484
-CONVEX 22184    'GT_PK(2,2)'      11272  51869  11415  50316  51867  11342
-CONVEX 22185    'GT_PK(2,2)'      11415  51870  11556  51868  41716  11484
-CONVEX 22186    'GT_PK(2,2)'      11415  51869  11272  51871  51872  11344
-CONVEX 22187    'GT_PK(2,2)'      11556  51870  11415  32274  51873  11486
-CONVEX 22188    'GT_PK(2,2)'      11415  51871  11344  51873  51874  11486
-CONVEX 22189    'GT_PK(2,2)'      10622  51875  10767  43661  51876  10695
-CONVEX 22190    'GT_PK(2,2)'      10840  51877  10770  51878  51684  10914
-CONVEX 22191    'GT_PK(2,2)'      10770  51877  10840  51685  51879  10696
-CONVEX 22192    'GT_PK(2,2)'      11631  51880  11490  51881  51882  11562
-CONVEX 22193    'GT_PK(2,2)'      11701  51883  11631  51884  51885  11772
-CONVEX 22194    'GT_PK(2,2)'      9820  51886  9896  51887  51888  9748
-CONVEX 22195    'GT_PK(2,2)'      9597  51889  9672  43435  51890  9524
-CONVEX 22196    'GT_PK(2,2)'      9672  51891  9599  51890  51892  9524
-CONVEX 22197    'GT_PK(2,2)'      9672  51893  9820  51894  51887  9748
-CONVEX 22198    'GT_PK(2,2)'      9599  51891  9672  43683  51894  9748
-CONVEX 22199    'GT_PK(2,2)'      9599  51895  9450  51892  51896  9524
-CONVEX 22200    'GT_PK(2,2)'      9369  51897  9450  34069  51898  9296
-CONVEX 22201    'GT_PK(2,2)'      9450  51897  9369  51896  34067  9524
-CONVEX 22202    'GT_PK(2,2)'      9450  51899  9374  51898  35076  9296
-CONVEX 22203    'GT_PK(2,2)'      9374  51899  9450  51900  51901  9525
-CONVEX 22204    'GT_PK(2,2)'      9450  51895  9599  51901  43680  9525
-CONVEX 22205    'GT_PK(2,2)'      10711  51902  10641  51903  43719  10565
-CONVEX 22206    'GT_PK(2,2)'      10641  51902  10711  43716  51904  10785
-CONVEX 22207    'GT_PK(2,2)'      10711  51903  10565  51905  34322  10638
-CONVEX 22208    'GT_PK(2,2)'      10783  51906  10711  51907  51905  10638
-CONVEX 22209    'GT_PK(2,2)'      10930  51908  10858  51909  43726  10785
-CONVEX 22210    'GT_PK(2,2)'      11003  51910  11075  51911  43721  10933
-CONVEX 22211    'GT_PK(2,2)'      10858  51912  11003  51913  51911  10933
-CONVEX 22212    'GT_PK(2,2)'      11003  51914  10930  51915  51916  11073
-CONVEX 22213    'GT_PK(2,2)'      10930  51914  11003  51908  51912  10858
-CONVEX 22214    'GT_PK(2,2)'      9169  51917  9090  51918  34331  9241
-CONVEX 22215    'GT_PK(2,2)'      9169  51919  9015  51917  43733  9090
-CONVEX 22216    'GT_PK(2,2)'      8710  51920  8861  43739  51921  8788
-CONVEX 22217    'GT_PK(2,2)'      9015  51922  8861  43732  51923  8936
-CONVEX 22218    'GT_PK(2,2)'      8936  51923  8861  43731  51924  8785
-CONVEX 22219    'GT_PK(2,2)'      8861  51920  8710  51924  43735  8785
-CONVEX 22220    'GT_PK(2,2)'      8487  51925  8563  35037  51926  8643
-CONVEX 22221    'GT_PK(2,2)'      9760  51927  9834  43741  51928  9687
-CONVEX 22222    'GT_PK(2,2)'      9687  51928  9834  25863  51929  9762
-CONVEX 22223    'GT_PK(2,2)'      9834  51930  9909  51929  51931  9762
-CONVEX 22224    'GT_PK(2,2)'      9909  51930  9834  51932  51933  9982
-CONVEX 22225    'GT_PK(2,2)'      9977  51934  9904  51935  43744  9829
-CONVEX 22226    'GT_PK(2,2)'      9977  51936  10050  51937  25852  10126
-CONVEX 22227    'GT_PK(2,2)'      9901  51938  9977  43702  51935  9829
-CONVEX 22228    'GT_PK(2,2)'      9977  51938  9901  51936  51939  10050
-CONVEX 22229    'GT_PK(2,2)'      10718  51940  10792  51941  43748  10647
-CONVEX 22230    'GT_PK(2,2)'      10860  51942  10788  43759  51943  10933
-CONVEX 22231    'GT_PK(2,2)'      10858  51944  10788  43727  51945  10714
-CONVEX 22232    'GT_PK(2,2)'      10788  51944  10858  51943  51913  10933
-CONVEX 22233    'GT_PK(2,2)'      10506  51946  10430  34359  51947  10577
-CONVEX 22234    'GT_PK(2,2)'      10430  51946  10506  51948  34357  10358
-CONVEX 22235    'GT_PK(2,2)'      10062  51949  10135  34347  51950  10211
-CONVEX 22236    'GT_PK(2,2)'      10428  51951  10356  51952  51953  10281
-CONVEX 22237    'GT_PK(2,2)'      9690  51954  9837  34366  51955  9765
-CONVEX 22238    'GT_PK(2,2)'      9837  51956  9912  51955  44324  9765
-CONVEX 22239    'GT_PK(2,2)'      9837  51954  9690  51957  34368  9762
-CONVEX 22240    'GT_PK(2,2)'      9909  51958  9837  51931  51957  9762
-CONVEX 22241    'GT_PK(2,2)'      10191  51959  10118  34370  51960  10044
-CONVEX 22242    'GT_PK(2,2)'      10265  51961  10118  43774  51959  10191
-CONVEX 22243    'GT_PK(2,2)'      10118  51962  9969  51960  43804  10044
-CONVEX 22244    'GT_PK(2,2)'      10118  51961  10265  51963  43777  10189
-CONVEX 22245    'GT_PK(2,2)'      9969  51962  10118  25904  51964  10042
-CONVEX 22246    'GT_PK(2,2)'      10118  51963  10189  51964  34383  10042
-CONVEX 22247    'GT_PK(2,2)'      9682  51965  9609  51966  43817  9536
-CONVEX 22248    'GT_PK(2,2)'      9824  51967  9682  43811  51968  9754
-CONVEX 22249    'GT_PK(2,2)'      9682  51969  9751  51965  43820  9609
-CONVEX 22250    'GT_PK(2,2)'      9751  51969  9682  43822  51967  9824
-CONVEX 22251    'GT_PK(2,2)'      9682  51970  9607  51968  43797  9754
-CONVEX 22252    'GT_PK(2,2)'      9607  51970  9682  43589  51966  9536
-CONVEX 22253    'GT_PK(2,2)'      9464  51971  9317  43815  51972  9389
-CONVEX 22254    'GT_PK(2,2)'      9389  51972  9317  34224  51973  9243
-CONVEX 22255    'GT_PK(2,2)'      9317  51974  9171  51973  34316  9243
-CONVEX 22256    'GT_PK(2,2)'      9171  51974  9317  34312  51975  9245
-CONVEX 22257    'GT_PK(2,2)'      9317  51976  9391  51975  25847  9245
-CONVEX 22258    'GT_PK(2,2)'      9317  51971  9464  51976  43812  9391
-CONVEX 22259    'GT_PK(2,2)'      10261  51977  10333  51978  34457  10185
-CONVEX 22260    'GT_PK(2,2)'      10113  51979  10261  43825  51978  10185
-CONVEX 22261    'GT_PK(2,2)'      10261  51980  10187  51981  34436  10335
-CONVEX 22262    'GT_PK(2,2)'      10261  51979  10113  51980  43831  10187
-CONVEX 22263    'GT_PK(2,2)'      11135  51982  11205  43833  51983  11060
-CONVEX 22264    'GT_PK(2,2)'      11060  51983  11205  25839  51984  11133
-CONVEX 22265    'GT_PK(2,2)'      11205  51985  11276  51984  51863  11133
-CONVEX 22266    'GT_PK(2,2)'      11207  51986  11135  51987  43835  11062
-CONVEX 22267    'GT_PK(2,2)'      11280  51988  11207  25929  51989  11136
-CONVEX 22268    'GT_PK(2,2)'      11207  51987  11062  51989  43837  11136
-CONVEX 22269    'GT_PK(2,2)'      10846  51990  10992  51991  43839  10918
-CONVEX 22270    'GT_PK(2,2)'      10846  51992  10775  51993  34454  10703
-CONVEX 22271    'GT_PK(2,2)'      10775  51992  10846  51994  51991  10918
-CONVEX 22272    'GT_PK(2,2)'      10776  51995  10846  43853  51993  10703
-CONVEX 22273    'GT_PK(2,2)'      10992  51990  10846  43844  51996  10920
-CONVEX 22274    'GT_PK(2,2)'      10846  51995  10776  51996  43857  10920
-CONVEX 22275    'GT_PK(2,2)'      10484  51997  10407  34442  51998  10335
-CONVEX 22276    'GT_PK(2,2)'      10554  51999  10407  43858  51997  10484
-CONVEX 22277    'GT_PK(2,2)'      10407  52000  10261  51998  51981  10335
-CONVEX 22278    'GT_PK(2,2)'      10261  52000  10407  51977  52001  10333
-CONVEX 22279    'GT_PK(2,2)'      10698  52002  10770  52003  51686  10625
-CONVEX 22280    'GT_PK(2,2)'      10770  52002  10698  51683  52004  10842
-CONVEX 22281    'GT_PK(2,2)'      10775  52005  10701  34453  52006  10630
-CONVEX 22282    'GT_PK(2,2)'      10701  52007  10554  52006  43859  10630
-CONVEX 22283    'GT_PK(2,2)'      10701  52008  10628  52007  52009  10554
-CONVEX 22284    'GT_PK(2,2)'      12117  52010  12048  52011  52012  12187
-CONVEX 22285    'GT_PK(2,2)'      12048  52013  12119  52012  50281  12187
-CONVEX 22286    'GT_PK(2,2)'      12119  52013  12048  50282  52014  11980
-CONVEX 22287    'GT_PK(2,2)'      12048  52010  12117  52015  41729  11978
-CONVEX 22288    'GT_PK(2,2)'      11145  52016  11215  52017  52018  11288
-CONVEX 22289    'GT_PK(2,2)'      11217  52019  11145  34329  52017  11288
-CONVEX 22290    'GT_PK(2,2)'      11145  52019  11217  52020  52021  11073
-CONVEX 22291    'GT_PK(2,2)'      11429  52022  11358  34532  52023  11286
-CONVEX 22292    'GT_PK(2,2)'      11358  52024  11215  52023  43879  11286
-CONVEX 22293    'GT_PK(2,2)'      11358  52022  11429  52025  34528  11501
-CONVEX 22294    'GT_PK(2,2)'      11215  52024  11358  52018  52026  11288
-CONVEX 22295    'GT_PK(2,2)'      11358  52027  11431  52026  32462  11288
-CONVEX 22296    'GT_PK(2,2)'      11431  52027  11358  32465  52025  11501
-CONVEX 22297    'GT_PK(2,2)'      10923  52028  10997  43885  52029  10851
-CONVEX 22298    'GT_PK(2,2)'      10997  52028  10923  52030  43886  11067
-CONVEX 22299    'GT_PK(2,2)'      10997  52031  10925  52029  52032  10851
-CONVEX 22300    'GT_PK(2,2)'      10925  52031  10997  52033  52034  11069
-CONVEX 22301    'GT_PK(2,2)'      11356  52035  11213  41858  52036  11284
-CONVEX 22302    'GT_PK(2,2)'      11069  52037  11213  52038  52039  11143
-CONVEX 22303    'GT_PK(2,2)'      11213  52035  11356  52040  34531  11286
-CONVEX 22304    'GT_PK(2,2)'      11143  52039  11213  43880  52040  11286
-CONVEX 22305    'GT_PK(2,2)'      10634  52041  10487  34515  52042  10557
-CONVEX 22306    'GT_PK(2,2)'      10487  52043  10410  52042  43891  10557
-CONVEX 22307    'GT_PK(2,2)'      10114  52044  10188  34537  52045  10039
-CONVEX 22308    'GT_PK(2,2)'      10188  52046  10336  52047  43895  10264
-CONVEX 22309    'GT_PK(2,2)'      9596  52048  9745  43433  52049  9671
-CONVEX 22310    'GT_PK(2,2)'      9745  52050  9819  52049  52051  9671
-CONVEX 22311    'GT_PK(2,2)'      9670  52052  9745  43903  52048  9596
-CONVEX 22312    'GT_PK(2,2)'      9745  52052  9670  52053  43905  9817
-CONVEX 22313    'GT_PK(2,2)'      8737  52054  8804  52055  52056  8665
-CONVEX 22314    'GT_PK(2,2)'      8596  52057  8737  52058  52055  8665
-CONVEX 22315    'GT_PK(2,2)'      8525  52059  8438  52060  43921  8366
-CONVEX 22316    'GT_PK(2,2)'      8438  52059  8525  52061  52062  8596
-CONVEX 22317    'GT_PK(2,2)'      10247  52063  10174  44101  52064  10322
-CONVEX 22318    'GT_PK(2,2)'      10174  52063  10247  52065  52066  10099
-CONVEX 22319    'GT_PK(2,2)'      10026  52067  10174  43928  52065  10099
-CONVEX 22320    'GT_PK(2,2)'      10171  52068  10321  52069  34759  10245
-CONVEX 22321    'GT_PK(2,2)'      10171  52070  10247  52068  44102  10321
-CONVEX 22322    'GT_PK(2,2)'      10247  52070  10171  52066  52071  10099
-CONVEX 22323    'GT_PK(2,2)'      10171  52072  10022  52071  43931  10099
-CONVEX 22324    'GT_PK(2,2)'      10170  52073  10098  26120  52074  10024
-CONVEX 22325    'GT_PK(2,2)'      10098  52075  10174  52076  52067  10026
-CONVEX 22326    'GT_PK(2,2)'      9879  52077  10026  52078  43929  9952
-CONVEX 22327    'GT_PK(2,2)'      9802  52079  9879  43942  52078  9952
-CONVEX 22328    'GT_PK(2,2)'      10022  52080  10094  43936  52081  9947
-CONVEX 22329    'GT_PK(2,2)'      10094  52082  10171  52083  52069  10245
-CONVEX 22330    'GT_PK(2,2)'      10171  52082  10094  52072  52080  10022
-CONVEX 22331    'GT_PK(2,2)'      9950  52084  9803  34718  52085  9875
-CONVEX 22332    'GT_PK(2,2)'      9878  52086  9803  43937  52084  9950
-CONVEX 22333    'GT_PK(2,2)'      9803  52087  9727  52085  52088  9875
-CONVEX 22334    'GT_PK(2,2)'      10016  52089  10163  52090  34585  10088
-CONVEX 22335    'GT_PK(2,2)'      9938  52091  10016  52092  52090  10088
-CONVEX 22336    'GT_PK(2,2)'      10016  52091  9938  52093  43944  9864
-CONVEX 22337    'GT_PK(2,2)'      9784  52094  9710  43945  52095  9864
-CONVEX 22338    'GT_PK(2,2)'      9625  52096  9439  52097  43964  9554
-CONVEX 22339    'GT_PK(2,2)'      9710  52098  9625  52099  52097  9554
-CONVEX 22340    'GT_PK(2,2)'      9625  52098  9710  52100  52094  9784
-CONVEX 22341    'GT_PK(2,2)'      9696  52101  9784  52102  43946  9858
-CONVEX 22342    'GT_PK(2,2)'      9771  52103  9696  52104  52102  9858
-CONVEX 22343    'GT_PK(2,2)'      9696  52105  9625  52101  52100  9784
-CONVEX 22344    'GT_PK(2,2)'      9696  52103  9771  52106  43949  9586
-CONVEX 22345    'GT_PK(2,2)'      10010  52107  10088  52108  26060  10160
-CONVEX 22346    'GT_PK(2,2)'      10085  52109  10010  43952  52108  10160
-CONVEX 22347    'GT_PK(2,2)'      10010  52110  9938  52107  52092  10088
-CONVEX 22348    'GT_PK(2,2)'      9938  52110  10010  43947  52111  9858
-CONVEX 22349    'GT_PK(2,2)'      9848  52112  10007  34623  52113  9927
-CONVEX 22350    'GT_PK(2,2)'      10007  52114  10085  52115  43953  10159
-CONVEX 22351    'GT_PK(2,2)'      10084  52116  10007  34577  52115  10159
-CONVEX 22352    'GT_PK(2,2)'      10007  52116  10084  52113  34581  9927
-CONVEX 22353    'GT_PK(2,2)'      8599  52117  8677  43976  52118  8754
-CONVEX 22354    'GT_PK(2,2)'      8677  52117  8599  52119  34599  8520
-CONVEX 22355    'GT_PK(2,2)'      9343  52120  9273  44010  52121  9424
-CONVEX 22356    'GT_PK(2,2)'      9273  52122  9200  52123  52124  9351
-CONVEX 22357    'GT_PK(2,2)'      9424  52121  9273  44017  52123  9351
-CONVEX 22358    'GT_PK(2,2)'      9200  52122  9273  34619  52125  9122
-CONVEX 22359    'GT_PK(2,2)'      9273  52126  9191  52125  26080  9122
-CONVEX 22360    'GT_PK(2,2)'      9273  52120  9343  52126  44024  9191
-CONVEX 22361    'GT_PK(2,2)'      9652  52127  9802  52128  43940  9726
-CONVEX 22362    'GT_PK(2,2)'      9424  52129  9575  44012  52130  9498
-CONVEX 22363    'GT_PK(2,2)'      9501  52131  9575  44015  52129  9424
-CONVEX 22364    'GT_PK(2,2)'      9575  52132  9652  52133  52128  9726
-CONVEX 22365    'GT_PK(2,2)'      9652  52132  9575  52134  52131  9501
-CONVEX 22366    'GT_PK(2,2)'      9060  52135  9209  52136  44037  9135
-CONVEX 22367    'GT_PK(2,2)'      9060  52136  9135  52137  52138  8984
-CONVEX 22368    'GT_PK(2,2)'      8910  52139  9060  49586  52137  8984
-CONVEX 22369    'GT_PK(2,2)'      9060  52139  8910  52140  49597  8987
-CONVEX 22370    'GT_PK(2,2)'      9136  52141  9060  34626  52140  8987
-CONVEX 22371    'GT_PK(2,2)'      9209  52135  9060  44035  52141  9136
-CONVEX 22372    'GT_PK(2,2)'      9125  52142  9050  52143  26065  8975
-CONVEX 22373    'GT_PK(2,2)'      9125  52144  9200  52142  34618  9050
-CONVEX 22374    'GT_PK(2,2)'      9203  52145  9128  52146  52147  9278
-CONVEX 22375    'GT_PK(2,2)'      9055  52148  9128  34593  52149  8978
-CONVEX 22376    'GT_PK(2,2)'      9205  52150  9128  34664  52148  9055
-CONVEX 22377    'GT_PK(2,2)'      9278  52147  9128  34669  52150  9205
-CONVEX 22378    'GT_PK(2,2)'      9274  52151  9348  52152  52153  9423
-CONVEX 22379    'GT_PK(2,2)'      9350  52154  9274  44061  52152  9423
-CONVEX 22380    'GT_PK(2,2)'      9420  52155  9348  52156  52157  9272
-CONVEX 22381    'GT_PK(2,2)'      9420  52156  9272  52158  52159  9345
-CONVEX 22382    'GT_PK(2,2)'      9491  52160  9420  34972  52158  9345
-CONVEX 22383    'GT_PK(2,2)'      9199  52161  9124  52162  34671  9049
-CONVEX 22384    'GT_PK(2,2)'      9348  52163  9199  52157  52164  9272
-CONVEX 22385    'GT_PK(2,2)'      9199  52165  9274  52161  52166  9124
-CONVEX 22386    'GT_PK(2,2)'      9274  52165  9199  52151  52163  9348
-CONVEX 22387    'GT_PK(2,2)'      9123  52167  9199  31194  52162  9049
-CONVEX 22388    'GT_PK(2,2)'      9199  52167  9123  52164  52168  9272
-CONVEX 22389    'GT_PK(2,2)'      9944  17453  9868  52169  34712  10015
-CONVEX 22390    'GT_PK(2,2)'      9944  52169  10015  52170  32087  10090
-CONVEX 22391    'GT_PK(2,2)'      10018  52171  9944  34725  52170  10090
-CONVEX 22392    'GT_PK(2,2)'      9871  17452  9944  44062  52171  10018
-CONVEX 22393    'GT_PK(2,2)'      9651  52172  9727  52173  52174  9578
-CONVEX 22394    'GT_PK(2,2)'      9651  52175  9502  52176  17527  9576
-CONVEX 22395    'GT_PK(2,2)'      9428  52177  9502  34706  52178  9578
-CONVEX 22396    'GT_PK(2,2)'      9502  52175  9651  52178  52173  9578
-CONVEX 22397    'GT_PK(2,2)'      8512  52179  8591  52180  44065  8671
-CONVEX 22398    'GT_PK(2,2)'      8512  52181  8593  21138  34691  8437
-CONVEX 22399    'GT_PK(2,2)'      8593  52181  8512  34695  52180  8671
-CONVEX 22400    'GT_PK(2,2)'      7788  52182  7863  52183  52184  7942
-CONVEX 22401    'GT_PK(2,2)'      7631  52185  7788  40480  52186  7710
-CONVEX 22402    'GT_PK(2,2)'      7788  52185  7631  52187  49160  7707
-CONVEX 22403    'GT_PK(2,2)'      7863  52182  7788  52188  52187  7707
-CONVEX 22404    'GT_PK(2,2)'      7788  52189  7867  52186  52190  7710
-CONVEX 22405    'GT_PK(2,2)'      7867  52189  7788  48801  52183  7942
-CONVEX 22406    'GT_PK(2,2)'      7555  52191  7479  52192  40537  7404
-CONVEX 22407    'GT_PK(2,2)'      8019  52193  8115  52194  44083  8219
-CONVEX 22408    'GT_PK(2,2)'      7863  52195  8019  52184  52196  7942
-CONVEX 22409    'GT_PK(2,2)'      8019  52194  8219  52197  26114  8140
-CONVEX 22410    'GT_PK(2,2)'      7942  52196  8019  31149  52197  8140
-CONVEX 22411    'GT_PK(2,2)'      8364  52198  8440  34699  52199  8520
-CONVEX 22412    'GT_PK(2,2)'      8290  52200  8440  44085  52198  8364
-CONVEX 22413    'GT_PK(2,2)'      8440  52201  8363  52202  44096  8519
-CONVEX 22414    'GT_PK(2,2)'      8440  52200  8290  52201  44088  8363
-CONVEX 22415    'GT_PK(2,2)'      10389  52203  10461  52204  44107  10535
-CONVEX 22416    'GT_PK(2,2)'      10389  52205  10463  52206  44139  10317
-CONVEX 22417    'GT_PK(2,2)'      10463  52205  10389  34740  52204  10535
-CONVEX 22418    'GT_PK(2,2)'      10241  52207  10389  44116  52206  10317
-CONVEX 22419    'GT_PK(2,2)'      10461  52203  10389  50163  52208  10314
-CONVEX 22420    'GT_PK(2,2)'      10389  52207  10241  52208  44119  10314
-CONVEX 22421    'GT_PK(2,2)'      10904  52209  10976  26135  52210  11048
-CONVEX 22422    'GT_PK(2,2)'      10831  52211  10683  52212  44112  10754
-CONVEX 22423    'GT_PK(2,2)'      10902  52213  10831  52214  52212  10754
-CONVEX 22424    'GT_PK(2,2)'      10683  52211  10831  44109  52215  10759
-CONVEX 22425    'GT_PK(2,2)'      10976  52216  10831  52217  52213  10902
-CONVEX 22426    'GT_PK(2,2)'      10831  52218  10904  52215  26131  10759
-CONVEX 22427    'GT_PK(2,2)'      10831  52216  10976  52218  52209  10904
-CONVEX 22428    'GT_PK(2,2)'      10680  52219  10754  52220  44113  10607
-CONVEX 22429    'GT_PK(2,2)'      10533  52221  10680  44106  52220  10607
-CONVEX 22430    'GT_PK(2,2)'      10680  52221  10533  52222  52223  10603
-CONVEX 22431    'GT_PK(2,2)'      10751  52224  10680  44170  52222  10603
-CONVEX 22432    'GT_PK(2,2)'      10825  52225  10902  52226  52214  10754
-CONVEX 22433    'GT_PK(2,2)'      10680  52227  10825  52219  52226  10754
-CONVEX 22434    'GT_PK(2,2)'      10825  52227  10680  52228  52224  10751
-CONVEX 22435    'GT_PK(2,2)'      11265  52229  11337  52230  44234  11195
-CONVEX 22436    'GT_PK(2,2)'      11121  52231  11265  44133  52230  11195
-CONVEX 22437    'GT_PK(2,2)'      11193  52232  11265  44121  52231  11121
-CONVEX 22438    'GT_PK(2,2)'      10908  52233  11052  52234  44128  10981
-CONVEX 22439    'GT_PK(2,2)'      10836  52235  10908  44155  52234  10981
-CONVEX 22440    'GT_PK(2,2)'      10834  52236  10908  44151  52237  10762
-CONVEX 22441    'GT_PK(2,2)'      10908  52235  10836  52237  44153  10762
-CONVEX 22442    'GT_PK(2,2)'      10617  52238  10470  44157  52239  10544
-CONVEX 22443    'GT_PK(2,2)'      10470  52240  10398  52239  44098  10544
-CONVEX 22444    'GT_PK(2,2)'      10470  52241  10395  52242  34758  10321
-CONVEX 22445    'GT_PK(2,2)'      10398  52240  10470  44103  52242  10321
-CONVEX 22446    'GT_PK(2,2)'      10761  52243  10689  40949  52244  10835
-CONVEX 22447    'GT_PK(2,2)'      10689  52243  10761  52245  40945  10614
-CONVEX 22448    'GT_PK(2,2)'      10836  52246  10763  44152  52247  10690
-CONVEX 22449    'GT_PK(2,2)'      10763  52248  10617  52247  44156  10690
-CONVEX 22450    'GT_PK(2,2)'      10763  52249  10689  52248  52250  10617
-CONVEX 22451    'GT_PK(2,2)'      10689  52249  10763  52244  52251  10835
-CONVEX 22452    'GT_PK(2,2)'      10763  52252  10909  52251  34772  10835
-CONVEX 22453    'GT_PK(2,2)'      10763  52246  10836  52252  44154  10909
-CONVEX 22454    'GT_PK(2,2)'      10152  52253  10300  52254  50168  10228
-CONVEX 22455    'GT_PK(2,2)'      10080  52255  10152  50160  52254  10228
-CONVEX 22456    'GT_PK(2,2)'      10152  52255  10080  52256  44159  10005
-CONVEX 22457    'GT_PK(2,2)'      10528  52257  10380  52258  52259  10451
-CONVEX 22458    'GT_PK(2,2)'      10380  52257  10528  50171  52260  10455
-CONVEX 22459    'GT_PK(2,2)'      10601  52261  10673  52262  52263  10747
-CONVEX 22460    'GT_PK(2,2)'      10601  52264  10676  52265  44166  10530
-CONVEX 22461    'GT_PK(2,2)'      10676  52264  10601  52266  52262  10747
-CONVEX 22462    'GT_PK(2,2)'      10455  52267  10601  41606  52265  10530
-CONVEX 22463    'GT_PK(2,2)'      10528  52268  10601  52260  52267  10455
-CONVEX 22464    'GT_PK(2,2)'      10601  52268  10528  52261  52269  10673
-CONVEX 22465    'GT_PK(2,2)'      11178  52270  11035  44172  52271  11104
-CONVEX 22466    'GT_PK(2,2)'      10890  52272  11035  52273  52274  10964
-CONVEX 22467    'GT_PK(2,2)'      11035  52275  10960  52271  18092  11104
-CONVEX 22468    'GT_PK(2,2)'      11035  52272  10890  52275  52276  10960
-CONVEX 22469    'GT_PK(2,2)'      11107  52277  11038  52278  44199  10964
-CONVEX 22470    'GT_PK(2,2)'      11035  52279  11107  52274  52278  10964
-CONVEX 22471    'GT_PK(2,2)'      11107  52279  11035  52280  52270  11178
-CONVEX 22472    'GT_PK(2,2)'      11107  52280  11178  52281  52282  11252
-CONVEX 22473    'GT_PK(2,2)'      11321  52283  11391  52284  44161  11464
-CONVEX 22474    'GT_PK(2,2)'      11178  52285  11321  52282  52286  11252
-CONVEX 22475    'GT_PK(2,2)'      11391  52283  11321  44165  52287  11247
-CONVEX 22476    'GT_PK(2,2)'      11321  52285  11178  52287  44171  11247
-CONVEX 22477    'GT_PK(2,2)'      11252  52286  11321  26225  52288  11396
-CONVEX 22478    'GT_PK(2,2)'      11321  52284  11464  52288  32101  11396
-CONVEX 22479    'GT_PK(2,2)'      11692  52289  11551  44173  52290  11620
-CONVEX 22480    'GT_PK(2,2)'      11409  52291  11551  34867  52292  11481
-CONVEX 22481    'GT_PK(2,2)'      11551  52291  11409  52293  34869  11479
-CONVEX 22482    'GT_PK(2,2)'      11620  52290  11551  44254  52293  11479
-CONVEX 22483    'GT_PK(2,2)'      11622  52294  11692  52295  52296  11762
-CONVEX 22484    'GT_PK(2,2)'      11622  52295  11762  52297  52298  11694
-CONVEX 22485    'GT_PK(2,2)'      11553  52299  11622  34895  52297  11694
-CONVEX 22486    'GT_PK(2,2)'      11622  52299  11553  52300  44224  11481
-CONVEX 22487    'GT_PK(2,2)'      11551  52301  11622  52292  52300  11481
-CONVEX 22488    'GT_PK(2,2)'      11622  52301  11551  52294  52289  11692
-CONVEX 22489    'GT_PK(2,2)'      11617  52302  11688  52303  44188  11758
-CONVEX 22490    'GT_PK(2,2)'      11689  52304  11617  44236  52303  11758
-CONVEX 22491    'GT_PK(2,2)'      11617  52304  11689  52305  44237  11547
-CONVEX 22492    'GT_PK(2,2)'      11476  52306  11617  44263  52305  11547
-CONVEX 22493    'GT_PK(2,2)'      11688  52302  11617  44192  52307  11545
-CONVEX 22494    'GT_PK(2,2)'      11617  52306  11476  52307  44265  11545
-CONVEX 22495    'GT_PK(2,2)'      10676  52308  10823  44169  52309  10751
-CONVEX 22496    'GT_PK(2,2)'      10823  52310  10892  52311  44201  10968
-CONVEX 22497    'GT_PK(2,2)'      10823  52308  10676  52312  52266  10747
-CONVEX 22498    'GT_PK(2,2)'      10892  52310  10823  52313  52312  10747
-CONVEX 22499    'GT_PK(2,2)'      11258  52314  11182  44203  52315  11327
-CONVEX 22500    'GT_PK(2,2)'      11327  52315  11182  26223  52316  11252
-CONVEX 22501    'GT_PK(2,2)'      11182  52317  11107  52316  52281  11252
-CONVEX 22502    'GT_PK(2,2)'      11107  52317  11182  52277  52318  11038
-CONVEX 22503    'GT_PK(2,2)'      11831  52319  11901  52320  44212  11970
-CONVEX 22504    'GT_PK(2,2)'      11831  52321  11902  52322  52323  11762
-CONVEX 22505    'GT_PK(2,2)'      11902  52321  11831  34857  52320  11970
-CONVEX 22506    'GT_PK(2,2)'      11692  52324  11831  52296  52322  11762
-CONVEX 22507    'GT_PK(2,2)'      11831  52324  11692  52325  44174  11761
-CONVEX 22508    'GT_PK(2,2)'      11901  52319  11831  44244  52325  11761
-CONVEX 22509    'GT_PK(2,2)'      11411  52326  11269  44226  52327  11339
-CONVEX 22510    'GT_PK(2,2)'      11125  52328  11269  34763  52329  11198
-CONVEX 22511    'GT_PK(2,2)'      11269  52328  11125  52330  44127  11197
-CONVEX 22512    'GT_PK(2,2)'      11339  52327  11269  44231  52330  11197
-CONVEX 22513    'GT_PK(2,2)'      11482  52331  11411  52332  44223  11553
-CONVEX 22514    'GT_PK(2,2)'      11482  52333  11552  52334  34943  11410
-CONVEX 22515    'GT_PK(2,2)'      11623  52335  11482  34893  52332  11553
-CONVEX 22516    'GT_PK(2,2)'      11482  52335  11623  52333  52336  11552
-CONVEX 22517    'GT_PK(2,2)'      11340  52337  11268  52338  52339  11198
-CONVEX 22518    'GT_PK(2,2)'      11269  52340  11340  52329  52338  11198
-CONVEX 22519    'GT_PK(2,2)'      11340  52340  11269  52341  52326  11411
-CONVEX 22520    'GT_PK(2,2)'      11482  52342  11340  52331  52341  11411
-CONVEX 22521    'GT_PK(2,2)'      11268  52337  11340  44312  52343  11410
-CONVEX 22522    'GT_PK(2,2)'      11340  52342  11482  52343  52334  11410
-CONVEX 22523    'GT_PK(2,2)'      11333  52344  11474  52345  44179  11404
-CONVEX 22524    'GT_PK(2,2)'      11261  52346  11333  44260  52345  11404
-CONVEX 22525    'GT_PK(2,2)'      11474  52344  11333  44181  52347  11402
-CONVEX 22526    'GT_PK(2,2)'      11333  52346  11261  52348  52349  11188
-CONVEX 22527    'GT_PK(2,2)'      11333  52350  11258  52347  44204  11402
-CONVEX 22528    'GT_PK(2,2)'      11258  52350  11333  52351  52348  11188
-CONVEX 22529    'GT_PK(2,2)'      11190  52352  11334  52353  34879  11263
-CONVEX 22530    'GT_PK(2,2)'      11190  52354  11261  52352  44258  11334
-CONVEX 22531    'GT_PK(2,2)'      11833  52355  11904  52356  44276  11764
-CONVEX 22532    'GT_PK(2,2)'      11833  52356  11764  52357  34897  11694
-CONVEX 22533    'GT_PK(2,2)'      11762  52358  11833  52298  52357  11694
-CONVEX 22534    'GT_PK(2,2)'      11902  52359  11833  52323  52358  11762
-CONVEX 22535    'GT_PK(2,2)'      12042  52360  11973  34892  52361  12110
-CONVEX 22536    'GT_PK(2,2)'      11904  52362  11973  44275  52360  12042
-CONVEX 22537    'GT_PK(2,2)'      12110  52361  11973  44268  52363  12041
-CONVEX 22538    'GT_PK(2,2)'      11833  52364  11973  52355  52362  11904
-CONVEX 22539    'GT_PK(2,2)'      11973  52365  11902  52363  34858  12041
-CONVEX 22540    'GT_PK(2,2)'      11973  52364  11833  52365  52359  11902
-CONVEX 22541    'GT_PK(2,2)'      11122  52366  11194  52367  44288  11049
-CONVEX 22542    'GT_PK(2,2)'      11194  52366  11122  44290  52368  11266
-CONVEX 22543    'GT_PK(2,2)'      11268  52369  11124  52339  52370  11198
-CONVEX 22544    'GT_PK(2,2)'      11124  52371  11051  52372  44278  10980
-CONVEX 22545    'GT_PK(2,2)'      11198  52370  11124  34764  52373  11053
-CONVEX 22546    'GT_PK(2,2)'      11124  52372  10980  52373  34771  11053
-CONVEX 22547    'GT_PK(2,2)'      10975  52374  11043  52375  44300  10894
-CONVEX 22548    'GT_PK(2,2)'      11043  52374  10975  44301  52376  11119
-CONVEX 22549    'GT_PK(2,2)'      11119  52376  10975  44289  52377  11049
-CONVEX 22550    'GT_PK(2,2)'      10975  52378  10903  52377  52379  11049
-CONVEX 22551    'GT_PK(2,2)'      10517  52380  10659  52381  44304  10562
-CONVEX 22552    'GT_PK(2,2)'      10517  52382  10440  52383  31557  10376
-CONVEX 22553    'GT_PK(2,2)'      10440  52382  10517  24013  52381  10562
-CONVEX 22554    'GT_PK(2,2)'      10452  52384  10517  31585  52383  10376
-CONVEX 22555    'GT_PK(2,2)'      10810  52385  10745  34930  52386  10894
-CONVEX 22556    'GT_PK(2,2)'      10659  52387  10745  44306  52385  10810
-CONVEX 22557    'GT_PK(2,2)'      11621  52388  11763  52389  44315  11691
-CONVEX 22558    'GT_PK(2,2)'      11621  52390  11480  52391  34942  11552
-CONVEX 22559    'GT_PK(2,2)'      11480  52390  11621  34945  52392  11550
-CONVEX 22560    'GT_PK(2,2)'      11621  52389  11691  52392  44283  11550
-CONVEX 22561    'GT_PK(2,2)'      9852  52393  9998  26306  52394  9929
-CONVEX 22562    'GT_PK(2,2)'      10147  52395  9998  52396  52397  10071
-CONVEX 22563    'GT_PK(2,2)'      10071  52397  9998  26305  52398  9925
-CONVEX 22564    'GT_PK(2,2)'      9998  52393  9852  52398  44343  9925
-CONVEX 22565    'GT_PK(2,2)'      10220  52399  10071  52400  26304  10145
-CONVEX 22566    'GT_PK(2,2)'      10220  52401  10147  52399  52396  10071
-CONVEX 22567    'GT_PK(2,2)'      10001  52402  9856  52403  34959  9929
-CONVEX 22568    'GT_PK(2,2)'      9856  52402  10001  34955  52404  9931
-CONVEX 22569    'GT_PK(2,2)'      11168  52405  11024  52406  52407  11096
-CONVEX 22570    'GT_PK(2,2)'      11024  52405  11168  16082  50202  11098
-CONVEX 22571    'GT_PK(2,2)'      10804  52408  10732  32098  52409  10660
-CONVEX 22572    'GT_PK(2,2)'      7598  52410  7747  34981  52411  7679
-CONVEX 22573    'GT_PK(2,2)'      7679  52411  7747  26322  52412  7825
-CONVEX 22574    'GT_PK(2,2)'      7747  52413  7896  52412  44363  7825
-CONVEX 22575    'GT_PK(2,2)'      7672  52414  7747  44368  52410  7598
-CONVEX 22576    'GT_PK(2,2)'      7738  52415  7672  52416  44367  7592
-CONVEX 22577    'GT_PK(2,2)'      7889  52417  7738  50745  52418  7810
-CONVEX 22578    'GT_PK(2,2)'      7661  52419  7738  52420  52416  7592
-CONVEX 22579    'GT_PK(2,2)'      7738  52419  7661  52418  50783  7810
-CONVEX 22580    'GT_PK(2,2)'      8799  52421  8730  44385  52422  8873
-CONVEX 22581    'GT_PK(2,2)'      8804  52423  8730  52056  52424  8665
-CONVEX 22582    'GT_PK(2,2)'      8873  52422  8730  44371  52423  8804
-CONVEX 22583    'GT_PK(2,2)'      8730  52425  8581  52424  52426  8665
-CONVEX 22584    'GT_PK(2,2)'      8730  52427  8650  52425  35009  8581
-CONVEX 22585    'GT_PK(2,2)'      8730  52421  8799  52427  44391  8650
-CONVEX 22586    'GT_PK(2,2)'      8432  52428  8510  44394  52429  8581
-CONVEX 22587    'GT_PK(2,2)'      8581  52429  8510  52426  52430  8665
-CONVEX 22588    'GT_PK(2,2)'      8438  52431  8510  43920  52432  8358
-CONVEX 22589    'GT_PK(2,2)'      8510  52428  8432  52432  44401  8358
-CONVEX 22590    'GT_PK(2,2)'      8510  52433  8596  52430  52058  8665
-CONVEX 22591    'GT_PK(2,2)'      8510  52431  8438  52433  52061  8596
-CONVEX 22592    'GT_PK(2,2)'      9232  52434  9304  44433  52435  9382
-CONVEX 22593    'GT_PK(2,2)'      9304  52436  9455  52435  44440  9382
-CONVEX 22594    'GT_PK(2,2)'      9304  52434  9232  52437  44434  9149
-CONVEX 22595    'GT_PK(2,2)'      9455  52436  9304  44438  52438  9377
-CONVEX 22596    'GT_PK(2,2)'      9185  52439  9110  52440  44449  9257
-CONVEX 22597    'GT_PK(2,2)'      9185  52441  9261  52442  52443  9112
-CONVEX 22598    'GT_PK(2,2)'      9110  52444  9032  44450  52445  9182
-CONVEX 22599    'GT_PK(2,2)'      9032  52446  9106  52445  44460  9182
-CONVEX 22600    'GT_PK(2,2)'      8955  52447  9032  52448  52449  8881
-CONVEX 22601    'GT_PK(2,2)'      9032  52447  8955  52446  52450  9106
-CONVEX 22602    'GT_PK(2,2)'      8645  52451  8723  52452  52453  8570
-CONVEX 22603    'GT_PK(2,2)'      8645  52454  8796  52451  52455  8723
-CONVEX 22604    'GT_PK(2,2)'      8491  52456  8645  52457  52452  8570
-CONVEX 22605    'GT_PK(2,2)'      8796  52454  8645  44463  52458  8719
-CONVEX 22606    'GT_PK(2,2)'      8645  52459  8565  52458  35034  8719
-CONVEX 22607    'GT_PK(2,2)'      8645  52456  8491  52459  44443  8565
-CONVEX 22608    'GT_PK(2,2)'      8801  52460  8881  52461  35046  8728
-CONVEX 22609    'GT_PK(2,2)'      8801  52462  8955  52460  52448  8881
-CONVEX 22610    'GT_PK(2,2)'      8876  52463  8796  52464  44464  8951
-CONVEX 22611    'GT_PK(2,2)'      8796  52463  8876  52455  52465  8723
-CONVEX 22612    'GT_PK(2,2)'      8876  52466  8801  52465  52467  8723
-CONVEX 22613    'GT_PK(2,2)'      8801  52466  8876  52462  52468  8955
-CONVEX 22614    'GT_PK(2,2)'      9106  52469  9029  44459  52470  9179
-CONVEX 22615    'GT_PK(2,2)'      8955  52471  9029  52450  52469  9106
-CONVEX 22616    'GT_PK(2,2)'      8876  52472  9029  52468  52471  8955
-CONVEX 22617    'GT_PK(2,2)'      9029  52472  8876  52473  52464  8951
-CONVEX 22618    'GT_PK(2,2)'      8715  52474  8636  52475  43738  8788
-CONVEX 22619    'GT_PK(2,2)'      8715  52476  8563  52474  52477  8636
-CONVEX 22620    'GT_PK(2,2)'      8715  52478  8793  52479  44466  8643
-CONVEX 22621    'GT_PK(2,2)'      8563  52476  8715  51926  52479  8643
-CONVEX 22622    'GT_PK(2,2)'      9029  52480  9103  52470  52481  9179
-CONVEX 22623    'GT_PK(2,2)'      9103  52480  9029  52482  52473  8951
-CONVEX 22624    'GT_PK(2,2)'      9020  52483  9099  52484  52485  8946
-CONVEX 22625    'GT_PK(2,2)'      9025  52486  8872  52487  44469  8946
-CONVEX 22626    'GT_PK(2,2)'      9099  52488  9025  52485  52487  8946
-CONVEX 22627    'GT_PK(2,2)'      8872  52486  9025  44465  52489  8951
-CONVEX 22628    'GT_PK(2,2)'      9025  52490  9103  52489  52482  8951
-CONVEX 22629    'GT_PK(2,2)'      8771  52491  8694  52492  44504  8618
-CONVEX 22630    'GT_PK(2,2)'      8771  52493  8842  52494  52495  8920
-CONVEX 22631    'GT_PK(2,2)'      8919  52496  8843  52497  52498  8994
-CONVEX 22632    'GT_PK(2,2)'      8843  52499  8695  52500  44510  8773
-CONVEX 22633    'GT_PK(2,2)'      8994  52498  8843  17675  52501  8921
-CONVEX 22634    'GT_PK(2,2)'      8843  52500  8773  52501  25660  8921
-CONVEX 22635    'GT_PK(2,2)'      9071  52502  9143  52503  44514  9221
-CONVEX 22636    'GT_PK(2,2)'      9071  52504  8995  52505  52506  8920
-CONVEX 22637    'GT_PK(2,2)'      9143  52507  9069  44513  52508  9219
-CONVEX 22638    'GT_PK(2,2)'      9069  52509  9142  52508  16459  9219
-CONVEX 22639    'GT_PK(2,2)'      9069  52510  8994  52509  17676  9142
-CONVEX 22640    'GT_PK(2,2)'      9069  52511  8919  52510  52497  8994
-CONVEX 22641    'GT_PK(2,2)'      9299  52512  9451  52513  52514  9377
-CONVEX 22642    'GT_PK(2,2)'      9451  52515  9527  52514  44437  9377
-CONVEX 22643    'GT_PK(2,2)'      9527  52515  9451  44429  52516  9600
-CONVEX 22644    'GT_PK(2,2)'      9600  52516  9451  43705  52517  9525
-CONVEX 22645    'GT_PK(2,2)'      9451  52518  9374  52517  51900  9525
-CONVEX 22646    'GT_PK(2,2)'      9451  52512  9299  52518  44516  9374
-CONVEX 22647    'GT_PK(2,2)'      9224  52519  9299  52520  52513  9377
-CONVEX 22648    'GT_PK(2,2)'      9224  52521  9304  52522  52437  9149
-CONVEX 22649    'GT_PK(2,2)'      9304  52521  9224  52438  52520  9377
-CONVEX 22650    'GT_PK(2,2)'      8540  52523  8693  44604  52524  8618
-CONVEX 22651    'GT_PK(2,2)'      8693  52525  8771  52524  52492  8618
-CONVEX 22652    'GT_PK(2,2)'      8771  52525  8693  52493  52526  8842
-CONVEX 22653    'GT_PK(2,2)'      8693  52523  8540  52527  35170  8619
-CONVEX 22654    'GT_PK(2,2)'      8256  52528  8328  52529  44549  8407
-CONVEX 22655    'GT_PK(2,2)'      8125  52530  8256  44534  52531  8196
-CONVEX 22656    'GT_PK(2,2)'      8196  52531  8256  20541  52532  8333
-CONVEX 22657    'GT_PK(2,2)'      8256  52529  8407  52532  52533  8333
-CONVEX 22658    'GT_PK(2,2)'      8048  52534  8194  44547  52535  8125
-CONVEX 22659    'GT_PK(2,2)'      8194  52536  8256  52535  52530  8125
-CONVEX 22660    'GT_PK(2,2)'      8256  52536  8194  52528  52537  8328
-CONVEX 22661    'GT_PK(2,2)'      8328  52537  8194  44551  52538  8253
-CONVEX 22662    'GT_PK(2,2)'      8194  52539  8128  52538  44554  8253
-CONVEX 22663    'GT_PK(2,2)'      8128  52539  8194  44556  52534  8048
-CONVEX 22664    'GT_PK(2,2)'      7981  52540  7909  44560  52541  8059
-CONVEX 22665    'GT_PK(2,2)'      7909  52542  7758  52543  25726  7835
-CONVEX 22666    'GT_PK(2,2)'      7986  52544  7909  51791  52543  7835
-CONVEX 22667    'GT_PK(2,2)'      7909  52544  7986  52541  51781  8059
-CONVEX 22668    'GT_PK(2,2)'      7159  52545  7310  44614  52546  7234
-CONVEX 22669    'GT_PK(2,2)'      7461  52547  7310  52548  52549  7387
-CONVEX 22670    'GT_PK(2,2)'      7830  52550  7682  52551  44621  7758
-CONVEX 22671    'GT_PK(2,2)'      7909  52552  7830  52542  52551  7758
-CONVEX 22672    'GT_PK(2,2)'      7830  52552  7909  52553  52540  7981
-CONVEX 22673    'GT_PK(2,2)'      7830  52553  7981  52554  44558  7903
-CONVEX 22674    'GT_PK(2,2)'      7751  52555  7830  26407  52554  7903
-CONVEX 22675    'GT_PK(2,2)'      7682  52550  7830  44615  52555  7751
-CONVEX 22676    'GT_PK(2,2)'      7234  52556  7385  35173  52557  7305
-CONVEX 22677    'GT_PK(2,2)'      7385  52558  7457  52557  44624  7305
-CONVEX 22678    'GT_PK(2,2)'      7310  52559  7385  52546  52556  7234
-CONVEX 22679    'GT_PK(2,2)'      7385  52559  7310  52560  52547  7461
-CONVEX 22680    'GT_PK(2,2)'      8202  52561  8113  52562  52563  8269
-CONVEX 22681    'GT_PK(2,2)'      8113  52564  7962  52565  44642  8039
-CONVEX 22682    'GT_PK(2,2)'      8035  52566  8113  44646  52561  8202
-CONVEX 22683    'GT_PK(2,2)'      8113  52566  8035  52564  44648  7962
-CONVEX 22684    'GT_PK(2,2)'      8200  52567  8113  20574  52565  8039
-CONVEX 22685    'GT_PK(2,2)'      8113  52567  8200  52563  20575  8269
-CONVEX 22686    'GT_PK(2,2)'      5287  52568  5144  52569  44649  5217
-CONVEX 22687    'GT_PK(2,2)'      5431  52570  5287  26466  52571  5361
-CONVEX 22688    'GT_PK(2,2)'      5287  52569  5217  52571  35221  5361
-CONVEX 22689    'GT_PK(2,2)'      5358  52572  5287  35392  52570  5431
-CONVEX 22690    'GT_PK(2,2)'      5287  52572  5358  52573  35388  5215
-CONVEX 22691    'GT_PK(2,2)'      5144  52568  5287  44653  52573  5215
-CONVEX 22692    'GT_PK(2,2)'      6017  52574  6165  52575  44670  6089
-CONVEX 22693    'GT_PK(2,2)'      5942  52576  6017  40323  52575  6089
-CONVEX 22694    'GT_PK(2,2)'      6017  52576  5942  52577  40324  5869
-CONVEX 22695    'GT_PK(2,2)'      6017  52577  5869  52578  35258  5945
-CONVEX 22696    'GT_PK(2,2)'      6093  52579  6017  35255  52578  5945
-CONVEX 22697    'GT_PK(2,2)'      6165  52574  6017  44669  52579  6093
-CONVEX 22698    'GT_PK(2,2)'      2870  52580  2807  52581  44685  2748
-CONVEX 22699    'GT_PK(2,2)'      2992  52582  2870  35331  52583  2932
-CONVEX 22700    'GT_PK(2,2)'      2870  52584  2809  52583  35689  2932
-CONVEX 22701    'GT_PK(2,2)'      2870  52581  2748  52584  35270  2809
-CONVEX 22702    'GT_PK(2,2)'      2807  52585  2930  44688  52586  2868
-CONVEX 22703    'GT_PK(2,2)'      2990  52587  2930  26507  52588  3055
-CONVEX 22704    'GT_PK(2,2)'      2930  52587  2990  52586  26503  2868
-CONVEX 22705    'GT_PK(2,2)'      2930  52589  2992  52588  20603  3055
-CONVEX 22706    'GT_PK(2,2)'      2930  52590  2870  52589  52582  2992
-CONVEX 22707    'GT_PK(2,2)'      2870  52590  2930  52580  52585  2807
-CONVEX 22708    'GT_PK(2,2)'      2001  52591  2055  52592  44697  2114
-CONVEX 22709    'GT_PK(2,2)'      2058  52593  2001  35312  52592  2114
-CONVEX 22710    'GT_PK(2,2)'      2001  52593  2058  52594  35316  1947
-CONVEX 22711    'GT_PK(2,2)'      2055  52591  2001  44700  52595  1945
-CONVEX 22712    'GT_PK(2,2)'      1945  52595  2001  20800  52596  1890
-CONVEX 22713    'GT_PK(2,2)'      2001  52594  1947  52596  35306  1890
-CONVEX 22714    'GT_PK(2,2)'      3057  52597  3120  35328  52598  3182
-CONVEX 22715    'GT_PK(2,2)'      3120  52599  3247  52598  45164  3182
-CONVEX 22716    'GT_PK(2,2)'      2994  52600  3120  45152  52597  3057
-CONVEX 22717    'GT_PK(2,2)'      3120  52600  2994  52601  45156  3059
-CONVEX 22718    'GT_PK(2,2)'      3375  52602  3312  44705  52603  3441
-CONVEX 22719    'GT_PK(2,2)'      3247  52604  3312  45166  52602  3375
-CONVEX 22720    'GT_PK(2,2)'      3690  52605  3757  52606  44714  3823
-CONVEX 22721    'GT_PK(2,2)'      3690  52606  3823  52607  35411  3755
-CONVEX 22722    'GT_PK(2,2)'      3623  52608  3690  52609  52607  3755
-CONVEX 22723    'GT_PK(2,2)'      3690  52608  3623  52610  52611  3558
-CONVEX 22724    'GT_PK(2,2)'      3623  52612  3490  52611  52613  3558
-CONVEX 22725    'GT_PK(2,2)'      2863  52614  2740  52615  20617  2802
-CONVEX 22726    'GT_PK(2,2)'      2926  52616  2863  35354  52615  2802
-CONVEX 22727    'GT_PK(2,2)'      2740  52614  2863  26510  52617  2799
-CONVEX 22728    'GT_PK(2,2)'      2863  52618  2923  52617  44717  2799
-CONVEX 22729    'GT_PK(2,2)'      2923  52619  2983  44716  52620  2860
-CONVEX 22730    'GT_PK(2,2)'      2983  52621  3109  52622  52623  3046
-CONVEX 22731    'GT_PK(2,2)'      2983  52624  3048  52621  52625  3109
-CONVEX 22732    'GT_PK(2,2)'      2983  52619  2923  52624  52626  3048
-CONVEX 22733    'GT_PK(2,2)'      2920  52627  2983  45311  52622  3046
-CONVEX 22734    'GT_PK(2,2)'      2983  52627  2920  52620  52628  2860
-CONVEX 22735    'GT_PK(2,2)'      1731  52629  1784  44737  52630  1836
-CONVEX 22736    'GT_PK(2,2)'      1839  52631  1784  45452  52632  1733
-CONVEX 22737    'GT_PK(2,2)'      1733  52632  1784  36009  52633  1681
-CONVEX 22738    'GT_PK(2,2)'      1784  52629  1731  52633  44740  1681
-CONVEX 22739    'GT_PK(2,2)'      1784  52634  1891  52630  26977  1836
-CONVEX 22740    'GT_PK(2,2)'      1784  52631  1839  52634  45454  1891
-CONVEX 22741    'GT_PK(2,2)'      6154  52635  6005  40406  52636  6081
-CONVEX 22742    'GT_PK(2,2)'      6005  52637  5933  52636  44749  6081
-CONVEX 22743    'GT_PK(2,2)'      5933  52637  6005  52638  52639  5859
-CONVEX 22744    'GT_PK(2,2)'      6078  52640  6005  40439  52635  6154
-CONVEX 22745    'GT_PK(2,2)'      5859  52639  6005  44753  52641  5931
-CONVEX 22746    'GT_PK(2,2)'      6005  52640  6078  52641  52642  5931
-CONVEX 22747    'GT_PK(2,2)'      5787  52643  5933  52644  52638  5859
-CONVEX 22748    'GT_PK(2,2)'      5715  52645  5787  35382  52646  5643
-CONVEX 22749    'GT_PK(2,2)'      5861  52647  5787  52648  52645  5715
-CONVEX 22750    'GT_PK(2,2)'      5933  52643  5787  44750  52647  5861
-CONVEX 22751    'GT_PK(2,2)'      5784  52649  5710  52650  52651  5639
-CONVEX 22752    'GT_PK(2,2)'      5784  52652  5713  44751  52653  5859
-CONVEX 22753    'GT_PK(2,2)'      5713  52654  5568  52655  40445  5643
-CONVEX 22754    'GT_PK(2,2)'      5568  52654  5713  52656  52657  5639
-CONVEX 22755    'GT_PK(2,2)'      5713  52652  5784  52657  52650  5639
-CONVEX 22756    'GT_PK(2,2)'      5787  52658  5713  52646  52655  5643
-CONVEX 22757    'GT_PK(2,2)'      5713  52658  5787  52653  52644  5859
-CONVEX 22758    'GT_PK(2,2)'      5864  52659  5718  52660  44755  5793
-CONVEX 22759    'GT_PK(2,2)'      5864  52660  5793  52661  20627  5940
-CONVEX 22760    'GT_PK(2,2)'      6011  52662  5864  23623  52661  5940
-CONVEX 22761    'GT_PK(2,2)'      5864  52662  6011  52663  23629  5937
-CONVEX 22762    'GT_PK(2,2)'      5791  52664  5861  52665  52648  5715
-CONVEX 22763    'GT_PK(2,2)'      5861  52664  5791  40411  52666  5937
-CONVEX 22764    'GT_PK(2,2)'      5791  52667  5864  52666  52663  5937
-CONVEX 22765    'GT_PK(2,2)'      5864  52667  5791  52659  52668  5718
-CONVEX 22766    'GT_PK(2,2)'      4104  52669  4038  52670  35458  4174
-CONVEX 22767    'GT_PK(2,2)'      4241  52671  4104  44773  52670  4174
-CONVEX 22768    'GT_PK(2,2)'      4102  52672  4172  35468  52673  4239
-CONVEX 22769    'GT_PK(2,2)'      4036  52674  4172  26585  52672  4102
-CONVEX 22770    'GT_PK(2,2)'      4104  52675  4172  52676  52674  4036
-CONVEX 22771    'GT_PK(2,2)'      4172  52675  4104  52677  52671  4241
-CONVEX 22772    'GT_PK(2,2)'      5010  17278  4937  52678  35456  4867
-CONVEX 22773    'GT_PK(2,2)'      4939  52679  5010  44776  52678  4867
-CONVEX 22774    'GT_PK(2,2)'      4662  52680  4732  44851  52681  4591
-CONVEX 22775    'GT_PK(2,2)'      4732  52682  4803  52683  52684  4872
-CONVEX 22776    'GT_PK(2,2)'      4732  52680  4662  52682  52685  4803
-CONVEX 22777    'GT_PK(2,2)'      4801  52686  4732  52687  52683  4872
-CONVEX 22778    'GT_PK(2,2)'      4869  52688  4939  52689  44775  4798
-CONVEX 22779    'GT_PK(2,2)'      4729  52690  4869  44779  52689  4798
-CONVEX 22780    'GT_PK(2,2)'      4939  52688  4869  52691  52692  5012
-CONVEX 22781    'GT_PK(2,2)'      4801  52693  4869  52694  52690  4729
-CONVEX 22782    'GT_PK(2,2)'      5364  52695  5437  52696  44782  5508
-CONVEX 22783    'GT_PK(2,2)'      5433  52697  5364  35244  52696  5508
-CONVEX 22784    'GT_PK(2,2)'      5364  52697  5433  52698  26458  5291
-CONVEX 22785    'GT_PK(2,2)'      3971  52699  3902  44790  52700  3836
-CONVEX 22786    'GT_PK(2,2)'      3902  52699  3971  52701  44787  4038
-CONVEX 22787    'GT_PK(2,2)'      3769  52702  3701  52703  26716  3636
-CONVEX 22788    'GT_PK(2,2)'      3769  52704  3834  52702  44786  3701
-CONVEX 22789    'GT_PK(2,2)'      3769  52705  3902  52704  52706  3834
-CONVEX 22790    'GT_PK(2,2)'      3703  52707  3769  44711  52703  3636
-CONVEX 22791    'GT_PK(2,2)'      3769  52707  3703  52708  26500  3836
-CONVEX 22792    'GT_PK(2,2)'      3902  52705  3769  52700  52708  3836
-CONVEX 22793    'GT_PK(2,2)'      3180  52709  3243  35348  52710  3116
-CONVEX 22794    'GT_PK(2,2)'      3243  52709  3180  52711  35352  3308
-CONVEX 22795    'GT_PK(2,2)'      3960  52712  3825  35489  52713  3893
-CONVEX 22796    'GT_PK(2,2)'      3825  52712  3960  52714  35423  3891
-CONVEX 22797    'GT_PK(2,2)'      3757  52715  3825  44715  52714  3891
-CONVEX 22798    'GT_PK(2,2)'      3692  52716  3825  52717  52715  3757
-CONVEX 22799    'GT_PK(2,2)'      3762  52718  3830  52719  35475  3896
-CONVEX 22800    'GT_PK(2,2)'      3762  52720  3697  52718  44800  3830
-CONVEX 22801    'GT_PK(2,2)'      3828  52721  3762  44795  52719  3896
-CONVEX 22802    'GT_PK(2,2)'      4438  52722  4509  52723  44815  4576
-CONVEX 22803    'GT_PK(2,2)'      4438  52723  4576  52724  35418  4505
-CONVEX 22804    'GT_PK(2,2)'      4367  52725  4438  26801  52724  4505
-CONVEX 22805    'GT_PK(2,2)'      4438  52725  4367  52726  26797  4300
-CONVEX 22806    'GT_PK(2,2)'      4440  52727  4303  52728  44818  4373
-CONVEX 22807    'GT_PK(2,2)'      4511  52729  4440  44821  52728  4373
-CONVEX 22808    'GT_PK(2,2)'      4370  52730  4438  52731  52726  4300
-CONVEX 22809    'GT_PK(2,2)'      4438  52730  4370  52722  52732  4509
-CONVEX 22810    'GT_PK(2,2)'      4370  52733  4440  52732  52734  4509
-CONVEX 22811    'GT_PK(2,2)'      4440  52733  4370  52727  52735  4303
-CONVEX 22812    'GT_PK(2,2)'      4651  52736  4511  52737  44820  4581
-CONVEX 22813    'GT_PK(2,2)'      4722  52738  4651  35225  52737  4581
-CONVEX 22814    'GT_PK(2,2)'      4651  52738  4722  52739  35222  4790
-CONVEX 22815    'GT_PK(2,2)'      4651  52739  4790  52740  26449  4718
-CONVEX 22816    'GT_PK(2,2)'      5888  52741  5965  49453  35510  6037
-CONVEX 22817    'GT_PK(2,2)'      5530  52742  5600  52743  52744  5455
-CONVEX 22818    'GT_PK(2,2)'      5600  52745  5674  47040  26618  5745
-CONVEX 22819    'GT_PK(2,2)'      5600  52742  5530  52745  44857  5674
-CONVEX 22820    'GT_PK(2,2)'      5965  52746  6040  35509  52747  6113
-CONVEX 22821    'GT_PK(2,2)'      5891  52748  6040  52749  52746  5965
-CONVEX 22822    'GT_PK(2,2)'      6113  52747  6040  26623  52750  6187
-CONVEX 22823    'GT_PK(2,2)'      6040  52748  5891  52751  44824  5967
-CONVEX 22824    'GT_PK(2,2)'      6040  52752  6115  52750  26611  6187
-CONVEX 22825    'GT_PK(2,2)'      6115  52752  6040  26608  52751  5967
-CONVEX 22826    'GT_PK(2,2)'      6255  52753  6330  52754  25746  6402
-CONVEX 22827    'GT_PK(2,2)'      6327  52755  6255  34131  52754  6402
-CONVEX 22828    'GT_PK(2,2)'      6179  52756  6255  44842  52755  6327
-CONVEX 22829    'GT_PK(2,2)'      6255  52756  6179  52757  41568  6108
-CONVEX 22830    'GT_PK(2,2)'      6330  52758  6182  20305  52759  6257
-CONVEX 22831    'GT_PK(2,2)'      6182  52760  6110  52759  35507  6257
-CONVEX 22832    'GT_PK(2,2)'      6255  52761  6182  52753  52758  6330
-CONVEX 22833    'GT_PK(2,2)'      6182  52761  6255  52762  52757  6108
-CONVEX 22834    'GT_PK(2,2)'      5298  52763  5371  17250  44837  5441
-CONVEX 22835    'GT_PK(2,2)'      5371  52764  5300  44838  52765  5444
-CONVEX 22836    'GT_PK(2,2)'      5300  52766  5373  52765  44835  5444
-CONVEX 22837    'GT_PK(2,2)'      5373  52766  5300  44873  52767  5229
-CONVEX 22838    'GT_PK(2,2)'      5808  52768  5881  35522  52769  5955
-CONVEX 22839    'GT_PK(2,2)'      5736  52770  5881  44841  52768  5808
-CONVEX 22840    'GT_PK(2,2)'      4736  52771  4805  44904  52772  4664
-CONVEX 22841    'GT_PK(2,2)'      4805  52771  4736  52773  44866  4877
-CONVEX 22842    'GT_PK(2,2)'      4874  52774  4944  52775  52776  4803
-CONVEX 22843    'GT_PK(2,2)'      5014  52777  4944  52778  52779  5086
-CONVEX 22844    'GT_PK(2,2)'      5086  52779  4944  52780  52781  5017
-CONVEX 22845    'GT_PK(2,2)'      4944  52774  4874  52781  52782  5017
-CONVEX 22846    'GT_PK(2,2)'      4803  52776  4944  52684  52783  4872
-CONVEX 22847    'GT_PK(2,2)'      4944  52777  5014  52783  52784  4872
-CONVEX 22848    'GT_PK(2,2)'      4734  52785  4593  52786  35531  4664
-CONVEX 22849    'GT_PK(2,2)'      4805  52787  4734  52772  52786  4664
-CONVEX 22850    'GT_PK(2,2)'      4734  52787  4805  52788  52789  4874
-CONVEX 22851    'GT_PK(2,2)'      4734  52788  4874  52790  52775  4803
-CONVEX 22852    'GT_PK(2,2)'      4662  52791  4734  52685  52790  4803
-CONVEX 22853    'GT_PK(2,2)'      4734  52791  4662  52785  44853  4593
-CONVEX 22854    'GT_PK(2,2)'      5236  46766  5308  52792  52793  5163
-CONVEX 22855    'GT_PK(2,2)'      5161  52794  5234  44860  17245  5304
-CONVEX 22856    'GT_PK(2,2)'      5308  17232  5234  52793  52795  5163
-CONVEX 22857    'GT_PK(2,2)'      5019  52796  5161  52797  44861  5089
-CONVEX 22858    'GT_PK(2,2)'      5158  52798  5302  52799  44872  5229
-CONVEX 22859    'GT_PK(2,2)'      5158  52800  5086  52801  52780  5017
-CONVEX 22860    'GT_PK(2,2)'      5086  52800  5158  52802  52799  5229
-CONVEX 22861    'GT_PK(2,2)'      5089  52803  5158  52804  52801  5017
-CONVEX 22862    'GT_PK(2,2)'      5231  52805  5158  44862  52803  5089
-CONVEX 22863    'GT_PK(2,2)'      5302  52798  5158  44876  52805  5231
-CONVEX 22864    'GT_PK(2,2)'      4247  52806  4386  52807  44899  4316
-CONVEX 22865    'GT_PK(2,2)'      4247  52808  4178  52809  44878  4111
-CONVEX 22866    'GT_PK(2,2)'      4178  52808  4247  44879  52807  4316
-CONVEX 22867    'GT_PK(2,2)'      4183  52810  4320  52811  52812  4249
-CONVEX 22868    'GT_PK(2,2)'      4320  52810  4183  52813  52814  4251
-CONVEX 22869    'GT_PK(2,2)'      4320  52815  4390  52816  52817  4458
-CONVEX 22870    'GT_PK(2,2)'      4390  52815  4320  52818  52813  4251
-CONVEX 22871    'GT_PK(2,2)'      4456  52819  4388  44906  52820  4527
-CONVEX 22872    'GT_PK(2,2)'      4320  52821  4388  52812  52822  4249
-CONVEX 22873    'GT_PK(2,2)'      4527  52820  4388  44930  52823  4458
-CONVEX 22874    'GT_PK(2,2)'      4388  52821  4320  52823  52816  4458
-CONVEX 22875    'GT_PK(2,2)'      5314  52824  5240  52825  44909  5170
-CONVEX 22876    'GT_PK(2,2)'      5242  52826  5314  51793  52825  5170
-CONVEX 22877    'GT_PK(2,2)'      5314  52827  5386  52828  43523  5457
-CONVEX 22878    'GT_PK(2,2)'      5314  52826  5242  52827  51795  5386
-CONVEX 22879    'GT_PK(2,2)'      5384  52829  5530  52830  52743  5455
-CONVEX 22880    'GT_PK(2,2)'      5314  52831  5384  52824  52832  5240
-CONVEX 22881    'GT_PK(2,2)'      5530  52829  5384  44855  52833  5457
-CONVEX 22882    'GT_PK(2,2)'      5384  52831  5314  52833  52828  5457
-CONVEX 22883    'GT_PK(2,2)'      5312  52834  5384  52835  52830  5455
-CONVEX 22884    'GT_PK(2,2)'      5384  52834  5312  52832  52836  5240
-CONVEX 22885    'GT_PK(2,2)'      4886  52837  4816  44917  52838  4956
-CONVEX 22886    'GT_PK(2,2)'      4747  52839  4816  44923  52840  4675
-CONVEX 22887    'GT_PK(2,2)'      4398  52841  4466  52842  52843  4328
-CONVEX 22888    'GT_PK(2,2)'      4535  52844  4466  44924  52845  4606
-CONVEX 22889    'GT_PK(2,2)'      4466  52846  4396  52843  52847  4328
-CONVEX 22890    'GT_PK(2,2)'      4466  52844  4535  52846  52848  4396
-CONVEX 22891    'GT_PK(2,2)'      4537  52849  4468  52850  35557  4608
-CONVEX 22892    'GT_PK(2,2)'      4468  52849  4537  44974  52851  4398
-CONVEX 22893    'GT_PK(2,2)'      4537  52852  4466  52851  52841  4398
-CONVEX 22894    'GT_PK(2,2)'      4466  52852  4537  52845  52853  4606
-CONVEX 22895    'GT_PK(2,2)'      4257  52854  4191  52855  52856  4328
-CONVEX 22896    'GT_PK(2,2)'      4396  52857  4257  52847  52855  4328
-CONVEX 22897    'GT_PK(2,2)'      4257  52858  4326  52859  45186  4189
-CONVEX 22898    'GT_PK(2,2)'      4257  52857  4396  52858  52860  4326
-CONVEX 22899    'GT_PK(2,2)'      4956  52861  4888  44916  52862  5029
-CONVEX 22900    'GT_PK(2,2)'      4818  52863  4888  52864  52865  4747
-CONVEX 22901    'GT_PK(2,2)'      4816  52866  4888  52838  52861  4956
-CONVEX 22902    'GT_PK(2,2)'      4888  52866  4816  52865  52839  4747
-CONVEX 22903    'GT_PK(2,2)'      4888  52867  4959  52862  35553  5029
-CONVEX 22904    'GT_PK(2,2)'      4888  52863  4818  52867  44956  4959
-CONVEX 22905    'GT_PK(2,2)'      4531  52868  4462  52869  52870  4602
-CONVEX 22906    'GT_PK(2,2)'      4462  52868  4531  52871  52872  4392
-CONVEX 22907    'GT_PK(2,2)'      4745  52873  4604  52874  44927  4675
-CONVEX 22908    'GT_PK(2,2)'      4816  52875  4745  52840  52874  4675
-CONVEX 22909    'GT_PK(2,2)'      4745  52875  4816  52876  52837  4886
-CONVEX 22910    'GT_PK(2,2)'      4745  52876  4886  52877  44920  4814
-CONVEX 22911    'GT_PK(2,2)'      4673  52878  4745  52879  52877  4814
-CONVEX 22912    'GT_PK(2,2)'      4745  52878  4673  52873  52880  4604
-CONVEX 22913    'GT_PK(2,2)'      4326  52881  4464  45185  52882  4394
-CONVEX 22914    'GT_PK(2,2)'      4396  52883  4464  52860  52881  4326
-CONVEX 22915    'GT_PK(2,2)'      4535  52884  4464  52848  52883  4396
-CONVEX 22916    'GT_PK(2,2)'      4604  52885  4464  44926  52884  4535
-CONVEX 22917    'GT_PK(2,2)'      4811  52886  4743  52887  52888  4883
-CONVEX 22918    'GT_PK(2,2)'      4673  52889  4743  52890  52891  4602
-CONVEX 22919    'GT_PK(2,2)'      4883  52888  4743  35538  52892  4814
-CONVEX 22920    'GT_PK(2,2)'      4743  52889  4673  52892  52879  4814
-CONVEX 22921    'GT_PK(2,2)'      4667  52893  4738  44865  52894  4807
-CONVEX 22922    'GT_PK(2,2)'      4598  52895  4738  44931  52893  4667
-CONVEX 22923    'GT_PK(2,2)'      4738  52896  4879  52894  52897  4807
-CONVEX 22924    'GT_PK(2,2)'      4738  52895  4598  52898  52899  4669
-CONVEX 22925    'GT_PK(2,2)'      3524  52900  3461  52901  52902  3591
-CONVEX 22926    'GT_PK(2,2)'      3322  52903  3259  44936  52904  3386
-CONVEX 22927    'GT_PK(2,2)'      3259  52905  3324  52904  52906  3386
-CONVEX 22928    'GT_PK(2,2)'      3259  52907  3132  52908  26683  3196
-CONVEX 22929    'GT_PK(2,2)'      3324  52905  3259  52909  52908  3196
-CONVEX 22930    'GT_PK(2,2)'      3257  52910  3322  52911  44933  3384
-CONVEX 22931    'GT_PK(2,2)'      3517  52912  3583  52913  44938  3648
-CONVEX 22932    'GT_PK(2,2)'      3517  52914  3451  52915  44935  3386
-CONVEX 22933    'GT_PK(2,2)'      3517  52913  3648  52916  52917  3581
-CONVEX 22934    'GT_PK(2,2)'      3451  52914  3517  52918  52916  3581
-CONVEX 22935    'GT_PK(2,2)'      3324  52919  3453  52906  52920  3386
-CONVEX 22936    'GT_PK(2,2)'      3453  52921  3517  52920  52915  3386
-CONVEX 22937    'GT_PK(2,2)'      3517  52921  3453  52912  52922  3583
-CONVEX 22938    'GT_PK(2,2)'      3583  52922  3453  52923  52924  3519
-CONVEX 22939    'GT_PK(2,2)'      3453  52925  3388  52924  45056  3519
-CONVEX 22940    'GT_PK(2,2)'      3388  52925  3453  52926  52919  3324
-CONVEX 22941    'GT_PK(2,2)'      3520  52927  3455  52928  44941  3390
-CONVEX 22942    'GT_PK(2,2)'      3719  52929  3786  52930  45192  3852
-CONVEX 22943    'GT_PK(2,2)'      3719  52931  3654  52929  44945  3786
-CONVEX 22944    'GT_PK(2,2)'      3785  52932  3719  52933  52930  3852
-CONVEX 22945    'GT_PK(2,2)'      3719  52932  3785  52934  52935  3652
-CONVEX 22946    'GT_PK(2,2)'      3785  52936  3717  52935  52937  3652
-CONVEX 22947    'GT_PK(2,2)'      3717  52936  3785  44947  52938  3850
-CONVEX 22948    'GT_PK(2,2)'      3650  52939  3717  52940  44948  3783
-CONVEX 22949    'GT_PK(2,2)'      3650  52941  3583  52942  52923  3519
-CONVEX 22950    'GT_PK(2,2)'      3715  52943  3650  52944  52940  3783
-CONVEX 22951    'GT_PK(2,2)'      3583  52941  3650  44937  52943  3715
-CONVEX 22952    'GT_PK(2,2)'      3717  52945  3585  52937  52946  3652
-CONVEX 22953    'GT_PK(2,2)'      3585  52947  3520  52946  52948  3652
-CONVEX 22954    'GT_PK(2,2)'      3520  52947  3585  52927  52949  3455
-CONVEX 22955    'GT_PK(2,2)'      3455  52949  3585  45057  52950  3519
-CONVEX 22956    'GT_PK(2,2)'      3585  52951  3650  52950  52942  3519
-CONVEX 22957    'GT_PK(2,2)'      3650  52951  3585  52939  52945  3717
-CONVEX 22958    'GT_PK(2,2)'      4749  52952  4677  44964  52953  4608
-CONVEX 22959    'GT_PK(2,2)'      4818  52954  4677  44958  52952  4749
-CONVEX 22960    'GT_PK(2,2)'      4677  52955  4537  52953  52850  4608
-CONVEX 22961    'GT_PK(2,2)'      4677  52954  4818  52956  52864  4747
-CONVEX 22962    'GT_PK(2,2)'      4677  52956  4747  52957  44921  4606
-CONVEX 22963    'GT_PK(2,2)'      4537  52955  4677  52853  52957  4606
-CONVEX 22964    'GT_PK(2,2)'      4330  52958  4261  44972  52959  4400
-CONVEX 22965    'GT_PK(2,2)'      4261  52960  4332  52959  44983  4400
-CONVEX 22966    'GT_PK(2,2)'      4332  52960  4261  44979  37607  4195
-CONVEX 22967    'GT_PK(2,2)'      4265  52961  4404  52962  33090  4334
-CONVEX 22968    'GT_PK(2,2)'      4197  52963  4265  35560  52962  4334
-CONVEX 22969    'GT_PK(2,2)'      4267  52964  4199  52965  52966  4131
-CONVEX 22970    'GT_PK(2,2)'      4267  52967  4338  52968  42514  4406
-CONVEX 22971    'GT_PK(2,2)'      4200  52969  4267  50906  52965  4131
-CONVEX 22972    'GT_PK(2,2)'      4267  52969  4200  52967  50907  4338
-CONVEX 22973    'GT_PK(2,2)'      3926  52970  4062  50894  52971  3993
-CONVEX 22974    'GT_PK(2,2)'      4199  52972  4062  52966  52973  4131
-CONVEX 22975    'GT_PK(2,2)'      4062  52974  3995  52973  50899  4131
-CONVEX 22976    'GT_PK(2,2)'      3995  52974  4062  50901  52970  3926
-CONVEX 22977    'GT_PK(2,2)'      2951  52975  3012  52976  45054  3073
-CONVEX 22978    'GT_PK(2,2)'      2951  52977  3010  52978  26689  2891
-CONVEX 22979    'GT_PK(2,2)'      2951  52976  3073  52977  35646  3010
-CONVEX 22980    'GT_PK(2,2)'      2826  52979  2951  52980  52978  2891
-CONVEX 22981    'GT_PK(2,2)'      3012  52975  2951  45043  52981  2890
-CONVEX 22982    'GT_PK(2,2)'      2951  52979  2826  52981  45077  2890
-CONVEX 22983    'GT_PK(2,2)'      3200  52982  3328  52983  45044  3263
-CONVEX 22984    'GT_PK(2,2)'      3136  52984  3200  45051  52983  3263
-CONVEX 22985    'GT_PK(2,2)'      3328  52982  3200  45048  52985  3265
-CONVEX 22986    'GT_PK(2,2)'      3200  52984  3136  52986  45053  3075
-CONVEX 22987    'GT_PK(2,2)'      3138  52987  3200  52988  52986  3075
-CONVEX 22988    'GT_PK(2,2)'      3200  52987  3138  52985  52989  3265
-CONVEX 22989    'GT_PK(2,2)'      3261  52990  3324  52991  52909  3196
-CONVEX 22990    'GT_PK(2,2)'      3261  52992  3388  52990  52926  3324
-CONVEX 22991    'GT_PK(2,2)'      3134  52993  3261  35649  52991  3196
-CONVEX 22992    'GT_PK(2,2)'      3388  52992  3261  45058  52994  3326
-CONVEX 22993    'GT_PK(2,2)'      3326  52994  3261  35642  52995  3198
-CONVEX 22994    'GT_PK(2,2)'      3261  52993  3134  52995  35647  3198
-CONVEX 22995    'GT_PK(2,2)'      2827  52996  2767  52997  52998  2888
-CONVEX 22996    'GT_PK(2,2)'      2767  52996  2827  52999  53000  2705
-CONVEX 22997    'GT_PK(2,2)'      2706  53001  2766  53002  53003  2824
-CONVEX 22998    'GT_PK(2,2)'      2766  53004  2885  53003  45063  2824
-CONVEX 22999    'GT_PK(2,2)'      2766  53001  2706  53005  45062  2644
-CONVEX 23000    'GT_PK(2,2)'      2766  53006  2827  53004  53007  2885
-CONVEX 23001    'GT_PK(2,2)'      2705  53008  2766  26685  53005  2644
-CONVEX 23002    'GT_PK(2,2)'      2827  53006  2766  53000  53008  2705
-CONVEX 23003    'GT_PK(2,2)'      2885  53009  3005  45065  53010  2944
-CONVEX 23004    'GT_PK(2,2)'      3190  53011  3318  53012  53013  3253
-CONVEX 23005    'GT_PK(2,2)'      3190  53014  3128  53015  53016  3255
-CONVEX 23006    'GT_PK(2,2)'      3318  53011  3190  53017  53015  3255
-CONVEX 23007    'GT_PK(2,2)'      2939  53018  3063  53019  53020  2999
-CONVEX 23008    'GT_PK(2,2)'      3063  53018  2939  53021  45067  3001
-CONVEX 23009    'GT_PK(2,2)'      2877  53022  2939  53023  53019  2999
-CONVEX 23010    'GT_PK(2,2)'      2706  53024  2764  45061  53025  2645
-CONVEX 23011    'GT_PK(2,2)'      2764  53024  2706  53026  53002  2824
-CONVEX 23012    'GT_PK(2,2)'      2765  53027  2826  53028  52980  2891
-CONVEX 23013    'GT_PK(2,2)'      2765  53029  2703  53030  35652  2641
-CONVEX 23014    'GT_PK(2,2)'      2765  53030  2641  53031  35670  2702
-CONVEX 23015    'GT_PK(2,2)'      2826  53027  2765  45080  53031  2702
-CONVEX 23016    'GT_PK(2,2)'      2825  53032  2700  53033  35615  2762
-CONVEX 23017    'GT_PK(2,2)'      2825  53034  2763  53032  45081  2700
-CONVEX 23018    'GT_PK(2,2)'      2889  53035  2825  51017  53033  2762
-CONVEX 23019    'GT_PK(2,2)'      2825  53035  2889  53036  53037  2953
-CONVEX 23020    'GT_PK(2,2)'      2825  53036  2953  53038  45042  2890
-CONVEX 23021    'GT_PK(2,2)'      2763  53034  2825  45078  53038  2890
-CONVEX 23022    'GT_PK(2,2)'      2828  53039  2949  53040  45074  2888
-CONVEX 23023    'GT_PK(2,2)'      2767  53041  2828  52998  53040  2888
-CONVEX 23024    'GT_PK(2,2)'      2949  53039  2828  26690  53042  2891
-CONVEX 23025    'GT_PK(2,2)'      2828  53041  2767  53043  53044  2703
-CONVEX 23026    'GT_PK(2,2)'      2828  53045  2765  53042  53028  2891
-CONVEX 23027    'GT_PK(2,2)'      2765  53045  2828  53029  53043  2703
-CONVEX 23028    'GT_PK(2,2)'      2642  53046  2705  53047  26686  2582
-CONVEX 23029    'GT_PK(2,2)'      2642  53048  2767  53046  52999  2705
-CONVEX 23030    'GT_PK(2,2)'      2767  53048  2642  53044  53049  2703
-CONVEX 23031    'GT_PK(2,2)'      2521  53050  2642  35681  53047  2582
-CONVEX 23032    'GT_PK(2,2)'      2703  53049  2642  35653  53051  2580
-CONVEX 23033    'GT_PK(2,2)'      2642  53050  2521  53051  35677  2580
-CONVEX 23034    'GT_PK(2,2)'      2175  53052  2232  53053  45089  2290
-CONVEX 23035    'GT_PK(2,2)'      2175  53054  2117  53055  45445  2062
-CONVEX 23036    'GT_PK(2,2)'      2230  53056  2175  45141  53053  2290
-CONVEX 23037    'GT_PK(2,2)'      2117  53054  2175  45447  53056  2230
-CONVEX 23038    'GT_PK(2,2)'      2120  53057  2062  53058  26964  2007
-CONVEX 23039    'GT_PK(2,2)'      2232  53059  2120  45096  53060  2174
-CONVEX 23040    'GT_PK(2,2)'      2120  53061  2175  53057  53055  2062
-CONVEX 23041    'GT_PK(2,2)'      2175  53061  2120  53052  53059  2232
-CONVEX 23042    'GT_PK(2,2)'      2640  53062  2701  53063  53064  2758
-CONVEX 23043    'GT_PK(2,2)'      2701  53062  2640  53065  53066  2583
-CONVEX 23044    'GT_PK(2,2)'      2406  53067  2290  53068  45090  2350
-CONVEX 23045    'GT_PK(2,2)'      2406  53069  2348  53067  45140  2290
-CONVEX 23046    'GT_PK(2,2)'      2348  53069  2406  45145  53070  2463
-CONVEX 23047    'GT_PK(2,2)'      2291  53071  2349  45097  53072  2407
-CONVEX 23048    'GT_PK(2,2)'      2349  53071  2291  53073  45093  2229
-CONVEX 23049    'GT_PK(2,2)'      2287  53074  2349  53075  53073  2229
-CONVEX 23050    'GT_PK(2,2)'      2349  53074  2287  53076  53077  2405
-CONVEX 23051    'GT_PK(2,2)'      2002  53078  2059  53079  53080  1948
-CONVEX 23052    'GT_PK(2,2)'      2059  53078  2002  53081  53082  2112
-CONVEX 23053    'GT_PK(2,2)'      1682  53083  1632  53084  26939  1580
-CONVEX 23054    'GT_PK(2,2)'      1630  53085  1682  35953  53084  1580
-CONVEX 23055    'GT_PK(2,2)'      2059  53086  2005  53080  53087  1948
-CONVEX 23056    'GT_PK(2,2)'      2005  53086  2059  53088  53089  2116
-CONVEX 23057    'GT_PK(2,2)'      1889  53090  1835  53091  45109  1943
-CONVEX 23058    'GT_PK(2,2)'      1889  53091  1943  53092  45106  1999
-CONVEX 23059    'GT_PK(2,2)'      1732  53093  1630  53094  35957  1680
-CONVEX 23060    'GT_PK(2,2)'      1732  53095  1682  53093  53085  1630
-CONVEX 23061    'GT_PK(2,2)'      2223  53096  2168  45130  53097  2111
-CONVEX 23062    'GT_PK(2,2)'      2282  53098  2168  53099  53096  2223
-CONVEX 23063    'GT_PK(2,2)'      2112  53100  2168  53101  53102  2225
-CONVEX 23064    'GT_PK(2,2)'      2168  53098  2282  53102  53103  2225
-CONVEX 23065    'GT_PK(2,2)'      2523  53104  2403  35682  53105  2461
-CONVEX 23066    'GT_PK(2,2)'      2341  53106  2398  53107  45115  2461
-CONVEX 23067    'GT_PK(2,2)'      2403  53108  2341  53105  53107  2461
-CONVEX 23068    'GT_PK(2,2)'      2341  53108  2403  53109  53110  2282
-CONVEX 23069    'GT_PK(2,2)'      2341  53109  2282  53111  53099  2223
-CONVEX 23070    'GT_PK(2,2)'      2398  53106  2341  45120  53112  2281
-CONVEX 23071    'GT_PK(2,2)'      2341  53111  2223  53112  45131  2281
-CONVEX 23072    'GT_PK(2,2)'      2116  53113  2171  45101  53114  2229
-CONVEX 23073    'GT_PK(2,2)'      2171  53115  2287  53114  53075  2229
-CONVEX 23074    'GT_PK(2,2)'      2287  53115  2171  53116  53117  2225
-CONVEX 23075    'GT_PK(2,2)'      2059  53118  2171  53089  53113  2116
-CONVEX 23076    'GT_PK(2,2)'      2171  53119  2112  53117  53101  2225
-CONVEX 23077    'GT_PK(2,2)'      2171  53118  2059  53119  53081  2112
-CONVEX 23078    'GT_PK(2,2)'      2522  38526  2579  45147  53120  2462
-CONVEX 23079    'GT_PK(2,2)'      2579  53121  2520  53120  35322  2462
-CONVEX 23080    'GT_PK(2,2)'      2520  53121  2579  20599  38537  2635
-CONVEX 23081    'GT_PK(2,2)'      2698  53122  2640  53123  53063  2758
-CONVEX 23082    'GT_PK(2,2)'      2934  53124  2996  45157  53125  3059
-CONVEX 23083    'GT_PK(2,2)'      2996  53124  2934  53126  53127  2874
-CONVEX 23084    'GT_PK(2,2)'      2996  53128  3122  53125  53129  3059
-CONVEX 23085    'GT_PK(2,2)'      3122  53128  2996  53130  53131  3061
-CONVEX 23086    'GT_PK(2,2)'      3638  53132  3574  35345  53133  3705
-CONVEX 23087    'GT_PK(2,2)'      3507  53134  3574  45151  53132  3638
-CONVEX 23088    'GT_PK(2,2)'      3843  17022  3977  53135  53136  3908
-CONVEX 23089    'GT_PK(2,2)'      4382  53137  4243  53138  45177  4314
-CONVEX 23090    'GT_PK(2,2)'      4452  53139  4382  44889  53138  4314
-CONVEX 23091    'GT_PK(2,2)'      4382  53139  4452  53140  44849  4520
-CONVEX 23092    'GT_PK(2,2)'      4382  53140  4520  53141  44845  4449
-CONVEX 23093    'GT_PK(2,2)'      4312  53142  4382  35705  53141  4449
-CONVEX 23094    'GT_PK(2,2)'      4243  53137  4382  45179  53142  4312
-CONVEX 23095    'GT_PK(2,2)'      3515  53143  3451  53144  52918  3581
-CONVEX 23096    'GT_PK(2,2)'      3451  53143  3515  44934  53145  3384
-CONVEX 23097    'GT_PK(2,2)'      3513  53146  3579  53147  53148  3644
-CONVEX 23098    'GT_PK(2,2)'      3648  53149  3713  52917  53150  3581
-CONVEX 23099    'GT_PK(2,2)'      4115  53151  4183  38069  53152  4046
-CONVEX 23100    'GT_PK(2,2)'      4183  53151  4115  52814  53153  4251
-CONVEX 23101    'GT_PK(2,2)'      4255  53154  4187  45180  53155  4119
-CONVEX 23102    'GT_PK(2,2)'      4460  53156  4531  53157  53158  4600
-CONVEX 23103    'GT_PK(2,2)'      4531  53156  4460  52872  53159  4392
-CONVEX 23104    'GT_PK(2,2)'      4529  53160  4598  53161  44929  4458
-CONVEX 23105    'GT_PK(2,2)'      4390  53162  4529  52817  53161  4458
-CONVEX 23106    'GT_PK(2,2)'      4598  53160  4529  52899  53163  4669
-CONVEX 23107    'GT_PK(2,2)'      4460  53164  4529  53165  53162  4390
-CONVEX 23108    'GT_PK(2,2)'      4669  53163  4529  41521  53166  4600
-CONVEX 23109    'GT_PK(2,2)'      4529  53164  4460  53166  53157  4600
-CONVEX 23110    'GT_PK(2,2)'      3920  53167  3987  45193  53168  3852
-CONVEX 23111    'GT_PK(2,2)'      2842  53169  2719  45202  53170  2781
-CONVEX 23112    'GT_PK(2,2)'      2779  53171  2719  45196  53169  2842
-CONVEX 23113    'GT_PK(2,2)'      3210  53172  3082  45209  53173  3146
-CONVEX 23114    'GT_PK(2,2)'      3146  53173  3082  37027  53174  3022
-CONVEX 23115    'GT_PK(2,2)'      3082  53175  2956  53174  21447  3022
-CONVEX 23116    'GT_PK(2,2)'      2956  53175  3082  21449  53176  3019
-CONVEX 23117    'GT_PK(2,2)'      3338  53177  3210  53178  45208  3274
-CONVEX 23118    'GT_PK(2,2)'      3338  53179  3404  53180  17996  3468
-CONVEX 23119    'GT_PK(2,2)'      3338  53178  3274  53179  35739  3404
-CONVEX 23120    'GT_PK(2,2)'      3403  53181  3338  37039  53180  3468
-CONVEX 23121    'GT_PK(2,2)'      3145  53182  3081  53183  37035  3019
-CONVEX 23122    'GT_PK(2,2)'      3082  53184  3145  53176  53183  3019
-CONVEX 23123    'GT_PK(2,2)'      3145  53184  3082  53185  53172  3210
-CONVEX 23124    'GT_PK(2,2)'      2725  53186  2784  53187  53188  2662
-CONVEX 23125    'GT_PK(2,2)'      2848  53189  2725  20697  53190  2789
-CONVEX 23126    'GT_PK(2,2)'      2784  53186  2725  45212  53189  2848
-CONVEX 23127    'GT_PK(2,2)'      2721  53191  2599  53192  45213  2662
-CONVEX 23128    'GT_PK(2,2)'      2781  53193  2721  45204  53194  2845
-CONVEX 23129    'GT_PK(2,2)'      2721  53195  2784  53194  45211  2845
-CONVEX 23130    'GT_PK(2,2)'      2784  53195  2721  53188  53192  2662
-CONVEX 23131    'GT_PK(2,2)'      2599  53196  2478  45215  53197  2540
-CONVEX 23132    'GT_PK(2,2)'      2201  53198  2143  20766  53199  2089
-CONVEX 23133    'GT_PK(2,2)'      2256  53200  2143  45216  53198  2201
-CONVEX 23134    'GT_PK(2,2)'      2143  53201  2030  53199  16469  2089
-CONVEX 23135    'GT_PK(2,2)'      2143  53200  2256  53202  53203  2196
-CONVEX 23136    'GT_PK(2,2)'      2143  53204  2085  53201  45219  2030
-CONVEX 23137    'GT_PK(2,2)'      2085  53204  2143  53205  53202  2196
-CONVEX 23138    'GT_PK(2,2)'      2433  53206  2372  20770  53207  2317
-CONVEX 23139    'GT_PK(2,2)'      2372  53208  2256  53207  45217  2317
-CONVEX 23140    'GT_PK(2,2)'      5197  53209  5271  53210  35757  5341
-CONVEX 23141    'GT_PK(2,2)'      5271  53209  5197  35754  53211  5127
-CONVEX 23142    'GT_PK(2,2)'      4902  53212  4974  53213  53214  5044
-CONVEX 23143    'GT_PK(2,2)'      4974  53212  4902  53215  45232  4832
-CONVEX 23144    'GT_PK(2,2)'      4974  53216  5116  53214  40659  5044
-CONVEX 23145    'GT_PK(2,2)'      4974  53217  5046  53216  37455  5116
-CONVEX 23146    'GT_PK(2,2)'      5622  53218  5550  49291  53219  5696
-CONVEX 23147    'GT_PK(2,2)'      5407  53220  5337  53221  53222  5483
-CONVEX 23148    'GT_PK(2,2)'      5337  53220  5407  53223  37235  5263
-CONVEX 23149    'GT_PK(2,2)'      5407  53224  5553  37234  53225  5479
-CONVEX 23150    'GT_PK(2,2)'      5553  53224  5407  53226  53221  5483
-CONVEX 23151    'GT_PK(2,2)'      5553  53227  5629  53228  40554  5701
-CONVEX 23152    'GT_PK(2,2)'      5553  53226  5483  53227  49226  5629
-CONVEX 23153    'GT_PK(2,2)'      4840  53229  4770  53230  53231  4913
-CONVEX 23154    'GT_PK(2,2)'      4701  53232  4770  45298  53233  4630
-CONVEX 23155    'GT_PK(2,2)'      4770  53234  4843  53231  45293  4913
-CONVEX 23156    'GT_PK(2,2)'      4843  53234  4770  53235  53232  4701
-CONVEX 23157    'GT_PK(2,2)'      4983  53236  4840  53237  53230  4913
-CONVEX 23158    'GT_PK(2,2)'      4983  53237  4913  53238  35812  5057
-CONVEX 23159    'GT_PK(2,2)'      5127  53239  4983  26775  53238  5057
-CONVEX 23160    'GT_PK(2,2)'      4698  53240  4840  53241  53242  4767
-CONVEX 23161    'GT_PK(2,2)'      4698  53243  4558  53244  45227  4630
-CONVEX 23162    'GT_PK(2,2)'      4770  53245  4698  53233  53244  4630
-CONVEX 23163    'GT_PK(2,2)'      4698  53245  4770  53240  53229  4840
-CONVEX 23164    'GT_PK(2,2)'      4626  53246  4767  53247  53248  4695
-CONVEX 23165    'GT_PK(2,2)'      4626  53249  4698  53246  53241  4767
-CONVEX 23166    'GT_PK(2,2)'      4698  53249  4626  53243  53250  4558
-CONVEX 23167    'GT_PK(2,2)'      4761  53251  4691  45233  53252  4832
-CONVEX 23168    'GT_PK(2,2)'      4481  53253  4620  40709  53254  4550
-CONVEX 23169    'GT_PK(2,2)'      4620  53253  4481  53255  49436  4551
-CONVEX 23170    'GT_PK(2,2)'      4691  53256  4620  53257  53255  4551
-CONVEX 23171    'GT_PK(2,2)'      4620  53256  4691  53258  53251  4761
-CONVEX 23172    'GT_PK(2,2)'      3804  53259  3938  35721  53260  3870
-CONVEX 23173    'GT_PK(2,2)'      3871  53261  3938  45257  53259  3804
-CONVEX 23174    'GT_PK(2,2)'      3938  53261  3871  53262  53263  4006
-CONVEX 23175    'GT_PK(2,2)'      4277  53264  4416  53265  53266  4345
-CONVEX 23176    'GT_PK(2,2)'      4416  53264  4277  53267  53268  4346
-CONVEX 23177    'GT_PK(2,2)'      4210  53269  4277  53270  53271  4141
-CONVEX 23178    'GT_PK(2,2)'      4210  53272  4278  53273  45251  4346
-CONVEX 23179    'GT_PK(2,2)'      4277  53269  4210  53268  53273  4346
-CONVEX 23180    'GT_PK(2,2)'      4486  53274  4416  53275  53267  4346
-CONVEX 23181    'GT_PK(2,2)'      4417  53276  4486  45252  53275  4346
-CONVEX 23182    'GT_PK(2,2)'      4012  53277  3943  26807  53278  3879
-CONVEX 23183    'GT_PK(2,2)'      4076  53279  3943  45254  53277  4012
-CONVEX 23184    'GT_PK(2,2)'      3943  53280  3810  53278  17691  3879
-CONVEX 23185    'GT_PK(2,2)'      3943  53279  4076  53281  53282  4006
-CONVEX 23186    'GT_PK(2,2)'      3943  53283  3871  53280  45259  3810
-CONVEX 23187    'GT_PK(2,2)'      3871  53283  3943  53263  53281  4006
-CONVEX 23188    'GT_PK(2,2)'      4076  53284  4143  53282  53285  4006
-CONVEX 23189    'GT_PK(2,2)'      4210  53286  4143  53272  53287  4278
-CONVEX 23190    'GT_PK(2,2)'      4278  53287  4143  53288  53289  4211
-CONVEX 23191    'GT_PK(2,2)'      4143  53284  4076  53289  45255  4211
-CONVEX 23192    'GT_PK(2,2)'      4021  53290  3886  53291  53292  3955
-CONVEX 23193    'GT_PK(2,2)'      4157  53293  4021  26795  53294  4090
-CONVEX 23194    'GT_PK(2,2)'      4021  53291  3955  53294  35416  4090
-CONVEX 23195    'GT_PK(2,2)'      4087  53295  4021  45264  53293  4157
-CONVEX 23196    'GT_PK(2,2)'      4021  53295  4087  53296  35795  3952
-CONVEX 23197    'GT_PK(2,2)'      3886  53290  4021  45268  53296  3952
-CONVEX 23198    'GT_PK(2,2)'      3886  53297  3820  53292  53298  3955
-CONVEX 23199    'GT_PK(2,2)'      3888  53299  3820  35412  53300  3755
-CONVEX 23200    'GT_PK(2,2)'      3955  53298  3820  35417  53299  3888
-CONVEX 23201    'GT_PK(2,2)'      3820  53297  3886  53301  45269  3752
-CONVEX 23202    'GT_PK(2,2)'      4419  53302  4281  53303  45273  4352
-CONVEX 23203    'GT_PK(2,2)'      4419  53303  4352  53304  35803  4490
-CONVEX 23204    'GT_PK(2,2)'      4558  53305  4419  45226  53304  4490
-CONVEX 23205    'GT_PK(2,2)'      4710  53306  4638  53307  45301  4571
-CONVEX 23206    'GT_PK(2,2)'      4710  53307  4571  53308  35779  4643
-CONVEX 23207    'GT_PK(2,2)'      4782  53309  4710  45246  53308  4643
-CONVEX 23208    'GT_PK(2,2)'      4851  53310  4710  45290  53309  4782
-CONVEX 23209    'GT_PK(2,2)'      4779  53311  4843  53312  53235  4701
-CONVEX 23210    'GT_PK(2,2)'      4638  53313  4779  45303  53312  4701
-CONVEX 23211    'GT_PK(2,2)'      4843  53311  4779  45292  53314  4920
-CONVEX 23212    'GT_PK(2,2)'      4710  53315  4779  53306  53313  4638
-CONVEX 23213    'GT_PK(2,2)'      4779  53316  4851  53314  45288  4920
-CONVEX 23214    'GT_PK(2,2)'      4779  53315  4710  53316  53310  4851
-CONVEX 23215    'GT_PK(2,2)'      2796  53317  2920  53318  45312  2857
-CONVEX 23216    'GT_PK(2,2)'      2796  53319  2734  53320  45305  2675
-CONVEX 23217    'GT_PK(2,2)'      2734  53319  2796  45306  53318  2857
-CONVEX 23218    'GT_PK(2,2)'      2737  53321  2796  35357  53320  2675
-CONVEX 23219    'GT_PK(2,2)'      2796  53321  2737  53322  35358  2860
-CONVEX 23220    'GT_PK(2,2)'      2920  53317  2796  52628  53322  2860
-CONVEX 23221    'GT_PK(2,2)'      1293  53323  1387  35830  53324  1341
-CONVEX 23222    'GT_PK(2,2)'      1387  53325  1437  53324  45326  1341
-CONVEX 23223    'GT_PK(2,2)'      1387  53323  1293  53326  35832  1338
-CONVEX 23224    'GT_PK(2,2)'      1437  53325  1387  53327  53328  1487
-CONVEX 23225    'GT_PK(2,2)'      1437  53329  1478  45327  53330  1388
-CONVEX 23226    'GT_PK(2,2)'      1478  53331  1553  53332  45328  1489
-CONVEX 23227    'GT_PK(2,2)'      1478  53333  1389  53330  26844  1388
-CONVEX 23228    'GT_PK(2,2)'      1478  53332  1489  53333  35837  1389
-CONVEX 23229    'GT_PK(2,2)'      1331  53334  1428  45342  53335  1381
-CONVEX 23230    'GT_PK(2,2)'      1482  53336  1428  53337  53338  1528
-CONVEX 23231    'GT_PK(2,2)'      1428  53336  1482  53335  53339  1381
-CONVEX 23232    'GT_PK(2,2)'      1586  53340  1688  53341  53342  1631
-CONVEX 23233    'GT_PK(2,2)'      1728  53343  1788  53344  45361  1833
-CONVEX 23234    'GT_PK(2,2)'      1728  53345  1688  53343  45348  1788
-CONVEX 23235    'GT_PK(2,2)'      1728  53344  1833  53346  26849  1760
-CONVEX 23236    'GT_PK(2,2)'      1688  53345  1728  53342  53347  1631
-CONVEX 23237    'GT_PK(2,2)'      1653  53348  1728  35871  53346  1760
-CONVEX 23238    'GT_PK(2,2)'      1728  53348  1653  53347  45331  1631
-CONVEX 23239    'GT_PK(2,2)'      1790  53349  1684  53350  53351  1734
-CONVEX 23240    'GT_PK(2,2)'      1734  53351  1684  35873  53352  1628
-CONVEX 23241    'GT_PK(2,2)'      1634  53353  1684  35903  53354  1739
-CONVEX 23242    'GT_PK(2,2)'      1684  53349  1790  53354  45388  1739
-CONVEX 23243    'GT_PK(2,2)'      1684  53355  1579  53352  45377  1628
-CONVEX 23244    'GT_PK(2,2)'      1579  53355  1684  45373  53353  1634
-CONVEX 23245    'GT_PK(2,2)'      1841  53356  1950  53357  35301  1899
-CONVEX 23246    'GT_PK(2,2)'      1790  53358  1841  45387  53357  1899
-CONVEX 23247    'GT_PK(2,2)'      1950  53356  1841  35298  53359  1894
-CONVEX 23248    'GT_PK(2,2)'      1841  53360  1785  53359  45355  1894
-CONVEX 23249    'GT_PK(2,2)'      1841  53358  1790  53361  53350  1734
-CONVEX 23250    'GT_PK(2,2)'      1785  53360  1841  45353  53361  1734
-CONVEX 23251    'GT_PK(2,2)'      1900  53362  1845  53363  45378  1793
-CONVEX 23252    'GT_PK(2,2)'      1846  53364  1900  45383  53363  1793
-CONVEX 23253    'GT_PK(2,2)'      1900  53364  1846  53365  45389  1954
-CONVEX 23254    'GT_PK(2,2)'      1900  53365  1954  53366  44733  2009
-CONVEX 23255    'GT_PK(2,2)'      1953  53367  1900  26870  53366  2009
-CONVEX 23256    'GT_PK(2,2)'      1845  53362  1900  45382  53367  1953
-CONVEX 23257    'GT_PK(2,2)'      1153  53368  1197  53369  45419  1243
-CONVEX 23258    'GT_PK(2,2)'      1153  53370  1199  53371  45429  1110
-CONVEX 23259    'GT_PK(2,2)'      1199  53370  1153  35970  53369  1243
-CONVEX 23260    'GT_PK(2,2)'      1066  53372  1153  36224  53371  1110
-CONVEX 23261    'GT_PK(2,2)'      1153  53372  1066  53373  36228  1107
-CONVEX 23262    'GT_PK(2,2)'      1197  53368  1153  45423  53373  1107
-CONVEX 23263    'GT_PK(2,2)'      1154  53374  1244  45424  53375  1200
-CONVEX 23264    'GT_PK(2,2)'      1291  53376  1244  45464  53377  1337
-CONVEX 23265    'GT_PK(2,2)'      1244  53376  1291  53375  45466  1200
-CONVEX 23266    'GT_PK(2,2)'      1337  53377  1244  45414  53378  1290
-CONVEX 23267    'GT_PK(2,2)'      1244  53379  1199  53378  35971  1290
-CONVEX 23268    'GT_PK(2,2)'      1244  53374  1154  53379  45428  1199
-CONVEX 23269    'GT_PK(2,2)'      1433  53380  1336  53381  45440  1385
-CONVEX 23270    'GT_PK(2,2)'      1433  53382  1483  53383  53384  1530
-CONVEX 23271    'GT_PK(2,2)'      1483  53382  1433  45442  53381  1385
-CONVEX 23272    'GT_PK(2,2)'      1433  53383  1530  53385  26973  1480
-CONVEX 23273    'GT_PK(2,2)'      1433  53385  1480  53386  28027  1383
-CONVEX 23274    'GT_PK(2,2)'      1336  53380  1433  45432  53386  1383
-CONVEX 23275    'GT_PK(2,2)'      1736  53387  1686  20813  53388  1791
-CONVEX 23276    'GT_PK(2,2)'      1633  53389  1686  35997  53387  1736
-CONVEX 23277    'GT_PK(2,2)'      1533  53390  1483  53391  45443  1435
-CONVEX 23278    'GT_PK(2,2)'      1636  53392  1533  45449  53393  1584
-CONVEX 23279    'GT_PK(2,2)'      1484  53394  1533  36021  53391  1435
-CONVEX 23280    'GT_PK(2,2)'      1584  53393  1533  53395  53394  1484
-CONVEX 23281    'GT_PK(2,2)'      1738  53396  1792  53397  45457  1844
-CONVEX 23282    'GT_PK(2,2)'      1738  53397  1844  53398  36013  1791
-CONVEX 23283    'GT_PK(2,2)'      1738  53399  1636  53400  45450  1687
-CONVEX 23284    'GT_PK(2,2)'      1792  53396  1738  53401  53400  1687
-CONVEX 23285    'GT_PK(2,2)'      1686  53402  1738  53388  53398  1791
-CONVEX 23286    'GT_PK(2,2)'      1738  53402  1686  53399  53403  1636
-CONVEX 23287    'GT_PK(2,2)'      1843  53404  1737  53405  53406  1789
-CONVEX 23288    'GT_PK(2,2)'      1789  53406  1737  53407  53408  1685
-CONVEX 23289    'GT_PK(2,2)'      1737  53409  1635  53408  53410  1685
-CONVEX 23290    'GT_PK(2,2)'      1635  53409  1737  45462  53411  1687
-CONVEX 23291    'GT_PK(2,2)'      1737  53412  1792  53411  53401  1687
-CONVEX 23292    'GT_PK(2,2)'      1792  53412  1737  45459  53404  1843
-CONVEX 23293    'GT_PK(2,2)'      1635  53413  1582  53410  53414  1685
-CONVEX 23294    'GT_PK(2,2)'      1582  53415  1632  53414  53416  1685
-CONVEX 23295    'GT_PK(2,2)'      1529  53417  1582  35963  53418  1481
-CONVEX 23296    'GT_PK(2,2)'      1582  53417  1529  53415  26938  1632
-CONVEX 23297    'GT_PK(2,2)'      1434  53419  1532  36018  53420  1484
-CONVEX 23298    'GT_PK(2,2)'      1532  53421  1584  53420  53395  1484
-CONVEX 23299    'GT_PK(2,2)'      1532  53422  1635  53421  45461  1584
-CONVEX 23300    'GT_PK(2,2)'      1532  53423  1582  53422  53413  1635
-CONVEX 23301    'GT_PK(2,2)'      1532  53419  1434  53424  45417  1481
-CONVEX 23302    'GT_PK(2,2)'      1582  53423  1532  53418  53424  1481
-CONVEX 23303    'GT_PK(2,2)'      882  53425  846  45476  53426  807
-CONVEX 23304    'GT_PK(2,2)'      812  53427  846  20816  53428  887
-CONVEX 23305    'GT_PK(2,2)'      846  53429  923  53428  26998  887
-CONVEX 23306    'GT_PK(2,2)'      846  53425  882  53429  45480  923
-CONVEX 23307    'GT_PK(2,2)'      846  53427  812  53430  20820  774
-CONVEX 23308    'GT_PK(2,2)'      807  53426  846  45470  53430  774
-CONVEX 23309    'GT_PK(2,2)'      1170  53431  1216  45485  53432  1260
-CONVEX 23310    'GT_PK(2,2)'      1309  53433  1216  45517  53434  1261
-CONVEX 23311    'GT_PK(2,2)'      1216  53433  1309  53432  45514  1260
-CONVEX 23312    'GT_PK(2,2)'      1216  53431  1170  53435  45484  1124
-CONVEX 23313    'GT_PK(2,2)'      1128  53436  1083  50527  53437  1041
-CONVEX 23314    'GT_PK(2,2)'      1083  53438  1124  53439  36053  1038
-CONVEX 23315    'GT_PK(2,2)'      1083  53440  997  53437  36054  1041
-CONVEX 23316    'GT_PK(2,2)'      997  53440  1083  36056  53439  1038
-CONVEX 23317    'GT_PK(2,2)'      2161  53441  2218  53442  45500  2105
-CONVEX 23318    'GT_PK(2,2)'      2216  53443  2161  19980  53444  2104
-CONVEX 23319    'GT_PK(2,2)'      2275  53445  2161  45491  53443  2216
-CONVEX 23320    'GT_PK(2,2)'      2218  53441  2161  45499  53445  2275
-CONVEX 23321    'GT_PK(2,2)'      2161  53446  2047  53444  36074  2104
-CONVEX 23322    'GT_PK(2,2)'      2047  53446  2161  36071  53442  2105
-CONVEX 23323    'GT_PK(2,2)'      1936  53447  1882  53448  27035  1991
-CONVEX 23324    'GT_PK(2,2)'      1883  53449  1936  45502  53450  1992
-CONVEX 23325    'GT_PK(2,2)'      1936  53451  1828  53447  45504  1882
-CONVEX 23326    'GT_PK(2,2)'      1828  53451  1936  45505  53449  1883
-CONVEX 23327    'GT_PK(2,2)'      2046  53452  1936  33185  53448  1991
-CONVEX 23328    'GT_PK(2,2)'      1936  53452  2046  53450  25058  1992
-CONVEX 23329    'GT_PK(2,2)'      1884  53453  1829  36084  53454  1937
-CONVEX 23330    'GT_PK(2,2)'      1829  53455  1883  53454  45501  1937
-CONVEX 23331    'GT_PK(2,2)'      1829  53453  1884  53456  36086  1777
-CONVEX 23332    'GT_PK(2,2)'      1883  53455  1829  45507  53457  1776
-CONVEX 23333    'GT_PK(2,2)'      1723  53458  1669  53459  45513  1776
-CONVEX 23334    'GT_PK(2,2)'      1672  53460  1723  27083  53461  1777
-CONVEX 23335    'GT_PK(2,2)'      1723  53462  1829  53461  53456  1777
-CONVEX 23336    'GT_PK(2,2)'      1829  53462  1723  53457  53459  1776
-CONVEX 23337    'GT_PK(2,2)'      1616  53463  1672  53464  20862  1565
-CONVEX 23338    'GT_PK(2,2)'      1512  53465  1616  27055  53464  1565
-CONVEX 23339    'GT_PK(2,2)'      1616  53466  1723  53463  53460  1672
-CONVEX 23340    'GT_PK(2,2)'      1723  53466  1616  53458  53467  1669
-CONVEX 23341    'GT_PK(2,2)'      1718  53468  1666  53469  53470  1611
-CONVEX 23342    'GT_PK(2,2)'      1718  53471  1773  53472  36112  1826
-CONVEX 23343    'GT_PK(2,2)'      1558  53473  1505  53474  45541  1611
-CONVEX 23344    'GT_PK(2,2)'      1558  53475  1666  53476  45548  1613
-CONVEX 23345    'GT_PK(2,2)'      1666  53475  1558  53470  53474  1611
-CONVEX 23346    'GT_PK(2,2)'      1506  53477  1558  27052  53476  1613
-CONVEX 23347    'GT_PK(2,2)'      1558  53477  1506  53478  27044  1452
-CONVEX 23348    'GT_PK(2,2)'      1505  53473  1558  45546  53478  1452
-CONVEX 23349    'GT_PK(2,2)'      728  53479  799  53480  36187  762
-CONVEX 23350    'GT_PK(2,2)'      728  53481  758  53479  45594  799
-CONVEX 23351    'GT_PK(2,2)'      694  53482  728  21509  53480  762
-CONVEX 23352    'GT_PK(2,2)'      1065  53483  1111  53484  45597  1152
-CONVEX 23353    'GT_PK(2,2)'      1105  53485  1065  46225  53484  1152
-CONVEX 23354    'GT_PK(2,2)'      983  53486  1065  37090  53487  1020
-CONVEX 23355    'GT_PK(2,2)'      1065  53485  1105  53487  37111  1020
-CONVEX 23356    'GT_PK(2,2)'      1069  53488  1027  36197  53489  988
-CONVEX 23357    'GT_PK(2,2)'      1111  53490  1027  45600  53488  1069
-CONVEX 23358    'GT_PK(2,2)'      1027  53491  946  53489  37194  988
-CONVEX 23359    'GT_PK(2,2)'      1065  53492  1027  53483  53490  1111
-CONVEX 23360    'GT_PK(2,2)'      946  53491  1027  36195  53493  983
-CONVEX 23361    'GT_PK(2,2)'      1027  53492  1065  53493  53486  983
-CONVEX 23362    'GT_PK(2,2)'      715  53494  648  45615  53495  684
-CONVEX 23363    'GT_PK(2,2)'      648  53496  623  53495  45616  684
-CONVEX 23364    'GT_PK(2,2)'      720  53497  686  45564  53498  751
-CONVEX 23365    'GT_PK(2,2)'      686  53499  715  53498  45612  751
-CONVEX 23366    'GT_PK(2,2)'      686  53500  648  53499  53494  715
-CONVEX 23367    'GT_PK(2,2)'      686  53497  720  53501  45566  656
-CONVEX 23368    'GT_PK(2,2)'      597  53502  619  53503  36239  655
-CONVEX 23369    'GT_PK(2,2)'      623  53504  597  45617  53503  655
-CONVEX 23370    'GT_PK(2,2)'      597  53505  559  53502  45621  619
-CONVEX 23371    'GT_PK(2,2)'      597  53504  623  53506  53507  568
-CONVEX 23372    'GT_PK(2,2)'      15457  53508  15498  53509  53510  15420
-CONVEX 23373    'GT_PK(2,2)'      15378  53511  15457  53512  53509  15420
-CONVEX 23374    'GT_PK(2,2)'      15498  53513  15533  53514  53515  15572
-CONVEX 23375    'GT_PK(2,2)'      15533  53516  15457  53517  53518  15493
-CONVEX 23376    'GT_PK(2,2)'      15457  53516  15533  53508  53513  15498
-CONVEX 23377    'GT_PK(2,2)'      13966  53519  14084  53520  45629  14024
-CONVEX 23378    'GT_PK(2,2)'      13966  53521  13906  53522  38038  13849
-CONVEX 23379    'GT_PK(2,2)'      13906  53521  13966  38036  53520  14024
-CONVEX 23380    'GT_PK(2,2)'      14084  53519  13966  45635  53523  14027
-CONVEX 23381    'GT_PK(2,2)'      14142  53524  14201  45631  53525  14256
-CONVEX 23382    'GT_PK(2,2)'      14201  53526  14313  53525  45637  14256
-CONVEX 23383    'GT_PK(2,2)'      14201  53527  14144  53528  38093  14259
-CONVEX 23384    'GT_PK(2,2)'      14313  53526  14201  45639  53528  14259
-CONVEX 23385    'GT_PK(2,2)'      15505  53529  15426  53530  45656  15464
-CONVEX 23386    'GT_PK(2,2)'      15505  53530  15464  53531  45795  15540
-CONVEX 23387    'GT_PK(2,2)'      15505  53532  15578  53533  21028  15543
-CONVEX 23388    'GT_PK(2,2)'      15505  53531  15540  53532  27408  15578
-CONVEX 23389    'GT_PK(2,2)'      15156  53534  15246  53535  45678  15203
-CONVEX 23390    'GT_PK(2,2)'      15246  53534  15156  45674  53536  15199
-CONVEX 23391    'GT_PK(2,2)'      15109  53537  15156  45686  53538  15064
-CONVEX 23392    'GT_PK(2,2)'      15156  53537  15109  53536  45682  15199
-CONVEX 23393    'GT_PK(2,2)'      15064  53539  15113  36402  53540  15018
-CONVEX 23394    'GT_PK(2,2)'      15113  53541  15066  53540  45664  15018
-CONVEX 23395    'GT_PK(2,2)'      15156  53542  15113  53538  53539  15064
-CONVEX 23396    'GT_PK(2,2)'      15066  53541  15113  45666  53543  15158
-CONVEX 23397    'GT_PK(2,2)'      15158  53543  15113  36486  53544  15203
-CONVEX 23398    'GT_PK(2,2)'      15113  53542  15156  53544  53535  15203
-CONVEX 23399    'GT_PK(2,2)'      15556  53545  15521  36620  53546  15481
-CONVEX 23400    'GT_PK(2,2)'      15521  53547  15594  53548  53549  15560
-CONVEX 23401    'GT_PK(2,2)'      15594  53547  15521  53550  53545  15556
-CONVEX 23402    'GT_PK(2,2)'      15481  53551  15444  27549  53552  15402
-CONVEX 23403    'GT_PK(2,2)'      15521  53553  15444  53546  53551  15481
-CONVEX 23404    'GT_PK(2,2)'      15364  53554  15320  53555  36510  15402
-CONVEX 23405    'GT_PK(2,2)'      15444  53556  15364  53552  53555  15402
-CONVEX 23406    'GT_PK(2,2)'      15364  53556  15444  53557  53558  15407
-CONVEX 23407    'GT_PK(2,2)'      15324  53559  15364  53560  53557  15407
-CONVEX 23408    'GT_PK(2,2)'      15793  53561  15847  53562  36660  15817
-CONVEX 23409    'GT_PK(2,2)'      15793  53563  15827  53561  45902  15847
-CONVEX 23410    'GT_PK(2,2)'      15827  53563  15793  45904  53564  15771
-CONVEX 23411    'GT_PK(2,2)'      15281  53565  15195  53566  45695  15245
-CONVEX 23412    'GT_PK(2,2)'      15281  53566  15245  53567  27558  15326
-CONVEX 23413    'GT_PK(2,2)'      15362  53568  15281  36362  53567  15326
-CONVEX 23414    'GT_PK(2,2)'      15281  53568  15362  53569  45701  15319
-CONVEX 23415    'GT_PK(2,2)'      15235  53570  15281  45809  53569  15319
-CONVEX 23416    'GT_PK(2,2)'      15195  53565  15281  45699  53570  15235
-CONVEX 23417    'GT_PK(2,2)'      14828  53571  14881  45718  53572  14932
-CONVEX 23418    'GT_PK(2,2)'      14980  53573  14881  45717  53574  14934
-CONVEX 23419    'GT_PK(2,2)'      14881  53573  14980  53572  45712  14932
-CONVEX 23420    'GT_PK(2,2)'      14881  53575  14830  53574  27752  14934
-CONVEX 23421    'GT_PK(2,2)'      14830  53575  14881  41204  53576  14778
-CONVEX 23422    'GT_PK(2,2)'      14881  53571  14828  53576  45722  14778
-CONVEX 23423    'GT_PK(2,2)'      14773  53577  14874  36708  53578  14822
-CONVEX 23424    'GT_PK(2,2)'      14564  53579  14662  53580  36413  14614
-CONVEX 23425    'GT_PK(2,2)'      14513  53581  14564  45734  53580  14614
-CONVEX 23426    'GT_PK(2,2)'      14564  53581  14513  53582  53583  14460
-CONVEX 23427    'GT_PK(2,2)'      14662  53579  14564  36414  53584  14615
-CONVEX 23428    'GT_PK(2,2)'      14615  53584  14564  36408  53585  14515
-CONVEX 23429    'GT_PK(2,2)'      14564  53582  14460  53585  36415  14515
-CONVEX 23430    'GT_PK(2,2)'      14513  53586  14404  53583  53587  14460
-CONVEX 23431    'GT_PK(2,2)'      14460  53587  14404  36417  53588  14350
-CONVEX 23432    'GT_PK(2,2)'      14404  53589  14459  53590  27378  14349
-CONVEX 23433    'GT_PK(2,2)'      14404  53586  14513  53589  45735  14459
-CONVEX 23434    'GT_PK(2,2)'      14292  53591  14404  27791  53590  14349
-CONVEX 23435    'GT_PK(2,2)'      14404  53591  14292  53588  46085  14350
-CONVEX 23436    'GT_PK(2,2)'      14967  53592  14919  36403  53593  15016
-CONVEX 23437    'GT_PK(2,2)'      14870  53594  14919  45738  53592  14967
-CONVEX 23438    'GT_PK(2,2)'      15016  53593  14919  45672  53595  14965
-CONVEX 23439    'GT_PK(2,2)'      14919  53594  14870  53596  45742  14817
-CONVEX 23440    'GT_PK(2,2)'      14919  53597  14867  53595  36444  14965
-CONVEX 23441    'GT_PK(2,2)'      14919  53596  14817  53597  36418  14867
-CONVEX 23442    'GT_PK(2,2)'      14239  53598  14352  53599  45746  14295
-CONVEX 23443    'GT_PK(2,2)'      14239  53600  14125  53601  30031  14184
-CONVEX 23444    'GT_PK(2,2)'      14125  53600  14239  30037  53602  14183
-CONVEX 23445    'GT_PK(2,2)'      14239  53599  14295  53602  46092  14183
-CONVEX 23446    'GT_PK(2,2)'      14352  53603  14296  45750  53604  14408
-CONVEX 23447    'GT_PK(2,2)'      14296  53605  14354  53604  45767  14408
-CONVEX 23448    'GT_PK(2,2)'      14354  53605  14296  45764  53606  14240
-CONVEX 23449    'GT_PK(2,2)'      14240  53606  14296  36481  53607  14184
-CONVEX 23450    'GT_PK(2,2)'      14296  53608  14239  53607  53601  14184
-CONVEX 23451    'GT_PK(2,2)'      14239  53608  14296  53598  53603  14352
-CONVEX 23452    'GT_PK(2,2)'      15598  53609  15634  53610  53611  15564
-CONVEX 23453    'GT_PK(2,2)'      15634  53612  15603  53611  45777  15564
-CONVEX 23454    'GT_PK(2,2)'      15634  53613  15666  53614  45825  15696
-CONVEX 23455    'GT_PK(2,2)'      15666  53613  15634  53615  53609  15598
-CONVEX 23456    'GT_PK(2,2)'      15673  53616  15634  31526  53614  15696
-CONVEX 23457    'GT_PK(2,2)'      15603  53612  15634  45775  53616  15673
-CONVEX 23458    'GT_PK(2,2)'      15372  53617  15453  45783  53618  15415
-CONVEX 23459    'GT_PK(2,2)'      15453  53619  15495  53618  27402  15415
-CONVEX 23460    'GT_PK(2,2)'      15453  53620  15530  53619  45771  15495
-CONVEX 23461    'GT_PK(2,2)'      15762  53621  15787  45798  53622  15729
-CONVEX 23462    'GT_PK(2,2)'      15869  53623  15821  45834  53624  15858
-CONVEX 23463    'GT_PK(2,2)'      15821  53625  15787  53626  53621  15762
-CONVEX 23464    'GT_PK(2,2)'      15275  53627  15357  45811  53628  15316
-CONVEX 23465    'GT_PK(2,2)'      15397  53629  15357  45812  53630  15436
-CONVEX 23466    'GT_PK(2,2)'      15357  53629  15397  53628  45814  15316
-CONVEX 23467    'GT_PK(2,2)'      15357  53627  15275  53631  45808  15319
-CONVEX 23468    'GT_PK(2,2)'      15357  53632  15398  53630  45704  15436
-CONVEX 23469    'GT_PK(2,2)'      15398  53632  15357  45702  53631  15319
-CONVEX 23470    'GT_PK(2,2)'      15627  53633  15594  53634  53550  15556
-CONVEX 23471    'GT_PK(2,2)'      15657  53635  15627  36612  53636  15589
-CONVEX 23472    'GT_PK(2,2)'      15627  53634  15556  53636  36619  15589
-CONVEX 23473    'GT_PK(2,2)'      15694  53637  15627  45873  53635  15657
-CONVEX 23474    'GT_PK(2,2)'      15627  53637  15694  53638  45878  15664
-CONVEX 23475    'GT_PK(2,2)'      15594  53633  15627  53639  53638  15664
-CONVEX 23476    'GT_PK(2,2)'      15631  53640  15594  53641  53639  15664
-CONVEX 23477    'GT_PK(2,2)'      15631  53641  15664  53642  45829  15701
-CONVEX 23478    'GT_PK(2,2)'      15666  53643  15631  45827  53642  15701
-CONVEX 23479    'GT_PK(2,2)'      15631  53643  15666  53644  53615  15598
-CONVEX 23480    'GT_PK(2,2)'      15631  53644  15598  53645  53646  15560
-CONVEX 23481    'GT_PK(2,2)'      15594  53640  15631  53549  53645  15560
-CONVEX 23482    'GT_PK(2,2)'      15225  53647  15269  53648  37958  15311
-CONVEX 23483    'GT_PK(2,2)'      15268  53649  15225  45890  53648  15311
-CONVEX 23484    'GT_PK(2,2)'      15269  53647  15225  37953  53650  15180
-CONVEX 23485    'GT_PK(2,2)'      15179  53651  15225  53652  53649  15268
-CONVEX 23486    'GT_PK(2,2)'      15223  53653  15268  53654  45891  15309
-CONVEX 23487    'GT_PK(2,2)'      15265  53655  15223  45895  53654  15309
-CONVEX 23488    'GT_PK(2,2)'      15223  53656  15179  53653  53652  15268
-CONVEX 23489    'GT_PK(2,2)'      15223  53655  15265  53657  45899  15177
-CONVEX 23490    'GT_PK(2,2)'      15952  53658  15957  53659  45916  415
-CONVEX 23491    'GT_PK(2,2)'      15960  53660  15952  27606  53661  413
-CONVEX 23492    'GT_PK(2,2)'      15952  53659  415  53661  53662  413
-CONVEX 23493    'GT_PK(2,2)'      15952  53663  15935  53664  45931  15922
-CONVEX 23494    'GT_PK(2,2)'      15935  53663  15952  36688  53660  15960
-CONVEX 23495    'GT_PK(2,2)'      15933  53665  15952  36673  53664  15922
-CONVEX 23496    'GT_PK(2,2)'      15957  53658  15952  45919  53665  15933
-CONVEX 23497    'GT_PK(2,2)'      13934  53666  13993  53667  45940  13873
-CONVEX 23498    'GT_PK(2,2)'      13814  53668  13934  41176  53667  13873
-CONVEX 23499    'GT_PK(2,2)'      13934  53668  13814  53669  41172  13874
-CONVEX 23500    'GT_PK(2,2)'      13993  53666  13934  53670  53671  14051
-CONVEX 23501    'GT_PK(2,2)'      14050  53672  13992  53673  31851  13933
-CONVEX 23502    'GT_PK(2,2)'      13993  53674  14050  45939  53673  13933
-CONVEX 23503    'GT_PK(2,2)'      13992  53672  14050  41267  53675  14109
-CONVEX 23504    'GT_PK(2,2)'      14053  53676  13995  45945  53677  13937
-CONVEX 23505    'GT_PK(2,2)'      13935  53678  13995  53679  53680  14052
-CONVEX 23506    'GT_PK(2,2)'      13875  53681  13995  49781  53678  13935
-CONVEX 23507    'GT_PK(2,2)'      13995  53681  13875  53677  49782  13937
-CONVEX 23508    'GT_PK(2,2)'      14112  53682  14053  53683  45949  14171
-CONVEX 23509    'GT_PK(2,2)'      14112  53683  14171  53684  53685  14226
-CONVEX 23510    'GT_PK(2,2)'      14170  53686  14112  45937  53684  14226
-CONVEX 23511    'GT_PK(2,2)'      14112  53686  14170  53687  45952  14052
-CONVEX 23512    'GT_PK(2,2)'      13995  53688  14112  53680  53687  14052
-CONVEX 23513    'GT_PK(2,2)'      14112  53688  13995  53682  53676  14053
-CONVEX 23514    'GT_PK(2,2)'      14665  53689  14609  45962  53690  14557
-CONVEX 23515    'GT_PK(2,2)'      14557  53690  14609  36703  53691  14502
-CONVEX 23516    'GT_PK(2,2)'      14609  53692  14556  53691  41370  14502
-CONVEX 23517    'GT_PK(2,2)'      14609  53689  14665  53693  45964  14717
-CONVEX 23518    'GT_PK(2,2)'      15417  53694  15335  53695  45975  15379
-CONVEX 23519    'GT_PK(2,2)'      15417  53696  15458  53697  45988  15494
-CONVEX 23520    'GT_PK(2,2)'      15458  53696  15417  53698  53695  15379
-CONVEX 23521    'GT_PK(2,2)'      15536  53699  15573  53700  45985  15497
-CONVEX 23522    'GT_PK(2,2)'      15536  53701  15461  53702  45990  15500
-CONVEX 23523    'GT_PK(2,2)'      15461  53701  15536  53703  53700  15497
-CONVEX 23524    'GT_PK(2,2)'      15574  53704  15536  45970  53702  15500
-CONVEX 23525    'GT_PK(2,2)'      15536  53704  15574  53705  45974  15609
-CONVEX 23526    'GT_PK(2,2)'      15573  53699  15536  45979  53705  15609
-CONVEX 23527    'GT_PK(2,2)'      15419  53706  15458  53707  53698  15379
-CONVEX 23528    'GT_PK(2,2)'      15419  53708  15338  53709  27653  15381
-CONVEX 23529    'GT_PK(2,2)'      15419  53707  15379  53708  36714  15338
-CONVEX 23530    'GT_PK(2,2)'      15461  53710  15419  45992  53709  15381
-CONVEX 23531    'GT_PK(2,2)'      15458  53706  15419  45989  53711  15497
-CONVEX 23532    'GT_PK(2,2)'      15419  53710  15461  53711  53703  15497
-CONVEX 23533    'GT_PK(2,2)'      15601  53712  15531  45994  53713  15568
-CONVEX 23534    'GT_PK(2,2)'      15531  53714  15494  53713  45983  15568
-CONVEX 23535    'GT_PK(2,2)'      15669  53715  15601  53716  45993  15637
-CONVEX 23536    'GT_PK(2,2)'      15669  53716  15637  53717  36724  15703
-CONVEX 23537    'GT_PK(2,2)'      15730  18506  15669  53718  53717  15703
-CONVEX 23538    'GT_PK(2,2)'      15842  53719  15791  45911  53720  15816
-CONVEX 23539    'GT_PK(2,2)'      15791  53721  15759  53720  46000  15816
-CONVEX 23540    'GT_PK(2,2)'      15818  53722  15791  45924  53719  15842
-CONVEX 23541    'GT_PK(2,2)'      12937  53723  12805  53724  46005  12873
-CONVEX 23542    'GT_PK(2,2)'      13002  53725  12937  27701  53726  13068
-CONVEX 23543    'GT_PK(2,2)'      12871  53727  12937  36769  53725  13002
-CONVEX 23544    'GT_PK(2,2)'      12805  53723  12937  46008  53727  12871
-CONVEX 23545    'GT_PK(2,2)'      12937  53728  13004  53726  36767  13068
-CONVEX 23546    'GT_PK(2,2)'      13004  53728  12937  36764  53724  12873
-CONVEX 23547    'GT_PK(2,2)'      12799  53729  12867  46009  53730  12931
-CONVEX 23548    'GT_PK(2,2)'      12933  53731  12867  46013  53732  12801
-CONVEX 23549    'GT_PK(2,2)'      12931  53730  12867  27711  53733  12998
-CONVEX 23550    'GT_PK(2,2)'      12867  53731  12933  53733  46018  12998
-CONVEX 23551    'GT_PK(2,2)'      13882  53734  13943  46027  53735  14002
-CONVEX 23552    'GT_PK(2,2)'      13943  53736  13883  53737  46035  14003
-CONVEX 23553    'GT_PK(2,2)'      13943  53734  13882  53738  53739  13824
-CONVEX 23554    'GT_PK(2,2)'      13883  53736  13943  46034  53738  13824
-CONVEX 23555    'GT_PK(2,2)'      14060  53740  13943  27729  53737  14003
-CONVEX 23556    'GT_PK(2,2)'      14002  53735  13943  36791  53740  14060
-CONVEX 23557    'GT_PK(2,2)'      13882  53741  13763  53739  53742  13824
-CONVEX 23558    'GT_PK(2,2)'      13583  53743  13519  53744  48126  13458
-CONVEX 23559    'GT_PK(2,2)'      13519  53743  13583  48127  53745  13644
-CONVEX 23560    'GT_PK(2,2)'      13583  53746  13645  53747  39478  13706
-CONVEX 23561    'GT_PK(2,2)'      13644  53745  13583  46063  53747  13706
-CONVEX 23562    'GT_PK(2,2)'      14237  53748  14181  46082  53749  14293
-CONVEX 23563    'GT_PK(2,2)'      14181  53750  14238  53749  46087  14293
-CONVEX 23564    'GT_PK(2,2)'      14238  53750  14181  46089  53751  14124
-CONVEX 23565    'GT_PK(2,2)'      14123  53752  14237  53753  46086  14180
-CONVEX 23566    'GT_PK(2,2)'      14123  53754  14063  53755  46080  14006
-CONVEX 23567    'GT_PK(2,2)'      14063  53754  14123  46077  53753  14180
-CONVEX 23568    'GT_PK(2,2)'      14123  53756  14181  53752  53748  14237
-CONVEX 23569    'GT_PK(2,2)'      14178  53757  14290  27732  53758  14234
-CONVEX 23570    'GT_PK(2,2)'      14235  53759  14290  46093  53757  14178
-CONVEX 23571    'GT_PK(2,2)'      14290  53759  14235  53760  53761  14348
-CONVEX 23572    'GT_PK(2,2)'      14290  53762  14347  53758  36778  14234
-CONVEX 23573    'GT_PK(2,2)'      14347  53762  14290  27776  53763  14402
-CONVEX 23574    'GT_PK(2,2)'      14290  53760  14348  53763  36858  14402
-CONVEX 23575    'GT_PK(2,2)'      14291  53764  14179  53765  27799  14236
-CONVEX 23576    'GT_PK(2,2)'      14291  53766  14235  53764  46095  14179
-CONVEX 23577    'GT_PK(2,2)'      14349  53767  14291  27793  53765  14236
-CONVEX 23578    'GT_PK(2,2)'      14235  53766  14291  53761  53768  14348
-CONVEX 23579    'GT_PK(2,2)'      14403  53769  14291  27379  53767  14349
-CONVEX 23580    'GT_PK(2,2)'      14348  53768  14291  36859  53769  14403
-CONVEX 23581    'GT_PK(2,2)'      3797  53770  3864  46146  53771  3730
-CONVEX 23582    'GT_PK(2,2)'      3864  53772  3998  53773  53774  3929
-CONVEX 23583    'GT_PK(2,2)'      3998  53772  3864  40710  53775  3931
-CONVEX 23584    'GT_PK(2,2)'      3864  53770  3797  53775  53776  3931
-CONVEX 23585    'GT_PK(2,2)'      3596  53777  3729  37001  53778  3664
-CONVEX 23586    'GT_PK(2,2)'      3663  53779  3729  46150  53777  3596
-CONVEX 23587    'GT_PK(2,2)'      3729  53780  3795  53778  31322  3664
-CONVEX 23588    'GT_PK(2,2)'      2768  53781  126  46160  53782  124
-CONVEX 23589    'GT_PK(2,2)'      3431  53783  3301  49948  53784  3366
-CONVEX 23590    'GT_PK(2,2)'      3364  53785  3431  53786  53787  3493
-CONVEX 23591    'GT_PK(2,2)'      2892  53788  2768  53789  46159  2830
-CONVEX 23592    'GT_PK(2,2)'      3017  53790  2892  37037  53791  2955
-CONVEX 23593    'GT_PK(2,2)'      2892  53789  2830  53791  37033  2955
-CONVEX 23594    'GT_PK(2,2)'      2892  53790  3017  53792  27964  2954
-CONVEX 23595    'GT_PK(2,2)'      3465  53793  3597  46165  53794  3532
-CONVEX 23596    'GT_PK(2,2)'      3597  53793  3465  53795  46174  3533
-CONVEX 23597    'GT_PK(2,2)'      3597  53796  3663  53794  46149  3532
-CONVEX 23598    'GT_PK(2,2)'      3663  53796  3597  53797  53798  3730
-CONVEX 23599    'GT_PK(2,2)'      3730  53798  3597  46148  53799  3665
-CONVEX 23600    'GT_PK(2,2)'      3597  53795  3533  53799  49371  3665
-CONVEX 23601    'GT_PK(2,2)'      3272  53800  3401  53801  46173  3336
-CONVEX 23602    'GT_PK(2,2)'      3207  53802  3272  27973  53801  3336
-CONVEX 23603    'GT_PK(2,2)'      3144  53803  3272  46161  53802  3207
-CONVEX 23604    'GT_PK(2,2)'      3401  53800  3272  46169  53804  3337
-CONVEX 23605    'GT_PK(2,2)'      2066  53805  2130  53806  46183  109
-CONVEX 23606    'GT_PK(2,2)'      107  53807  2066  53808  53806  109
-CONVEX 23607    'GT_PK(2,2)'      2066  53809  2179  53805  46195  2130
-CONVEX 23608    'GT_PK(2,2)'      2179  53809  2066  46194  53810  2072
-CONVEX 23609    'GT_PK(2,2)'      1961  53811  2066  21494  53807  107
-CONVEX 23610    'GT_PK(2,2)'      2072  53810  2066  46188  53811  1961
-CONVEX 23611    'GT_PK(2,2)'      1847  53812  1902  53813  46222  1956
-CONVEX 23612    'GT_PK(2,2)'      1847  53813  1956  53814  37074  1901
-CONVEX 23613    'GT_PK(2,2)'      1847  53815  1744  53816  17726  1796
-CONVEX 23614    'GT_PK(2,2)'      1902  53812  1847  46219  53816  1796
-CONVEX 23615    'GT_PK(2,2)'      1847  53817  101  53815  20775  1744
-CONVEX 23616    'GT_PK(2,2)'      101  53817  1847  53818  53819  103
-CONVEX 23617    'GT_PK(2,2)'      1847  53814  1901  53819  28004  103
-CONVEX 23618    'GT_PK(2,2)'      1242  53820  1286  46231  53821  1193
-CONVEX 23619    'GT_PK(2,2)'      1286  53822  1379  53823  46239  1329
-CONVEX 23620    'GT_PK(2,2)'      1286  53820  1242  53824  46229  1334
-CONVEX 23621    'GT_PK(2,2)'      1379  53822  1286  46242  53824  1334
-CONVEX 23622    'GT_PK(2,2)'      1187  53825  1279  53826  46243  1231
-CONVEX 23623    'GT_PK(2,2)'      1187  53827  1099  53828  46247  1145
-CONVEX 23624    'GT_PK(2,2)'      1187  53826  1231  53829  37104  1141
-CONVEX 23625    'GT_PK(2,2)'      1099  53827  1187  46251  53829  1141
-CONVEX 23626    'GT_PK(2,2)'      1193  53830  1236  46226  53831  1145
-CONVEX 23627    'GT_PK(2,2)'      1236  53832  1187  53831  53828  1145
-CONVEX 23628    'GT_PK(2,2)'      1187  53832  1236  53825  53833  1279
-CONVEX 23629    'GT_PK(2,2)'      1279  53833  1236  46246  53834  1329
-CONVEX 23630    'GT_PK(2,2)'      1236  53835  1286  53834  53823  1329
-CONVEX 23631    'GT_PK(2,2)'      1286  53835  1236  53821  53830  1193
-CONVEX 23632    'GT_PK(2,2)'      1196  53836  1237  28057  53837  1287
-CONVEX 23633    'GT_PK(2,2)'      1147  53838  1237  46255  53836  1196
-CONVEX 23634    'GT_PK(2,2)'      1331  53839  1237  53840  53841  1277
-CONVEX 23635    'GT_PK(2,2)'      1237  53839  1331  53837  45343  1287
-CONVEX 23636    'GT_PK(2,2)'      1186  53842  1098  53843  37147  1139
-CONVEX 23637    'GT_PK(2,2)'      1186  53844  1147  53842  46252  1098
-CONVEX 23638    'GT_PK(2,2)'      1186  53845  1237  53844  53838  1147
-CONVEX 23639    'GT_PK(2,2)'      1186  53843  1139  53846  37107  1229
-CONVEX 23640    'GT_PK(2,2)'      1277  53847  1186  21502  53846  1229
-CONVEX 23641    'GT_PK(2,2)'      1237  53845  1186  53841  53847  1277
-CONVEX 23642    'GT_PK(2,2)'      754  53848  718  53849  53850  690
-CONVEX 23643    'GT_PK(2,2)'      725  53851  754  37171  53849  690
-CONVEX 23644    'GT_PK(2,2)'      793  53852  754  37174  53851  725
-CONVEX 23645    'GT_PK(2,2)'      826  53853  754  46258  53852  793
-CONVEX 23646    'GT_PK(2,2)'      657  53854  620  53855  46260  599
-CONVEX 23647    'GT_PK(2,2)'      657  53855  599  53856  37180  629
-CONVEX 23648    'GT_PK(2,2)'      657  53856  629  53857  37173  690
-CONVEX 23649    'GT_PK(2,2)'      718  53858  657  53850  53857  690
-CONVEX 23650    'GT_PK(2,2)'      10075  53859  10224  53860  46272  10164
-CONVEX 23651    'GT_PK(2,2)'      10075  53861  9923  53862  37227  9956
-CONVEX 23652    'GT_PK(2,2)'      10075  53862  9956  53863  28085  10105
-CONVEX 23653    'GT_PK(2,2)'      10224  53859  10075  46275  53863  10105
-CONVEX 23654    'GT_PK(2,2)'      10013  53864  10075  46283  53860  10164
-CONVEX 23655    'GT_PK(2,2)'      10075  53864  10013  53861  46287  9923
-CONVEX 23656    'GT_PK(2,2)'      8692  53865  215  53866  53867  217
-CONVEX 23657    'GT_PK(2,2)'      8692  53868  8536  53865  46290  215
-CONVEX 23658    'GT_PK(2,2)'      8879  53869  8692  46295  53866  217
-CONVEX 23659    'GT_PK(2,2)'      8536  53868  8692  46294  53870  8610
-CONVEX 23660    'GT_PK(2,2)'      8692  53871  8761  53870  37243  8610
-CONVEX 23661    'GT_PK(2,2)'      8692  53869  8879  53871  46299  8761
-CONVEX 23662    'GT_PK(2,2)'      9715  53872  9797  53873  46316  9640
-CONVEX 23663    'GT_PK(2,2)'      9715  53874  9628  53875  46346  9790
-CONVEX 23664    'GT_PK(2,2)'      9873  53876  9715  37308  53875  9790
-CONVEX 23665    'GT_PK(2,2)'      9797  53872  9715  46314  53876  9873
-CONVEX 23666    'GT_PK(2,2)'      9715  53873  9640  53877  46310  9552
-CONVEX 23667    'GT_PK(2,2)'      9628  53874  9715  53878  53877  9552
-CONVEX 23668    'GT_PK(2,2)'      9358  53879  9207  46343  53880  9281
-CONVEX 23669    'GT_PK(2,2)'      9207  53881  9134  53882  37335  9057
-CONVEX 23670    'GT_PK(2,2)'      9207  53883  9131  53880  37267  9281
-CONVEX 23671    'GT_PK(2,2)'      9131  53883  9207  38680  53882  9057
-CONVEX 23672    'GT_PK(2,2)'      9435  53884  9512  53885  53886  9362
-CONVEX 23673    'GT_PK(2,2)'      9435  53887  9358  53888  46344  9510
-CONVEX 23674    'GT_PK(2,2)'      9587  53889  9510  53890  37328  9661
-CONVEX 23675    'GT_PK(2,2)'      9512  53891  9587  46348  53892  9704
-CONVEX 23676    'GT_PK(2,2)'      9587  53893  9435  53889  53888  9510
-CONVEX 23677    'GT_PK(2,2)'      9435  53893  9587  53884  53891  9512
-CONVEX 23678    'GT_PK(2,2)'      9779  53894  9587  28092  53890  9661
-CONVEX 23679    'GT_PK(2,2)'      9704  53892  9587  37332  53894  9779
-CONVEX 23680    'GT_PK(2,2)'      9438  53895  9628  53896  53878  9552
-CONVEX 23681    'GT_PK(2,2)'      9438  53897  9512  53895  46347  9628
-CONVEX 23682    'GT_PK(2,2)'      9364  53898  9438  37319  53896  9552
-CONVEX 23683    'GT_PK(2,2)'      9438  53898  9364  53899  46330  9287
-CONVEX 23684    'GT_PK(2,2)'      9362  53900  9438  46354  53899  9287
-CONVEX 23685    'GT_PK(2,2)'      9512  53897  9438  53886  53900  9362
-CONVEX 23686    'GT_PK(2,2)'      9285  53901  9212  53902  46349  9134
-CONVEX 23687    'GT_PK(2,2)'      9207  53903  9285  53881  53902  9134
-CONVEX 23688    'GT_PK(2,2)'      9285  53903  9207  53904  53879  9358
-CONVEX 23689    'GT_PK(2,2)'      9435  53905  9285  53887  53904  9358
-CONVEX 23690    'GT_PK(2,2)'      9212  53901  9285  46352  53906  9362
-CONVEX 23691    'GT_PK(2,2)'      9285  53905  9435  53906  53885  9362
-CONVEX 23692    'GT_PK(2,2)'      8939  53907  9031  46356  53908  8869
-CONVEX 23693    'GT_PK(2,2)'      9031  53909  8960  53908  46380  8869
-CONVEX 23694    'GT_PK(2,2)'      9648  53910  9493  46375  53911  9569
-CONVEX 23695    'GT_PK(2,2)'      9493  53910  9648  30941  46376  9572
-CONVEX 23696    'GT_PK(2,2)'      9254  53912  9068  46360  53913  9140
-CONVEX 23697    'GT_PK(2,2)'      8917  53914  9068  46362  53915  9006
-CONVEX 23698    'GT_PK(2,2)'      9068  53916  9180  53915  53917  9006
-CONVEX 23699    'GT_PK(2,2)'      9180  53916  9068  53918  53912  9254
-CONVEX 23700    'GT_PK(2,2)'      9140  53913  9068  46339  53919  8990
-CONVEX 23701    'GT_PK(2,2)'      9068  53914  8917  53919  53920  8990
-CONVEX 23702    'GT_PK(2,2)'      9342  53921  9267  53922  53923  9187
-CONVEX 23703    'GT_PK(2,2)'      9497  53924  9421  37340  53925  9573
-CONVEX 23704    'GT_PK(2,2)'      9421  53926  9496  53925  46378  9573
-CONVEX 23705    'GT_PK(2,2)'      9421  53927  9342  53926  31203  9496
-CONVEX 23706    'GT_PK(2,2)'      9342  53927  9421  53921  53928  9267
-CONVEX 23707    'GT_PK(2,2)'      9267  53929  9114  53923  53930  9187
-CONVEX 23708    'GT_PK(2,2)'      9114  53931  9031  53930  53932  9187
-CONVEX 23709    'GT_PK(2,2)'      9031  53931  9114  53909  53933  8960
-CONVEX 23710    'GT_PK(2,2)'      8960  53933  9114  53934  53935  9037
-CONVEX 23711    'GT_PK(2,2)'      9718  53936  9643  38151  53937  9570
-CONVEX 23712    'GT_PK(2,2)'      9643  53936  9718  53938  47096  9791
-CONVEX 23713    'GT_PK(2,2)'      9346  53939  9421  53940  53924  9497
-CONVEX 23714    'GT_PK(2,2)'      9421  53939  9346  53928  53941  9267
-CONVEX 23715    'GT_PK(2,2)'      9193  53942  9346  53943  53944  9271
-CONVEX 23716    'GT_PK(2,2)'      9346  53942  9193  53941  53945  9267
-CONVEX 23717    'GT_PK(2,2)'      9114  53946  9193  53935  53947  9037
-CONVEX 23718    'GT_PK(2,2)'      9193  53946  9114  53945  53929  9267
-CONVEX 23719    'GT_PK(2,2)'      9196  53948  9347  53949  53950  9270
-CONVEX 23720    'GT_PK(2,2)'      9347  53948  9196  53951  53952  9271
-CONVEX 23721    'GT_PK(2,2)'      8725  53953  8652  53954  39659  8568
-CONVEX 23722    'GT_PK(2,2)'      8725  53955  8810  53953  46384  8652
-CONVEX 23723    'GT_PK(2,2)'      8638  53956  8725  38774  53954  8568
-CONVEX 23724    'GT_PK(2,2)'      8798  53957  8725  38796  53956  8638
-CONVEX 23725    'GT_PK(2,2)'      8965  53958  8885  53959  53960  9037
-CONVEX 23726    'GT_PK(2,2)'      8810  53961  8885  46388  53958  8965
-CONVEX 23727    'GT_PK(2,2)'      8725  53962  8885  53955  53961  8810
-CONVEX 23728    'GT_PK(2,2)'      8885  53963  8960  53960  53934  9037
-CONVEX 23729    'GT_PK(2,2)'      8960  53963  8885  46379  53964  8798
-CONVEX 23730    'GT_PK(2,2)'      8885  53962  8725  53964  53957  8798
-CONVEX 23731    'GT_PK(2,2)'      11401  53965  11542  37373  53966  11470
-CONVEX 23732    'GT_PK(2,2)'      11470  53966  11542  28170  53967  11612
-CONVEX 23733    'GT_PK(2,2)'      11542  53968  11683  53967  46398  11612
-CONVEX 23734    'GT_PK(2,2)'      10974  53969  11116  37529  53970  11044
-CONVEX 23735    'GT_PK(2,2)'      11116  53971  11186  53970  46402  11044
-CONVEX 23736    'GT_PK(2,2)'      11186  53971  11116  46404  53972  11260
-CONVEX 23737    'GT_PK(2,2)'      11116  53969  10974  53973  37534  11045
-CONVEX 23738    'GT_PK(2,2)'      11116  53974  11187  53972  46408  11260
-CONVEX 23739    'GT_PK(2,2)'      11187  53974  11116  28232  53973  11045
-CONVEX 23740    'GT_PK(2,2)'      10537  53975  10464  46429  53976  10610
-CONVEX 23741    'GT_PK(2,2)'      10394  53977  10464  46462  53978  10319
-CONVEX 23742    'GT_PK(2,2)'      10464  53979  10391  53978  37522  10319
-CONVEX 23743    'GT_PK(2,2)'      10464  53975  10537  53979  46427  10391
-CONVEX 23744    'GT_PK(2,2)'      10610  53976  10464  28182  53980  10539
-CONVEX 23745    'GT_PK(2,2)'      10464  53977  10394  53980  46464  10539
-CONVEX 23746    'GT_PK(2,2)'      10900  53981  10829  37524  53982  10758
-CONVEX 23747    'GT_PK(2,2)'      10972  53983  10829  46434  53981  10900
-CONVEX 23748    'GT_PK(2,2)'      10758  53982  10829  37426  53984  10684
-CONVEX 23749    'GT_PK(2,2)'      10829  53983  10972  53985  46432  10899
-CONVEX 23750    'GT_PK(2,2)'      10829  53986  10755  53984  37436  10684
-CONVEX 23751    'GT_PK(2,2)'      10755  53986  10829  37437  53985  10899
-CONVEX 23752    'GT_PK(2,2)'      11964  53987  12034  53988  53989  12096
-CONVEX 23753    'GT_PK(2,2)'      12031  53990  11964  46447  53988  12096
-CONVEX 23754    'GT_PK(2,2)'      11964  53990  12031  53991  46440  11893
-CONVEX 23755    'GT_PK(2,2)'      11964  53991  11893  53992  46393  11826
-CONVEX 23756    'GT_PK(2,2)'      11898  53993  11964  37546  53992  11826
-CONVEX 23757    'GT_PK(2,2)'      12034  53987  11964  46436  53993  11898
-CONVEX 23758    'GT_PK(2,2)'      12034  53994  12159  53989  53995  12096
-CONVEX 23759    'GT_PK(2,2)'      12159  53996  12244  53995  46449  12096
-CONVEX 23760    'GT_PK(2,2)'      12159  53997  12103  53998  37459  12215
-CONVEX 23761    'GT_PK(2,2)'      12159  53994  12034  53997  46437  12103
-CONVEX 23762    'GT_PK(2,2)'      12314  53999  12159  28189  53998  12215
-CONVEX 23763    'GT_PK(2,2)'      12244  53996  12159  46442  53999  12314
-CONVEX 23764    'GT_PK(2,2)'      12310  54000  12244  54001  46441  12380
-CONVEX 23765    'GT_PK(2,2)'      12310  54002  12174  54000  46448  12244
-CONVEX 23766    'GT_PK(2,2)'      12174  54002  12310  46443  54003  12241
-CONVEX 23767    'GT_PK(2,2)'      12241  54003  12310  28754  54004  12379
-CONVEX 23768    'GT_PK(2,2)'      12310  54005  12450  54004  47197  12379
-CONVEX 23769    'GT_PK(2,2)'      12310  54001  12380  54005  37473  12450
-CONVEX 23770    'GT_PK(2,2)'      12636  54006  12580  46451  54007  12704
-CONVEX 23771    'GT_PK(2,2)'      12514  54008  12580  47199  54009  12444
-CONVEX 23772    'GT_PK(2,2)'      12580  54010  12649  54007  28581  12704
-CONVEX 23773    'GT_PK(2,2)'      12580  54008  12514  54010  47201  12649
-CONVEX 23774    'GT_PK(2,2)'      10982  54011  246  46491  54012  248
-CONVEX 23775    'GT_PK(2,2)'      3431  53785  3364  53783  54013  3301
-CONVEX 23776    'GT_PK(2,2)'      3431  49945  3561  53787  54014  3493
-CONVEX 23777    'GT_PK(2,2)'      10879  54015  10812  54016  46474  10692
-CONVEX 23778    'GT_PK(2,2)'      246  54017  10879  54018  54019  245
-CONVEX 23779    'GT_PK(2,2)'      10879  54017  246  54020  54011  10982
-CONVEX 23780    'GT_PK(2,2)'      11462  54021  11384  28256  54022  11493
-CONVEX 23781    'GT_PK(2,2)'      11384  54021  11462  54023  28251  11323
-CONVEX 23782    'GT_PK(2,2)'      11384  54024  254  54022  21599  11493
-CONVEX 23783    'GT_PK(2,2)'      11384  54025  252  54024  54026  254
-CONVEX 23784    'GT_PK(2,2)'      252  54027  11264  54028  54029  250
-CONVEX 23785    'GT_PK(2,2)'      11264  54030  11127  54029  46487  250
-CONVEX 23786    'GT_PK(2,2)'      11384  54031  11264  54025  54027  252
-CONVEX 23787    'GT_PK(2,2)'      11264  54032  11323  54033  21622  11191
-CONVEX 23788    'GT_PK(2,2)'      11264  54031  11384  54032  54023  11323
-CONVEX 23789    'GT_PK(2,2)'      11127  54034  11087  46490  54035  10982
-CONVEX 23790    'GT_PK(2,2)'      11030  54036  11087  21613  54037  11191
-CONVEX 23791    'GT_PK(2,2)'      11087  54038  11264  54037  54033  11191
-CONVEX 23792    'GT_PK(2,2)'      11264  54038  11087  54030  54034  11127
-CONVEX 23793    'GT_PK(2,2)'      5911  54039  5765  54040  46501  179
-CONVEX 23794    'GT_PK(2,2)'      5911  54041  181  54042  46492  6057
-CONVEX 23795    'GT_PK(2,2)'      181  54041  5911  54043  54040  179
-CONVEX 23796    'GT_PK(2,2)'      5984  54044  5911  38843  54042  6057
-CONVEX 23797    'GT_PK(2,2)'      1421  54045  1515  46524  54046  1467
-CONVEX 23798    'GT_PK(2,2)'      1515  54045  1421  54047  54048  1462
-CONVEX 23799    'GT_PK(2,2)'      1330  54049  1377  54050  46519  1423
-CONVEX 23800    'GT_PK(2,2)'      1330  54051  1281  54052  46791  1239
-CONVEX 23801    'GT_PK(2,2)'      591  54053  645  54054  46548  610
-CONVEX 23802    'GT_PK(2,2)'      591  54055  555  54056  50661  539
-CONVEX 23803    'GT_PK(2,2)'      555  54055  591  50663  54054  610
-CONVEX 23804    'GT_PK(2,2)'      645  54053  591  46547  54057  616
-CONVEX 23805    'GT_PK(2,2)'      591  54056  539  54058  32865  564
-CONVEX 23806    'GT_PK(2,2)'      616  54057  591  37632  54058  564
-CONVEX 23807    'GT_PK(2,2)'      646  16623  687  37656  54059  710
-CONVEX 23808    'GT_PK(2,2)'      858  54060  936  28324  37781  893
-CONVEX 23809    'GT_PK(2,2)'      2728  54061  2666  54062  46558  2788
-CONVEX 23810    'GT_PK(2,2)'      2728  54062  2788  54063  42777  2851
-CONVEX 23811    'GT_PK(2,2)'      2134  54064  2252  37666  54065  2194
-CONVEX 23812    'GT_PK(2,2)'      2252  54064  2134  54066  28284  2189
-CONVEX 23813    'GT_PK(2,2)'      2253  54067  2310  46576  54068  2369
-CONVEX 23814    'GT_PK(2,2)'      2310  54069  2252  54070  54071  2368
-CONVEX 23815    'GT_PK(2,2)'      2310  54067  2253  54072  37702  2194
-CONVEX 23816    'GT_PK(2,2)'      2252  54069  2310  54065  54072  2194
-CONVEX 23817    'GT_PK(2,2)'      2427  54073  2487  54074  54075  2369
-CONVEX 23818    'GT_PK(2,2)'      2310  54076  2427  54068  54074  2369
-CONVEX 23819    'GT_PK(2,2)'      2427  54076  2310  54077  54070  2368
-CONVEX 23820    'GT_PK(2,2)'      1803  54078  1698  46562  54079  1750
-CONVEX 23821    'GT_PK(2,2)'      1595  54080  1698  46757  54081  1648
-CONVEX 23822    'GT_PK(2,2)'      1750  54079  1698  37689  54082  1644
-CONVEX 23823    'GT_PK(2,2)'      1698  54080  1595  54082  46764  1644
-CONVEX 23824    'GT_PK(2,2)'      1859  54083  1803  54084  46561  1912
-CONVEX 23825    'GT_PK(2,2)'      1969  54085  1859  28300  54084  1912
-CONVEX 23826    'GT_PK(2,2)'      1859  54086  1915  54087  46572  1807
-CONVEX 23827    'GT_PK(2,2)'      1915  54086  1859  54088  54085  1969
-CONVEX 23828    'GT_PK(2,2)'      1648  54089  1752  37748  54090  1700
-CONVEX 23829    'GT_PK(2,2)'      1859  54091  1752  54083  54092  1803
-CONVEX 23830    'GT_PK(2,2)'      1698  54093  1752  54081  54089  1648
-CONVEX 23831    'GT_PK(2,2)'      1752  54093  1698  54092  54078  1803
-CONVEX 23832    'GT_PK(2,2)'      1700  54090  1752  54094  54095  1807
-CONVEX 23833    'GT_PK(2,2)'      1752  54091  1859  54095  54087  1807
-CONVEX 23834    'GT_PK(2,2)'      1447  54096  1414  54097  46564  1351
-CONVEX 23835    'GT_PK(2,2)'      1447  54098  1497  54099  46720  1549
-CONVEX 23836    'GT_PK(2,2)'      1399  54100  1447  46726  54097  1351
-CONVEX 23837    'GT_PK(2,2)'      1497  54098  1447  46752  54100  1399
-CONVEX 23838    'GT_PK(2,2)'      1414  54101  1372  46563  54102  1323
-CONVEX 23839    'GT_PK(2,2)'      1372  54101  1414  54103  54104  1462
-CONVEX 23840    'GT_PK(2,2)'      1421  54105  1372  54048  54103  1462
-CONVEX 23841    'GT_PK(2,2)'      1372  54105  1421  54106  46522  1328
-CONVEX 23842    'GT_PK(2,2)'      1921  54107  1976  46568  54108  1867
-CONVEX 23843    'GT_PK(2,2)'      1976  54109  1922  54108  54110  1867
-CONVEX 23844    'GT_PK(2,2)'      1922  54109  1976  54111  54112  2032
-CONVEX 23845    'GT_PK(2,2)'      1976  54113  2088  54112  37704  2032
-CONVEX 23846    'GT_PK(2,2)'      1866  54114  1921  54115  46566  1813
-CONVEX 23847    'GT_PK(2,2)'      1759  28606  1866  54116  54115  1813
-CONVEX 23848    'GT_PK(2,2)'      2311  54117  2195  46574  54118  2253
-CONVEX 23849    'GT_PK(2,2)'      2083  54119  2195  54120  54121  2140
-CONVEX 23850    'GT_PK(2,2)'      2195  54119  2083  54122  37700  2139
-CONVEX 23851    'GT_PK(2,2)'      2253  54118  2195  37701  54122  2139
-CONVEX 23852    'GT_PK(2,2)'      2144  54123  2199  54124  46585  2258
-CONVEX 23853    'GT_PK(2,2)'      2200  54125  2144  46579  54124  2258
-CONVEX 23854    'GT_PK(2,2)'      2144  54125  2200  54126  46577  2088
-CONVEX 23855    'GT_PK(2,2)'      2199  54123  2144  46607  54127  2087
-CONVEX 23856    'GT_PK(2,2)'      2432  54128  2492  54129  46588  2552
-CONVEX 23857    'GT_PK(2,2)'      2550  54130  2611  54131  46587  2492
-CONVEX 23858    'GT_PK(2,2)'      2550  54132  2431  54133  46591  2491
-CONVEX 23859    'GT_PK(2,2)'      2431  54132  2550  54134  54131  2492
-CONVEX 23860    'GT_PK(2,2)'      2431  54135  2315  46590  54136  2371
-CONVEX 23861    'GT_PK(2,2)'      2371  54136  2315  27612  54137  2255
-CONVEX 23862    'GT_PK(2,2)'      2373  54138  2316  54139  46583  2257
-CONVEX 23863    'GT_PK(2,2)'      2315  54140  2373  54141  54139  2257
-CONVEX 23864    'GT_PK(2,2)'      2373  54140  2315  54142  54135  2431
-CONVEX 23865    'GT_PK(2,2)'      2373  54142  2431  54143  54134  2492
-CONVEX 23866    'GT_PK(2,2)'      2432  54144  2373  54128  54143  2492
-CONVEX 23867    'GT_PK(2,2)'      2373  54144  2432  54138  54145  2316
-CONVEX 23868    'GT_PK(2,2)'      1915  54146  1972  46571  54147  1863
-CONVEX 23869    'GT_PK(2,2)'      1863  54147  1972  16672  54148  1918
-CONVEX 23870    'GT_PK(2,2)'      2254  27952  2197  54149  46596  2140
-CONVEX 23871    'GT_PK(2,2)'      2195  54150  2254  54121  54149  2140
-CONVEX 23872    'GT_PK(2,2)'      2254  54150  2195  54151  54117  2311
-CONVEX 23873    'GT_PK(2,2)'      2028  54152  2084  54153  46598  2141
-CONVEX 23874    'GT_PK(2,2)'      2028  54154  1974  54155  54156  1918
-CONVEX 23875    'GT_PK(2,2)'      1972  54157  2028  54148  54155  1918
-CONVEX 23876    'GT_PK(2,2)'      2028  54157  1972  54152  54158  2084
-CONVEX 23877    'GT_PK(2,2)'      2086  54159  2029  54160  46599  1974
-CONVEX 23878    'GT_PK(2,2)'      2086  54161  2028  54162  54153  2141
-CONVEX 23879    'GT_PK(2,2)'      2028  54161  2086  54154  54160  1974
-CONVEX 23880    'GT_PK(2,2)'      2086  54163  2142  54159  46602  2029
-CONVEX 23881    'GT_PK(2,2)'      2792  54164  2732  46608  54165  2670
-CONVEX 23882    'GT_PK(2,2)'      2670  54166  2608  46610  54167  2730
-CONVEX 23883    'GT_PK(2,2)'      2487  54168  2428  54075  54169  2369
-CONVEX 23884    'GT_PK(2,2)'      2428  54170  2311  54169  46575  2369
-CONVEX 23885    'GT_PK(2,2)'      3232  54171  3295  54172  42680  3360
-CONVEX 23886    'GT_PK(2,2)'      3232  54172  3360  54173  54174  3297
-CONVEX 23887    'GT_PK(2,2)'      3167  54175  3232  54176  54173  3297
-CONVEX 23888    'GT_PK(2,2)'      3232  54175  3167  54177  27466  3104
-CONVEX 23889    'GT_PK(2,2)'      3166  54178  3232  42794  54177  3104
-CONVEX 23890    'GT_PK(2,2)'      3232  54178  3166  54171  42795  3295
-CONVEX 23891    'GT_PK(2,2)'      2614  54179  2495  46612  54180  2553
-CONVEX 23892    'GT_PK(2,2)'      2375  54181  2495  27237  54182  2435
-CONVEX 23893    'GT_PK(2,2)'      2495  54183  2434  54180  54184  2553
-CONVEX 23894    'GT_PK(2,2)'      2495  54181  2375  54183  46616  2434
-CONVEX 23895    'GT_PK(2,2)'      2736  54185  2674  54186  37713  2797
-CONVEX 23896    'GT_PK(2,2)'      2736  54187  2614  54185  46611  2674
-CONVEX 23897    'GT_PK(2,2)'      2614  54187  2736  54188  54189  2676
-CONVEX 23898    'GT_PK(2,2)'      2861  54190  2736  37722  54186  2797
-CONVEX 23899    'GT_PK(2,2)'      2858  54191  2795  54192  46630  2733
-CONVEX 23900    'GT_PK(2,2)'      2858  54192  2733  54193  54194  2794
-CONVEX 23901    'GT_PK(2,2)'      2919  54195  2858  54196  54193  2794
-CONVEX 23902    'GT_PK(2,2)'      2982  54197  2858  51087  54195  2919
-CONVEX 23903    'GT_PK(2,2)'      2795  54191  2858  46622  54198  2921
-CONVEX 23904    'GT_PK(2,2)'      2858  54197  2982  54198  51094  2921
-CONVEX 23905    'GT_PK(2,2)'      2803  54199  2741  54200  46634  2866
-CONVEX 23906    'GT_PK(2,2)'      2803  54201  2867  54202  51224  2742
-CONVEX 23907    'GT_PK(2,2)'      2803  54202  2742  54203  42747  2680
-CONVEX 23908    'GT_PK(2,2)'      2741  54199  2803  46637  54203  2680
-CONVEX 23909    'GT_PK(2,2)'      2803  54200  2866  54204  54205  2929
-CONVEX 23910    'GT_PK(2,2)'      2867  54201  2803  51229  54204  2929
-CONVEX 23911    'GT_PK(2,2)'      2800  54206  2864  54207  46677  2739
-CONVEX 23912    'GT_PK(2,2)'      2864  54206  2800  46672  54208  2925
-CONVEX 23913    'GT_PK(2,2)'      2798  54209  2861  54210  54211  2924
-CONVEX 23914    'GT_PK(2,2)'      2798  54212  2738  54213  46648  2676
-CONVEX 23915    'GT_PK(2,2)'      2736  54214  2798  54189  54213  2676
-CONVEX 23916    'GT_PK(2,2)'      2798  54214  2736  54209  54190  2861
-CONVEX 23917    'GT_PK(2,2)'      2556  54215  2496  54216  54217  2615
-CONVEX 23918    'GT_PK(2,2)'      2556  54218  2617  54219  54220  2497
-CONVEX 23919    'GT_PK(2,2)'      2261  54221  2320  46646  54222  2378
-CONVEX 23920    'GT_PK(2,2)'      2554  54223  2496  54224  54225  2435
-CONVEX 23921    'GT_PK(2,2)'      2495  54226  2554  54182  54224  2435
-CONVEX 23922    'GT_PK(2,2)'      2554  54226  2495  54227  54179  2614
-CONVEX 23923    'GT_PK(2,2)'      2554  54227  2614  54228  54188  2676
-CONVEX 23924    'GT_PK(2,2)'      2615  54229  2554  46649  54228  2676
-CONVEX 23925    'GT_PK(2,2)'      2496  54223  2554  54217  54229  2615
-CONVEX 23926    'GT_PK(2,2)'      2618  54230  2557  46638  54231  2678
-CONVEX 23927    'GT_PK(2,2)'      2557  54232  2617  54231  46650  2678
-CONVEX 23928    'GT_PK(2,2)'      2557  54230  2618  54233  51233  2498
-CONVEX 23929    'GT_PK(2,2)'      2437  54234  2557  51246  54233  2498
-CONVEX 23930    'GT_PK(2,2)'      2497  54235  2557  37719  54234  2437
-CONVEX 23931    'GT_PK(2,2)'      2617  54232  2557  54220  54235  2497
-CONVEX 23932    'GT_PK(2,2)'      2204  54236  2147  46656  54237  2261
-CONVEX 23933    'GT_PK(2,2)'      2092  54238  2147  51279  54236  2204
-CONVEX 23934    'GT_PK(2,2)'      2147  54239  2034  54240  42840  2091
-CONVEX 23935    'GT_PK(2,2)'      2147  54238  2092  54239  51278  2034
-CONVEX 23936    'GT_PK(2,2)'      2202  54241  2146  54242  46659  2090
-CONVEX 23937    'GT_PK(2,2)'      2145  54243  2202  37695  54242  2090
-CONVEX 23938    'GT_PK(2,2)'      2259  27438  2202  46615  54243  2145
-CONVEX 23939    'GT_PK(2,2)'      744  54244  721  54245  54246  679
-CONVEX 23940    'GT_PK(2,2)'      721  54247  658  54246  54248  679
-CONVEX 23941    'GT_PK(2,2)'      788  54249  721  54250  54244  744
-CONVEX 23942    'GT_PK(2,2)'      721  54249  788  54251  46698  759
-CONVEX 23943    'GT_PK(2,2)'      658  54252  55  54248  54253  679
-CONVEX 23944    'GT_PK(2,2)'      55  54254  57  54253  54255  679
-CONVEX 23945    'GT_PK(2,2)'      55  54252  658  54256  54257  53
-CONVEX 23946    'GT_PK(2,2)'      3495  54258  3563  54259  54260  3628
-CONVEX 23947    'GT_PK(2,2)'      3563  54258  3495  54261  54262  3433
-CONVEX 23948    'GT_PK(2,2)'      3495  49947  3366  54262  54263  3433
-CONVEX 23949    'GT_PK(2,2)'      3561  49946  3495  54264  54259  3628
-CONVEX 23950    'GT_PK(2,2)'      1121  54265  1209  54266  54267  1166
-CONVEX 23951    'GT_PK(2,2)'      1302  54268  1209  54269  54270  1254
-CONVEX 23952    'GT_PK(2,2)'      1254  54270  1209  54271  54272  1164
-CONVEX 23953    'GT_PK(2,2)'      1209  54265  1121  54272  46681  1164
-CONVEX 23954    'GT_PK(2,2)'      1166  54267  1209  37741  54273  1256
-CONVEX 23955    'GT_PK(2,2)'      1209  54268  1302  54273  46744  1256
-CONVEX 23956    'GT_PK(2,2)'      1348  54274  1444  54275  37775  1398
-CONVEX 23957    'GT_PK(2,2)'      1302  54276  1348  46746  54275  1398
-CONVEX 23958    'GT_PK(2,2)'      1348  54277  1395  54274  46686  1444
-CONVEX 23959    'GT_PK(2,2)'      1348  54276  1302  54278  54269  1254
-CONVEX 23960    'GT_PK(2,2)'      1346  54279  1393  54280  37763  1442
-CONVEX 23961    'GT_PK(2,2)'      1395  54281  1346  46683  54280  1442
-CONVEX 23962    'GT_PK(2,2)'      993  54282  1034  54283  46691  1077
-CONVEX 23963    'GT_PK(2,2)'      993  54283  1077  54284  46679  1035
-CONVEX 23964    'GT_PK(2,2)'      953  54285  993  54286  54284  1035
-CONVEX 23965    'GT_PK(2,2)'      913  54287  993  46700  54285  953
-CONVEX 23966    'GT_PK(2,2)'      1034  54282  993  46709  54288  952
-CONVEX 23967    'GT_PK(2,2)'      993  54287  913  54288  54289  952
-CONVEX 23968    'GT_PK(2,2)'      873  54290  798  37732  54291  835
-CONVEX 23969    'GT_PK(2,2)'      836  54292  798  46695  54290  873
-CONVEX 23970    'GT_PK(2,2)'      798  54293  65  54291  28314  835
-CONVEX 23971    'GT_PK(2,2)'      798  54294  63  54293  54295  65
-CONVEX 23972    'GT_PK(2,2)'      813  54296  788  27178  54250  744
-CONVEX 23973    'GT_PK(2,2)'      1138  54297  1166  54298  37739  1214
-CONVEX 23974    'GT_PK(2,2)'      874  54299  836  54300  46696  912
-CONVEX 23975    'GT_PK(2,2)'      952  54301  874  46711  54300  912
-CONVEX 23976    'GT_PK(2,2)'      913  54302  874  54289  54301  952
-CONVEX 23977    'GT_PK(2,2)'      788  54303  860  46697  54304  828
-CONVEX 23978    'GT_PK(2,2)'      933  54305  860  46704  54306  881
-CONVEX 23979    'GT_PK(2,2)'      860  54307  813  54306  54308  881
-CONVEX 23980    'GT_PK(2,2)'      813  54307  860  54296  54303  788
-CONVEX 23981    'GT_PK(2,2)'      1009  54309  953  54310  54286  1035
-CONVEX 23982    'GT_PK(2,2)'      1009  54311  933  54309  46703  953
-CONVEX 23983    'GT_PK(2,2)'      3239  54312  3173  54313  54314  3112
-CONVEX 23984    'GT_PK(2,2)'      3173  54312  3239  54315  54316  3301
-CONVEX 23985    'GT_PK(2,2)'      3304  54317  3239  54318  54319  3176
-CONVEX 23986    'GT_PK(2,2)'      3239  54317  3304  54320  54321  3366
-CONVEX 23987    'GT_PK(2,2)'      796  54322  727  46771  54323  759
-CONVEX 23988    'GT_PK(2,2)'      1232  54324  1142  46786  54325  1189
-CONVEX 23989    'GT_PK(2,2)'      1142  54324  1232  54326  46782  1184
-CONVEX 23990    'GT_PK(2,2)'      1142  54327  1096  54328  46777  1055
-CONVEX 23991    'GT_PK(2,2)'      1142  54326  1184  54327  46543  1096
-CONVEX 23992    'GT_PK(2,2)'      1371  54329  1420  54330  37626  1466
-CONVEX 23993    'GT_PK(2,2)'      1418  54331  1371  46513  54330  1466
-CONVEX 23994    'GT_PK(2,2)'      1322  54332  1371  24803  54331  1418
-CONVEX 23995    'GT_PK(2,2)'      1278  54333  1371  46784  54332  1322
-CONVEX 23996    'GT_PK(2,2)'      1375  54334  1468  54335  46516  1420
-CONVEX 23997    'GT_PK(2,2)'      1330  54336  1375  54051  54337  1281
-CONVEX 23998    'GT_PK(2,2)'      1468  54334  1375  54338  54339  1423
-CONVEX 23999    'GT_PK(2,2)'      1375  54336  1330  54339  54050  1423
-CONVEX 24000    'GT_PK(2,2)'      1281  54340  1234  46793  54341  1191
-CONVEX 24001    'GT_PK(2,2)'      1234  54342  1144  54341  54343  1191
-CONVEX 24002    'GT_PK(2,2)'      1234  54344  1278  54345  46785  1189
-CONVEX 24003    'GT_PK(2,2)'      1144  54342  1234  54346  54345  1189
-CONVEX 24004    'GT_PK(2,2)'      1063  54347  1104  54348  54349  1019
-CONVEX 24005    'GT_PK(2,2)'      1144  54350  1104  54343  54351  1191
-CONVEX 24006    'GT_PK(2,2)'      1104  54352  1059  54349  54353  1019
-CONVEX 24007    'GT_PK(2,2)'      1059  54352  1104  54354  54350  1144
-CONVEX 24008    'GT_PK(2,2)'      1149  54355  1239  54356  46792  1191
-CONVEX 24009    'GT_PK(2,2)'      1104  54357  1149  54351  54356  1191
-CONVEX 24010    'GT_PK(2,2)'      1149  54357  1104  54358  54347  1063
-CONVEX 24011    'GT_PK(2,2)'      1149  54359  1195  54355  54360  1239
-CONVEX 24012    'GT_PK(2,2)'      12223  54361  12360  54362  46810  12291
-CONVEX 24013    'GT_PK(2,2)'      12223  54363  12153  54364  46817  12084
-CONVEX 24014    'GT_PK(2,2)'      12153  54363  12223  46813  54362  12291
-CONVEX 24015    'GT_PK(2,2)'      12155  54365  12223  46821  54364  12084
-CONVEX 24016    'GT_PK(2,2)'      12360  54361  12223  46811  54366  12292
-CONVEX 24017    'GT_PK(2,2)'      12223  54365  12155  54366  46823  12292
-CONVEX 24018    'GT_PK(2,2)'      14683  54367  14735  37881  54368  14785
-CONVEX 24019    'GT_PK(2,2)'      14735  54369  14838  54368  54370  14785
-CONVEX 24020    'GT_PK(2,2)'      14838  54371  14888  54372  54373  14938
-CONVEX 24021    'GT_PK(2,2)'      14985  54374  14888  37907  54375  14939
-CONVEX 24022    'GT_PK(2,2)'      14888  54374  14985  54373  37902  14938
-CONVEX 24023    'GT_PK(2,2)'      14936  54376  14886  45881  54377  14984
-CONVEX 24024    'GT_PK(2,2)'      14984  54377  14886  37911  54378  14938
-CONVEX 24025    'GT_PK(2,2)'      14886  54379  14838  54378  54372  14938
-CONVEX 24026    'GT_PK(2,2)'      14838  54379  14886  54370  54380  14785
-CONVEX 24027    'GT_PK(2,2)'      14886  54381  14834  54380  36624  14785
-CONVEX 24028    'GT_PK(2,2)'      14886  54376  14936  54381  45888  14834
-CONVEX 24029    'GT_PK(2,2)'      14890  54382  14791  54383  54384  14842
-CONVEX 24030    'GT_PK(2,2)'      14890  54385  14988  54386  37915  14939
-CONVEX 24031    'GT_PK(2,2)'      14633  54387  14687  54388  46853  14739
-CONVEX 24032    'GT_PK(2,2)'      14527  54389  14633  37887  54390  14580
-CONVEX 24033    'GT_PK(2,2)'      14583  54391  14636  54392  54393  14529
-CONVEX 24034    'GT_PK(2,2)'      14363  54394  14306  46868  54395  14420
-CONVEX 24035    'GT_PK(2,2)'      14306  54394  14363  54396  46857  14249
-CONVEX 24036    'GT_PK(2,2)'      14306  54397  14194  54398  46862  14252
-CONVEX 24037    'GT_PK(2,2)'      14194  54397  14306  37901  54396  14249
-CONVEX 24038    'GT_PK(2,2)'      15038  54399  14992  54400  37932  15087
-CONVEX 24039    'GT_PK(2,2)'      14476  54401  14583  54402  54392  14529
-CONVEX 24040    'GT_PK(2,2)'      14476  54403  14530  54401  46884  14583
-CONVEX 24041    'GT_PK(2,2)'      14476  54404  14421  54403  54405  14530
-CONVEX 24042    'GT_PK(2,2)'      14420  54406  14476  46870  54402  14529
-CONVEX 24043    'GT_PK(2,2)'      14584  54407  14475  37939  54408  14528
-CONVEX 24044    'GT_PK(2,2)'      14530  54409  14475  46887  54407  14584
-CONVEX 24045    'GT_PK(2,2)'      14421  54410  14475  54405  54409  14530
-CONVEX 24046    'GT_PK(2,2)'      14472  54411  14581  54412  37944  14528
-CONVEX 24047    'GT_PK(2,2)'      14472  54413  14526  54411  54414  14581
-CONVEX 24048    'GT_PK(2,2)'      14526  54413  14472  46889  54415  14416
-CONVEX 24049    'GT_PK(2,2)'      14472  54416  14362  54415  46897  14416
-CONVEX 24050    'GT_PK(2,2)'      14305  54417  14192  46895  54418  14248
-CONVEX 24051    'GT_PK(2,2)'      14134  54419  14192  37948  54420  14076
-CONVEX 24052    'GT_PK(2,2)'      14192  54419  14134  54418  37945  14248
-CONVEX 24053    'GT_PK(2,2)'      14786  16166  14737  54421  46902  14682
-CONVEX 24054    'GT_PK(2,2)'      14786  54422  14732  54423  27242  14835
-CONVEX 24055    'GT_PK(2,2)'      14786  54421  14682  54422  37950  14732
-CONVEX 24056    'GT_PK(2,2)'      14526  54424  14635  54414  54425  14581
-CONVEX 24057    'GT_PK(2,2)'      13672  54426  13734  54427  54428  13793
-CONVEX 24058    'GT_PK(2,2)'      13734  54429  13854  54428  54430  13793
-CONVEX 24059    'GT_PK(2,2)'      13674  54431  13734  38057  54432  13611
-CONVEX 24060    'GT_PK(2,2)'      13734  54426  13672  54432  46950  13611
-CONVEX 24061    'GT_PK(2,2)'      14031  54433  14146  54434  47014  14088
-CONVEX 24062    'GT_PK(2,2)'      14090  54435  14031  54436  54437  13973
-CONVEX 24063    'GT_PK(2,2)'      14031  54435  14090  54433  47050  14146
-CONVEX 24064    'GT_PK(2,2)'      13912  54438  13853  54439  54440  13793
-CONVEX 24065    'GT_PK(2,2)'      13854  54441  13912  54430  54439  13793
-CONVEX 24066    'GT_PK(2,2)'      13912  54441  13854  54442  54443  13973
-CONVEX 24067    'GT_PK(2,2)'      14031  54444  13912  54437  54442  13973
-CONVEX 24068    'GT_PK(2,2)'      14029  54445  14086  46951  54446  13969
-CONVEX 24069    'GT_PK(2,2)'      13969  54446  14086  54447  54448  14027
-CONVEX 24070    'GT_PK(2,2)'      14086  54449  14142  54448  45634  14027
-CONVEX 24071    'GT_PK(2,2)'      14086  54450  14201  54449  53524  14142
-CONVEX 24072    'GT_PK(2,2)'      14086  54445  14029  54451  46954  14144
-CONVEX 24073    'GT_PK(2,2)'      14201  54450  14086  53527  54451  14144
-CONVEX 24074    'GT_PK(2,2)'      13915  54452  13974  54453  28621  14030
-CONVEX 24075    'GT_PK(2,2)'      13915  54454  13855  54452  46956  13974
-CONVEX 24076    'GT_PK(2,2)'      13972  54455  13915  47049  54453  14030
-CONVEX 24077    'GT_PK(2,2)'      13915  54455  13972  54456  54457  13856
-CONVEX 24078    'GT_PK(2,2)'      13671  54458  13731  38083  54459  13610
-CONVEX 24079    'GT_PK(2,2)'      13731  54460  13673  54459  38060  13610
-CONVEX 24080    'GT_PK(2,2)'      13360  54461  13424  47028  54462  13485
-CONVEX 24081    'GT_PK(2,2)'      13424  54463  13548  54462  54464  13485
-CONVEX 24082    'GT_PK(2,2)'      13424  54465  13488  54463  38052  13548
-CONVEX 24083    'GT_PK(2,2)'      13298  54466  13235  46996  54467  13170
-CONVEX 24084    'GT_PK(2,2)'      13235  54468  13107  54467  21955  13170
-CONVEX 24085    'GT_PK(2,2)'      13235  54469  13172  54468  38049  13107
-CONVEX 24086    'GT_PK(2,2)'      13172  54469  13235  46966  54470  13300
-CONVEX 24087    'GT_PK(2,2)'      13235  54471  13363  54470  46991  13300
-CONVEX 24088    'GT_PK(2,2)'      13235  54466  13298  54471  47000  13363
-CONVEX 24089    'GT_PK(2,2)'      14261  54472  14318  47015  54473  14372
-CONVEX 24090    'GT_PK(2,2)'      14372  54473  14318  38095  54474  14428
-CONVEX 24091    'GT_PK(2,2)'      14318  54475  14373  54474  38117  14428
-CONVEX 24092    'GT_PK(2,2)'      14318  54472  14261  54476  47019  14203
-CONVEX 24093    'GT_PK(2,2)'      13672  54477  13609  46949  54478  13548
-CONVEX 24094    'GT_PK(2,2)'      13548  54478  13609  54464  54479  13485
-CONVEX 24095    'GT_PK(2,2)'      13546  54480  13608  54481  47023  13484
-CONVEX 24096    'GT_PK(2,2)'      13423  54482  13546  47034  54481  13484
-CONVEX 24097    'GT_PK(2,2)'      13546  54482  13423  54483  47027  13485
-CONVEX 24098    'GT_PK(2,2)'      13608  54480  13546  54484  54485  13669
-CONVEX 24099    'GT_PK(2,2)'      13609  54486  13546  54479  54483  13485
-CONVEX 24100    'GT_PK(2,2)'      13546  54486  13609  54485  54487  13669
-CONVEX 24101    'GT_PK(2,2)'      13358  54488  13421  47030  54489  13294
-CONVEX 24102    'GT_PK(2,2)'      13356  54490  13421  28460  54491  13482
-CONVEX 24103    'GT_PK(2,2)'      13421  54490  13356  54489  37983  13294
-CONVEX 24104    'GT_PK(2,2)'      13421  54492  13544  54491  21851  13482
-CONVEX 24105    'GT_PK(2,2)'      13421  54493  13484  54492  47024  13544
-CONVEX 24106    'GT_PK(2,2)'      13421  54488  13358  54493  47033  13484
-CONVEX 24107    'GT_PK(2,2)'      13729  54494  13851  54495  54496  13789
-CONVEX 24108    'GT_PK(2,2)'      13729  54497  13608  54498  54484  13669
-CONVEX 24109    'GT_PK(2,2)'      13729  54495  13789  54499  38100  13668
-CONVEX 24110    'GT_PK(2,2)'      13608  54497  13729  47021  54499  13668
-CONVEX 24111    'GT_PK(2,2)'      13909  54500  13969  54501  54447  14027
-CONVEX 24112    'GT_PK(2,2)'      13909  54502  13851  54500  47035  13969
-CONVEX 24113    'GT_PK(2,2)'      13966  54503  13909  53523  54501  14027
-CONVEX 24114    'GT_PK(2,2)'      13851  54502  13909  54496  54504  13789
-CONVEX 24115    'GT_PK(2,2)'      13789  54504  13909  38099  54505  13849
-CONVEX 24116    'GT_PK(2,2)'      13909  54503  13966  54505  53522  13849
-CONVEX 24117    'GT_PK(2,2)'      13792  54506  13853  54507  54508  13911
-CONVEX 24118    'GT_PK(2,2)'      13851  54509  13792  47036  54507  13911
-CONVEX 24119    'GT_PK(2,2)'      13792  54510  13729  54511  54498  13669
-CONVEX 24120    'GT_PK(2,2)'      13729  54510  13792  54494  54509  13851
-CONVEX 24121    'GT_PK(2,2)'      13972  54512  13914  54457  54513  13856
-CONVEX 24122    'GT_PK(2,2)'      13854  54514  13914  54443  54515  13973
-CONVEX 24123    'GT_PK(2,2)'      14032  54516  13972  54517  47048  14091
-CONVEX 24124    'GT_PK(2,2)'      14148  54518  14032  47052  54517  14091
-CONVEX 24125    'GT_PK(2,2)'      14032  54518  14148  54519  47054  14090
-CONVEX 24126    'GT_PK(2,2)'      14032  54519  14090  54520  54436  13973
-CONVEX 24127    'GT_PK(2,2)'      13914  54521  14032  54515  54520  13973
-CONVEX 24128    'GT_PK(2,2)'      14032  54521  13914  54516  54512  13972
-CONVEX 24129    'GT_PK(2,2)'      14314  54522  14260  47043  54523  14205
-CONVEX 24130    'GT_PK(2,2)'      14260  54524  14148  54523  47053  14205
-CONVEX 24131    'GT_PK(2,2)'      14148  54524  14260  47055  54525  14203
-CONVEX 24132    'GT_PK(2,2)'      14260  54526  14318  54525  54476  14203
-CONVEX 24133    'GT_PK(2,2)'      14260  54522  14314  54527  47047  14373
-CONVEX 24134    'GT_PK(2,2)'      14318  54526  14260  54475  54527  14373
-CONVEX 24135    'GT_PK(2,2)'      10307  54528  10454  47118  54529  10381
-CONVEX 24136    'GT_PK(2,2)'      10600  54530  10454  47071  54531  10529
-CONVEX 24137    'GT_PK(2,2)'      10599  54532  10527  47072  54533  10672
-CONVEX 24138    'GT_PK(2,2)'      10454  54534  10527  54529  54535  10381
-CONVEX 24139    'GT_PK(2,2)'      10527  54536  10600  54533  47067  10672
-CONVEX 24140    'GT_PK(2,2)'      10527  54534  10454  54536  54530  10600
-CONVEX 24141    'GT_PK(2,2)'      10453  54537  10306  54538  47120  10381
-CONVEX 24142    'GT_PK(2,2)'      10527  54539  10453  54535  54538  10381
-CONVEX 24143    'GT_PK(2,2)'      10453  54539  10527  54540  54532  10599
-CONVEX 24144    'GT_PK(2,2)'      10306  54537  10453  47065  54541  10378
-CONVEX 24145    'GT_PK(2,2)'      10742  54542  10671  30510  54543  10817
-CONVEX 24146    'GT_PK(2,2)'      10597  54544  10671  48522  54542  10742
-CONVEX 24147    'GT_PK(2,2)'      10671  54545  10744  54543  22038  10817
-CONVEX 24148    'GT_PK(2,2)'      10671  54546  10599  54545  47073  10744
-CONVEX 24149    'GT_PK(2,2)'      10165  54547  10237  47105  54548  10089
-CONVEX 24150    'GT_PK(2,2)'      10237  54549  10386  54550  38142  10310
-CONVEX 24151    'GT_PK(2,2)'      10237  54551  10312  54549  38159  10386
-CONVEX 24152    'GT_PK(2,2)'      10237  54547  10165  54551  47111  10312
-CONVEX 24153    'GT_PK(2,2)'      10161  54552  10237  47115  54550  10310
-CONVEX 24154    'GT_PK(2,2)'      10089  54548  10237  47093  54552  10161
-CONVEX 24155    'GT_PK(2,2)'      10157  54553  10233  54554  54555  10307
-CONVEX 24156    'GT_PK(2,2)'      10231  54556  10157  47116  54554  10307
-CONVEX 24157    'GT_PK(2,2)'      10014  54557  10086  47100  54558  9939
-CONVEX 24158    'GT_PK(2,2)'      10157  54559  10086  54553  54560  10233
-CONVEX 24159    'GT_PK(2,2)'      10086  54557  10014  54561  47092  10161
-CONVEX 24160    'GT_PK(2,2)'      10233  54560  10086  47113  54561  10161
-CONVEX 24161    'GT_PK(2,2)'      9939  54558  10086  38154  54562  10011
-CONVEX 24162    'GT_PK(2,2)'      10086  54559  10157  54562  54563  10011
-CONVEX 24163    'GT_PK(2,2)'      10383  54564  10233  54565  47114  10310
-CONVEX 24164    'GT_PK(2,2)'      10456  54566  10383  38143  54565  10310
-CONVEX 24165    'GT_PK(2,2)'      10383  54566  10456  54567  47077  10529
-CONVEX 24166    'GT_PK(2,2)'      10454  54568  10383  54531  54567  10529
-CONVEX 24167    'GT_PK(2,2)'      10233  54564  10383  54555  54569  10307
-CONVEX 24168    'GT_PK(2,2)'      10383  54568  10454  54569  54528  10307
-CONVEX 24169    'GT_PK(2,2)'      10083  54570  10231  54571  47121  10155
-CONVEX 24170    'GT_PK(2,2)'      10157  54572  10083  54563  54573  10011
-CONVEX 24171    'GT_PK(2,2)'      10083  54572  10157  54570  54556  10231
-CONVEX 24172    'GT_PK(2,2)'      12772  54574  12837  54575  38008  12705
-CONVEX 24173    'GT_PK(2,2)'      12639  54576  12772  54577  54575  12705
-CONVEX 24174    'GT_PK(2,2)'      12772  54578  12904  54574  47163  12837
-CONVEX 24175    'GT_PK(2,2)'      12367  54579  12297  47151  54580  12230
-CONVEX 24176    'GT_PK(2,2)'      12230  54580  12297  28820  54581  12161
-CONVEX 24177    'GT_PK(2,2)'      12297  54582  12228  54581  28376  12161
-CONVEX 24178    'GT_PK(2,2)'      12297  54583  12364  54582  28703  12228
-CONVEX 24179    'GT_PK(2,2)'      12433  54584  12367  54585  47152  12503
-CONVEX 24180    'GT_PK(2,2)'      12297  54586  12433  54583  54587  12364
-CONVEX 24181    'GT_PK(2,2)'      12433  54586  12297  54584  54579  12367
-CONVEX 24182    'GT_PK(2,2)'      12970  54588  12838  47170  54589  12906
-CONVEX 24183    'GT_PK(2,2)'      12838  54588  12970  54590  47166  12904
-CONVEX 24184    'GT_PK(2,2)'      12772  54591  12838  54578  54590  12904
-CONVEX 24185    'GT_PK(2,2)'      11601  54592  11741  47224  54593  11671
-CONVEX 24186    'GT_PK(2,2)'      11741  54592  11601  54594  47243  11672
-CONVEX 24187    'GT_PK(2,2)'      11813  54595  11741  54596  54594  11672
-CONVEX 24188    'GT_PK(2,2)'      11882  54597  11741  47212  54595  11813
-CONVEX 24189    'GT_PK(2,2)'      11739  54598  11881  54599  46826  11810
-CONVEX 24190    'GT_PK(2,2)'      11529  54600  11458  47222  54601  11601
-CONVEX 24191    'GT_PK(2,2)'      11531  54602  11458  47241  54603  11389
-CONVEX 24192    'GT_PK(2,2)'      11458  54602  11531  54601  47242  11601
-CONVEX 24193    'GT_PK(2,2)'      11392  54604  11319  54605  47237  11248
-CONVEX 24194    'GT_PK(2,2)'      11320  54606  11392  47256  54605  11248
-CONVEX 24195    'GT_PK(2,2)'      11392  54607  11463  54608  38324  11534
-CONVEX 24196    'GT_PK(2,2)'      11392  54606  11320  54607  47259  11463
-CONVEX 24197    'GT_PK(2,2)'      11742  54609  11813  54610  54596  11672
-CONVEX 24198    'GT_PK(2,2)'      11602  54611  11742  47248  54610  11672
-CONVEX 24199    'GT_PK(2,2)'      11461  54612  11603  54613  54614  11533
-CONVEX 24200    'GT_PK(2,2)'      11390  54615  11461  38320  54613  11533
-CONVEX 24201    'GT_PK(2,2)'      11319  54616  11461  47239  54615  11390
-CONVEX 24202    'GT_PK(2,2)'      11392  54617  11461  54604  54616  11319
-CONVEX 24203    'GT_PK(2,2)'      11603  54612  11461  47252  54618  11534
-CONVEX 24204    'GT_PK(2,2)'      11461  54617  11392  54618  54608  11534
-CONVEX 24205    'GT_PK(2,2)'      3674  54619  3606  54620  54621  3740
-CONVEX 24206    'GT_PK(2,2)'      3606  54619  3674  47285  54622  3542
-CONVEX 24207    'GT_PK(2,2)'      3809  54623  3944  54624  38964  3877
-CONVEX 24208    'GT_PK(2,2)'      3743  54625  3809  47273  54624  3877
-CONVEX 24209    'GT_PK(2,2)'      3944  54623  3809  38967  54626  3875
-CONVEX 24210    'GT_PK(2,2)'      3809  54627  3740  54626  29567  3875
-CONVEX 24211    'GT_PK(2,2)'      3809  54628  3674  54627  54620  3740
-CONVEX 24212    'GT_PK(2,2)'      3674  54628  3809  54629  54625  3743
-CONVEX 24213    'GT_PK(2,2)'      3545  54630  3676  22177  54631  3611
-CONVEX 24214    'GT_PK(2,2)'      3676  54632  3743  54633  47274  3811
-CONVEX 24215    'GT_PK(2,2)'      3744  54634  3676  22175  54633  3811
-CONVEX 24216    'GT_PK(2,2)'      3676  54634  3744  54631  22171  3611
-CONVEX 24217    'GT_PK(2,2)'      3604  54635  3671  47284  54636  3539
-CONVEX 24218    'GT_PK(2,2)'      3671  54637  3606  54636  47287  3539
-CONVEX 24219    'GT_PK(2,2)'      3671  54635  3604  54638  47281  3738
-CONVEX 24220    'GT_PK(2,2)'      3606  54637  3671  54621  54639  3740
-CONVEX 24221    'GT_PK(2,2)'      3807  54640  3671  29576  54638  3738
-CONVEX 24222    'GT_PK(2,2)'      3671  54640  3807  54639  29566  3740
-CONVEX 24223    'GT_PK(2,2)'      1909  54641  1968  54642  38408  1861
-CONVEX 24224    'GT_PK(2,2)'      1909  54643  2017  54641  47290  1968
-CONVEX 24225    'GT_PK(2,2)'      2589  54644  2649  54645  38453  2529
-CONVEX 24226    'GT_PK(2,2)'      2589  54646  2709  54644  47309  2649
-CONVEX 24227    'GT_PK(2,2)'      2589  54645  2529  54647  29024  2469
-CONVEX 24228    'GT_PK(2,2)'      2527  54648  2589  29032  54647  2469
-CONVEX 24229    'GT_PK(2,2)'      2178  54649  2236  47313  54650  2292
-CONVEX 24230    'GT_PK(2,2)'      2236  54651  2298  54652  16814  2353
-CONVEX 24231    'GT_PK(2,2)'      2292  54650  2236  38464  54652  2353
-CONVEX 24232    'GT_PK(2,2)'      2236  54653  113  54651  18412  2298
-CONVEX 24233    'GT_PK(2,2)'      113  54653  2236  54654  54655  112
-CONVEX 24234    'GT_PK(2,2)'      2236  54649  2178  54655  47318  112
-CONVEX 24235    'GT_PK(2,2)'      2417  54656  2534  47329  54657  2477
-CONVEX 24236    'GT_PK(2,2)'      2656  54658  2534  28994  54659  2594
-CONVEX 24237    'GT_PK(2,2)'      2596  54660  2534  47335  54658  2656
-CONVEX 24238    'GT_PK(2,2)'      2534  54660  2596  54657  38475  2477
-CONVEX 24239    'GT_PK(2,2)'      2474  54661  2532  54662  18400  2594
-CONVEX 24240    'GT_PK(2,2)'      2534  54663  2474  54659  54662  2594
-CONVEX 24241    'GT_PK(2,2)'      2474  54663  2534  54664  54656  2417
-CONVEX 24242    'GT_PK(2,2)'      2474  54664  2417  54665  47326  2356
-CONVEX 24243    'GT_PK(2,2)'      2532  54661  2474  18404  54666  2414
-CONVEX 24244    'GT_PK(2,2)'      2474  54665  2356  54666  29081  2414
-CONVEX 24245    'GT_PK(2,2)'      3342  54667  3276  16847  54668  3213
-CONVEX 24246    'GT_PK(2,2)'      3276  54669  3148  54668  47350  3213
-CONVEX 24247    'GT_PK(2,2)'      3148  54669  3276  47349  54670  3211
-CONVEX 24248    'GT_PK(2,2)'      3211  54670  3276  47345  54671  3340
-CONVEX 24249    'GT_PK(2,2)'      3406  54672  3276  28924  54667  3342
-CONVEX 24250    'GT_PK(2,2)'      3340  54671  3276  38497  54672  3406
-CONVEX 24251    'GT_PK(2,2)'      2650  54673  123  54674  47351  2718
-CONVEX 24252    'GT_PK(2,2)'      2650  54675  2538  54676  38521  121
-CONVEX 24253    'GT_PK(2,2)'      123  54673  2650  54677  54676  121
-CONVEX 24254    'GT_PK(2,2)'      2593  54678  2650  38515  54679  2712
-CONVEX 24255    'GT_PK(2,2)'      2650  54678  2593  54675  38518  2538
-CONVEX 24256    'GT_PK(2,2)'      2650  54680  2776  54679  29142  2712
-CONVEX 24257    'GT_PK(2,2)'      2650  54674  2718  54680  38533  2776
-CONVEX 24258    'GT_PK(2,2)'      3742  54681  3673  47366  54682  3607
-CONVEX 24259    'GT_PK(2,2)'      3673  54683  3739  54684  47301  3605
-CONVEX 24260    'GT_PK(2,2)'      3739  54683  3673  47300  54685  3808
-CONVEX 24261    'GT_PK(2,2)'      3673  54681  3742  54685  47371  3808
-CONVEX 24262    'GT_PK(2,2)'      3673  54684  3605  54686  38541  3540
-CONVEX 24263    'GT_PK(2,2)'      3607  54682  3673  38545  54686  3540
-CONVEX 24264    'GT_PK(2,2)'      8531  54687  8385  47387  54688  8458
-CONVEX 24265    'GT_PK(2,2)'      8385  54689  8367  54688  47393  8458
-CONVEX 24266    'GT_PK(2,2)'      8367  54689  8385  47390  54690  8233
-CONVEX 24267    'GT_PK(2,2)'      8385  54691  8307  54690  54692  8233
-CONVEX 24268    'GT_PK(2,2)'      8307  54691  8385  47379  54693  8457
-CONVEX 24269    'GT_PK(2,2)'      8385  54687  8531  54693  54694  8457
-CONVEX 24270    'GT_PK(2,2)'      8071  54695  7998  54696  54697  8148
-CONVEX 24271    'GT_PK(2,2)'      7923  54698  7998  47431  54699  7847
-CONVEX 24272    'GT_PK(2,2)'      7998  54700  8072  54697  47426  8148
-CONVEX 24273    'GT_PK(2,2)'      7998  54698  7923  54700  47433  8072
-CONVEX 24274    'GT_PK(2,2)'      8234  54701  8209  47428  54702  8148
-CONVEX 24275    'GT_PK(2,2)'      8209  54703  8071  54702  54696  8148
-CONVEX 24276    'GT_PK(2,2)'      8760  54704  8609  38662  54705  8684
-CONVEX 24277    'GT_PK(2,2)'      8609  54706  8534  54705  47467  8684
-CONVEX 24278    'GT_PK(2,2)'      8534  54706  8609  47468  54707  8459
-CONVEX 24279    'GT_PK(2,2)'      8459  54707  8609  47416  54708  8535
-CONVEX 24280    'GT_PK(2,2)'      8609  54709  8685  54708  54710  8535
-CONVEX 24281    'GT_PK(2,2)'      8609  54704  8760  54709  38665  8685
-CONVEX 24282    'GT_PK(2,2)'      8089  54711  8157  47417  54712  8068
-CONVEX 24283    'GT_PK(2,2)'      8157  54713  8307  54714  47378  8232
-CONVEX 24284    'GT_PK(2,2)'      8307  54713  8157  54692  54715  8233
-CONVEX 24285    'GT_PK(2,2)'      8157  54711  8089  54715  47421  8233
-CONVEX 24286    'GT_PK(2,2)'      8146  54716  7997  54717  47436  8068
-CONVEX 24287    'GT_PK(2,2)'      8146  54718  8157  54719  54714  8232
-CONVEX 24288    'GT_PK(2,2)'      8157  54718  8146  54712  54717  8068
-CONVEX 24289    'GT_PK(2,2)'      8158  54720  8146  47424  54719  8232
-CONVEX 24290    'GT_PK(2,2)'      8146  54720  8158  54721  47425  8072
-CONVEX 24291    'GT_PK(2,2)'      7997  54716  8146  47434  54721  8072
-CONVEX 24292    'GT_PK(2,2)'      7993  54722  8067  38814  54723  8143
-CONVEX 24293    'GT_PK(2,2)'      7917  54724  8067  47442  54722  7993
-CONVEX 24294    'GT_PK(2,2)'      8067  54725  8216  54723  29400  8143
-CONVEX 24295    'GT_PK(2,2)'      8214  54726  8147  54727  54728  8235
-CONVEX 24296    'GT_PK(2,2)'      8147  54729  8209  54728  54730  8235
-CONVEX 24297    'GT_PK(2,2)'      8209  54729  8147  54703  54731  8071
-CONVEX 24298    'GT_PK(2,2)'      8216  54732  8236  29399  54733  8311
-CONVEX 24299    'GT_PK(2,2)'      8236  54734  8386  54733  47411  8311
-CONVEX 24300    'GT_PK(2,2)'      8384  54735  8310  54736  54737  8235
-CONVEX 24301    'GT_PK(2,2)'      8310  54738  8214  54737  54727  8235
-CONVEX 24302    'GT_PK(2,2)'      8310  54735  8384  54739  47412  8462
-CONVEX 24303    'GT_PK(2,2)'      8310  54740  8236  54738  54741  8214
-CONVEX 24304    'GT_PK(2,2)'      8386  54742  8310  47407  54739  8462
-CONVEX 24305    'GT_PK(2,2)'      8236  54740  8310  54734  54742  8386
-CONVEX 24306    'GT_PK(2,2)'      7618  54743  7693  47450  54744  7542
-CONVEX 24307    'GT_PK(2,2)'      7693  54745  7844  54746  47439  7767
-CONVEX 24308    'GT_PK(2,2)'      7616  54747  7693  38621  54746  7767
-CONVEX 24309    'GT_PK(2,2)'      7693  54747  7616  54744  47397  7542
-CONVEX 24310    'GT_PK(2,2)'      7922  54748  7773  54749  47453  7847
-CONVEX 24311    'GT_PK(2,2)'      7998  54750  7922  54699  54749  7847
-CONVEX 24312    'GT_PK(2,2)'      7922  54750  7998  54751  54695  8071
-CONVEX 24313    'GT_PK(2,2)'      7773  54748  7922  47458  54752  7846
-CONVEX 24314    'GT_PK(2,2)'      8840  54753  8917  54754  46364  8765
-CONVEX 24315    'GT_PK(2,2)'      8917  54753  8840  53920  54755  8990
-CONVEX 24316    'GT_PK(2,2)'      8763  54756  8611  47460  54757  8685
-CONVEX 24317    'GT_PK(2,2)'      8611  54758  8462  54759  47413  8535
-CONVEX 24318    'GT_PK(2,2)'      8685  54757  8611  54710  54759  8535
-CONVEX 24319    'GT_PK(2,2)'      8462  54758  8611  47409  54760  8537
-CONVEX 24320    'GT_PK(2,2)'      8915  54761  8988  54762  47465  9065
-CONVEX 24321    'GT_PK(2,2)'      8915  54763  8840  54764  54765  8763
-CONVEX 24322    'GT_PK(2,2)'      8915  54764  8763  54766  47459  8838
-CONVEX 24323    'GT_PK(2,2)'      8988  54761  8915  47464  54766  8838
-CONVEX 24324    'GT_PK(2,2)'      8990  54767  8915  46341  54762  9065
-CONVEX 24325    'GT_PK(2,2)'      8840  54763  8915  54755  54767  8990
-CONVEX 24326    'GT_PK(2,2)'      8832  54768  8757  38669  54769  8907
-CONVEX 24327    'GT_PK(2,2)'      8682  54770  8757  47480  54768  8832
-CONVEX 24328    'GT_PK(2,2)'      8757  54771  8831  54769  47483  8907
-CONVEX 24329    'GT_PK(2,2)'      8831  54771  8757  47486  54772  8681
-CONVEX 24330    'GT_PK(2,2)'      6441  54773  6514  54774  47492  6590
-CONVEX 24331    'GT_PK(2,2)'      6294  54775  6441  47488  54776  6369
-CONVEX 24332    'GT_PK(2,2)'      6441  54775  6294  54777  54778  6367
-CONVEX 24333    'GT_PK(2,2)'      6514  54773  6441  47498  54777  6367
-CONVEX 24334    'GT_PK(2,2)'      6441  54779  6517  54776  54780  6369
-CONVEX 24335    'GT_PK(2,2)'      6517  54779  6441  47684  54774  6590
-CONVEX 24336    'GT_PK(2,2)'      6439  54781  6290  47494  54782  6362
-CONVEX 24337    'GT_PK(2,2)'      6290  54781  6439  54783  47497  6367
-CONVEX 24338    'GT_PK(2,2)'      6135  54784  6210  38707  54785  6062
-CONVEX 24339    'GT_PK(2,2)'      6210  54786  6139  54785  47524  6062
-CONVEX 24340    'GT_PK(2,2)'      6210  54787  6358  54788  47500  6287
-CONVEX 24341    'GT_PK(2,2)'      6139  54786  6210  54789  54788  6287
-CONVEX 24342    'GT_PK(2,2)'      6284  54790  6210  23734  54784  6135
-CONVEX 24343    'GT_PK(2,2)'      6210  54790  6284  54787  54791  6358
-CONVEX 24344    'GT_PK(2,2)'      6506  54792  6431  29309  54793  6580
-CONVEX 24345    'GT_PK(2,2)'      6358  54794  6431  47501  54792  6506
-CONVEX 24346    'GT_PK(2,2)'      6431  54795  6504  54793  38907  6580
-CONVEX 24347    'GT_PK(2,2)'      6284  54796  6431  54791  54794  6358
-CONVEX 24348    'GT_PK(2,2)'      5920  54797  6068  54798  54799  5995
-CONVEX 24349    'GT_PK(2,2)'      5849  54800  5920  54801  54798  5995
-CONVEX 24350    'GT_PK(2,2)'      6068  54797  5920  47523  54802  5992
-CONVEX 24351    'GT_PK(2,2)'      5920  54803  5846  54802  29310  5992
-CONVEX 24352    'GT_PK(2,2)'      5484  54804  5554  38876  54805  5627
-CONVEX 24353    'GT_PK(2,2)'      5554  54806  5698  54805  47528  5627
-CONVEX 24354    'GT_PK(2,2)'      5554  54804  5484  54807  38877  5411
-CONVEX 24355    'GT_PK(2,2)'      5552  54808  5409  47529  54809  5481
-CONVEX 24356    'GT_PK(2,2)'      5338  54810  5409  47538  54811  5267
-CONVEX 24357    'GT_PK(2,2)'      5409  54810  5338  54809  47539  5481
-CONVEX 24358    'GT_PK(2,2)'      5409  54812  5339  54811  29460  5267
-CONVEX 24359    'GT_PK(2,2)'      5840  54813  5770  47532  54814  5912
-CONVEX 24360    'GT_PK(2,2)'      5912  54814  5770  38717  54815  5844
-CONVEX 24361    'GT_PK(2,2)'      5697  54816  5840  54817  47535  5769
-CONVEX 24362    'GT_PK(2,2)'      5697  54818  5770  54816  54813  5840
-CONVEX 24363    'GT_PK(2,2)'      5697  54819  5552  54820  47530  5626
-CONVEX 24364    'GT_PK(2,2)'      5770  54818  5697  54821  54820  5626
-CONVEX 24365    'GT_PK(2,2)'      5555  54822  5700  47545  54823  5626
-CONVEX 24366    'GT_PK(2,2)'      5770  54824  5700  54815  54825  5844
-CONVEX 24367    'GT_PK(2,2)'      5700  54824  5770  54823  54821  5626
-CONVEX 24368    'GT_PK(2,2)'      5700  54826  5774  54825  54827  5844
-CONVEX 24369    'GT_PK(2,2)'      5774  54826  5700  38920  54828  5630
-CONVEX 24370    'GT_PK(2,2)'      5700  54822  5555  54828  47548  5630
-CONVEX 24371    'GT_PK(2,2)'      7189  54829  7262  47549  54830  7111
-CONVEX 24372    'GT_PK(2,2)'      7338  54831  7262  47554  54832  7415
-CONVEX 24373    'GT_PK(2,2)'      7415  54832  7262  38730  54833  7342
-CONVEX 24374    'GT_PK(2,2)'      7262  54829  7189  54833  47552  7342
-CONVEX 24375    'GT_PK(2,2)'      7111  54830  7262  38720  54834  7186
-CONVEX 24376    'GT_PK(2,2)'      7262  54831  7338  54834  47558  7186
-CONVEX 24377    'GT_PK(2,2)'      7563  54835  7640  47574  54836  7489
-CONVEX 24378    'GT_PK(2,2)'      7640  54837  7564  54836  48467  7489
-CONVEX 24379    'GT_PK(2,2)'      7640  54838  7795  54839  39724  7718
-CONVEX 24380    'GT_PK(2,2)'      7564  54837  7640  54840  54839  7718
-CONVEX 24381    'GT_PK(2,2)'      7795  54841  7719  38802  54842  7873
-CONVEX 24382    'GT_PK(2,2)'      7719  54843  7563  54844  47575  7642
-CONVEX 24383    'GT_PK(2,2)'      7640  54845  7719  54838  54841  7795
-CONVEX 24384    'GT_PK(2,2)'      7719  54845  7640  54843  54835  7563
-CONVEX 24385    'GT_PK(2,2)'      7719  54846  7797  54842  39718  7873
-CONVEX 24386    'GT_PK(2,2)'      7797  54846  7719  39720  54844  7642
-CONVEX 24387    'GT_PK(2,2)'      8063  54847  8139  47577  54848  7970
-CONVEX 24388    'GT_PK(2,2)'      8139  54849  8267  54850  22478  8207
-CONVEX 24389    'GT_PK(2,2)'      8139  54851  8211  54849  22514  8267
-CONVEX 24390    'GT_PK(2,2)'      8139  54847  8063  54851  47581  8211
-CONVEX 24391    'GT_PK(2,2)'      8038  54852  8139  23156  54850  8207
-CONVEX 24392    'GT_PK(2,2)'      7970  54848  8139  38806  54852  8038
-CONVEX 24393    'GT_PK(2,2)'      4989  54853  4919  47593  54854  4847
-CONVEX 24394    'GT_PK(2,2)'      4919  54853  4989  54855  47590  5061
-CONVEX 24395    'GT_PK(2,2)'      4847  54854  4919  18702  54856  4777
-CONVEX 24396    'GT_PK(2,2)'      4777  54856  4919  16970  54857  4848
-CONVEX 24397    'GT_PK(2,2)'      4919  54858  4990  54857  22620  4848
-CONVEX 24398    'GT_PK(2,2)'      4919  54855  5061  54858  38829  4990
-CONVEX 24399    'GT_PK(2,2)'      4772  54859  4914  54860  47607  4844
-CONVEX 24400    'GT_PK(2,2)'      4772  54861  4705  54862  22525  4635
-CONVEX 24401    'GT_PK(2,2)'      4772  54860  4844  54861  29594  4705
-CONVEX 24402    'GT_PK(2,2)'      4702  54863  4772  47618  54862  4635
-CONVEX 24403    'GT_PK(2,2)'      4914  54859  4772  47611  54864  4842
-CONVEX 24404    'GT_PK(2,2)'      4772  54863  4702  54864  47615  4842
-CONVEX 24405    'GT_PK(2,2)'      6281  54865  6355  47634  54866  6207
-CONVEX 24406    'GT_PK(2,2)'      6355  54865  6281  54867  47636  6430
-CONVEX 24407    'GT_PK(2,2)'      6429  54868  6505  47642  54869  6581
-CONVEX 24408    'GT_PK(2,2)'      6505  54870  6587  54871  29494  6663
-CONVEX 24409    'GT_PK(2,2)'      6581  54869  6505  47641  54871  6663
-CONVEX 24410    'GT_PK(2,2)'      6505  54872  6430  54870  47632  6587
-CONVEX 24411    'GT_PK(2,2)'      6505  54873  6355  54872  54867  6430
-CONVEX 24412    'GT_PK(2,2)'      6355  54873  6505  54874  54868  6429
-CONVEX 24413    'GT_PK(2,2)'      6283  54875  6208  54876  47650  6138
-CONVEX 24414    'GT_PK(2,2)'      6214  54877  6283  47648  54876  6138
-CONVEX 24415    'GT_PK(2,2)'      6283  54877  6214  54878  47644  6364
-CONVEX 24416    'GT_PK(2,2)'      6208  54875  6283  47654  54879  6356
-CONVEX 24417    'GT_PK(2,2)'      6356  54879  6283  47630  54880  6436
-CONVEX 24418    'GT_PK(2,2)'      6283  54878  6364  54880  38911  6436
-CONVEX 24419    'GT_PK(2,2)'      5998  54881  5921  54882  54883  5855
-CONVEX 24420    'GT_PK(2,2)'      5921  54881  5998  54884  47655  6064
-CONVEX 24421    'GT_PK(2,2)'      5921  54885  5774  54883  38917  5855
-CONVEX 24422    'GT_PK(2,2)'      5774  54885  5921  54827  54886  5844
-CONVEX 24423    'GT_PK(2,2)'      5921  54887  5987  54886  38716  5844
-CONVEX 24424    'GT_PK(2,2)'      5921  54884  6064  54887  38912  5987
-CONVEX 24425    'GT_PK(2,2)'      5909  54888  5838  47665  54889  5984
-CONVEX 24426    'GT_PK(2,2)'      5838  54890  5911  54889  54044  5984
-CONVEX 24427    'GT_PK(2,2)'      5911  54890  5838  54039  54891  5765
-CONVEX 24428    'GT_PK(2,2)'      5765  54891  5838  46498  54892  5691
-CONVEX 24429    'GT_PK(2,2)'      5838  54893  5762  54892  38921  5691
-CONVEX 24430    'GT_PK(2,2)'      5838  54888  5909  54893  47672  5762
-CONVEX 24431    'GT_PK(2,2)'      5998  54894  5939  47657  54895  6076
-CONVEX 24432    'GT_PK(2,2)'      5939  54896  5797  54897  47671  5909
-CONVEX 24433    'GT_PK(2,2)'      5939  54894  5998  54898  54882  5855
-CONVEX 24434    'GT_PK(2,2)'      5797  54896  5939  47670  54898  5855
-CONVEX 24435    'GT_PK(2,2)'      6076  54895  5939  47660  54899  6022
-CONVEX 24436    'GT_PK(2,2)'      5939  54897  5909  54899  47666  6022
-CONVEX 24437    'GT_PK(2,2)'      7113  54900  6960  54901  47682  7038
-CONVEX 24438    'GT_PK(2,2)'      7266  54902  7113  38738  54903  7193
-CONVEX 24439    'GT_PK(2,2)'      7113  54901  7038  54903  38733  7193
-CONVEX 24440    'GT_PK(2,2)'      7189  54904  7113  47551  54902  7266
-CONVEX 24441    'GT_PK(2,2)'      7113  54904  7189  54905  47550  7036
-CONVEX 24442    'GT_PK(2,2)'      6960  54900  7113  47679  54905  7036
-CONVEX 24443    'GT_PK(2,2)'      6592  54906  6444  47689  54907  6517
-CONVEX 24444    'GT_PK(2,2)'      6444  54908  6296  54909  29520  6369
-CONVEX 24445    'GT_PK(2,2)'      6517  54907  6444  54780  54909  6369
-CONVEX 24446    'GT_PK(2,2)'      6296  54908  6444  29515  54910  6371
-CONVEX 24447    'GT_PK(2,2)'      6371  54910  6444  22552  54911  6519
-CONVEX 24448    'GT_PK(2,2)'      6444  54906  6592  54911  47688  6519
-CONVEX 24449    'GT_PK(2,2)'      5853  54912  5926  54913  47697  6000
-CONVEX 24450    'GT_PK(2,2)'      5853  54914  5782  54915  22567  5709
-CONVEX 24451    'GT_PK(2,2)'      5780  54916  5853  38949  54915  5709
-CONVEX 24452    'GT_PK(2,2)'      5926  54912  5853  54917  54916  5780
-CONVEX 24453    'GT_PK(2,2)'      5853  54918  5929  54914  29530  5782
-CONVEX 24454    'GT_PK(2,2)'      5853  54913  6000  54918  47696  5929
-CONVEX 24455    'GT_PK(2,2)'      5997  54919  6070  54920  54921  6146
-CONVEX 24456    'GT_PK(2,2)'      6073  54922  5997  38710  54920  6146
-CONVEX 24457    'GT_PK(2,2)'      5926  54923  5997  47698  54922  6073
-CONVEX 24458    'GT_PK(2,2)'      5203  54924  5346  47713  54925  5276
-CONVEX 24459    'GT_PK(2,2)'      5346  54926  5490  54927  29535  5418
-CONVEX 24460    'GT_PK(2,2)'      5276  54925  5346  38828  54927  5418
-CONVEX 24461    'GT_PK(2,2)'      5346  54928  5417  54926  47719  5490
-CONVEX 24462    'GT_PK(2,2)'      5346  54924  5203  54929  47715  5273
-CONVEX 24463    'GT_PK(2,2)'      5417  54928  5346  47723  54929  5273
-CONVEX 24464    'GT_PK(2,2)'      5130  54930  5202  47716  54931  5273
-CONVEX 24465    'GT_PK(2,2)'      5202  54932  5344  54931  47722  5273
-CONVEX 24466    'GT_PK(2,2)'      5202  54930  5130  54933  47710  5059
-CONVEX 24467    'GT_PK(2,2)'      5344  54932  5202  47718  54934  5272
-CONVEX 24468    'GT_PK(2,2)'      5129  54935  5202  47703  54933  5059
-CONVEX 24469    'GT_PK(2,2)'      5202  54935  5129  54934  47706  5272
-CONVEX 24470    'GT_PK(2,2)'      5488  54936  5417  54937  47721  5344
-CONVEX 24471    'GT_PK(2,2)'      5633  54938  5488  47505  54939  5558
-CONVEX 24472    'GT_PK(2,2)'      5488  54938  5633  54940  47511  5562
-CONVEX 24473    'GT_PK(2,2)'      5417  54936  5488  47720  54940  5562
-CONVEX 24474    'GT_PK(2,2)'      5488  54941  5414  54939  47702  5558
-CONVEX 24475    'GT_PK(2,2)'      5488  54937  5344  54941  47717  5414
-CONVEX 24476    'GT_PK(2,2)'      4769  54942  4910  54943  47755  4841
-CONVEX 24477    'GT_PK(2,2)'      4769  54944  4700  54945  22656  4628
-CONVEX 24478    'GT_PK(2,2)'      4769  54943  4841  54944  39010  4700
-CONVEX 24479    'GT_PK(2,2)'      4699  54946  4769  16984  54945  4628
-CONVEX 24480    'GT_PK(2,2)'      4839  54947  4769  29457  54946  4699
-CONVEX 24481    'GT_PK(2,2)'      4910  54942  4769  47760  54947  4839
-CONVEX 24482    'GT_PK(2,2)'      6156  54948  6231  54949  39055  6082
-CONVEX 24483    'GT_PK(2,2)'      6156  54950  6303  54948  47790  6231
-CONVEX 24484    'GT_PK(2,2)'      6156  54949  6082  54951  29690  6006
-CONVEX 24485    'GT_PK(2,2)'      6303  54950  6156  47791  54952  6228
-CONVEX 24486    'GT_PK(2,2)'      6228  54952  6156  18812  54953  6080
-CONVEX 24487    'GT_PK(2,2)'      6156  54951  6006  54953  22816  6080
-CONVEX 24488    'GT_PK(2,2)'      5507  54954  5362  54955  47804  5432
-CONVEX 24489    'GT_PK(2,2)'      5362  54954  5507  47808  54956  5435
-CONVEX 24490    'GT_PK(2,2)'      5580  54957  5507  29756  54958  5652
-CONVEX 24491    'GT_PK(2,2)'      5507  54957  5580  54956  29758  5435
-CONVEX 24492    'GT_PK(2,2)'      5216  54959  5360  47817  54960  5288
-CONVEX 24493    'GT_PK(2,2)'      5432  54961  5360  54962  54963  5505
-CONVEX 24494    'GT_PK(2,2)'      5360  54961  5432  54960  47805  5288
-CONVEX 24495    'GT_PK(2,2)'      5360  54959  5216  54964  47820  5286
-CONVEX 24496    'GT_PK(2,2)'      5868  54965  6016  47832  54966  5944
-CONVEX 24497    'GT_PK(2,2)'      5944  54966  6016  29761  54967  6092
-CONVEX 24498    'GT_PK(2,2)'      6016  54968  6166  54967  39080  6092
-CONVEX 24499    'GT_PK(2,2)'      6016  54969  6090  54968  54970  6166
-CONVEX 24500    'GT_PK(2,2)'      6016  54965  5868  54971  47827  5943
-CONVEX 24501    'GT_PK(2,2)'      6090  54969  6016  54972  54971  5943
-CONVEX 24502    'GT_PK(2,2)'      6088  54973  5941  39078  54974  6012
-CONVEX 24503    'GT_PK(2,2)'      5649  54975  5504  54976  29768  5574
-CONVEX 24504    'GT_PK(2,2)'      5719  54977  5649  47892  54976  5574
-CONVEX 24505    'GT_PK(2,2)'      6312  54978  6164  30172  54979  6236
-CONVEX 24506    'GT_PK(2,2)'      6164  54980  6088  54979  39077  6236
-CONVEX 24507    'GT_PK(2,2)'      6386  54981  6238  30183  54982  6312
-CONVEX 24508    'GT_PK(2,2)'      6238  54983  6164  54982  54978  6312
-CONVEX 24509    'GT_PK(2,2)'      6164  54983  6238  54984  54985  6090
-CONVEX 24510    'GT_PK(2,2)'      6090  54985  6238  54970  54986  6166
-CONVEX 24511    'GT_PK(2,2)'      6238  54981  6386  54987  54988  6314
-CONVEX 24512    'GT_PK(2,2)'      6166  54986  6238  39082  54987  6314
-CONVEX 24513    'GT_PK(2,2)'      5946  54989  6020  39085  54990  5873
-CONVEX 24514    'GT_PK(2,2)'      6020  54991  5948  54990  39123  5873
-CONVEX 24515    'GT_PK(2,2)'      5948  54991  6020  47864  54992  6096
-CONVEX 24516    'GT_PK(2,2)'      6020  54993  6169  54992  47853  6096
-CONVEX 24517    'GT_PK(2,2)'      6242  54994  6167  54995  30168  6315
-CONVEX 24518    'GT_PK(2,2)'      6389  54996  6242  47851  54995  6315
-CONVEX 24519    'GT_PK(2,2)'      6242  54996  6389  54997  47847  6317
-CONVEX 24520    'GT_PK(2,2)'      6169  54998  6242  47854  54997  6317
-CONVEX 24521    'GT_PK(2,2)'      5878  54999  5732  55000  39119  5805
-CONVEX 24522    'GT_PK(2,2)'      5951  55001  5878  47855  55000  5805
-CONVEX 24523    'GT_PK(2,2)'      6322  55002  6247  48211  55003  6395
-CONVEX 24524    'GT_PK(2,2)'      6247  55002  6322  55004  48204  6174
-CONVEX 24525    'GT_PK(2,2)'      6024  55005  5951  55006  47856  5876
-CONVEX 24526    'GT_PK(2,2)'      6023  55007  5875  47863  55008  5948
-CONVEX 24527    'GT_PK(2,2)'      5802  55009  5875  29764  55010  5727
-CONVEX 24528    'GT_PK(2,2)'      5948  55008  5875  39122  55009  5802
-CONVEX 24529    'GT_PK(2,2)'      5875  55011  5803  55010  47866  5727
-CONVEX 24530    'GT_PK(2,2)'      5949  55012  5875  55013  55007  6023
-CONVEX 24531    'GT_PK(2,2)'      5875  55012  5949  55011  55014  5803
-CONVEX 24532    'GT_PK(2,2)'      5803  55014  5949  55015  55016  5876
-CONVEX 24533    'GT_PK(2,2)'      5949  55017  6024  55016  55006  5876
-CONVEX 24534    'GT_PK(2,2)'      5730  55018  5585  55019  39140  5657
-CONVEX 24535    'GT_PK(2,2)'      5803  55020  5730  47865  55019  5657
-CONVEX 24536    'GT_PK(2,2)'      5730  55020  5803  55021  55015  5876
-CONVEX 24537    'GT_PK(2,2)'      5585  55018  5730  55022  55023  5659
-CONVEX 24538    'GT_PK(2,2)'      5730  55024  5805  55023  39120  5659
-CONVEX 24539    'GT_PK(2,2)'      5805  55024  5730  47857  55021  5876
-CONVEX 24540    'GT_PK(2,2)'      5514  55025  5442  55026  55027  5369
-CONVEX 24541    'GT_PK(2,2)'      5514  55028  5585  55029  55022  5659
-CONVEX 24542    'GT_PK(2,2)'      5440  55030  5514  47876  55026  5369
-CONVEX 24543    'GT_PK(2,2)'      5514  55030  5440  55028  47877  5585
-CONVEX 24544    'GT_PK(2,2)'      5732  55031  5587  39121  55032  5659
-CONVEX 24545    'GT_PK(2,2)'      5587  55033  5514  55032  55029  5659
-CONVEX 24546    'GT_PK(2,2)'      5514  55033  5587  55025  55034  5442
-CONVEX 24547    'GT_PK(2,2)'      5442  55035  5297  55027  55036  5369
-CONVEX 24548    'GT_PK(2,2)'      5015  55037  5085  43149  55038  5157
-CONVEX 24549    'GT_PK(2,2)'      5085  55039  5228  55038  55040  5157
-CONVEX 24550    'GT_PK(2,2)'      5085  55037  5015  55041  43141  4942
-CONVEX 24551    'GT_PK(2,2)'      5085  55042  5155  55039  55043  5228
-CONVEX 24552    'GT_PK(2,2)'      5735  55044  5590  43207  55045  5662
-CONVEX 24553    'GT_PK(2,2)'      5445  55046  5590  47883  55047  5520
-CONVEX 24554    'GT_PK(2,2)'      5590  55048  5664  55047  51545  5520
-CONVEX 24555    'GT_PK(2,2)'      5664  55048  5590  55049  55044  5735
-CONVEX 24556    'GT_PK(2,2)'      5589  55050  5518  55051  55052  5443
-CONVEX 24557    'GT_PK(2,2)'      5518  55050  5589  55053  47881  5662
-CONVEX 24558    'GT_PK(2,2)'      5590  55054  5518  55045  55053  5662
-CONVEX 24559    'GT_PK(2,2)'      5518  55054  5590  55055  55046  5445
-CONVEX 24560    'GT_PK(2,2)'      5372  55056  5518  55057  55055  5445
-CONVEX 24561    'GT_PK(2,2)'      5518  55056  5372  55052  55058  5443
-CONVEX 24562    'GT_PK(2,2)'      5301  55059  5374  55060  33251  5230
-CONVEX 24563    'GT_PK(2,2)'      5301  55061  5445  55059  47882  5374
-CONVEX 24564    'GT_PK(2,2)'      5301  55060  5230  55062  43146  5157
-CONVEX 24565    'GT_PK(2,2)'      5301  55063  5372  55061  55057  5445
-CONVEX 24566    'GT_PK(2,2)'      5228  55064  5301  55040  55062  5157
-CONVEX 24567    'GT_PK(2,2)'      5372  55063  5301  55065  55064  5228
-CONVEX 24568    'GT_PK(2,2)'      4858  55066  4928  55067  47927  5001
-CONVEX 24569    'GT_PK(2,2)'      4715  55068  4858  47907  55069  4787
-CONVEX 24570    'GT_PK(2,2)'      4858  55070  4929  55069  29798  4787
-CONVEX 24571    'GT_PK(2,2)'      4858  55067  5001  55070  39071  4929
-CONVEX 24572    'GT_PK(2,2)'      4786  55071  4715  55072  47924  4645
-CONVEX 24573    'GT_PK(2,2)'      4928  55073  4786  47930  55074  4856
-CONVEX 24574    'GT_PK(2,2)'      4786  55075  4858  55071  55068  4715
-CONVEX 24575    'GT_PK(2,2)'      4858  55075  4786  55066  55073  4928
-CONVEX 24576    'GT_PK(2,2)'      4856  55074  4786  29750  55076  4714
-CONVEX 24577    'GT_PK(2,2)'      4786  55072  4645  55076  38563  4714
-CONVEX 24578    'GT_PK(2,2)'      5219  55077  5363  55078  39104  5292
-CONVEX 24579    'GT_PK(2,2)'      5363  55077  5219  39101  55079  5290
-CONVEX 24580    'GT_PK(2,2)'      4791  55080  4933  47939  55081  4863
-CONVEX 24581    'GT_PK(2,2)'      5290  55082  5146  47807  23516  5218
-CONVEX 24582    'GT_PK(2,2)'      5219  55083  5146  55079  55082  5290
-CONVEX 24583    'GT_PK(2,2)'      5146  55083  5219  55084  55085  5075
-CONVEX 24584    'GT_PK(2,2)'      11717  55086  11575  55087  47980  11646
-CONVEX 24585    'GT_PK(2,2)'      11717  55088  11788  55089  22871  11857
-CONVEX 24586    'GT_PK(2,2)'      11717  55087  11646  55088  55090  11788
-CONVEX 24587    'GT_PK(2,2)'      11717  55089  11857  55091  22869  11786
-CONVEX 24588    'GT_PK(2,2)'      11644  55092  11717  55093  55091  11786
-CONVEX 24589    'GT_PK(2,2)'      11575  55086  11717  47979  55092  11644
-CONVEX 24590    'GT_PK(2,2)'      11508  55094  11436  55095  48010  11365
-CONVEX 24591    'GT_PK(2,2)'      11438  55096  11508  48001  55095  11365
-CONVEX 24592    'GT_PK(2,2)'      11508  55096  11438  55097  22878  11579
-CONVEX 24593    'GT_PK(2,2)'      10934  55098  10859  29842  55099  10789
-CONVEX 24594    'GT_PK(2,2)'      11005  55100  10859  48004  55098  10934
-CONVEX 24595    'GT_PK(2,2)'      10859  55101  10715  55099  30829  10789
-CONVEX 24596    'GT_PK(2,2)'      11220  55102  11293  55103  48007  11363
-CONVEX 24597    'GT_PK(2,2)'      11291  55104  11220  29847  55103  11363
-CONVEX 24598    'GT_PK(2,2)'      11148  55105  11220  48012  55104  11291
-CONVEX 24599    'GT_PK(2,2)'      11220  55105  11148  55106  55107  11076
-CONVEX 24600    'GT_PK(2,2)'      11150  55108  11005  55109  48005  11077
-CONVEX 24601    'GT_PK(2,2)'      11222  55110  11150  39187  55109  11077
-CONVEX 24602    'GT_PK(2,2)'      11293  55111  11150  48008  55110  11222
-CONVEX 24603    'GT_PK(2,2)'      11220  55112  11150  55102  55111  11293
-CONVEX 24604    'GT_PK(2,2)'      11005  55108  11150  55113  55114  11076
-CONVEX 24605    'GT_PK(2,2)'      11150  55112  11220  55114  55106  11076
-CONVEX 24606    'GT_PK(2,2)'      11074  55115  11148  55116  48011  11218
-CONVEX 24607    'GT_PK(2,2)'      11074  55116  11218  55117  39191  11146
-CONVEX 24608    'GT_PK(2,2)'      11002  55118  11074  29986  55117  11146
-CONVEX 24609    'GT_PK(2,2)'      10931  55119  11074  48014  55118  11002
-CONVEX 24610    'GT_PK(2,2)'      11359  55120  11216  55121  29983  11289
-CONVEX 24611    'GT_PK(2,2)'      11216  55120  11359  29978  55122  11287
-CONVEX 24612    'GT_PK(2,2)'      11359  55123  11430  55122  39201  11287
-CONVEX 24613    'GT_PK(2,2)'      11715  55124  11573  55125  48016  11644
-CONVEX 24614    'GT_PK(2,2)'      11855  55126  11715  29840  55127  11786
-CONVEX 24615    'GT_PK(2,2)'      11715  55125  11644  55127  55093  11786
-CONVEX 24616    'GT_PK(2,2)'      11715  55126  11855  55128  39172  11784
-CONVEX 24617    'GT_PK(2,2)'      11713  55129  11643  39196  55130  11784
-CONVEX 24618    'GT_PK(2,2)'      11643  55131  11715  55130  55128  11784
-CONVEX 24619    'GT_PK(2,2)'      11715  55131  11643  55124  55132  11573
-CONVEX 24620    'GT_PK(2,2)'      11643  55129  11713  55133  39199  11571
-CONVEX 24621    'GT_PK(2,2)'      11504  55134  11432  39193  55135  11361
-CONVEX 24622    'GT_PK(2,2)'      11573  55136  11432  48015  55134  11504
-CONVEX 24623    'GT_PK(2,2)'      11361  55135  11432  39192  55137  11289
-CONVEX 24624    'GT_PK(2,2)'      11432  55138  11359  55137  55121  11289
-CONVEX 24625    'GT_PK(2,2)'      10346  55139  10419  39235  55140  10494
-CONVEX 24626    'GT_PK(2,2)'      10273  55141  10419  48043  55139  10346
-CONVEX 24627    'GT_PK(2,2)'      10494  55140  10419  29927  55142  10567
-CONVEX 24628    'GT_PK(2,2)'      10419  55141  10273  55143  48040  10348
-CONVEX 24629    'GT_PK(2,2)'      10496  55144  10419  48037  55143  10348
-CONVEX 24630    'GT_PK(2,2)'      10419  55144  10496  55142  48038  10567
-CONVEX 24631    'GT_PK(2,2)'      9900  55145  9827  48047  55146  9975
-CONVEX 24632    'GT_PK(2,2)'      9755  55147  9827  48672  55148  9676
-CONVEX 24633    'GT_PK(2,2)'      9753  55149  9603  55150  39766  9676
-CONVEX 24634    'GT_PK(2,2)'      9827  55151  9753  55148  55150  9676
-CONVEX 24635    'GT_PK(2,2)'      9753  55151  9827  55152  55145  9900
-CONVEX 24636    'GT_PK(2,2)'      9753  55152  9900  55153  48044  9826
-CONVEX 24637    'GT_PK(2,2)'      9753  55154  9677  55149  43566  9603
-CONVEX 24638    'GT_PK(2,2)'      9677  55154  9753  43561  55153  9826
-CONVEX 24639    'GT_PK(2,2)'      11707  55155  11566  55156  39308  11637
-CONVEX 24640    'GT_PK(2,2)'      11778  55157  11707  39312  55156  11637
-CONVEX 24641    'GT_PK(2,2)'      11847  55158  11707  55159  55157  11778
-CONVEX 24642    'GT_PK(2,2)'      11707  55158  11847  55160  55161  11776
-CONVEX 24643    'GT_PK(2,2)'      11635  55162  11495  55163  29961  11566
-CONVEX 24644    'GT_PK(2,2)'      11707  55164  11635  55155  55163  11566
-CONVEX 24645    'GT_PK(2,2)'      11635  55164  11707  55165  55160  11776
-CONVEX 24646    'GT_PK(2,2)'      11635  55166  11564  55162  39325  11495
-CONVEX 24647    'GT_PK(2,2)'      11914  55167  11845  48064  55168  11984
-CONVEX 24648    'GT_PK(2,2)'      11703  55169  11562  55170  34469  11633
-CONVEX 24649    'GT_PK(2,2)'      11703  55171  11843  55172  55173  11772
-CONVEX 24650    'GT_PK(2,2)'      11631  55174  11703  51885  55172  11772
-CONVEX 24651    'GT_PK(2,2)'      11703  55174  11631  55169  51881  11562
-CONVEX 24652    'GT_PK(2,2)'      11843  55175  11912  55173  55176  11772
-CONVEX 24653    'GT_PK(2,2)'      11980  55177  11912  50284  55178  12050
-CONVEX 24654    'GT_PK(2,2)'      12050  55179  11982  34473  55180  12121
-CONVEX 24655    'GT_PK(2,2)'      11982  55181  11843  55182  55183  11914
-CONVEX 24656    'GT_PK(2,2)'      11912  55184  11982  55178  55179  12050
-CONVEX 24657    'GT_PK(2,2)'      11982  55184  11912  55181  55175  11843
-CONVEX 24658    'GT_PK(2,2)'      11982  55185  12052  55180  55186  12121
-CONVEX 24659    'GT_PK(2,2)'      12052  55185  11982  48062  55182  11914
-CONVEX 24660    'GT_PK(2,2)'      12669  55187  12534  46022  55188  12603
-CONVEX 24661    'GT_PK(2,2)'      12191  55189  12328  55190  39331  12259
-CONVEX 24662    'GT_PK(2,2)'      12123  55191  12191  48065  55192  12052
-CONVEX 24663    'GT_PK(2,2)'      12191  55190  12259  55193  27831  12121
-CONVEX 24664    'GT_PK(2,2)'      12052  55192  12191  55186  55193  12121
-CONVEX 24665    'GT_PK(2,2)'      12546  55194  12681  55195  48078  12613
-CONVEX 24666    'GT_PK(2,2)'      12546  55196  12411  55197  29908  12480
-CONVEX 24667    'GT_PK(2,2)'      12411  55196  12546  18844  55198  12478
-CONVEX 24668    'GT_PK(2,2)'      12546  55195  12613  55198  29838  12478
-CONVEX 24669    'GT_PK(2,2)'      12681  55199  12615  48077  55200  12748
-CONVEX 24670    'GT_PK(2,2)'      12615  55201  12548  55202  18865  12683
-CONVEX 24671    'GT_PK(2,2)'      12748  55200  12615  39356  55202  12683
-CONVEX 24672    'GT_PK(2,2)'      12548  55201  12615  22912  55203  12480
-CONVEX 24673    'GT_PK(2,2)'      12615  55204  12546  55203  55197  12480
-CONVEX 24674    'GT_PK(2,2)'      12546  55204  12615  55194  55199  12681
-CONVEX 24675    'GT_PK(2,2)'      13714  55205  13776  55206  55207  13835
-CONVEX 24676    'GT_PK(2,2)'      13776  55208  13837  55209  23006  13896
-CONVEX 24677    'GT_PK(2,2)'      13835  55207  13776  39429  55209  13896
-CONVEX 24678    'GT_PK(2,2)'      12887  55210  13018  39445  55211  12951
-CONVEX 24679    'GT_PK(2,2)'      13018  55212  13081  55211  48097  12951
-CONVEX 24680    'GT_PK(2,2)'      13018  55210  12887  55213  39434  12953
-CONVEX 24681    'GT_PK(2,2)'      13211  55214  13273  55215  48091  13145
-CONVEX 24682    'GT_PK(2,2)'      13081  55216  13211  48098  55215  13145
-CONVEX 24683    'GT_PK(2,2)'      13273  55214  13211  48095  55217  13338
-CONVEX 24684    'GT_PK(2,2)'      12954  55218  13020  55219  48104  12889
-CONVEX 24685    'GT_PK(2,2)'      13650  55220  13589  48107  55221  13712
-CONVEX 24686    'GT_PK(2,2)'      13589  55222  13651  55221  48116  13712
-CONVEX 24687    'GT_PK(2,2)'      13651  55222  13589  48114  55223  13527
-CONVEX 24688    'GT_PK(2,2)'      13831  55224  13710  39407  55225  13772
-CONVEX 24689    'GT_PK(2,2)'      13710  55226  13650  55225  48106  13772
-CONVEX 24690    'GT_PK(2,2)'      13710  55224  13831  55227  39406  13771
-CONVEX 24691    'GT_PK(2,2)'      13650  55226  13710  55228  55229  13588
-CONVEX 24692    'GT_PK(2,2)'      13648  55230  13710  48109  55227  13771
-CONVEX 24693    'GT_PK(2,2)'      13710  55230  13648  55229  55231  13588
-CONVEX 24694    'GT_PK(2,2)'      13336  55232  13462  55233  55234  13399
-CONVEX 24695    'GT_PK(2,2)'      13273  55235  13336  48092  55236  13209
-CONVEX 24696    'GT_PK(2,2)'      13336  55235  13273  55237  48093  13401
-CONVEX 24697    'GT_PK(2,2)'      13462  55232  13336  55238  55237  13401
-CONVEX 24698    'GT_PK(2,2)'      13336  55239  13272  55236  22991  13209
-CONVEX 24699    'GT_PK(2,2)'      13336  55233  13399  55239  39450  13272
-CONVEX 24700    'GT_PK(2,2)'      13524  55240  13648  55241  48110  13586
-CONVEX 24701    'GT_PK(2,2)'      13462  55242  13524  55234  55243  13399
-CONVEX 24702    'GT_PK(2,2)'      13648  55240  13524  55231  55244  13588
-CONVEX 24703    'GT_PK(2,2)'      13524  55242  13462  55244  55245  13588
-CONVEX 24704    'GT_PK(2,2)'      13524  55241  13586  55246  39475  13461
-CONVEX 24705    'GT_PK(2,2)'      13399  55243  13524  39449  55246  13461
-CONVEX 24706    'GT_PK(2,2)'      13713  55247  13775  48112  55248  13834
-CONVEX 24707    'GT_PK(2,2)'      13775  55249  13895  55248  30076  13834
-CONVEX 24708    'GT_PK(2,2)'      13775  55250  13835  55249  39430  13895
-CONVEX 24709    'GT_PK(2,2)'      13775  55251  13714  55250  55206  13835
-CONVEX 24710    'GT_PK(2,2)'      13331  55252  13396  39461  55253  13458
-CONVEX 24711    'GT_PK(2,2)'      13268  55254  13396  39465  55252  13331
-CONVEX 24712    'GT_PK(2,2)'      13334  55255  13398  39378  55256  13270
-CONVEX 24713    'GT_PK(2,2)'      13459  55257  13398  48147  55258  13522
-CONVEX 24714    'GT_PK(2,2)'      13398  55255  13334  55259  39448  13461
-CONVEX 24715    'GT_PK(2,2)'      13522  55258  13398  39476  55259  13461
-CONVEX 24716    'GT_PK(2,2)'      7072  55260  6993  55261  48182  7145
-CONVEX 24717    'GT_PK(2,2)'      6843  55262  6771  39547  55263  6695
-CONVEX 24718    'GT_PK(2,2)'      6771  55264  6622  55263  48187  6695
-CONVEX 24719    'GT_PK(2,2)'      6397  55265  6545  51566  55266  6471
-CONVEX 24720    'GT_PK(2,2)'      6545  55267  6620  55266  48193  6471
-CONVEX 24721    'GT_PK(2,2)'      6620  55267  6545  48189  55268  6693
-CONVEX 24722    'GT_PK(2,2)'      6545  55269  6619  55268  48212  6693
-CONVEX 24723    'GT_PK(2,2)'      6545  55265  6397  55270  48208  6469
-CONVEX 24724    'GT_PK(2,2)'      6619  55269  6545  55271  55270  6469
-CONVEX 24725    'GT_PK(2,2)'      7060  55272  7134  48216  55273  6985
-CONVEX 24726    'GT_PK(2,2)'      7134  55274  7062  55273  48294  6985
-CONVEX 24727    'GT_PK(2,2)'      7062  55274  7134  48296  55275  7213
-CONVEX 24728    'GT_PK(2,2)'      6909  55276  6835  55277  48217  6760
-CONVEX 24729    'GT_PK(2,2)'      6833  55278  6909  48222  55277  6760
-CONVEX 24730    'GT_PK(2,2)'      6537  55279  6389  55280  47849  6462
-CONVEX 24731    'GT_PK(2,2)'      6389  55279  6537  47848  55281  6464
-CONVEX 24732    'GT_PK(2,2)'      6537  55282  6612  55281  48227  6464
-CONVEX 24733    'GT_PK(2,2)'      6612  55282  6537  48228  55283  6685
-CONVEX 24734    'GT_PK(2,2)'      6534  55284  6682  55285  48235  6609
-CONVEX 24735    'GT_PK(2,2)'      6682  55284  6534  48230  55286  6607
-CONVEX 24736    'GT_PK(2,2)'      6534  55287  6458  55286  30179  6607
-CONVEX 24737    'GT_PK(2,2)'      6458  55287  6534  30181  55288  6386
-CONVEX 24738    'GT_PK(2,2)'      6611  55289  6537  55290  55280  6462
-CONVEX 24739    'GT_PK(2,2)'      6537  55289  6611  55283  55291  6685
-CONVEX 24740    'GT_PK(2,2)'      6461  55292  6388  55293  48242  6314
-CONVEX 24741    'GT_PK(2,2)'      6461  55294  6534  55295  55285  6609
-CONVEX 24742    'GT_PK(2,2)'      6386  55296  6461  54988  55293  6314
-CONVEX 24743    'GT_PK(2,2)'      6534  55294  6461  55288  55296  6386
-CONVEX 24744    'GT_PK(2,2)'      6684  55297  6536  48240  55298  6609
-CONVEX 24745    'GT_PK(2,2)'      6536  55299  6461  55298  55295  6609
-CONVEX 24746    'GT_PK(2,2)'      6461  55299  6536  55292  55300  6388
-CONVEX 24747    'GT_PK(2,2)'      6388  55300  6536  48244  55301  6462
-CONVEX 24748    'GT_PK(2,2)'      6536  55302  6611  55301  55290  6462
-CONVEX 24749    'GT_PK(2,2)'      6611  55302  6536  55303  55297  6684
-CONVEX 24750    'GT_PK(2,2)'      7352  55304  7504  48300  55305  7430
-CONVEX 24751    'GT_PK(2,2)'      7504  55306  7583  55305  48311  7430
-CONVEX 24752    'GT_PK(2,2)'      7583  55306  7504  39577  55307  7658
-CONVEX 24753    'GT_PK(2,2)'      7658  55307  7504  39626  55308  7580
-CONVEX 24754    'GT_PK(2,2)'      6906  55309  6978  55310  55311  7054
-CONVEX 24755    'GT_PK(2,2)'      6757  55312  6906  48239  55313  6832
-CONVEX 24756    'GT_PK(2,2)'      6906  55312  6757  55314  48234  6830
-CONVEX 24757    'GT_PK(2,2)'      6978  55309  6906  48269  55314  6830
-CONVEX 24758    'GT_PK(2,2)'      7519  55315  7595  55316  48349  7445
-CONVEX 24759    'GT_PK(2,2)'      7519  55317  7671  55315  48273  7595
-CONVEX 24760    'GT_PK(2,2)'      7671  55317  7519  48284  55318  7593
-CONVEX 24761    'GT_PK(2,2)'      7519  55319  7442  55318  48292  7593
-CONVEX 24762    'GT_PK(2,2)'      8174  55320  8129  55321  55322  8245
-CONVEX 24763    'GT_PK(2,2)'      8129  55323  8171  55322  48475  8245
-CONVEX 24764    'GT_PK(2,2)'      8171  55323  8129  48473  55324  8052
-CONVEX 24765    'GT_PK(2,2)'      7131  55325  7206  55326  55327  7058
-CONVEX 24766    'GT_PK(2,2)'      7206  55328  7132  55327  55329  7058
-CONVEX 24767    'GT_PK(2,2)'      6835  55330  6983  55331  55332  6911
-CONVEX 24768    'GT_PK(2,2)'      6983  55333  7060  55332  48214  6911
-CONVEX 24769    'GT_PK(2,2)'      6983  55334  7132  55333  55335  7060
-CONVEX 24770    'GT_PK(2,2)'      7132  55334  6983  55329  55336  7058
-CONVEX 24771    'GT_PK(2,2)'      6983  55337  6909  55336  55338  7058
-CONVEX 24772    'GT_PK(2,2)'      6909  55337  6983  55276  55330  6835
-CONVEX 24773    'GT_PK(2,2)'      6906  55339  6980  55313  55340  6832
-CONVEX 24774    'GT_PK(2,2)'      6980  55339  6906  55341  55310  7054
-CONVEX 24775    'GT_PK(2,2)'      6980  55342  6908  55340  55343  6832
-CONVEX 24776    'GT_PK(2,2)'      6908  55342  6980  55344  55345  7057
-CONVEX 24777    'GT_PK(2,2)'      6982  55346  7057  55347  55348  7131
-CONVEX 24778    'GT_PK(2,2)'      6982  55349  6909  55350  55278  6833
-CONVEX 24779    'GT_PK(2,2)'      6908  55351  6982  55352  55350  6833
-CONVEX 24780    'GT_PK(2,2)'      6982  55351  6908  55346  55344  7057
-CONVEX 24781    'GT_PK(2,2)'      6982  55347  7131  55353  55326  7058
-CONVEX 24782    'GT_PK(2,2)'      6909  55349  6982  55338  55353  7058
-CONVEX 24783    'GT_PK(2,2)'      7057  55354  7205  55348  55355  7131
-CONVEX 24784    'GT_PK(2,2)'      7743  55356  7817  48285  55357  7893
-CONVEX 24785    'GT_PK(2,2)'      7817  55358  7968  55357  48305  7893
-CONVEX 24786    'GT_PK(2,2)'      7817  55356  7743  55359  48282  7667
-CONVEX 24787    'GT_PK(2,2)'      7968  55358  7817  48303  55360  7891
-CONVEX 24788    'GT_PK(2,2)'      7740  55361  7817  55362  55359  7667
-CONVEX 24789    'GT_PK(2,2)'      7817  55361  7740  55360  55363  7891
-CONVEX 24790    'GT_PK(2,2)'      7517  16568  7589  39586  55364  7667
-CONVEX 24791    'GT_PK(2,2)'      7589  55365  7740  55364  55362  7667
-CONVEX 24792    'GT_PK(2,2)'      7589  16159  7664  55365  55366  7740
-CONVEX 24793    'GT_PK(2,2)'      7660  55367  7583  55368  39578  7735
-CONVEX 24794    'GT_PK(2,2)'      7660  55369  7509  55367  48310  7583
-CONVEX 24795    'GT_PK(2,2)'      7660  55368  7735  55370  30201  7812
-CONVEX 24796    'GT_PK(2,2)'      7509  55369  7660  55371  55372  7587
-CONVEX 24797    'GT_PK(2,2)'      7982  55373  8056  55374  55375  8131
-CONVEX 24798    'GT_PK(2,2)'      8057  55376  7985  55377  55378  7908
-CONVEX 24799    'GT_PK(2,2)'      8133  55379  7985  48313  55376  8057
-CONVEX 24800    'GT_PK(2,2)'      8056  55380  7985  55381  55379  8133
-CONVEX 24801    'GT_PK(2,2)'      8395  55382  8319  48316  55383  8472
-CONVEX 24802    'GT_PK(2,2)'      8319  55384  8174  55385  55321  8245
-CONVEX 24803    'GT_PK(2,2)'      8398  55386  8319  39775  55385  8245
-CONVEX 24804    'GT_PK(2,2)'      8319  55386  8398  55383  39769  8472
-CONVEX 24805    'GT_PK(2,2)'      8316  55387  8395  55388  48318  8469
-CONVEX 24806    'GT_PK(2,2)'      8394  55389  8316  55390  55388  8469
-CONVEX 24807    'GT_PK(2,2)'      8544  55391  8394  55392  55390  8469
-CONVEX 24808    'GT_PK(2,2)'      8697  55393  8544  30674  55394  8622
-CONVEX 24809    'GT_PK(2,2)'      8544  55392  8469  55394  39613  8622
-CONVEX 24810    'GT_PK(2,2)'      8544  55393  8697  55395  30672  8623
-CONVEX 24811    'GT_PK(2,2)'      8244  55396  8318  39611  55397  8396
-CONVEX 24812    'GT_PK(2,2)'      7828  55398  7754  48323  55399  7905
-CONVEX 24813    'GT_PK(2,2)'      7754  55400  7605  55401  39617  7684
-CONVEX 24814    'GT_PK(2,2)'      7754  55402  7680  55400  48334  7605
-CONVEX 24815    'GT_PK(2,2)'      7754  55398  7828  55402  48321  7680
-CONVEX 24816    'GT_PK(2,2)'      7832  55403  7754  21539  55401  7684
-CONVEX 24817    'GT_PK(2,2)'      7905  55399  7754  48484  55403  7832
-CONVEX 24818    'GT_PK(2,2)'      7456  55404  7383  48325  55405  7532
-CONVEX 24819    'GT_PK(2,2)'      7233  55406  7383  43282  55407  7307
-CONVEX 24820    'GT_PK(2,2)'      7383  55404  7456  55407  48328  7307
-CONVEX 24821    'GT_PK(2,2)'      7609  55408  7534  21546  55409  7686
-CONVEX 24822    'GT_PK(2,2)'      7608  55410  7534  48341  21533  7458
-CONVEX 24823    'GT_PK(2,2)'      7534  55410  7608  55409  55411  7686
-CONVEX 24824    'GT_PK(2,2)'      7608  55412  7757  55411  55413  7686
-CONVEX 24825    'GT_PK(2,2)'      7757  55414  7833  55415  55416  7908
-CONVEX 24826    'GT_PK(2,2)'      7757  55412  7608  55417  48342  7683
-CONVEX 24827    'GT_PK(2,2)'      7833  55414  7757  55418  55417  7683
-CONVEX 24828    'GT_PK(2,2)'      7230  55419  7303  55420  55421  7381
-CONVEX 24829    'GT_PK(2,2)'      7230  55422  7154  55423  48346  7076
-CONVEX 24830    'GT_PK(2,2)'      7230  55423  7076  55424  55425  7148
-CONVEX 24831    'GT_PK(2,2)'      7303  55419  7230  55426  55424  7148
-CONVEX 24832    'GT_PK(2,2)'      7603  55427  7755  48345  55428  7683
-CONVEX 24833    'GT_PK(2,2)'      7755  55429  7833  55428  55418  7683
-CONVEX 24834    'GT_PK(2,2)'      7833  55429  7755  55430  55431  7906
-CONVEX 24835    'GT_PK(2,2)'      7755  55432  7829  55431  55433  7906
-CONVEX 24836    'GT_PK(2,2)'      7303  55434  7455  55421  55435  7381
-CONVEX 24837    'GT_PK(2,2)'      7455  55436  7531  55435  48337  7381
-CONVEX 24838    'GT_PK(2,2)'      7531  55436  7455  48344  55437  7603
-CONVEX 24839    'GT_PK(2,2)'      7603  55437  7455  55438  55439  7528
-CONVEX 24840    'GT_PK(2,2)'      7306  55440  7381  21483  48338  7458
-CONVEX 24841    'GT_PK(2,2)'      7306  55441  7230  55440  55420  7381
-CONVEX 24842    'GT_PK(2,2)'      7230  55441  7306  55422  55442  7154
-CONVEX 24843    'GT_PK(2,2)'      7078  55443  7004  55444  33918  6927
-CONVEX 24844    'GT_PK(2,2)'      7078  55444  6927  55445  33914  7002
-CONVEX 24845    'GT_PK(2,2)'      7154  55446  7078  48347  55445  7002
-CONVEX 24846    'GT_PK(2,2)'      7749  55447  7674  55448  55449  7824
-CONVEX 24847    'GT_PK(2,2)'      7674  55450  7746  55449  39594  7824
-CONVEX 24848    'GT_PK(2,2)'      7746  55450  7674  48274  55451  7595
-CONVEX 24849    'GT_PK(2,2)'      7674  55452  7523  55451  48348  7595
-CONVEX 24850    'GT_PK(2,2)'      7296  55453  7449  48357  55454  7373
-CONVEX 24851    'GT_PK(2,2)'      7143  55455  7219  55456  55457  7296
-CONVEX 24852    'GT_PK(2,2)'      6989  55458  7143  30247  55459  7069
-CONVEX 24853    'GT_PK(2,2)'      7143  55460  7221  55459  48354  7069
-CONVEX 24854    'GT_PK(2,2)'      7221  55460  7143  48355  55456  7296
-CONVEX 24855    'GT_PK(2,2)'      6915  55461  7064  48200  55462  6989
-CONVEX 24856    'GT_PK(2,2)'      7064  55463  7143  55462  55458  6989
-CONVEX 24857    'GT_PK(2,2)'      7143  55463  7064  55455  55464  7219
-CONVEX 24858    'GT_PK(2,2)'      7219  55464  7064  48352  55465  7138
-CONVEX 24859    'GT_PK(2,2)'      7064  55466  6987  55465  48362  7138
-CONVEX 24860    'GT_PK(2,2)'      6987  55466  7064  55467  55461  6915
-CONVEX 24861    'GT_PK(2,2)'      7370  55468  7290  55469  55470  7445
-CONVEX 24862    'GT_PK(2,2)'      7370  55471  7219  55468  48351  7290
-CONVEX 24863    'GT_PK(2,2)'      7523  55472  7370  48350  55469  7445
-CONVEX 24864    'GT_PK(2,2)'      7219  55471  7370  55457  55473  7296
-CONVEX 24865    'GT_PK(2,2)'      7370  55474  7449  55473  55453  7296
-CONVEX 24866    'GT_PK(2,2)'      7449  55474  7370  55475  55472  7523
-CONVEX 24867    'GT_PK(2,2)'      7452  55476  7602  55477  55478  7528
-CONVEX 24868    'GT_PK(2,2)'      7452  55479  7299  55480  48359  7373
-CONVEX 24869    'GT_PK(2,2)'      7225  55481  7303  55482  55426  7148
-CONVEX 24870    'GT_PK(2,2)'      7072  55483  7225  55484  55482  7148
-CONVEX 24871    'GT_PK(2,2)'      7299  55485  7225  48360  55486  7145
-CONVEX 24872    'GT_PK(2,2)'      7225  55483  7072  55486  55261  7145
-CONVEX 24873    'GT_PK(2,2)'      7899  55487  7827  55488  55489  7749
-CONVEX 24874    'GT_PK(2,2)'      7899  55490  7974  55491  30226  8050
-CONVEX 24875    'GT_PK(2,2)'      7974  55490  7899  30234  55492  7824
-CONVEX 24876    'GT_PK(2,2)'      7899  55488  7749  55492  55448  7824
-CONVEX 24877    'GT_PK(2,2)'      7827  55493  7678  55489  55494  7749
-CONVEX 24878    'GT_PK(2,2)'      7602  55495  7678  55496  55497  7752
-CONVEX 24879    'GT_PK(2,2)'      7678  55493  7827  55497  55498  7752
-CONVEX 24880    'GT_PK(2,2)'      8126  55499  7977  39791  55500  8050
-CONVEX 24881    'GT_PK(2,2)'      7977  55501  7899  55500  55491  8050
-CONVEX 24882    'GT_PK(2,2)'      7899  55501  7977  55487  55502  7827
-CONVEX 24883    'GT_PK(2,2)'      8052  55503  7977  48474  55499  8126
-CONVEX 24884    'GT_PK(2,2)'      6765  55504  6691  55505  55506  6616
-CONVEX 24885    'GT_PK(2,2)'      6765  55507  6837  55508  48368  6913
-CONVEX 24886    'GT_PK(2,2)'      6987  55509  6839  48363  55510  6913
-CONVEX 24887    'GT_PK(2,2)'      6839  55511  6765  55510  55508  6913
-CONVEX 24888    'GT_PK(2,2)'      6765  55511  6839  55504  55512  6691
-CONVEX 24889    'GT_PK(2,2)'      6691  55512  6839  48365  55513  6767
-CONVEX 24890    'GT_PK(2,2)'      6839  55514  6915  55513  48203  6767
-CONVEX 24891    'GT_PK(2,2)'      6839  55509  6987  55514  55467  6915
-CONVEX 24892    'GT_PK(2,2)'      6691  55515  6543  55506  55516  6616
-CONVEX 24893    'GT_PK(2,2)'      6468  55517  6543  55518  55519  6395
-CONVEX 24894    'GT_PK(2,2)'      6543  55517  6468  55516  55520  6616
-CONVEX 24895    'GT_PK(2,2)'      6543  55521  6469  55519  48210  6395
-CONVEX 24896    'GT_PK(2,2)'      6543  55522  6619  55521  55271  6469
-CONVEX 24897    'GT_PK(2,2)'      6543  55515  6691  55522  48364  6619
-CONVEX 24898    'GT_PK(2,2)'      6837  55523  6763  48370  55524  6911
-CONVEX 24899    'GT_PK(2,2)'      6763  55525  6835  55524  55331  6911
-CONVEX 24900    'GT_PK(2,2)'      6835  55525  6763  48219  55526  6687
-CONVEX 24901    'GT_PK(2,2)'      6763  55527  6614  55526  48367  6687
-CONVEX 24902    'GT_PK(2,2)'      6689  55528  6765  55529  55505  6616
-CONVEX 24903    'GT_PK(2,2)'      6765  55528  6689  55507  55530  6837
-CONVEX 24904    'GT_PK(2,2)'      6763  55531  6689  55527  55532  6614
-CONVEX 24905    'GT_PK(2,2)'      6689  55531  6763  55530  55523  6837
-CONVEX 24906    'GT_PK(2,2)'      6319  55533  6393  47839  55534  6246
-CONVEX 24907    'GT_PK(2,2)'      8646  55535  8571  55536  39629  8724
-CONVEX 24908    'GT_PK(2,2)'      8800  55537  8646  48371  55536  8724
-CONVEX 24909    'GT_PK(2,2)'      8571  55535  8646  48392  55538  8492
-CONVEX 24910    'GT_PK(2,2)'      8646  55537  8800  55539  48375  8722
-CONVEX 24911    'GT_PK(2,2)'      8646  55540  8566  55538  48385  8492
-CONVEX 24912    'GT_PK(2,2)'      8566  55540  8646  48387  55539  8722
-CONVEX 24913    'GT_PK(2,2)'      8501  55541  8577  55542  39654  8657
-CONVEX 24914    'GT_PK(2,2)'      8350  55543  8501  48429  55544  8428
-CONVEX 24915    'GT_PK(2,2)'      8577  55541  8501  39662  55545  8423
-CONVEX 24916    'GT_PK(2,2)'      8501  55543  8350  55545  48399  8423
-CONVEX 24917    'GT_PK(2,2)'      8428  55544  8501  23153  55546  8582
-CONVEX 24918    'GT_PK(2,2)'      8501  55542  8657  55546  48413  8582
-CONVEX 24919    'GT_PK(2,2)'      8893  55547  8816  48579  55548  8968
-CONVEX 24920    'GT_PK(2,2)'      8741  55549  8816  39679  55550  8661
-CONVEX 24921    'GT_PK(2,2)'      8738  55551  8893  55552  48406  8814
-CONVEX 24922    'GT_PK(2,2)'      8738  55553  8659  55554  48404  8583
-CONVEX 24923    'GT_PK(2,2)'      8659  55553  8738  48400  55552  8814
-CONVEX 24924    'GT_PK(2,2)'      8738  55554  8583  55555  55556  8661
-CONVEX 24925    'GT_PK(2,2)'      8816  55557  8738  55550  55555  8661
-CONVEX 24926    'GT_PK(2,2)'      8738  55557  8816  55551  55547  8893
-CONVEX 24927    'GT_PK(2,2)'      9044  55558  9117  55559  48577  8968
-CONVEX 24928    'GT_PK(2,2)'      9046  55560  8970  55561  55562  8894
-CONVEX 24929    'GT_PK(2,2)'      9046  55561  8894  55563  39673  8969
-CONVEX 24930    'GT_PK(2,2)'      8818  55564  8741  55565  39680  8660
-CONVEX 24931    'GT_PK(2,2)'      8970  55566  8818  55562  55567  8894
-CONVEX 24932    'GT_PK(2,2)'      8739  55568  8818  48408  55565  8660
-CONVEX 24933    'GT_PK(2,2)'      8818  55568  8739  55567  48410  8894
-CONVEX 24934    'GT_PK(2,2)'      8424  55569  8500  48421  55570  8346
-CONVEX 24935    'GT_PK(2,2)'      8575  55571  8500  48420  55572  8654
-CONVEX 24936    'GT_PK(2,2)'      8500  55573  8422  55570  55574  8346
-CONVEX 24937    'GT_PK(2,2)'      8422  55573  8500  48425  55571  8575
-CONVEX 24938    'GT_PK(2,2)'      8732  55575  8578  48416  55576  8655
-CONVEX 24939    'GT_PK(2,2)'      8578  55575  8732  55577  48418  8654
-CONVEX 24940    'GT_PK(2,2)'      8500  55578  8578  55572  55577  8654
-CONVEX 24941    'GT_PK(2,2)'      8578  55578  8500  55579  55569  8424
-CONVEX 24942    'GT_PK(2,2)'      8159  55580  8349  30347  55581  8271
-CONVEX 24943    'GT_PK(2,2)'      8349  55582  8424  55581  48422  8271
-CONVEX 24944    'GT_PK(2,2)'      8270  55583  8422  55584  48423  8345
-CONVEX 24945    'GT_PK(2,2)'      8100  55585  8270  39704  55586  8161
-CONVEX 24946    'GT_PK(2,2)'      8270  55584  8345  55586  39707  8161
-CONVEX 24947    'GT_PK(2,2)'      8270  55585  8100  55587  39753  8160
-CONVEX 24948    'GT_PK(2,2)'      8346  55588  8270  39709  55587  8160
-CONVEX 24949    'GT_PK(2,2)'      8422  55583  8270  55574  55588  8346
-CONVEX 24950    'GT_PK(2,2)'      8102  55589  8277  55590  48434  8191
-CONVEX 24951    'GT_PK(2,2)'      8102  55591  8022  55592  48436  7949
-CONVEX 24952    'GT_PK(2,2)'      8022  55591  8102  55593  55590  8191
-CONVEX 24953    'GT_PK(2,2)'      8102  55592  7949  55594  39712  8028
-CONVEX 24954    'GT_PK(2,2)'      8201  55595  8102  30310  55594  8028
-CONVEX 24955    'GT_PK(2,2)'      8277  55589  8102  48430  55595  8201
-CONVEX 24956    'GT_PK(2,2)'      8584  55596  8430  39676  55597  8505
-CONVEX 24957    'GT_PK(2,2)'      8430  55598  8352  55597  48432  8505
-CONVEX 24958    'GT_PK(2,2)'      8022  55599  8094  48438  55600  7947
-CONVEX 24959    'GT_PK(2,2)'      8094  55599  8022  55601  55593  8191
-CONVEX 24960    'GT_PK(2,2)'      7872  55602  7948  48464  55603  7798
-CONVEX 24961    'GT_PK(2,2)'      8021  55604  7948  48439  55602  7872
-CONVEX 24962    'GT_PK(2,2)'      7948  55605  7874  55603  39758  7798
-CONVEX 24963    'GT_PK(2,2)'      7874  55605  7948  39760  55606  8023
-CONVEX 24964    'GT_PK(2,2)'      8276  55607  8351  55608  55609  8162
-CONVEX 24965    'GT_PK(2,2)'      8427  55610  8351  39683  55611  8503
-CONVEX 24966    'GT_PK(2,2)'      7727  55612  7654  55613  55614  7576
-CONVEX 24967    'GT_PK(2,2)'      7652  55615  7727  48449  55613  7576
-CONVEX 24968    'GT_PK(2,2)'      7654  55616  7807  48442  55617  7731
-CONVEX 24969    'GT_PK(2,2)'      7883  55618  7807  30243  55619  7956
-CONVEX 24970    'GT_PK(2,2)'      7731  55617  7807  48256  55618  7883
-CONVEX 24971    'GT_PK(2,2)'      7807  55620  7880  55619  39573  7956
-CONVEX 24972    'GT_PK(2,2)'      7807  55621  7727  55620  55622  7880
-CONVEX 24973    'GT_PK(2,2)'      7727  55621  7807  55612  55616  7654
-CONVEX 24974    'GT_PK(2,2)'      7804  55623  7877  55624  39750  7953
-CONVEX 24975    'GT_PK(2,2)'      7804  55625  7727  55626  55615  7652
-CONVEX 24976    'GT_PK(2,2)'      7880  55627  7804  39572  55624  7953
-CONVEX 24977    'GT_PK(2,2)'      7727  55625  7804  55622  55627  7880
-CONVEX 24978    'GT_PK(2,2)'      7726  55628  7652  55629  48446  7574
-CONVEX 24979    'GT_PK(2,2)'      7726  55630  7801  55631  39744  7877
-CONVEX 24980    'GT_PK(2,2)'      7804  55632  7726  55623  55631  7877
-CONVEX 24981    'GT_PK(2,2)'      7726  55632  7804  55628  55626  7652
-CONVEX 24982    'GT_PK(2,2)'      7726  55629  7574  55633  48451  7649
-CONVEX 24983    'GT_PK(2,2)'      7801  55630  7726  39748  55633  7649
-CONVEX 24984    'GT_PK(2,2)'      7269  55634  7197  39730  55635  7120
-CONVEX 24985    'GT_PK(2,2)'      6976  55636  7050  48260  21410  7125
-CONVEX 24986    'GT_PK(2,2)'      7050  55636  6976  55637  48261  6902
-CONVEX 24987    'GT_PK(2,2)'      6901  55638  6975  23158  55639  6826
-CONVEX 24988    'GT_PK(2,2)'      6975  55640  6902  55639  39581  6826
-CONVEX 24989    'GT_PK(2,2)'      6975  55641  7050  55640  55637  6902
-CONVEX 24990    'GT_PK(2,2)'      7050  55641  6975  21463  55642  7123
-CONVEX 24991    'GT_PK(2,2)'      7643  55643  7721  55644  48460  7568
-CONVEX 24992    'GT_PK(2,2)'      7721  55643  7643  48465  55645  7796
-CONVEX 24993    'GT_PK(2,2)'      7796  55645  7643  48458  55646  7718
-CONVEX 24994    'GT_PK(2,2)'      7643  55647  7564  55646  54840  7718
-CONVEX 24995    'GT_PK(2,2)'      7414  55648  7490  39735  55649  7341
-CONVEX 24996    'GT_PK(2,2)'      7564  55650  7490  48466  55648  7414
-CONVEX 24997    'GT_PK(2,2)'      7643  55651  7490  55647  55650  7564
-CONVEX 24998    'GT_PK(2,2)'      7341  55649  7490  39739  55652  7417
-CONVEX 24999    'GT_PK(2,2)'      7490  55653  7568  55652  39732  7417
-CONVEX 25000    'GT_PK(2,2)'      7490  55651  7643  55653  55644  7568
-CONVEX 25001    'GT_PK(2,2)'      8242  55654  8132  55655  55656  8174
-CONVEX 25002    'GT_PK(2,2)'      8319  55657  8242  55384  55655  8174
-CONVEX 25003    'GT_PK(2,2)'      8242  55657  8319  55658  55382  8395
-CONVEX 25004    'GT_PK(2,2)'      8316  55659  8242  55387  55658  8395
-CONVEX 25005    'GT_PK(2,2)'      8132  55654  8242  48469  55660  8177
-CONVEX 25006    'GT_PK(2,2)'      8242  55659  8316  55660  55661  8177
-CONVEX 25007    'GT_PK(2,2)'      7833  55662  7984  55416  55663  7908
-CONVEX 25008    'GT_PK(2,2)'      7984  55664  8057  55663  55377  7908
-CONVEX 25009    'GT_PK(2,2)'      7984  55665  8132  55664  48468  8057
-CONVEX 25010    'GT_PK(2,2)'      7984  55662  7833  55666  55430  7906
-CONVEX 25011    'GT_PK(2,2)'      7982  55667  8054  48482  55668  7905
-CONVEX 25012    'GT_PK(2,2)'      8054  55669  8173  55670  30415  8127
-CONVEX 25013    'GT_PK(2,2)'      8173  55669  8054  39609  55671  8131
-CONVEX 25014    'GT_PK(2,2)'      8054  55667  7982  55671  55374  8131
-CONVEX 25015    'GT_PK(2,2)'      8054  55670  8127  55672  19010  7978
-CONVEX 25016    'GT_PK(2,2)'      7905  55668  8054  48324  55672  7978
-CONVEX 25017    'GT_PK(2,2)'      7448  55673  7525  55674  30433  7596
-CONVEX 25018    'GT_PK(2,2)'      7520  55675  7591  55676  25488  7444
-CONVEX 25019    'GT_PK(2,2)'      7371  55677  7520  48486  55676  7444
-CONVEX 25020    'GT_PK(2,2)'      7520  55678  7670  55675  33662  7591
-CONVEX 25021    'GT_PK(2,2)'      7448  55679  7520  55680  55677  7371
-CONVEX 25022    'GT_PK(2,2)'      7670  55678  7520  33658  55681  7596
-CONVEX 25023    'GT_PK(2,2)'      7520  55679  7448  55681  55674  7596
-CONVEX 25024    'GT_PK(2,2)'      7297  55682  7222  55683  39819  7147
-CONVEX 25025    'GT_PK(2,2)'      7297  55684  7371  55682  48487  7222
-CONVEX 25026    'GT_PK(2,2)'      7297  55685  7448  55684  55680  7371
-CONVEX 25027    'GT_PK(2,2)'      7297  55683  7147  55686  30440  7226
-CONVEX 25028    'GT_PK(2,2)'      10070  55687  10219  55688  48496  10144
-CONVEX 25029    'GT_PK(2,2)'      10070  55689  9995  55690  23248  9922
-CONVEX 25030    'GT_PK(2,2)'      10070  55688  10144  55689  30460  9995
-CONVEX 25031    'GT_PK(2,2)'      9997  55691  10070  23270  55690  9922
-CONVEX 25032    'GT_PK(2,2)'      10146  55692  10070  39839  55691  9997
-CONVEX 25033    'GT_PK(2,2)'      10219  55687  10070  48498  55692  10146
-CONVEX 25034    'GT_PK(2,2)'      11245  55693  11172  30499  55694  11102
-CONVEX 25035    'GT_PK(2,2)'      11172  55695  11029  55694  39870  11102
-CONVEX 25036    'GT_PK(2,2)'      11029  55696  11100  39860  55697  10956
-CONVEX 25037    'GT_PK(2,2)'      11100  55698  11243  55699  55700  11170
-CONVEX 25038    'GT_PK(2,2)'      11172  55701  11100  55695  55696  11029
-CONVEX 25039    'GT_PK(2,2)'      11100  55701  11172  55698  55702  11243
-CONVEX 25040    'GT_PK(2,2)'      11100  55703  11027  55697  48507  10956
-CONVEX 25041    'GT_PK(2,2)'      11027  55703  11100  48508  55699  11170
-CONVEX 25042    'GT_PK(2,2)'      9033  55704  8959  39907  55705  9109
-CONVEX 25043    'GT_PK(2,2)'      8959  55706  8806  55707  48543  8883
-CONVEX 25044    'GT_PK(2,2)'      8880  55708  8959  48547  55704  9033
-CONVEX 25045    'GT_PK(2,2)'      8959  55708  8880  55706  48548  8806
-CONVEX 25046    'GT_PK(2,2)'      9034  55709  8959  30318  55707  8883
-CONVEX 25047    'GT_PK(2,2)'      9109  55705  8959  23265  55709  9034
-CONVEX 25048    'GT_PK(2,2)'      10000  55710  10074  55711  39919  9928
-CONVEX 25049    'GT_PK(2,2)'      10000  55712  10149  55710  48558  10074
-CONVEX 25050    'GT_PK(2,2)'      10000  55713  9930  55714  38176  10077
-CONVEX 25051    'GT_PK(2,2)'      10149  55712  10000  48560  55714  10077
-CONVEX 25052    'GT_PK(2,2)'      9636  16683  9785  55715  28686  9709
-CONVEX 25053    'GT_PK(2,2)'      9561  55716  9636  48585  55715  9709
-CONVEX 25054    'GT_PK(2,2)'      9636  55716  9561  55717  48586  9489
-CONVEX 25055    'GT_PK(2,2)'      9636  55717  9489  16676  48564  9563
-CONVEX 25056    'GT_PK(2,2)'      10006  55718  9935  38162  55719  10081
-CONVEX 25057    'GT_PK(2,2)'      9860  55720  9935  48569  55718  10006
-CONVEX 25058    'GT_PK(2,2)'      9189  55721  9115  48570  55722  9264
-CONVEX 25059    'GT_PK(2,2)'      9041  55723  9115  48575  55724  8966
-CONVEX 25060    'GT_PK(2,2)'      9115  55725  9038  55724  30548  8966
-CONVEX 25061    'GT_PK(2,2)'      9115  55721  9189  55725  48572  9038
-CONVEX 25062    'GT_PK(2,2)'      9264  55726  9190  39923  55727  9339
-CONVEX 25063    'GT_PK(2,2)'      9190  55728  9041  55729  48576  9117
-CONVEX 25064    'GT_PK(2,2)'      9115  55730  9190  55722  55726  9264
-CONVEX 25065    'GT_PK(2,2)'      9190  55730  9115  55728  55723  9041
-CONVEX 25066    'GT_PK(2,2)'      9339  55727  9190  48567  55731  9266
-CONVEX 25067    'GT_PK(2,2)'      9190  55729  9117  55731  55732  9266
-CONVEX 25068    'GT_PK(2,2)'      9186  55733  9111  55734  39925  9036
-CONVEX 25069    'GT_PK(2,2)'      9186  55735  9260  55733  48583  9111
-CONVEX 25070    'GT_PK(2,2)'      9186  55734  9036  55736  39930  9113
-CONVEX 25071    'GT_PK(2,2)'      13653  55737  13713  55738  48119  13591
-CONVEX 25072    'GT_PK(2,2)'      13528  55739  13653  48589  55738  13591
-CONVEX 25073    'GT_PK(2,2)'      13775  55740  13653  55251  55741  13714
-CONVEX 25074    'GT_PK(2,2)'      13653  55740  13775  55737  55247  13713
-CONVEX 25075    'GT_PK(2,2)'      13279  55742  13343  48608  55743  13216
-CONVEX 25076    'GT_PK(2,2)'      13278  55744  13343  48616  55745  13405
-CONVEX 25077    'GT_PK(2,2)'      13343  55744  13278  55743  55746  13216
-CONVEX 25078    'GT_PK(2,2)'      13343  55747  13468  55745  39968  13405
-CONVEX 25079    'GT_PK(2,2)'      13468  55748  13407  39971  55749  13532
-CONVEX 25080    'GT_PK(2,2)'      13407  55750  13470  55749  46929  13532
-CONVEX 25081    'GT_PK(2,2)'      13343  55751  13407  55747  55748  13468
-CONVEX 25082    'GT_PK(2,2)'      13407  55751  13343  55752  55742  13279
-CONVEX 25083    'GT_PK(2,2)'      13214  55753  13150  48618  55754  13278
-CONVEX 25084    'GT_PK(2,2)'      13216  55755  13150  48600  55756  13086
-CONVEX 25085    'GT_PK(2,2)'      13278  55754  13150  55746  55755  13216
-CONVEX 25086    'GT_PK(2,2)'      12892  55757  13023  55758  48620  12956
-CONVEX 25087    'GT_PK(2,2)'      12826  55759  12892  48627  55760  12759
-CONVEX 25088    'GT_PK(2,2)'      13023  55757  12892  48625  55761  12957
-CONVEX 25089    'GT_PK(2,2)'      12892  55759  12826  55761  48630  12957
-CONVEX 25090    'GT_PK(2,2)'      12892  55762  12824  55760  39965  12759
-CONVEX 25091    'GT_PK(2,2)'      12892  55758  12956  55762  55763  12824
-CONVEX 25092    'GT_PK(2,2)'      11666  55764  11596  48632  55765  11736
-CONVEX 25093    'GT_PK(2,2)'      11525  55766  11596  48643  55767  11454
-CONVEX 25094    'GT_PK(2,2)'      11736  55765  11596  37833  55768  11668
-CONVEX 25095    'GT_PK(2,2)'      11596  55766  11525  55768  55769  11668
-CONVEX 25096    'GT_PK(2,2)'      11454  55770  11524  39982  55771  11381
-CONVEX 25097    'GT_PK(2,2)'      11524  55772  11452  55771  40058  11381
-CONVEX 25098    'GT_PK(2,2)'      11596  55773  11524  55767  55770  11454
-CONVEX 25099    'GT_PK(2,2)'      11524  55773  11596  55774  55764  11666
-CONVEX 25100    'GT_PK(2,2)'      11871  55775  11942  55776  19114  12011
-CONVEX 25101    'GT_PK(2,2)'      11871  55777  11803  55775  48645  11942
-CONVEX 25102    'GT_PK(2,2)'      11803  55777  11871  55778  55779  11731
-CONVEX 25103    'GT_PK(2,2)'      11871  55776  12011  55780  30572  11941
-CONVEX 25104    'GT_PK(2,2)'      11801  55781  11871  48652  55780  11941
-CONVEX 25105    'GT_PK(2,2)'      11871  55781  11801  55779  48648  11731
-CONVEX 25106    'GT_PK(2,2)'      11662  55782  11803  55783  55778  11731
-CONVEX 25107    'GT_PK(2,2)'      11662  55784  11590  55785  48655  11520
-CONVEX 25108    'GT_PK(2,2)'      11590  55784  11662  48656  55783  11731
-CONVEX 25109    'GT_PK(2,2)'      11591  55786  11662  48663  55785  11520
-CONVEX 25110    'GT_PK(2,2)'      11803  55782  11662  48646  55787  11733
-CONVEX 25111    'GT_PK(2,2)'      11662  55786  11591  55787  48660  11733
-CONVEX 25112    'GT_PK(2,2)'      11734  55788  11805  55789  48666  11663
-CONVEX 25113    'GT_PK(2,2)'      11805  55788  11734  48668  55790  11876
-CONVEX 25114    'GT_PK(2,2)'      11734  55791  11806  55790  48638  11876
-CONVEX 25115    'GT_PK(2,2)'      11734  55792  11666  55791  48631  11806
-CONVEX 25116    'GT_PK(2,2)'      9902  55793  9755  55794  48671  9828
-CONVEX 25117    'GT_PK(2,2)'      10049  55795  9902  39255  55796  9976
-CONVEX 25118    'GT_PK(2,2)'      9902  55794  9828  55796  40003  9976
-CONVEX 25119    'GT_PK(2,2)'      9902  55795  10049  55797  39262  9975
-CONVEX 25120    'GT_PK(2,2)'      9827  55798  9902  55146  55797  9975
-CONVEX 25121    'GT_PK(2,2)'      9902  55798  9827  55793  55147  9755
-CONVEX 25122    'GT_PK(2,2)'      10507  55799  10653  55800  48685  10578
-CONVEX 25123    'GT_PK(2,2)'      10507  55801  10431  55802  48694  10359
-CONVEX 25124    'GT_PK(2,2)'      10431  55801  10507  48690  55800  10578
-CONVEX 25125    'GT_PK(2,2)'      10507  55802  10359  55803  30741  10433
-CONVEX 25126    'GT_PK(2,2)'      10507  55803  10433  55804  23443  10581
-CONVEX 25127    'GT_PK(2,2)'      10653  55799  10507  48689  55804  10581
-CONVEX 25128    'GT_PK(2,2)'      11023  55805  10951  55806  40061  10878
-CONVEX 25129    'GT_PK(2,2)'      10953  55807  11023  30794  55806  10878
-CONVEX 25130    'GT_PK(2,2)'      11023  55808  11097  55809  48723  11167
-CONVEX 25131    'GT_PK(2,2)'      11097  55808  11023  40066  55807  10953
-CONVEX 25132    'GT_PK(2,2)'      11095  55810  11238  55811  48711  11165
-CONVEX 25133    'GT_PK(2,2)'      11021  55812  11095  55813  55811  11165
-CONVEX 25134    'GT_PK(2,2)'      11095  55812  11021  55814  48715  10951
-CONVEX 25135    'GT_PK(2,2)'      11023  55815  11095  55805  55814  10951
-CONVEX 25136    'GT_PK(2,2)'      11238  55810  11095  48710  55816  11167
-CONVEX 25137    'GT_PK(2,2)'      11095  55815  11023  55816  55809  11167
-CONVEX 25138    'GT_PK(2,2)'      11308  55817  11379  55818  55819  11450
-CONVEX 25139    'GT_PK(2,2)'      11235  55820  11308  23464  55821  11377
-CONVEX 25140    'GT_PK(2,2)'      11308  55818  11450  55821  30791  11377
-CONVEX 25141    'GT_PK(2,2)'      11591  55822  11522  48659  55823  11663
-CONVEX 25142    'GT_PK(2,2)'      11522  55824  11379  55825  48714  11452
-CONVEX 25143    'GT_PK(2,2)'      11522  55822  11591  55826  48662  11450
-CONVEX 25144    'GT_PK(2,2)'      11379  55824  11522  55819  55826  11450
-CONVEX 25145    'GT_PK(2,2)'      11021  55827  10949  48716  55828  10876
-CONVEX 25146    'GT_PK(2,2)'      10949  55829  10803  55828  30131  10876
-CONVEX 25147    'GT_PK(2,2)'      10803  55829  10949  30133  55830  10874
-CONVEX 25148    'GT_PK(2,2)'      10949  55831  11020  55830  40063  10874
-CONVEX 25149    'GT_PK(2,2)'      11240  55832  11169  48719  55833  11313
-CONVEX 25150    'GT_PK(2,2)'      11099  55834  11169  38279  55835  11025
-CONVEX 25151    'GT_PK(2,2)'      11169  55836  11097  55835  40067  11025
-CONVEX 25152    'GT_PK(2,2)'      11169  55832  11240  55836  48722  11097
-CONVEX 25153    'GT_PK(2,2)'      11313  55833  11169  55837  55838  11242
-CONVEX 25154    'GT_PK(2,2)'      11169  55834  11099  55838  39875  11242
-CONVEX 25155    'GT_PK(2,2)'      8000  55839  7925  40501  55840  7849
-CONVEX 25156    'GT_PK(2,2)'      7925  55841  7775  55840  48744  7849
-CONVEX 25157    'GT_PK(2,2)'      7925  55839  8000  55842  40502  8076
-CONVEX 25158    'GT_PK(2,2)'      7775  55841  7925  55843  55844  7850
-CONVEX 25159    'GT_PK(2,2)'      8001  55845  7925  48752  55842  8076
-CONVEX 25160    'GT_PK(2,2)'      7925  55845  8001  55844  48747  7850
-CONVEX 25161    'GT_PK(2,2)'      7623  55846  7701  30952  55847  7550
-CONVEX 25162    'GT_PK(2,2)'      7775  55848  7701  48746  55846  7623
-CONVEX 25163    'GT_PK(2,2)'      7701  55848  7775  55849  55843  7850
-CONVEX 25164    'GT_PK(2,2)'      7776  55850  7701  48766  55849  7850
-CONVEX 25165    'GT_PK(2,2)'      7701  55851  7625  55847  40104  7550
-CONVEX 25166    'GT_PK(2,2)'      7701  55850  7776  55851  48768  7625
-CONVEX 25167    'GT_PK(2,2)'      6010  55852  5953  55853  48777  5871
-CONVEX 25168    'GT_PK(2,2)'      6155  55854  6010  40116  55855  6079
-CONVEX 25169    'GT_PK(2,2)'      6010  55856  5934  55855  40721  6079
-CONVEX 25170    'GT_PK(2,2)'      5934  55856  6010  49443  55853  5871
-CONVEX 25171    'GT_PK(2,2)'      6026  55857  6085  40121  55858  6158
-CONVEX 25172    'GT_PK(2,2)'      5953  55859  6085  48779  55857  6026
-CONVEX 25173    'GT_PK(2,2)'      6085  55860  6230  55858  40113  6158
-CONVEX 25174    'GT_PK(2,2)'      6230  55860  6085  48772  55861  6155
-CONVEX 25175    'GT_PK(2,2)'      6085  55862  6010  55861  55854  6155
-CONVEX 25176    'GT_PK(2,2)'      6010  55862  6085  55852  55859  5953
-CONVEX 25177    'GT_PK(2,2)'      6204  55863  6352  55864  48780  6279
-CONVEX 25178    'GT_PK(2,2)'      6091  55865  6204  23786  55866  6015
-CONVEX 25179    'GT_PK(2,2)'      6204  55865  6091  55867  31348  6239
-CONVEX 25180    'GT_PK(2,2)'      6352  55863  6204  48783  55867  6239
-CONVEX 25181    'GT_PK(2,2)'      7793  55868  7867  55869  48799  7954
-CONVEX 25182    'GT_PK(2,2)'      7633  55870  7793  48798  55871  7716
-CONVEX 25183    'GT_PK(2,2)'      7793  55870  7633  55872  48793  7710
-CONVEX 25184    'GT_PK(2,2)'      7867  55868  7793  52190  55872  7710
-CONVEX 25185    'GT_PK(2,2)'      7716  55871  7793  55873  55874  7878
-CONVEX 25186    'GT_PK(2,2)'      7793  55869  7954  55874  40190  7878
-CONVEX 25187    'GT_PK(2,2)'      8639  55875  8574  40197  55876  8514
-CONVEX 25188    'GT_PK(2,2)'      8690  55877  8574  48811  55875  8639
-CONVEX 25189    'GT_PK(2,2)'      8514  55876  8574  40196  55878  8447
-CONVEX 25190    'GT_PK(2,2)'      6449  55879  6598  55880  55881  6523
-CONVEX 25191    'GT_PK(2,2)'      6374  55882  6449  48835  55880  6523
-CONVEX 25192    'GT_PK(2,2)'      6516  55883  6591  40438  55884  6664
-CONVEX 25193    'GT_PK(2,2)'      6591  55883  6516  55885  40436  6443
-CONVEX 25194    'GT_PK(2,2)'      6669  55886  6594  55887  48845  6523
-CONVEX 25195    'GT_PK(2,2)'      6598  55888  6669  55881  55887  6523
-CONVEX 25196    'GT_PK(2,2)'      6669  55888  6598  55889  55890  6745
-CONVEX 25197    'GT_PK(2,2)'      6817  55891  6669  55892  55889  6745
-CONVEX 25198    'GT_PK(2,2)'      6820  55893  6673  40214  55894  6749
-CONVEX 25199    'GT_PK(2,2)'      6673  55895  6600  55894  48849  6749
-CONVEX 25200    'GT_PK(2,2)'      6673  55893  6820  55896  55897  6745
-CONVEX 25201    'GT_PK(2,2)'      6598  55898  6673  55890  55896  6745
-CONVEX 25202    'GT_PK(2,2)'      7185  55899  7110  48866  55900  7259
-CONVEX 25203    'GT_PK(2,2)'      7035  55901  7110  40418  55899  7185
-CONVEX 25204    'GT_PK(2,2)'      6820  55902  6893  55897  55903  6745
-CONVEX 25205    'GT_PK(2,2)'      6893  55904  6817  55903  55892  6745
-CONVEX 25206    'GT_PK(2,2)'      6974  55905  7047  55906  55907  6899
-CONVEX 25207    'GT_PK(2,2)'      7119  55908  7047  48910  55909  7196
-CONVEX 25208    'GT_PK(2,2)'      7196  55909  7047  40228  55910  7122
-CONVEX 25209    'GT_PK(2,2)'      7047  55905  6974  55910  48854  7122
-CONVEX 25210    'GT_PK(2,2)'      6899  55907  7047  40221  55911  6971
-CONVEX 25211    'GT_PK(2,2)'      7047  55908  7119  55911  40225  6971
-CONVEX 25212    'GT_PK(2,2)'      6825  55912  6974  55913  55906  6899
-CONVEX 25213    'GT_PK(2,2)'      6825  55914  6751  55915  48856  6679
-CONVEX 25214    'GT_PK(2,2)'      6751  55914  6825  48858  55913  6899
-CONVEX 25215    'GT_PK(2,2)'      6825  55915  6679  55916  23617  6754
-CONVEX 25216    'GT_PK(2,2)'      6903  55917  6825  30994  55916  6754
-CONVEX 25217    'GT_PK(2,2)'      6974  55912  6825  48855  55917  6903
-CONVEX 25218    'GT_PK(2,2)'      7416  55918  7493  48920  55919  7566
-CONVEX 25219    'GT_PK(2,2)'      7344  55920  7493  48913  55918  7416
-CONVEX 25220    'GT_PK(2,2)'      7493  55921  7646  55919  40249  7566
-CONVEX 25221    'GT_PK(2,2)'      7493  55920  7344  55922  48862  7419
-CONVEX 25222    'GT_PK(2,2)'      8217  55923  8362  55924  44090  8289
-CONVEX 25223    'GT_PK(2,2)'      8104  55925  8217  48872  55924  8289
-CONVEX 25224    'GT_PK(2,2)'      7636  55926  7560  55927  48953  7713
-CONVEX 25225    'GT_PK(2,2)'      7789  55928  7636  55929  55927  7713
-CONVEX 25226    'GT_PK(2,2)'      7560  55926  7636  48938  55930  7484
-CONVEX 25227    'GT_PK(2,2)'      7711  55931  7636  55932  55928  7789
-CONVEX 25228    'GT_PK(2,2)'      7866  55933  7789  55934  55929  7713
-CONVEX 25229    'GT_PK(2,2)'      7792  55935  7866  48951  55934  7713
-CONVEX 25230    'GT_PK(2,2)'      7943  55936  7866  48931  55935  7792
-CONVEX 25231    'GT_PK(2,2)'      7866  55936  7943  55937  48932  8016
-CONVEX 25232    'GT_PK(2,2)'      7866  55938  7941  55933  55939  7789
-CONVEX 25233    'GT_PK(2,2)'      7941  55938  7866  21151  55937  8016
-CONVEX 25234    'GT_PK(2,2)'      7045  55940  6967  40207  55941  6896
-CONVEX 25235    'GT_PK(2,2)'      7115  55942  6967  48897  55940  7045
-CONVEX 25236    'GT_PK(2,2)'      6967  55943  6820  55941  40215  6896
-CONVEX 25237    'GT_PK(2,2)'      6967  55942  7115  55944  55945  7041
-CONVEX 25238    'GT_PK(2,2)'      6967  55946  6893  55943  55902  6820
-CONVEX 25239    'GT_PK(2,2)'      6893  55946  6967  55947  55944  7041
-CONVEX 25240    'GT_PK(2,2)'      7115  55948  7187  55945  55949  7041
-CONVEX 25241    'GT_PK(2,2)'      7187  55950  7336  55951  48942  7259
-CONVEX 25242    'GT_PK(2,2)'      7336  55950  7187  48894  55952  7264
-CONVEX 25243    'GT_PK(2,2)'      7187  55948  7115  55952  48899  7264
-CONVEX 25244    'GT_PK(2,2)'      7110  55953  7187  55900  55951  7259
-CONVEX 25245    'GT_PK(2,2)'      7187  55953  7110  55949  55954  7041
-CONVEX 25246    'GT_PK(2,2)'      7725  55955  7651  48902  55956  7803
-CONVEX 25247    'GT_PK(2,2)'      7577  55957  7651  40263  55958  7497
-CONVEX 25248    'GT_PK(2,2)'      7651  55959  7729  55956  48966  7803
-CONVEX 25249    'GT_PK(2,2)'      7729  55959  7651  48968  55957  7577
-CONVEX 25250    'GT_PK(2,2)'      7497  55960  7572  40356  55961  7419
-CONVEX 25251    'GT_PK(2,2)'      7572  55962  7725  55963  48903  7646
-CONVEX 25252    'GT_PK(2,2)'      7651  55964  7572  55958  55960  7497
-CONVEX 25253    'GT_PK(2,2)'      7572  55964  7651  55962  55955  7725
-CONVEX 25254    'GT_PK(2,2)'      7572  55965  7493  55961  55922  7419
-CONVEX 25255    'GT_PK(2,2)'      7493  55965  7572  55921  55963  7646
-CONVEX 25256    'GT_PK(2,2)'      7868  55966  7945  48935  55967  8018
-CONVEX 25257    'GT_PK(2,2)'      7794  55968  7945  48947  55966  7868
-CONVEX 25258    'GT_PK(2,2)'      8018  55967  7945  48885  55969  8101
-CONVEX 25259    'GT_PK(2,2)'      7945  55968  7794  55970  48928  7871
-CONVEX 25260    'GT_PK(2,2)'      7945  55971  8024  55969  48959  8101
-CONVEX 25261    'GT_PK(2,2)'      8024  55971  7945  48957  55970  7871
-CONVEX 25262    'GT_PK(2,2)'      7485  55972  7637  55973  48952  7560
-CONVEX 25263    'GT_PK(2,2)'      7409  55974  7485  48936  55973  7560
-CONVEX 25264    'GT_PK(2,2)'      7485  55974  7409  55975  48941  7336
-CONVEX 25265    'GT_PK(2,2)'      7485  55975  7336  55976  48895  7410
-CONVEX 25266    'GT_PK(2,2)'      7561  55977  7485  48925  55976  7410
-CONVEX 25267    'GT_PK(2,2)'      7637  55972  7485  48955  55977  7561
-CONVEX 25268    'GT_PK(2,2)'      6838  55978  6912  48984  55979  6764
-CONVEX 25269    'GT_PK(2,2)'      6912  55978  6838  55980  48987  6986
-CONVEX 25270    'GT_PK(2,2)'      7210  55981  7135  48994  55982  7289
-CONVEX 25271    'GT_PK(2,2)'      7063  55983  7135  48990  55984  6986
-CONVEX 25272    'GT_PK(2,2)'      7289  55982  7135  35139  55985  7215
-CONVEX 25273    'GT_PK(2,2)'      7135  55983  7063  55985  48993  7215
-CONVEX 25274    'GT_PK(2,2)'      7133  55986  7284  55987  35196  7207
-CONVEX 25275    'GT_PK(2,2)'      7133  55988  7210  55986  48996  7284
-CONVEX 25276    'GT_PK(2,2)'      5872  55989  5725  55990  49015  5801
-CONVEX 25277    'GT_PK(2,2)'      6019  55991  5872  35249  55992  5947
-CONVEX 25278    'GT_PK(2,2)'      5872  55990  5801  55992  49009  5947
-CONVEX 25279    'GT_PK(2,2)'      5872  55991  6019  55993  35254  5945
-CONVEX 25280    'GT_PK(2,2)'      5799  55994  5872  35259  55993  5945
-CONVEX 25281    'GT_PK(2,2)'      5725  55989  5872  49019  55994  5799
-CONVEX 25282    'GT_PK(2,2)'      6834  55995  6686  55996  49026  6761
-CONVEX 25283    'GT_PK(2,2)'      6981  55997  6834  55998  55999  6910
-CONVEX 25284    'GT_PK(2,2)'      6834  55996  6761  55999  56000  6910
-CONVEX 25285    'GT_PK(2,2)'      6907  56001  6834  48979  55997  6981
-CONVEX 25286    'GT_PK(2,2)'      6834  56001  6907  56002  48977  6758
-CONVEX 25287    'GT_PK(2,2)'      6686  55995  6834  49031  56002  6758
-CONVEX 25288    'GT_PK(2,2)'      8281  56003  8206  56004  40369  8354
-CONVEX 25289    'GT_PK(2,2)'      8281  56005  8103  56003  49046  8206
-CONVEX 25290    'GT_PK(2,2)'      8281  56004  8354  56006  31071  8431
-CONVEX 25291    'GT_PK(2,2)'      8103  56005  8281  49048  56007  8208
-CONVEX 25292    'GT_PK(2,2)'      8356  56008  8281  23721  56006  8431
-CONVEX 25293    'GT_PK(2,2)'      8208  56007  8281  31000  56008  8356
-CONVEX 25294    'GT_PK(2,2)'      8343  56009  8202  56010  52562  8269
-CONVEX 25295    'GT_PK(2,2)'      8343  56011  8494  56012  56013  8421
-CONVEX 25296    'GT_PK(2,2)'      8421  56014  8573  49050  56015  8499
-CONVEX 25297    'GT_PK(2,2)'      8573  56016  8728  56017  19210  8653
-CONVEX 25298    'GT_PK(2,2)'      8499  56015  8573  23610  56017  8653
-CONVEX 25299    'GT_PK(2,2)'      8494  56018  8573  56013  56014  8421
-CONVEX 25300    'GT_PK(2,2)'      8272  56019  8348  56020  40367  8205
-CONVEX 25301    'GT_PK(2,2)'      8272  56021  8421  56019  49049  8348
-CONVEX 25302    'GT_PK(2,2)'      8110  56022  8272  20588  56020  8205
-CONVEX 25303    'GT_PK(2,2)'      8272  56023  8343  56021  56012  8421
-CONVEX 25304    'GT_PK(2,2)'      8202  56024  8272  44647  56022  8110
-CONVEX 25305    'GT_PK(2,2)'      8343  56023  8272  56009  56024  8202
-CONVEX 25306    'GT_PK(2,2)'      9040  56025  8963  56026  56027  9112
-CONVEX 25307    'GT_PK(2,2)'      9048  56028  9197  49066  56029  9123
-CONVEX 25308    'GT_PK(2,2)'      9272  56030  9197  52159  56031  9345
-CONVEX 25309    'GT_PK(2,2)'      9123  56029  9197  52168  56030  9272
-CONVEX 25310    'GT_PK(2,2)'      9633  56032  9485  49068  56033  9558
-CONVEX 25311    'GT_PK(2,2)'      9485  56034  9409  56033  44350  9558
-CONVEX 25312    'GT_PK(2,2)'      9409  56034  9485  49086  56035  9336
-CONVEX 25313    'GT_PK(2,2)'      9485  56036  9411  56035  49079  9336
-CONVEX 25314    'GT_PK(2,2)'      9485  56032  9633  56037  49071  9560
-CONVEX 25315    'GT_PK(2,2)'      9411  56036  9485  49083  56037  9560
-CONVEX 25316    'GT_PK(2,2)'      9334  56038  9481  56039  44349  9409
-CONVEX 25317    'GT_PK(2,2)'      9261  56040  9334  49084  56039  9409
-CONVEX 25318    'GT_PK(2,2)'      9185  56041  9334  52441  56040  9261
-CONVEX 25319    'GT_PK(2,2)'      9481  56038  9334  44346  56042  9406
-CONVEX 25320    'GT_PK(2,2)'      9334  56043  9257  56042  35041  9406
-CONVEX 25321    'GT_PK(2,2)'      9334  56041  9185  56043  52440  9257
-CONVEX 25322    'GT_PK(2,2)'      6808  56044  6739  49098  56045  6884
-CONVEX 25323    'GT_PK(2,2)'      6739  56044  6808  56046  49097  6664
-CONVEX 25324    'GT_PK(2,2)'      6591  56047  6739  55884  56046  6664
-CONVEX 25325    'GT_PK(2,2)'      6813  56048  6959  56049  49103  6884
-CONVEX 25326    'GT_PK(2,2)'      6739  56050  6813  56045  56049  6884
-CONVEX 25327    'GT_PK(2,2)'      6661  56051  6513  40428  56052  6589
-CONVEX 25328    'GT_PK(2,2)'      6513  56053  6440  56052  49114  6589
-CONVEX 25329    'GT_PK(2,2)'      6440  56053  6513  56054  56055  6366
-CONVEX 25330    'GT_PK(2,2)'      6513  56051  6661  56056  40426  6585
-CONVEX 25331    'GT_PK(2,2)'      6438  56057  6513  49118  56056  6585
-CONVEX 25332    'GT_PK(2,2)'      6513  56057  6438  56055  49265  6366
-CONVEX 25333    'GT_PK(2,2)'      6293  56058  6440  56059  56054  6366
-CONVEX 25334    'GT_PK(2,2)'      6293  56060  6145  56061  31173  6220
-CONVEX 25335    'GT_PK(2,2)'      6368  56062  6293  31103  56061  6220
-CONVEX 25336    'GT_PK(2,2)'      6440  56058  6293  49115  56062  6368
-CONVEX 25337    'GT_PK(2,2)'      6145  56060  6293  40542  56063  6218
-CONVEX 25338    'GT_PK(2,2)'      6293  56059  6366  56063  49264  6218
-CONVEX 25339    'GT_PK(2,2)'      5348  56064  5205  56065  17697  5279
-CONVEX 25340    'GT_PK(2,2)'      5422  56066  5348  49122  56065  5279
-CONVEX 25341    'GT_PK(2,2)'      5348  56067  5275  56064  26783  5205
-CONVEX 25342    'GT_PK(2,2)'      5493  56068  5568  56069  52656  5639
-CONVEX 25343    'GT_PK(2,2)'      5493  56070  5422  56068  49121  5568
-CONVEX 25344    'GT_PK(2,2)'      5493  56071  5348  56070  56066  5422
-CONVEX 25345    'GT_PK(2,2)'      5779  56072  5925  56073  49217  5850
-CONVEX 25346    'GT_PK(2,2)'      5707  56074  5779  49131  56075  5632
-CONVEX 25347    'GT_PK(2,2)'      5703  56076  5779  23689  56073  5850
-CONVEX 25348    'GT_PK(2,2)'      5632  56075  5779  49224  56076  5703
-CONVEX 25349    'GT_PK(2,2)'      7983  56077  7806  49153  56078  7878
-CONVEX 25350    'GT_PK(2,2)'      7716  56079  7806  40459  56080  7641
-CONVEX 25351    'GT_PK(2,2)'      7806  56079  7716  56078  55873  7878
-CONVEX 25352    'GT_PK(2,2)'      7332  56081  7405  56082  49171  7482
-CONVEX 25353    'GT_PK(2,2)'      7181  56083  7332  19235  56084  7257
-CONVEX 25354    'GT_PK(2,2)'      7254  56085  7332  40481  56083  7181
-CONVEX 25355    'GT_PK(2,2)'      7405  56081  7332  49175  56085  7254
-CONVEX 25356    'GT_PK(2,2)'      7332  56086  7407  56084  49140  7257
-CONVEX 25357    'GT_PK(2,2)'      7407  56086  7332  49142  56082  7482
-CONVEX 25358    'GT_PK(2,2)'      6900  56087  6746  49191  56088  6816
-CONVEX 25359    'GT_PK(2,2)'      6593  56089  6746  49200  56090  6675
-CONVEX 25360    'GT_PK(2,2)'      6675  56091  6829  40513  56092  6762
-CONVEX 25361    'GT_PK(2,2)'      6829  56093  6900  56094  49188  6990
-CONVEX 25362    'GT_PK(2,2)'      6746  56095  6829  56090  56091  6675
-CONVEX 25363    'GT_PK(2,2)'      6829  56095  6746  56093  56087  6900
-CONVEX 25364    'GT_PK(2,2)'      6945  56096  6829  31135  56094  6990
-CONVEX 25365    'GT_PK(2,2)'      6829  56096  6945  56092  31136  6762
-CONVEX 25366    'GT_PK(2,2)'      6807  56097  6659  49192  56098  6731
-CONVEX 25367    'GT_PK(2,2)'      6509  56099  6659  56100  56101  6588
-CONVEX 25368    'GT_PK(2,2)'      6659  56102  6583  56098  49234  6731
-CONVEX 25369    'GT_PK(2,2)'      6583  56102  6659  49236  56099  6509
-CONVEX 25370    'GT_PK(2,2)'      6737  56103  6807  56104  49195  6888
-CONVEX 25371    'GT_PK(2,2)'      6737  56104  6888  56105  40510  6816
-CONVEX 25372    'GT_PK(2,2)'      6659  56106  6737  56101  56107  6588
-CONVEX 25373    'GT_PK(2,2)'      6737  56106  6659  56103  56097  6807
-CONVEX 25374    'GT_PK(2,2)'      7179  56108  7253  56109  49212  7329
-CONVEX 25375    'GT_PK(2,2)'      7029  56110  7179  31161  56111  7103
-CONVEX 25376    'GT_PK(2,2)'      7104  56112  7179  31171  56110  7029
-CONVEX 25377    'GT_PK(2,2)'      7253  56108  7179  49208  56112  7104
-CONVEX 25378    'GT_PK(2,2)'      7179  56113  7254  56111  40482  7103
-CONVEX 25379    'GT_PK(2,2)'      7179  56109  7329  56113  49174  7254
-CONVEX 25380    'GT_PK(2,2)'      6289  56114  6140  49228  56115  6213
-CONVEX 25381    'GT_PK(2,2)'      6140  56116  6063  56115  49301  6213
-CONVEX 25382    'GT_PK(2,2)'      6289  56117  6437  56118  56119  6365
-CONVEX 25383    'GT_PK(2,2)'      6437  56120  6509  56121  56100  6588
-CONVEX 25384    'GT_PK(2,2)'      6509  56120  6437  49231  56122  6361
-CONVEX 25385    'GT_PK(2,2)'      6437  56117  6289  56122  49227  6361
-CONVEX 25386    'GT_PK(2,2)'      6515  56123  6437  56124  56121  6588
-CONVEX 25387    'GT_PK(2,2)'      6437  56123  6515  56119  56125  6365
-CONVEX 25388    'GT_PK(2,2)'      6217  56126  6144  56127  56128  6067
-CONVEX 25389    'GT_PK(2,2)'      6140  56129  6217  56130  56127  6067
-CONVEX 25390    'GT_PK(2,2)'      6217  56129  6140  56131  56114  6289
-CONVEX 25391    'GT_PK(2,2)'      6217  56131  6289  56132  56118  6365
-CONVEX 25392    'GT_PK(2,2)'      6285  56133  6359  56134  49240  6211
-CONVEX 25393    'GT_PK(2,2)'      6137  56135  6285  49299  56134  6211
-CONVEX 25394    'GT_PK(2,2)'      6285  56135  6137  56136  40579  6212
-CONVEX 25395    'GT_PK(2,2)'      6359  56133  6285  49241  56137  6432
-CONVEX 25396    'GT_PK(2,2)'      6432  56137  6285  49277  56138  6360
-CONVEX 25397    'GT_PK(2,2)'      6285  56136  6212  56138  49256  6360
-CONVEX 25398    'GT_PK(2,2)'      6288  56139  6216  49258  56140  6363
-CONVEX 25399    'GT_PK(2,2)'      6216  56141  6291  56140  49262  6363
-CONVEX 25400    'GT_PK(2,2)'      6291  56141  6216  49259  56142  6142
-CONVEX 25401    'GT_PK(2,2)'      6142  56142  6216  40582  56143  6066
-CONVEX 25402    'GT_PK(2,2)'      6216  56144  6141  56143  49249  6066
-CONVEX 25403    'GT_PK(2,2)'      6216  56139  6288  56144  49257  6141
-CONVEX 25404    'GT_PK(2,2)'      5841  56145  5766  56146  49331  5695
-CONVEX 25405    'GT_PK(2,2)'      5768  56147  5841  49292  56146  5695
-CONVEX 25406    'GT_PK(2,2)'      5841  56148  5916  56149  40563  5989
-CONVEX 25407    'GT_PK(2,2)'      5841  56147  5768  56148  49289  5916
-CONVEX 25408    'GT_PK(2,2)'      5708  56150  5789  56151  49441  5641
-CONVEX 25409    'GT_PK(2,2)'      5789  56150  5708  49439  56152  5854
-CONVEX 25410    'GT_PK(2,2)'      5628  56153  5559  49303  56154  5480
-CONVEX 25411    'GT_PK(2,2)'      5559  56155  5491  56156  31263  5410
-CONVEX 25412    'GT_PK(2,2)'      5480  56154  5559  40655  56156  5410
-CONVEX 25413    'GT_PK(2,2)'      5708  56157  5559  56158  56153  5628
-CONVEX 25414    'GT_PK(2,2)'      5491  56155  5559  31255  56159  5641
-CONVEX 25415    'GT_PK(2,2)'      5559  56157  5708  56159  56151  5641
-CONVEX 25416    'GT_PK(2,2)'      6292  56160  6221  56161  49310  6144
-CONVEX 25417    'GT_PK(2,2)'      6292  56162  6217  56163  56132  6365
-CONVEX 25418    'GT_PK(2,2)'      6217  56162  6292  56126  56161  6144
-CONVEX 25419    'GT_PK(2,2)'      6221  56160  6292  49308  56164  6370
-CONVEX 25420    'GT_PK(2,2)'      5990  56165  5915  56166  49324  6063
-CONVEX 25421    'GT_PK(2,2)'      5990  56167  6140  56168  56130  6067
-CONVEX 25422    'GT_PK(2,2)'      6140  56167  5990  56116  56166  6063
-CONVEX 25423    'GT_PK(2,2)'      5915  56165  5990  49323  56169  5842
-CONVEX 25424    'GT_PK(2,2)'      5475  56170  5402  37580  49335  5331
-CONVEX 25425    'GT_PK(2,2)'      5621  56171  5475  49330  37576  5549
-CONVEX 25426    'GT_PK(2,2)'      5623  56172  5548  56173  49345  5694
-CONVEX 25427    'GT_PK(2,2)'      5548  56174  5476  49341  56175  5403
-CONVEX 25428    'GT_PK(2,2)'      5405  56176  5476  49338  56177  5551
-CONVEX 25429    'GT_PK(2,2)'      5476  56178  5623  56177  56179  5551
-CONVEX 25430    'GT_PK(2,2)'      5623  56178  5476  56172  56174  5548
-CONVEX 25431    'GT_PK(2,2)'      5187  56180  5261  56181  23762  5118
-CONVEX 25432    'GT_PK(2,2)'      5045  56182  5187  49350  56181  5118
-CONVEX 25433    'GT_PK(2,2)'      4901  56183  5043  49355  56184  4973
-CONVEX 25434    'GT_PK(2,2)'      3799  56185  3731  49373  56186  3666
-CONVEX 25435    'GT_PK(2,2)'      3731  56187  3598  56186  49367  3666
-CONVEX 25436    'GT_PK(2,2)'      3731  56188  3797  56189  46147  3665
-CONVEX 25437    'GT_PK(2,2)'      3598  56187  3731  49372  56189  3665
-CONVEX 25438    'GT_PK(2,2)'      4068  56190  4135  49389  56191  4000
-CONVEX 25439    'GT_PK(2,2)'      4000  56191  4135  49386  56192  4067
-CONVEX 25440    'GT_PK(2,2)'      4273  56193  4135  49384  56194  4205
-CONVEX 25441    'GT_PK(2,2)'      4135  56190  4068  56194  49396  4205
-CONVEX 25442    'GT_PK(2,2)'      4137  56195  4070  49391  56196  4206
-CONVEX 25443    'GT_PK(2,2)'      4003  56197  4070  40694  56198  3935
-CONVEX 25444    'GT_PK(2,2)'      4070  56199  4001  56198  49365  3935
-CONVEX 25445    'GT_PK(2,2)'      4070  56195  4137  56199  49395  4001
-CONVEX 25446    'GT_PK(2,2)'      4138  56200  4276  56201  49397  4206
-CONVEX 25447    'GT_PK(2,2)'      4138  56202  4003  56203  40690  4073
-CONVEX 25448    'GT_PK(2,2)'      4138  56204  4070  56202  56197  4003
-CONVEX 25449    'GT_PK(2,2)'      4070  56204  4138  56196  56201  4206
-CONVEX 25450    'GT_PK(2,2)'      4141  56205  4208  56206  56207  4073
-CONVEX 25451    'GT_PK(2,2)'      4208  56208  4138  56207  56203  4073
-CONVEX 25452    'GT_PK(2,2)'      4138  56208  4208  56200  56209  4276
-CONVEX 25453    'GT_PK(2,2)'      4276  56209  4208  56210  56211  4345
-CONVEX 25454    'GT_PK(2,2)'      4208  56212  4277  56211  53265  4345
-CONVEX 25455    'GT_PK(2,2)'      4277  56212  4208  53271  56205  4141
-CONVEX 25456    'GT_PK(2,2)'      4136  56213  3999  56214  49408  4066
-CONVEX 25457    'GT_PK(2,2)'      3999  56213  4136  49410  56215  4071
-CONVEX 25458    'GT_PK(2,2)'      4136  56216  4207  56215  49414  4071
-CONVEX 25459    'GT_PK(2,2)'      4136  56217  4275  56216  49423  4207
-CONVEX 25460    'GT_PK(2,2)'      3997  56218  4133  40704  56219  4066
-CONVEX 25461    'GT_PK(2,2)'      4555  56220  4483  49422  56221  4623
-CONVEX 25462    'GT_PK(2,2)'      4409  56222  4549  56223  49430  4480
-CONVEX 25463    'GT_PK(2,2)'      4549  56224  4619  49429  56225  4690
-CONVEX 25464    'GT_PK(2,2)'      4619  56226  4760  56225  49325  4690
-CONVEX 25465    'GT_PK(2,2)'      15406  56227  15443  56228  49459  15484
-CONVEX 25466    'GT_PK(2,2)'      15369  56229  15406  40733  56230  15448
-CONVEX 25467    'GT_PK(2,2)'      15406  56228  15484  56230  40754  15448
-CONVEX 25468    'GT_PK(2,2)'      15323  56231  15406  49469  56229  15369
-CONVEX 25469    'GT_PK(2,2)'      15406  56231  15323  56232  40764  15363
-CONVEX 25470    'GT_PK(2,2)'      15443  56227  15406  49461  56232  15363
-CONVEX 25471    'GT_PK(2,2)'      15371  56233  15329  56234  49462  15411
-CONVEX 25472    'GT_PK(2,2)'      15412  56235  15371  49449  56236  15451
-CONVEX 25473    'GT_PK(2,2)'      15371  56234  15411  56236  40730  15451
-CONVEX 25474    'GT_PK(2,2)'      14946  56237  14996  56238  49477  15042
-CONVEX 25475    'GT_PK(2,2)'      14995  56239  14946  49480  56238  15042
-CONVEX 25476    'GT_PK(2,2)'      15090  56240  15045  49473  56241  15137
-CONVEX 25477    'GT_PK(2,2)'      14996  56242  15045  49476  56240  15090
-CONVEX 25478    'GT_PK(2,2)'      15045  56243  15096  56241  49743  15137
-CONVEX 25479    'GT_PK(2,2)'      15096  56243  15045  56244  56245  15002
-CONVEX 25480    'GT_PK(2,2)'      14849  56246  14905  49739  56247  14831
-CONVEX 25481    'GT_PK(2,2)'      14905  56248  14894  56247  40768  14831
-CONVEX 25482    'GT_PK(2,2)'      14946  56249  14905  56250  56246  14849
-CONVEX 25483    'GT_PK(2,2)'      14905  56249  14946  56251  56239  14995
-CONVEX 25484    'GT_PK(2,2)'      14894  56248  14905  40770  56252  14994
-CONVEX 25485    'GT_PK(2,2)'      14905  56251  14995  56252  49479  14994
-CONVEX 25486    'GT_PK(2,2)'      346  56253  15404  56254  49492  348
-CONVEX 25487    'GT_PK(2,2)'      15404  56253  346  49483  56255  15358
-CONVEX 25488    'GT_PK(2,2)'      15358  56255  346  40781  56256  344
-CONVEX 25489    'GT_PK(2,2)'      3301  54316  3239  53784  54320  3366
-CONVEX 25490    'GT_PK(2,2)'      3176  54319  3239  56257  54313  3112
-CONVEX 25491    'GT_PK(2,2)'      3368  56258  3304  56259  56260  3241
-CONVEX 25492    'GT_PK(2,2)'      14257  56261  14371  56262  40783  14311
-CONVEX 25493    'GT_PK(2,2)'      14257  56263  14315  56261  49495  14371
-CONVEX 25494    'GT_PK(2,2)'      14464  56264  14514  56265  31413  14572
-CONVEX 25495    'GT_PK(2,2)'      14519  56266  14464  49508  56265  14572
-CONVEX 25496    'GT_PK(2,2)'      14464  56267  14405  56264  31415  14514
-CONVEX 25497    'GT_PK(2,2)'      14464  56266  14519  56268  56269  14410
-CONVEX 25498    'GT_PK(2,2)'      14464  56270  14353  56267  49512  14405
-CONVEX 25499    'GT_PK(2,2)'      14353  56270  14464  56271  56268  14410
-CONVEX 25500    'GT_PK(2,2)'      14519  56272  14469  56269  56273  14410
-CONVEX 25501    'GT_PK(2,2)'      14418  56274  14469  40864  56275  14525
-CONVEX 25502    'GT_PK(2,2)'      14525  56275  14469  40857  56276  14577
-CONVEX 25503    'GT_PK(2,2)'      14469  56272  14519  56276  49509  14577
-CONVEX 25504    'GT_PK(2,2)'      14298  56277  14353  56278  56271  14410
-CONVEX 25505    'GT_PK(2,2)'      14298  56279  14247  56280  31422  14187
-CONVEX 25506    'GT_PK(2,2)'      14241  56281  14298  23913  56280  14187
-CONVEX 25507    'GT_PK(2,2)'      14353  56277  14298  49511  56281  14241
-CONVEX 25508    'GT_PK(2,2)'      13786  56282  13848  49514  56283  13726
-CONVEX 25509    'GT_PK(2,2)'      13724  56284  13786  56285  49513  13664
-CONVEX 25510    'GT_PK(2,2)'      13724  56286  13662  56287  31460  13784
-CONVEX 25511    'GT_PK(2,2)'      13847  56288  13724  49521  56287  13784
-CONVEX 25512    'GT_PK(2,2)'      13786  56284  13724  56289  56288  13847
-CONVEX 25513    'GT_PK(2,2)'      13662  56286  13724  31509  56290  13602
-CONVEX 25514    'GT_PK(2,2)'      13724  56285  13664  56290  31445  13602
-CONVEX 25515    'GT_PK(2,2)'      14140  56291  14080  56292  49522  14196
-CONVEX 25516    'GT_PK(2,2)'      14140  56293  14199  56294  49535  14083
-CONVEX 25517    'GT_PK(2,2)'      14140  56292  14196  56295  49530  14255
-CONVEX 25518    'GT_PK(2,2)'      14199  56293  14140  49533  56295  14255
-CONVEX 25519    'GT_PK(2,2)'      14023  56296  14083  56297  40867  13965
-CONVEX 25520    'GT_PK(2,2)'      14080  56298  14023  49525  56299  13962
-CONVEX 25521    'GT_PK(2,2)'      14023  56300  14140  56296  56294  14083
-CONVEX 25522    'GT_PK(2,2)'      14140  56300  14023  56291  56298  14080
-CONVEX 25523    'GT_PK(2,2)'      13905  56301  14023  49517  56297  13965
-CONVEX 25524    'GT_PK(2,2)'      14023  56301  13905  56299  49518  13962
-CONVEX 25525    'GT_PK(2,2)'      14358  56302  14309  56303  49531  14247
-CONVEX 25526    'GT_PK(2,2)'      14309  56302  14358  49528  56304  14418
-CONVEX 25527    'GT_PK(2,2)'      14358  56305  14469  56304  56274  14418
-CONVEX 25528    'GT_PK(2,2)'      14469  56305  14358  56273  56306  14410
-CONVEX 25529    'GT_PK(2,2)'      14298  56307  14358  56279  56303  14247
-CONVEX 25530    'GT_PK(2,2)'      14358  56307  14298  56306  56278  14410
-CONVEX 25531    'GT_PK(2,2)'      14199  56308  14258  49534  56309  14141
-CONVEX 25532    'GT_PK(2,2)'      14258  56308  14199  56310  49532  14312
-CONVEX 25533    'GT_PK(2,2)'      14258  56310  14312  56311  40852  14370
-CONVEX 25534    'GT_PK(2,2)'      14315  56312  14258  49494  56311  14370
-CONVEX 25535    'GT_PK(2,2)'      13413  56313  13351  56314  49538  13286
-CONVEX 25536    'GT_PK(2,2)'      13538  56315  13413  31505  56316  13474
-CONVEX 25537    'GT_PK(2,2)'      13413  56315  13538  56317  31510  13478
-CONVEX 25538    'GT_PK(2,2)'      13351  56313  13413  49545  56317  13478
-CONVEX 25539    'GT_PK(2,2)'      13413  56318  13349  56316  31499  13474
-CONVEX 25540    'GT_PK(2,2)'      13413  56314  13286  56318  40893  13349
-CONVEX 25541    'GT_PK(2,2)'      13667  56319  13604  56320  40837  13726
-CONVEX 25542    'GT_PK(2,2)'      13604  56319  13667  40836  56321  13543
-CONVEX 25543    'GT_PK(2,2)'      13667  56322  13606  56321  31455  13543
-CONVEX 25544    'GT_PK(2,2)'      13667  56323  13728  56322  49552  13606
-CONVEX 25545    'GT_PK(2,2)'      13970  56324  13916  56325  40898  13852
-CONVEX 25546    'GT_PK(2,2)'      13910  56326  13970  49555  56325  13852
-CONVEX 25547    'GT_PK(2,2)'      13970  56326  13910  56327  56328  14025
-CONVEX 25548    'GT_PK(2,2)'      13910  56329  13968  56328  56330  14025
-CONVEX 25549    'GT_PK(2,2)'      14028  56331  13968  56332  56333  13908
-CONVEX 25550    'GT_PK(2,2)'      13968  56334  14089  56330  56335  14025
-CONVEX 25551    'GT_PK(2,2)'      14089  56334  13968  49559  56331  14028
-CONVEX 25552    'GT_PK(2,2)'      13848  56336  13788  56283  56337  13726
-CONVEX 25553    'GT_PK(2,2)'      13788  56336  13848  56338  56339  13908
-CONVEX 25554    'GT_PK(2,2)'      13788  56340  13667  56337  56320  13726
-CONVEX 25555    'GT_PK(2,2)'      13667  56340  13788  56323  56341  13728
-CONVEX 25556    'GT_PK(2,2)'      13728  56342  13850  49553  56343  13791
-CONVEX 25557    'GT_PK(2,2)'      13850  56344  13910  56343  49554  13791
-CONVEX 25558    'GT_PK(2,2)'      13788  56345  13850  56341  56342  13728
-CONVEX 25559    'GT_PK(2,2)'      13850  56346  13968  56344  56329  13910
-CONVEX 25560    'GT_PK(2,2)'      13968  56346  13850  56333  56347  13908
-CONVEX 25561    'GT_PK(2,2)'      13850  56345  13788  56347  56338  13908
-CONVEX 25562    'GT_PK(2,2)'      14069  56348  13975  56349  49558  13916
-CONVEX 25563    'GT_PK(2,2)'      13970  56350  14069  56324  56349  13916
-CONVEX 25564    'GT_PK(2,2)'      14204  56351  14311  56352  31393  14317
-CONVEX 25565    'GT_PK(2,2)'      14253  56353  14204  40903  56352  14317
-CONVEX 25566    'GT_PK(2,2)'      14204  56354  14089  56355  49560  14145
-CONVEX 25567    'GT_PK(2,2)'      14257  56356  14204  56357  56355  14145
-CONVEX 25568    'GT_PK(2,2)'      14204  56356  14257  56351  56262  14311
-CONVEX 25569    'GT_PK(2,2)'      10531  56358  10596  49570  56359  10452
-CONVEX 25570    'GT_PK(2,2)'      10596  56360  10517  56359  52384  10452
-CONVEX 25571    'GT_PK(2,2)'      10517  56360  10596  52380  56361  10659
-CONVEX 25572    'GT_PK(2,2)'      10596  56362  10745  56361  52387  10659
-CONVEX 25573    'GT_PK(2,2)'      8759  56363  8836  56364  56365  8689
-CONVEX 25574    'GT_PK(2,2)'      8836  56366  8985  56367  40985  8914
-CONVEX 25575    'GT_PK(2,2)'      8985  56366  8836  56368  56369  8909
-CONVEX 25576    'GT_PK(2,2)'      8836  56363  8759  56369  49589  8909
-CONVEX 25577    'GT_PK(2,2)'      8767  56370  8836  41009  56367  8914
-CONVEX 25578    'GT_PK(2,2)'      8836  56370  8767  56365  56371  8689
-CONVEX 25579    'GT_PK(2,2)'      8759  56372  8613  49590  56373  8686
-CONVEX 25580    'GT_PK(2,2)'      8613  56374  8552  56373  49595  8686
-CONVEX 25581    'GT_PK(2,2)'      8552  56374  8613  49592  56375  8526
-CONVEX 25582    'GT_PK(2,2)'      8613  56372  8759  56376  56364  8689
-CONVEX 25583    'GT_PK(2,2)'      9062  56377  9133  40994  56378  9210
-CONVEX 25584    'GT_PK(2,2)'      9133  56377  9062  56379  40984  8985
-CONVEX 25585    'GT_PK(2,2)'      8679  56380  8767  56381  41010  8755
-CONVEX 25586    'GT_PK(2,2)'      8605  56382  8679  49613  56381  8755
-CONVEX 25587    'GT_PK(2,2)'      8767  56380  8679  56371  56383  8689
-CONVEX 25588    'GT_PK(2,2)'      7770  56384  7852  23534  56385  7702
-CONVEX 25589    'GT_PK(2,2)'      7927  56386  7852  31635  56384  7770
-CONVEX 25590    'GT_PK(2,2)'      8529  56387  8679  56388  56382  8605
-CONVEX 25591    'GT_PK(2,2)'      8305  56389  8380  49619  56390  8230
-CONVEX 25592    'GT_PK(2,2)'      8230  56390  8380  31628  56391  210
-CONVEX 25593    'GT_PK(2,2)'      210  56391  8380  56392  56393  212
-CONVEX 25594    'GT_PK(2,2)'      8380  56394  8530  56393  41005  212
-CONVEX 25595    'GT_PK(2,2)'      8154  56395  8078  56396  49621  8003
-CONVEX 25596    'GT_PK(2,2)'      8302  56397  8154  41016  56398  8227
-CONVEX 25597    'GT_PK(2,2)'      8077  56399  8154  40100  56396  8003
-CONVEX 25598    'GT_PK(2,2)'      8154  56399  8077  56398  40102  8227
-CONVEX 25599    'GT_PK(2,2)'      8004  56400  8002  49617  56401  8155
-CONVEX 25600    'GT_PK(2,2)'      8002  56402  8078  56401  56403  8155
-CONVEX 25601    'GT_PK(2,2)'      8078  56402  8002  49620  56404  7927
-CONVEX 25602    'GT_PK(2,2)'      8002  56405  7852  56404  56386  7927
-CONVEX 25603    'GT_PK(2,2)'      8229  56406  8305  56407  49618  8155
-CONVEX 25604    'GT_PK(2,2)'      8078  56408  8229  56403  56407  8155
-CONVEX 25605    'GT_PK(2,2)'      8229  56409  8154  56410  56397  8302
-CONVEX 25606    'GT_PK(2,2)'      8154  56409  8229  56395  56408  8078
-CONVEX 25607    'GT_PK(2,2)'      14757  56411  14652  49644  56412  14702
-CONVEX 25608    'GT_PK(2,2)'      14652  56413  14599  56412  17360  14702
-CONVEX 25609    'GT_PK(2,2)'      14652  56414  14547  56413  19601  14599
-CONVEX 25610    'GT_PK(2,2)'      15435  56415  15396  31379  56416  15476
-CONVEX 25611    'GT_PK(2,2)'      15396  56417  15438  56416  49645  15476
-CONVEX 25612    'GT_PK(2,2)'      15478  56418  15438  56419  56420  15399
-CONVEX 25613    'GT_PK(2,2)'      15438  56418  15478  49646  56421  15517
-CONVEX 25614    'GT_PK(2,2)'      15478  56422  15557  56421  24369  15517
-CONVEX 25615    'GT_PK(2,2)'      15478  56423  15518  56422  49648  15557
-CONVEX 25616    'GT_PK(2,2)'      15048  56424  14952  56425  49650  15001
-CONVEX 25617    'GT_PK(2,2)'      15522  56426  15561  56427  41529  15596
-CONVEX 25618    'GT_PK(2,2)'      15561  56426  15522  41480  56428  15486
-CONVEX 25619    'GT_PK(2,2)'      14954  56429  15050  41463  56430  15001
-CONVEX 25620    'GT_PK(2,2)'      15184  56431  15230  56432  56433  15273
-CONVEX 25621    'GT_PK(2,2)'      14952  56434  14902  49651  56435  14854
-CONVEX 25622    'GT_PK(2,2)'      14854  56435  14902  32026  56436  14801
-CONVEX 25623    'GT_PK(2,2)'      13077  56437  13205  49693  56438  13142
-CONVEX 25624    'GT_PK(2,2)'      13269  56439  13205  49683  56440  13330
-CONVEX 25625    'GT_PK(2,2)'      13205  56439  13269  56438  49685  13142
-CONVEX 25626    'GT_PK(2,2)'      13205  56441  13267  56440  49688  13330
-CONVEX 25627    'GT_PK(2,2)'      13267  56441  13205  56442  56443  13140
-CONVEX 25628    'GT_PK(2,2)'      13205  56437  13077  56443  56444  13140
-CONVEX 25629    'GT_PK(2,2)'      13012  56445  13075  56446  56447  13140
-CONVEX 25630    'GT_PK(2,2)'      12882  56448  13012  49675  56449  12948
-CONVEX 25631    'GT_PK(2,2)'      13012  56448  12882  56450  49673  12946
-CONVEX 25632    'GT_PK(2,2)'      13075  56445  13012  49696  56450  12946
-CONVEX 25633    'GT_PK(2,2)'      13012  56451  13077  56449  49692  12948
-CONVEX 25634    'GT_PK(2,2)'      13077  56451  13012  56444  56446  13140
-CONVEX 25635    'GT_PK(2,2)'      13265  56452  13203  56453  56454  13138
-CONVEX 25636    'GT_PK(2,2)'      13203  56455  13075  56454  49695  13138
-CONVEX 25637    'GT_PK(2,2)'      13203  56452  13265  56456  41089  13328
-CONVEX 25638    'GT_PK(2,2)'      13075  56455  13203  56447  56457  13140
-CONVEX 25639    'GT_PK(2,2)'      13267  56458  13203  49690  56456  13328
-CONVEX 25640    'GT_PK(2,2)'      13203  56458  13267  56457  56442  13140
-CONVEX 25641    'GT_PK(2,2)'      13324  56459  13449  56460  41166  13389
-CONVEX 25642    'GT_PK(2,2)'      13324  56461  13387  56459  49768  13449
-CONVEX 25643    'GT_PK(2,2)'      12878  56462  13008  49705  19468  12944
-CONVEX 25644    'GT_PK(2,2)'      13008  56462  12878  56463  49707  12942
-CONVEX 25645    'GT_PK(2,2)'      13007  56464  12942  56465  49697  12876
-CONVEX 25646    'GT_PK(2,2)'      13134  56466  13007  41087  56467  13069
-CONVEX 25647    'GT_PK(2,2)'      13007  56468  12940  56467  32446  13069
-CONVEX 25648    'GT_PK(2,2)'      12940  56468  13007  32448  56465  12876
-CONVEX 25649    'GT_PK(2,2)'      14593  56469  14484  56470  49715  14543
-CONVEX 25650    'GT_PK(2,2)'      14593  56470  14543  56471  49711  14649
-CONVEX 25651    'GT_PK(2,2)'      14593  56472  14644  56473  56474  14537
-CONVEX 25652    'GT_PK(2,2)'      14484  56469  14593  49719  56473  14537
-CONVEX 25653    'GT_PK(2,2)'      14699  56475  14593  56476  56471  14649
-CONVEX 25654    'GT_PK(2,2)'      14593  56475  14699  56472  49723  14644
-CONVEX 25655    'GT_PK(2,2)'      14755  56477  14704  56478  56479  14807
-CONVEX 25656    'GT_PK(2,2)'      14699  56480  14755  49726  56481  14804
-CONVEX 25657    'GT_PK(2,2)'      14704  56477  14755  49721  56482  14649
-CONVEX 25658    'GT_PK(2,2)'      14755  56480  14699  56482  56476  14649
-CONVEX 25659    'GT_PK(2,2)'      14758  56483  14704  56484  49722  14653
-CONVEX 25660    'GT_PK(2,2)'      14704  56483  14758  56479  56485  14807
-CONVEX 25661    'GT_PK(2,2)'      14758  56486  14861  56485  49637  14807
-CONVEX 25662    'GT_PK(2,2)'      14861  56486  14758  49634  56487  14808
-CONVEX 25663    'GT_PK(2,2)'      14955  56488  14908  56489  56490  15007
-CONVEX 25664    'GT_PK(2,2)'      14911  56491  14860  49638  56492  14807
-CONVEX 25665    'GT_PK(2,2)'      14860  56493  14908  56494  56495  14804
-CONVEX 25666    'GT_PK(2,2)'      14860  56496  14755  56492  56478  14807
-CONVEX 25667    'GT_PK(2,2)'      14755  56496  14860  56481  56494  14804
-CONVEX 25668    'GT_PK(2,2)'      14752  56497  14797  49738  56498  14849
-CONVEX 25669    'GT_PK(2,2)'      14797  56497  14752  56499  49734  14695
-CONVEX 25670    'GT_PK(2,2)'      14643  56500  14595  56501  49733  14538
-CONVEX 25671    'GT_PK(2,2)'      14595  56500  14643  49730  56502  14695
-CONVEX 25672    'GT_PK(2,2)'      14644  56503  14590  56474  56504  14537
-CONVEX 25673    'GT_PK(2,2)'      14694  56505  14590  49740  56503  14644
-CONVEX 25674    'GT_PK(2,2)'      14643  56506  14590  56507  56505  14694
-CONVEX 25675    'GT_PK(2,2)'      14590  56508  14483  56504  41117  14537
-CONVEX 25676    'GT_PK(2,2)'      14483  56508  14590  41115  56509  14538
-CONVEX 25677    'GT_PK(2,2)'      14590  56506  14643  56509  56501  14538
-CONVEX 25678    'GT_PK(2,2)'      15052  56510  15146  56511  49748  15096
-CONVEX 25679    'GT_PK(2,2)'      15052  56511  15096  56512  56244  15002
-CONVEX 25680    'GT_PK(2,2)'      14955  56513  15052  20933  56512  15002
-CONVEX 25681    'GT_PK(2,2)'      15052  56513  14955  56514  56489  15007
-CONVEX 25682    'GT_PK(2,2)'      15104  56515  15058  56516  49751  15009
-CONVEX 25683    'GT_PK(2,2)'      15104  56516  15009  56517  41052  15054
-CONVEX 25684    'GT_PK(2,2)'      15147  56518  15104  41045  56517  15054
-CONVEX 25685    'GT_PK(2,2)'      15104  56518  15147  56519  41038  15196
-CONVEX 25686    'GT_PK(2,2)'      15104  56519  15196  56520  40756  15152
-CONVEX 25687    'GT_PK(2,2)'      15058  56515  15104  49755  56520  15152
-CONVEX 25688    'GT_PK(2,2)'      15059  56521  15013  19443  49757  15108
-CONVEX 25689    'GT_PK(2,2)'      14908  56522  14959  56490  56523  15007
-CONVEX 25690    'GT_PK(2,2)'      14959  56524  15059  56523  56525  15007
-CONVEX 25691    'GT_PK(2,2)'      15059  56524  14959  56521  56526  15013
-CONVEX 25692    'GT_PK(2,2)'      15013  56526  14959  49758  56527  14911
-CONVEX 25693    'GT_PK(2,2)'      14959  56528  14860  56527  56491  14911
-CONVEX 25694    'GT_PK(2,2)'      14860  56528  14959  56493  56522  14908
-CONVEX 25695    'GT_PK(2,2)'      15329  56529  15288  49471  56530  15242
-CONVEX 25696    'GT_PK(2,2)'      15288  56531  15200  56530  49760  15242
-CONVEX 25697    'GT_PK(2,2)'      15200  56531  15288  19448  56532  15244
-CONVEX 25698    'GT_PK(2,2)'      15371  56533  15288  56233  56529  15329
-CONVEX 25699    'GT_PK(2,2)'      13938  56534  13877  49773  56535  13817
-CONVEX 25700    'GT_PK(2,2)'      13816  56536  13877  49783  56537  13937
-CONVEX 25701    'GT_PK(2,2)'      13937  56537  13877  45947  56538  13996
-CONVEX 25702    'GT_PK(2,2)'      13877  56534  13938  56538  49777  13996
-CONVEX 25703    'GT_PK(2,2)'      13817  56535  13877  46117  56539  13756
-CONVEX 25704    'GT_PK(2,2)'      13877  56536  13816  56539  41188  13756
-CONVEX 25705    'GT_PK(2,2)'      14288  56540  14346  49800  56541  14400
-CONVEX 25706    'GT_PK(2,2)'      14456  56542  14346  41210  56543  14401
-CONVEX 25707    'GT_PK(2,2)'      14346  56542  14456  56541  41212  14400
-CONVEX 25708    'GT_PK(2,2)'      14346  56544  14289  56543  36780  14401
-CONVEX 25709    'GT_PK(2,2)'      14289  56544  14346  36785  56545  14233
-CONVEX 25710    'GT_PK(2,2)'      14346  56540  14288  56545  49798  14233
-CONVEX 25711    'GT_PK(2,2)'      14565  56546  14620  49810  56547  14675
-CONVEX 25712    'GT_PK(2,2)'      14620  56548  14728  56547  46072  14675
-CONVEX 25713    'GT_PK(2,2)'      14728  56548  14620  46076  56549  14676
-CONVEX 25714    'GT_PK(2,2)'      14620  56546  14565  56550  49809  14509
-CONVEX 25715    'GT_PK(2,2)'      14669  56551  14613  56552  49813  14722
-CONVEX 25716    'GT_PK(2,2)'      14775  56553  14669  27621  56552  14722
-CONVEX 25717    'GT_PK(2,2)'      14669  56553  14775  56554  56555  14721
-CONVEX 25718    'GT_PK(2,2)'      14613  56551  14669  49846  56556  14560
-CONVEX 25719    'GT_PK(2,2)'      14451  56557  14395  56558  56559  14341
-CONVEX 25720    'GT_PK(2,2)'      14283  56560  14227  56561  49835  14341
-CONVEX 25721    'GT_PK(2,2)'      14395  56562  14283  56559  56561  14341
-CONVEX 25722    'GT_PK(2,2)'      14283  56562  14395  56563  56564  14340
-CONVEX 25723    'GT_PK(2,2)'      14283  56563  14340  56565  49830  14226
-CONVEX 25724    'GT_PK(2,2)'      14171  56566  14283  53685  56565  14226
-CONVEX 25725    'GT_PK(2,2)'      14227  56560  14283  49834  56566  14171
-CONVEX 25726    'GT_PK(2,2)'      14397  56567  14285  49837  56568  14343
-CONVEX 25727    'GT_PK(2,2)'      14343  56568  14285  31831  56569  14229
-CONVEX 25728    'GT_PK(2,2)'      14285  56570  14228  56571  17371  14173
-CONVEX 25729    'GT_PK(2,2)'      14229  56569  14285  31813  56571  14173
-CONVEX 25730    'GT_PK(2,2)'      14284  56572  14396  49836  56573  14341
-CONVEX 25731    'GT_PK(2,2)'      14396  56574  14451  56573  56558  14341
-CONVEX 25732    'GT_PK(2,2)'      14396  56575  14452  56576  41235  14505
-CONVEX 25733    'GT_PK(2,2)'      14451  56574  14396  49827  56576  14505
-CONVEX 25734    'GT_PK(2,2)'      14659  56577  14605  56578  41475  14553
-CONVEX 25735    'GT_PK(2,2)'      14606  56579  14659  49849  56578  14553
-CONVEX 25736    'GT_PK(2,2)'      14554  56580  14499  56581  31941  14446
-CONVEX 25737    'GT_PK(2,2)'      14554  56582  14606  56580  49847  14499
-CONVEX 25738    'GT_PK(2,2)'      14606  56582  14554  56583  56584  14660
-CONVEX 25739    'GT_PK(2,2)'      14555  56585  14447  56586  56587  14501
-CONVEX 25740    'GT_PK(2,2)'      14447  56588  14392  56587  27617  14501
-CONVEX 25741    'GT_PK(2,2)'      14447  56589  14337  56588  31841  14392
-CONVEX 25742    'GT_PK(2,2)'      14447  56590  14391  56589  41237  14337
-CONVEX 25743    'GT_PK(2,2)'      13116  56591  13054  56592  49883  12989
-CONVEX 25744    'GT_PK(2,2)'      13183  56593  13118  41296  56594  13245
-CONVEX 25745    'GT_PK(2,2)'      13054  56595  13118  49885  56596  12991
-CONVEX 25746    'GT_PK(2,2)'      13118  56593  13183  56597  31898  13055
-CONVEX 25747    'GT_PK(2,2)'      12991  56596  13118  41306  56597  13055
-CONVEX 25748    'GT_PK(2,2)'      12987  56598  12857  56599  56600  12920
-CONVEX 25749    'GT_PK(2,2)'      13050  56601  12987  56602  56599  12920
-CONVEX 25750    'GT_PK(2,2)'      12987  56601  13050  56603  49898  13114
-CONVEX 25751    'GT_PK(2,2)'      12725  56604  12857  56605  56606  12792
-CONVEX 25752    'GT_PK(2,2)'      12725  56607  12593  56608  32357  12658
-CONVEX 25753    'GT_PK(2,2)'      12593  56607  12725  32353  56609  12660
-CONVEX 25754    'GT_PK(2,2)'      12725  56605  12792  56609  41311  12660
-CONVEX 25755    'GT_PK(2,2)'      12985  56610  13049  56611  49881  13113
-CONVEX 25756    'GT_PK(2,2)'      13050  56612  12985  49896  56611  13113
-CONVEX 25757    'GT_PK(2,2)'      13049  56610  12985  49878  56613  12919
-CONVEX 25758    'GT_PK(2,2)'      12985  56612  13050  56614  56602  12920
-CONVEX 25759    'GT_PK(2,2)'      12985  56614  12920  56615  56616  12855
-CONVEX 25760    'GT_PK(2,2)'      12919  56613  12985  41735  56615  12855
-CONVEX 25761    'GT_PK(2,2)'      13368  56617  13496  56618  31890  13431
-CONVEX 25762    'GT_PK(2,2)'      13306  56619  13368  41290  56618  13431
-CONVEX 25763    'GT_PK(2,2)'      13862  56620  13801  49903  56621  13741
-CONVEX 25764    'GT_PK(2,2)'      13741  56621  13801  41320  56622  13678
-CONVEX 25765    'GT_PK(2,2)'      13801  56623  13739  56622  32575  13678
-CONVEX 25766    'GT_PK(2,2)'      13739  56623  13801  32577  56624  13860
-CONVEX 25767    'GT_PK(2,2)'      14043  56625  13925  41433  56626  13986
-CONVEX 25768    'GT_PK(2,2)'      13925  56627  13864  56626  49919  13986
-CONVEX 25769    'GT_PK(2,2)'      13925  56628  13862  56629  49904  13803
-CONVEX 25770    'GT_PK(2,2)'      13864  56627  13925  49921  56629  13803
-CONVEX 25771    'GT_PK(2,2)'      14602  56630  14654  49930  56631  14548
-CONVEX 25772    'GT_PK(2,2)'      14654  56632  14600  56631  50091  14548
-CONVEX 25773    'GT_PK(2,2)'      14600  56632  14654  50088  56633  14703
-CONVEX 25774    'GT_PK(2,2)'      14703  56633  14654  41499  56634  14756
-CONVEX 25775    'GT_PK(2,2)'      14654  56635  14706  56634  49925  14756
-CONVEX 25776    'GT_PK(2,2)'      14654  56630  14602  56635  49932  14706
-CONVEX 25777    'GT_PK(2,2)'      14218  56636  14273  50041  56637  14161
-CONVEX 25778    'GT_PK(2,2)'      14273  56638  14331  56639  50038  14386
-CONVEX 25779    'GT_PK(2,2)'      14273  56636  14218  56638  50043  14331
-CONVEX 25780    'GT_PK(2,2)'      14165  56640  14221  56641  49942  14107
-CONVEX 25781    'GT_PK(2,2)'      14165  56642  14048  56643  31879  14108
-CONVEX 25782    'GT_PK(2,2)'      14165  56641  14107  56642  31883  14048
-CONVEX 25783    'GT_PK(2,2)'      14222  56644  14165  24295  56643  14108
-CONVEX 25784    'GT_PK(2,2)'      14278  56645  14165  49858  56644  14222
-CONVEX 25785    'GT_PK(2,2)'      14221  56640  14165  56646  56645  14278
-CONVEX 25786    'GT_PK(2,2)'      14334  56647  14221  56648  56646  14278
-CONVEX 25787    'GT_PK(2,2)'      14334  56648  14278  56649  49853  14390
-CONVEX 25788    'GT_PK(2,2)'      14334  56650  14445  56651  49937  14389
-CONVEX 25789    'GT_PK(2,2)'      14445  56650  14334  49938  56649  14390
-CONVEX 25790    'GT_PK(2,2)'      14164  56652  14277  41270  56653  14220
-CONVEX 25791    'GT_PK(2,2)'      14221  56654  14277  49941  56652  14164
-CONVEX 25792    'GT_PK(2,2)'      14277  56655  14333  56653  49867  14220
-CONVEX 25793    'GT_PK(2,2)'      14334  56656  14277  56647  56654  14221
-CONVEX 25794    'GT_PK(2,2)'      14333  56655  14277  49870  56657  14389
-CONVEX 25795    'GT_PK(2,2)'      14277  56656  14334  56657  56651  14389
-CONVEX 25796    'GT_PK(2,2)'      15932  56658  397  49953  56659  395
-CONVEX 25797    'GT_PK(2,2)'      3304  56258  3368  56660  56661  3433
-CONVEX 25798    'GT_PK(2,2)'      3304  54318  3176  56260  56662  3241
-CONVEX 25799    'GT_PK(2,2)'      3366  54321  3304  54263  56660  3433
-CONVEX 25800    'GT_PK(2,2)'      3499  56663  3368  56664  56665  3435
-CONVEX 25801    'GT_PK(2,2)'      15942  56666  15932  56667  56668  15912
-CONVEX 25802    'GT_PK(2,2)'      397  56669  15942  56670  56671  399
-CONVEX 25803    'GT_PK(2,2)'      15942  56669  397  56666  56658  15932
-CONVEX 25804    'GT_PK(2,2)'      15888  56672  15862  49959  56673  15904
-CONVEX 25805    'GT_PK(2,2)'      15841  56674  15862  56675  56676  15814
-CONVEX 25806    'GT_PK(2,2)'      15875  56677  15888  56678  49958  15917
-CONVEX 25807    'GT_PK(2,2)'      15875  56679  15913  56680  27162  15883
-CONVEX 25808    'GT_PK(2,2)'      15913  56679  15875  36248  56678  15917
-CONVEX 25809    'GT_PK(2,2)'      15932  56681  15890  56668  56682  15912
-CONVEX 25810    'GT_PK(2,2)'      15890  56681  15932  56683  49954  15904
-CONVEX 25811    'GT_PK(2,2)'      15862  56684  15890  56673  56683  15904
-CONVEX 25812    'GT_PK(2,2)'      15890  56684  15862  56685  56674  15841
-CONVEX 25813    'GT_PK(2,2)'      15820  56686  15766  56687  49970  15802
-CONVEX 25814    'GT_PK(2,2)'      15331  56688  15373  56689  56690  15413
-CONVEX 25815    'GT_PK(2,2)'      15336  56691  15380  56692  56693  15418
-CONVEX 25816    'GT_PK(2,2)'      15418  56693  15380  56694  56695  15460
-CONVEX 25817    'GT_PK(2,2)'      15248  56696  15336  56697  56698  15290
-CONVEX 25818    'GT_PK(2,2)'      15202  56699  15248  56700  56697  15290
-CONVEX 25819    'GT_PK(2,2)'      15205  56701  15248  56702  56703  15157
-CONVEX 25820    'GT_PK(2,2)'      15248  56699  15202  56703  56704  15157
-CONVEX 25821    'GT_PK(2,2)'      15602  56705  15529  56706  56707  15566
-CONVEX 25822    'GT_PK(2,2)'      15529  56705  15602  56708  56709  15565
-CONVEX 25823    'GT_PK(2,2)'      15565  56709  15602  49962  56710  15638
-CONVEX 25824    'GT_PK(2,2)'      15602  56711  15670  56710  50056  15638
-CONVEX 25825    'GT_PK(2,2)'      15716  56712  15678  56713  56714  15742
-CONVEX 25826    'GT_PK(2,2)'      15778  56715  15716  49968  56713  15742
-CONVEX 25827    'GT_PK(2,2)'      15955  56716  409  56717  56718  407
-CONVEX 25828    'GT_PK(2,2)'      15947  56719  15955  49972  56717  407
-CONVEX 25829    'GT_PK(2,2)'      409  56716  15955  27173  56720  15950
-CONVEX 25830    'GT_PK(2,2)'      15896  56721  15879  56722  49985  15920
-CONVEX 25831    'GT_PK(2,2)'      15854  56723  15896  49983  56724  15873
-CONVEX 25832    'GT_PK(2,2)'      15879  56721  15896  56725  56723  15854
-CONVEX 25833    'GT_PK(2,2)'      15925  56726  15916  49976  56727  15947
-CONVEX 25834    'GT_PK(2,2)'      15896  56728  15916  56724  56729  15873
-CONVEX 25835    'GT_PK(2,2)'      15916  56730  15891  56729  56731  15873
-CONVEX 25836    'GT_PK(2,2)'      15891  56730  15916  56732  56726  15925
-CONVEX 25837    'GT_PK(2,2)'      15945  56733  15925  56734  49977  15951
-CONVEX 25838    'GT_PK(2,2)'      15945  56734  15951  56735  41362  403
-CONVEX 25839    'GT_PK(2,2)'      401  56736  15945  56737  56735  403
-CONVEX 25840    'GT_PK(2,2)'      15717  56738  15747  56739  56740  15777
-CONVEX 25841    'GT_PK(2,2)'      15740  56741  15774  49971  19268  15802
-CONVEX 25842    'GT_PK(2,2)'      15714  56742  15774  49978  56741  15740
-CONVEX 25843    'GT_PK(2,2)'      15684  56743  15717  56744  56745  15651
-CONVEX 25844    'GT_PK(2,2)'      15717  56743  15684  56738  56746  15747
-CONVEX 25845    'GT_PK(2,2)'      15716  56747  15748  56748  56749  15685
-CONVEX 25846    'GT_PK(2,2)'      15748  56747  15716  56750  56715  15778
-CONVEX 25847    'GT_PK(2,2)'      15833  56751  15879  56752  56725  15854
-CONVEX 25848    'GT_PK(2,2)'      15571  56753  15608  56754  49987  15640
-CONVEX 25849    'GT_PK(2,2)'      15646  56755  15608  56756  56757  15576
-CONVEX 25850    'GT_PK(2,2)'      15646  56758  15714  56759  49979  15676
-CONVEX 25851    'GT_PK(2,2)'      15608  56755  15646  49986  56759  15676
-CONVEX 25852    'GT_PK(2,2)'      15538  56760  15580  56761  56762  15503
-CONVEX 25853    'GT_PK(2,2)'      15538  56763  15498  56764  53514  15572
-CONVEX 25854    'GT_PK(2,2)'      15610  56765  15538  56766  56764  15572
-CONVEX 25855    'GT_PK(2,2)'      15538  56765  15610  56760  56767  15580
-CONVEX 25856    'GT_PK(2,2)'      15541  56768  15614  56769  56770  15576
-CONVEX 25857    'GT_PK(2,2)'      15614  56771  15646  56770  56756  15576
-CONVEX 25858    'GT_PK(2,2)'      15501  56772  15541  56773  56769  15576
-CONVEX 25859    'GT_PK(2,2)'      15343  56774  15257  56775  16418  15302
-CONVEX 25860    'GT_PK(2,2)'      14770  56776  14663  49989  56777  14717
-CONVEX 25861    'GT_PK(2,2)'      14663  56778  14609  56777  53693  14717
-CONVEX 25862    'GT_PK(2,2)'      14609  56778  14663  53692  56779  14556
-CONVEX 25863    'GT_PK(2,2)'      15121  56780  15163  45731  56781  15071
-CONVEX 25864    'GT_PK(2,2)'      15163  56782  15117  56781  50001  15071
-CONVEX 25865    'GT_PK(2,2)'      15163  56780  15121  56783  45730  15210
-CONVEX 25866    'GT_PK(2,2)'      15117  56782  15163  56784  56785  15207
-CONVEX 25867    'GT_PK(2,2)'      15253  56786  15163  27651  56783  15210
-CONVEX 25868    'GT_PK(2,2)'      15207  56785  15163  36738  56786  15253
-CONVEX 25869    'GT_PK(2,2)'      15069  56787  15160  41382  56788  15115
-CONVEX 25870    'GT_PK(2,2)'      15117  56789  15160  50002  56787  15069
-CONVEX 25871    'GT_PK(2,2)'      15160  56789  15117  56790  56784  15207
-CONVEX 25872    'GT_PK(2,2)'      15115  56788  15160  41387  56791  15204
-CONVEX 25873    'GT_PK(2,2)'      15160  56792  15250  56791  56793  15204
-CONVEX 25874    'GT_PK(2,2)'      15250  56792  15160  46001  56790  15207
-CONVEX 25875    'GT_PK(2,2)'      14875  56794  14926  50003  56795  14974
-CONVEX 25876    'GT_PK(2,2)'      15021  56796  14926  50008  56797  14972
-CONVEX 25877    'GT_PK(2,2)'      14926  56796  15021  56795  56798  14974
-CONVEX 25878    'GT_PK(2,2)'      14926  56799  14874  56797  56800  14972
-CONVEX 25879    'GT_PK(2,2)'      14926  56794  14875  56801  50007  14822
-CONVEX 25880    'GT_PK(2,2)'      14874  56799  14926  53578  56801  14822
-CONVEX 25881    'GT_PK(2,2)'      15116  56802  15070  50012  56803  15021
-CONVEX 25882    'GT_PK(2,2)'      14974  56804  15070  41384  56805  15025
-CONVEX 25883    'GT_PK(2,2)'      15021  56803  15070  56798  56804  14974
-CONVEX 25884    'GT_PK(2,2)'      15070  56806  15120  56805  41393  15025
-CONVEX 25885    'GT_PK(2,2)'      15120  56806  15070  41389  56807  15162
-CONVEX 25886    'GT_PK(2,2)'      15070  56802  15116  56807  56808  15162
-CONVEX 25887    'GT_PK(2,2)'      15498  56809  15462  53510  56810  15420
-CONVEX 25888    'GT_PK(2,2)'      15424  56811  15462  56812  56813  15503
-CONVEX 25889    'GT_PK(2,2)'      15462  56814  15538  56813  56761  15503
-CONVEX 25890    'GT_PK(2,2)'      15538  56814  15462  56763  56809  15498
-CONVEX 25891    'GT_PK(2,2)'      15252  56815  15206  56816  56817  15293
-CONVEX 25892    'GT_PK(2,2)'      15206  56818  15249  56817  56819  15293
-CONVEX 25893    'GT_PK(2,2)'      15206  56815  15252  56820  50016  15162
-CONVEX 25894    'GT_PK(2,2)'      15249  56818  15206  50018  56821  15159
-CONVEX 25895    'GT_PK(2,2)'      15116  56822  15206  56808  56820  15162
-CONVEX 25896    'GT_PK(2,2)'      15206  56822  15116  56821  50010  15159
-CONVEX 25897    'GT_PK(2,2)'      15250  56823  15292  56793  56824  15204
-CONVEX 25898    'GT_PK(2,2)'      15292  56825  15249  56824  50019  15204
-CONVEX 25899    'GT_PK(2,2)'      15292  56823  15250  56826  46003  15335
-CONVEX 25900    'GT_PK(2,2)'      15382  56827  15424  56828  56829  15342
-CONVEX 25901    'GT_PK(2,2)'      15462  56830  15382  56810  56831  15420
-CONVEX 25902    'GT_PK(2,2)'      15382  56830  15462  56827  56811  15424
-CONVEX 25903    'GT_PK(2,2)'      15337  56832  15252  56833  56816  15293
-CONVEX 25904    'GT_PK(2,2)'      15378  56834  15337  56835  56833  15293
-CONVEX 25905    'GT_PK(2,2)'      15337  56834  15378  56836  53512  15420
-CONVEX 25906    'GT_PK(2,2)'      15382  56837  15337  56831  56836  15420
-CONVEX 25907    'GT_PK(2,2)'      14646  56838  14698  50028  56839  14748
-CONVEX 25908    'GT_PK(2,2)'      14748  56839  14698  56840  56841  14801
-CONVEX 25909    'GT_PK(2,2)'      14751  56842  14698  32036  56843  14648
-CONVEX 25910    'GT_PK(2,2)'      14698  56842  14751  56841  32025  14801
-CONVEX 25911    'GT_PK(2,2)'      15724  56844  15695  50115  56845  15756
-CONVEX 25912    'GT_PK(2,2)'      15695  56846  15727  56845  50050  15756
-CONVEX 25913    'GT_PK(2,2)'      15695  56844  15724  56847  41534  15660
-CONVEX 25914    'GT_PK(2,2)'      15628  56848  15695  41535  56847  15660
-CONVEX 25915    'GT_PK(2,2)'      15695  56848  15628  56849  41537  15663
-CONVEX 25916    'GT_PK(2,2)'      15727  56846  15695  50051  56849  15663
-CONVEX 25917    'GT_PK(2,2)'      15768  56850  15826  56851  50053  15785
-CONVEX 25918    'GT_PK(2,2)'      15768  56852  15727  56853  50052  15697
-CONVEX 25919    'GT_PK(2,2)'      15727  56852  15768  50049  56851  15785
-CONVEX 25920    'GT_PK(2,2)'      15732  56854  15705  56855  50055  15670
-CONVEX 25921    'GT_PK(2,2)'      14964  56856  14863  56857  56858  14918
-CONVEX 25922    'GT_PK(2,2)'      14863  56856  14964  56859  50076  14913
-CONVEX 25923    'GT_PK(2,2)'      14811  56860  14862  56861  41489  14759
-CONVEX 25924    'GT_PK(2,2)'      14811  56861  14759  56862  31925  14708
-CONVEX 25925    'GT_PK(2,2)'      14760  56863  14811  50058  56862  14708
-CONVEX 25926    'GT_PK(2,2)'      14863  56864  14811  56865  56863  14760
-CONVEX 25927    'GT_PK(2,2)'      14862  56860  14811  41494  56866  14913
-CONVEX 25928    'GT_PK(2,2)'      14811  56864  14863  56866  56859  14913
-CONVEX 25929    'GT_PK(2,2)'      15017  56867  14968  56868  56869  15065
-CONVEX 25930    'GT_PK(2,2)'      15114  56870  15205  56871  56702  15157
-CONVEX 25931    'GT_PK(2,2)'      15114  18411  15161  56870  50063  15205
-CONVEX 25932    'GT_PK(2,2)'      15114  56871  15157  56872  56873  15065
-CONVEX 25933    'GT_PK(2,2)'      15667  56874  15633  56875  50072  15600
-CONVEX 25934    'GT_PK(2,2)'      15667  56875  15600  56876  49961  15638
-CONVEX 25935    'GT_PK(2,2)'      15705  56877  15667  50057  56876  15638
-CONVEX 25936    'GT_PK(2,2)'      15633  56874  15667  50109  56878  15699
-CONVEX 25937    'GT_PK(2,2)'      15449  56879  15489  50073  56880  15526
-CONVEX 25938    'GT_PK(2,2)'      15563  56881  15489  50067  56882  15528
-CONVEX 25939    'GT_PK(2,2)'      15489  56881  15563  56880  50068  15526
-CONVEX 25940    'GT_PK(2,2)'      15489  56883  15452  56882  56884  15528
-CONVEX 25941    'GT_PK(2,2)'      15452  56883  15489  56885  56886  15409
-CONVEX 25942    'GT_PK(2,2)'      15489  56879  15449  56886  56887  15409
-CONVEX 25943    'GT_PK(2,2)'      14858  56888  14805  56889  41498  14756
-CONVEX 25944    'GT_PK(2,2)'      14858  56890  14906  56888  50082  14805
-CONVEX 25945    'GT_PK(2,2)'      14858  56889  14756  56891  49926  14809
-CONVEX 25946    'GT_PK(2,2)'      14906  56890  14858  56892  56893  14956
-CONVEX 25947    'GT_PK(2,2)'      14909  56894  14858  41488  56891  14809
-CONVEX 25948    'GT_PK(2,2)'      14956  56893  14858  50087  56894  14909
-CONVEX 25949    'GT_PK(2,2)'      14272  56895  14384  49933  56896  14329
-CONVEX 25950    'GT_PK(2,2)'      14384  56897  14439  56896  50103  14329
-CONVEX 25951    'GT_PK(2,2)'      14494  56898  14384  41513  56899  14440
-CONVEX 25952    'GT_PK(2,2)'      14439  56897  14384  50101  56898  14494
-CONVEX 25953    'GT_PK(2,2)'      15783  56900  15808  50111  56901  15751
-CONVEX 25954    'GT_PK(2,2)'      15751  56901  15808  50119  56902  15781
-CONVEX 25955    'GT_PK(2,2)'      15808  56903  15835  56902  32049  15781
-CONVEX 25956    'GT_PK(2,2)'      15835  56903  15808  24385  56904  15839
-CONVEX 25957    'GT_PK(2,2)'      15808  56900  15783  56904  50113  15839
-CONVEX 25958    'GT_PK(2,2)'      15826  56905  15794  50145  56906  15846
-CONVEX 25959    'GT_PK(2,2)'      15768  56907  15794  56850  56905  15826
-CONVEX 25960    'GT_PK(2,2)'      15764  56908  15732  56909  56910  15789
-CONVEX 25961    'GT_PK(2,2)'      15732  56908  15764  56854  56911  15705
-CONVEX 25962    'GT_PK(2,2)'      15863  56912  15837  41561  56913  15883
-CONVEX 25963    'GT_PK(2,2)'      15837  56914  15875  56913  56680  15883
-CONVEX 25964    'GT_PK(2,2)'      15892  56915  15881  56916  50144  15846
-CONVEX 25965    'GT_PK(2,2)'      15892  56917  15863  56918  41560  15905
-CONVEX 25966    'GT_PK(2,2)'      15863  56917  15892  56919  56916  15846
-CONVEX 25967    'GT_PK(2,2)'      15892  56918  15905  56920  24388  387
-CONVEX 25968    'GT_PK(2,2)'      385  56921  15892  56922  56920  387
-CONVEX 25969    'GT_PK(2,2)'      15881  56915  15892  50148  56921  385
-CONVEX 25970    'GT_PK(2,2)'      12565  56923  12497  41580  56924  12631
-CONVEX 25971    'GT_PK(2,2)'      12431  56925  12497  50154  56923  12565
-CONVEX 25972    'GT_PK(2,2)'      12497  56926  12563  56924  41584  12631
-CONVEX 25973    'GT_PK(2,2)'      10166  56927  10238  44120  56928  10314
-CONVEX 25974    'GT_PK(2,2)'      10238  56929  10387  56928  50162  10314
-CONVEX 25975    'GT_PK(2,2)'      10238  56927  10166  56930  34724  10090
-CONVEX 25976    'GT_PK(2,2)'      10162  56931  10238  32088  56930  10090
-CONVEX 25977    'GT_PK(2,2)'      10533  56932  10457  52223  56933  10603
-CONVEX 25978    'GT_PK(2,2)'      10387  56934  10457  50164  56932  10533
-CONVEX 25979    'GT_PK(2,2)'      10457  56935  10530  56933  44167  10603
-CONVEX 25980    'GT_PK(2,2)'      10457  56936  10384  56935  41605  10530
-CONVEX 25981    'GT_PK(2,2)'      10670  18081  10816  56937  56938  10743
-CONVEX 25982    'GT_PK(2,2)'      10816  56939  10890  56938  56940  10743
-CONVEX 25983    'GT_PK(2,2)'      10890  56939  10816  52276  56941  10960
-CONVEX 25984    'GT_PK(2,2)'      10377  56942  10525  56943  56944  10451
-CONVEX 25985    'GT_PK(2,2)'      10525  56945  10595  56946  18077  10670
-CONVEX 25986    'GT_PK(2,2)'      10525  56942  10377  56947  50166  10449
-CONVEX 25987    'GT_PK(2,2)'      10595  56945  10525  56948  56947  10449
-CONVEX 25988    'GT_PK(2,2)'      10305  56949  10377  56950  56943  10451
-CONVEX 25989    'GT_PK(2,2)'      10154  56951  10305  50157  56952  10230
-CONVEX 25990    'GT_PK(2,2)'      10305  56951  10154  56953  50159  10228
-CONVEX 25991    'GT_PK(2,2)'      10377  56949  10305  50169  56953  10228
-CONVEX 25992    'GT_PK(2,2)'      10305  56954  10380  56952  50172  10230
-CONVEX 25993    'GT_PK(2,2)'      10380  56954  10305  52259  56950  10451
-CONVEX 25994    'GT_PK(2,2)'      11093  56955  11166  56956  32095  11022
-CONVEX 25995    'GT_PK(2,2)'      10950  56957  11093  56958  56956  11022
-CONVEX 25996    'GT_PK(2,2)'      11093  56957  10950  56959  50185  11019
-CONVEX 25997    'GT_PK(2,2)'      11667  56960  11737  56961  41645  11598
-CONVEX 25998    'GT_PK(2,2)'      11667  56962  11807  56960  50193  11737
-CONVEX 25999    'GT_PK(2,2)'      11735  56963  11667  56964  56965  11595
-CONVEX 26000    'GT_PK(2,2)'      11667  56963  11735  56962  56966  11807
-CONVEX 26001    'GT_PK(2,2)'      11383  56967  11314  56968  50200  11241
-CONVEX 26002    'GT_PK(2,2)'      10673  56969  10820  52263  56970  10747
-CONVEX 26003    'GT_PK(2,2)'      10820  56971  10890  56972  52273  10964
-CONVEX 26004    'GT_PK(2,2)'      10820  56969  10673  56973  56974  10743
-CONVEX 26005    'GT_PK(2,2)'      10890  56971  10820  56940  56973  10743
-CONVEX 26006    'GT_PK(2,2)'      10820  56975  10892  56970  52313  10747
-CONVEX 26007    'GT_PK(2,2)'      10892  56975  10820  44200  56972  10964
-CONVEX 26008    'GT_PK(2,2)'      11380  56976  11309  56977  32115  11451
-CONVEX 26009    'GT_PK(2,2)'      11523  56978  11380  50216  56977  11451
-CONVEX 26010    'GT_PK(2,2)'      11794  56979  11723  56980  56981  11863
-CONVEX 26011    'GT_PK(2,2)'      11863  56981  11723  50240  56982  11792
-CONVEX 26012    'GT_PK(2,2)'      11651  56983  11723  32232  56984  11582
-CONVEX 26013    'GT_PK(2,2)'      11792  56982  11723  32211  56983  11651
-CONVEX 26014    'GT_PK(2,2)'      11934  56985  12001  56986  50246  12071
-CONVEX 26015    'GT_PK(2,2)'      11794  56987  11934  50244  56988  11865
-CONVEX 26016    'GT_PK(2,2)'      11934  56987  11794  56989  56980  11863
-CONVEX 26017    'GT_PK(2,2)'      12001  56985  11934  50250  56989  11863
-CONVEX 26018    'GT_PK(2,2)'      11934  56990  12003  56988  32212  11865
-CONVEX 26019    'GT_PK(2,2)'      11934  56986  12071  56990  41885  12003
-CONVEX 26020    'GT_PK(2,2)'      11837  56991  11908  41713  56992  11976
-CONVEX 26021    'GT_PK(2,2)'      11768  56993  11908  50261  56991  11837
-CONVEX 26022    'GT_PK(2,2)'      11908  56994  12046  56992  56995  11976
-CONVEX 26023    'GT_PK(2,2)'      12046  56994  11908  41730  56996  11978
-CONVEX 26024    'GT_PK(2,2)'      11490  56997  11560  56998  56999  11419
-CONVEX 26025    'GT_PK(2,2)'      11560  57000  11488  56999  50264  11419
-CONVEX 26026    'GT_PK(2,2)'      11631  57001  11560  51880  56997  11490
-CONVEX 26027    'GT_PK(2,2)'      11560  57001  11631  57002  51883  11701
-CONVEX 26028    'GT_PK(2,2)'      11488  57003  11417  50263  57004  11346
-CONVEX 26029    'GT_PK(2,2)'      11558  57005  11417  57006  57003  11488
-CONVEX 26030    'GT_PK(2,2)'      11417  57007  11274  57004  51860  11346
-CONVEX 26031    'GT_PK(2,2)'      11417  57005  11558  57008  50266  11486
-CONVEX 26032    'GT_PK(2,2)'      11344  57009  11417  51874  57008  11486
-CONVEX 26033    'GT_PK(2,2)'      11274  57007  11417  57010  57009  11344
-CONVEX 26034    'GT_PK(2,2)'      12324  57011  12255  50271  57012  12187
-CONVEX 26035    'GT_PK(2,2)'      12255  57013  12117  57012  52011  12187
-CONVEX 26036    'GT_PK(2,2)'      12185  57014  12255  50286  57015  12322
-CONVEX 26037    'GT_PK(2,2)'      12255  57014  12185  57013  50288  12117
-CONVEX 26038    'GT_PK(2,2)'      12460  57016  12324  57017  50269  12393
-CONVEX 26039    'GT_PK(2,2)'      12526  57018  12460  41722  57019  12594
-CONVEX 26040    'GT_PK(2,2)'      12460  57020  12528  57019  36877  12594
-CONVEX 26041    'GT_PK(2,2)'      12528  57020  12460  36880  57017  12393
-CONVEX 26042    'GT_PK(2,2)'      12659  57021  12524  27806  57022  12592
-CONVEX 26043    'GT_PK(2,2)'      12590  57023  12524  50290  57021  12659
-CONVEX 26044    'GT_PK(2,2)'      12524  57024  12458  57022  41719  12592
-CONVEX 26045    'GT_PK(2,2)'      12524  57025  12389  57024  50278  12458
-CONVEX 26046    'GT_PK(2,2)'      12389  57025  12524  50277  57026  12456
-CONVEX 26047    'GT_PK(2,2)'      12524  57023  12590  57026  50293  12456
-CONVEX 26048    'GT_PK(2,2)'      12182  57027  12115  50299  57028  12253
-CONVEX 26049    'GT_PK(2,2)'      12046  57029  12115  56995  57030  11976
-CONVEX 26050    'GT_PK(2,2)'      12115  57031  12044  57030  41750  11976
-CONVEX 26051    'GT_PK(2,2)'      12115  57027  12182  57031  50297  12044
-CONVEX 26052    'GT_PK(2,2)'      12115  57032  12185  57028  50287  12253
-CONVEX 26053    'GT_PK(2,2)'      12185  57032  12115  50289  57029  12046
-CONVEX 26054    'GT_PK(2,2)'      11416  57033  11345  57034  57035  11273
-CONVEX 26055    'GT_PK(2,2)'      11557  57036  11416  50360  57037  11485
-CONVEX 26056    'GT_PK(2,2)'      11416  57038  11343  57037  32268  11485
-CONVEX 26057    'GT_PK(2,2)'      11343  57038  11416  41773  57034  11273
-CONVEX 26058    'GT_PK(2,2)'      11487  57039  11557  57040  57041  11628
-CONVEX 26059    'GT_PK(2,2)'      11345  57042  11487  50302  57043  11418
-CONVEX 26060    'GT_PK(2,2)'      11487  57044  11416  57039  57036  11557
-CONVEX 26061    'GT_PK(2,2)'      11416  57044  11487  57033  57042  11345
-CONVEX 26062    'GT_PK(2,2)'      11487  57045  11559  57043  32312  11418
-CONVEX 26063    'GT_PK(2,2)'      11487  57040  11628  57045  57046  11559
-CONVEX 26064    'GT_PK(2,2)'      11055  57047  11199  57048  50318  11129
-CONVEX 26065    'GT_PK(2,2)'      10985  57049  11055  50322  57048  11129
-CONVEX 26066    'GT_PK(2,2)'      11055  57049  10985  57050  57051  10911
-CONVEX 26067    'GT_PK(2,2)'      10984  57052  11055  57053  57050  10911
-CONVEX 26068    'GT_PK(2,2)'      11199  57047  11055  50314  57054  11128
-CONVEX 26069    'GT_PK(2,2)'      11055  57052  10984  57054  57055  11128
-CONVEX 26070    'GT_PK(2,2)'      10839  57056  10985  57057  50320  10913
-CONVEX 26071    'GT_PK(2,2)'      10769  57058  10839  41761  57057  10913
-CONVEX 26072    'GT_PK(2,2)'      10839  57058  10769  57059  41762  10695
-CONVEX 26073    'GT_PK(2,2)'      10767  57060  10839  51876  57059  10695
-CONVEX 26074    'GT_PK(2,2)'      10985  57056  10839  57051  57061  10911
-CONVEX 26075    'GT_PK(2,2)'      10839  57060  10767  57061  57062  10911
-CONVEX 26076    'GT_PK(2,2)'      10987  57063  10915  57064  50324  10841
-CONVEX 26077    'GT_PK(2,2)'      11131  57065  10987  41781  57066  11057
-CONVEX 26078    'GT_PK(2,2)'      10987  57064  10841  57067  41760  10913
-CONVEX 26079    'GT_PK(2,2)'      11057  57066  10987  50321  57067  10913
-CONVEX 26080    'GT_PK(2,2)'      11059  57068  10987  57069  57065  11131
-CONVEX 26081    'GT_PK(2,2)'      10987  57068  11059  57063  57070  10915
-CONVEX 26082    'GT_PK(2,2)'      11059  57071  11132  57072  50307  10989
-CONVEX 26083    'GT_PK(2,2)'      10915  57070  11059  50326  57072  10989
-CONVEX 26084    'GT_PK(2,2)'      11420  57073  11349  57074  50343  11277
-CONVEX 26085    'GT_PK(2,2)'      11420  57075  11489  57076  32308  11561
-CONVEX 26086    'GT_PK(2,2)'      11491  57077  11420  41798  57076  11561
-CONVEX 26087    'GT_PK(2,2)'      11349  57073  11420  50347  57077  11491
-CONVEX 26088    'GT_PK(2,2)'      11420  57078  11347  57075  50340  11489
-CONVEX 26089    'GT_PK(2,2)'      11347  57078  11420  50338  57074  11277
-CONVEX 26090    'GT_PK(2,2)'      11700  57079  11771  57080  50309  11630
-CONVEX 26091    'GT_PK(2,2)'      11700  57081  11840  57079  50352  11771
-CONVEX 26092    'GT_PK(2,2)'      11559  57082  11700  32311  57080  11630
-CONVEX 26093    'GT_PK(2,2)'      11840  57081  11700  50349  57083  11769
-CONVEX 26094    'GT_PK(2,2)'      11700  57084  11628  57083  57085  11769
-CONVEX 26095    'GT_PK(2,2)'      11628  57084  11700  57046  57082  11559
-CONVEX 26096    'GT_PK(2,2)'      11555  57086  11414  57087  34307  11484
-CONVEX 26097    'GT_PK(2,2)'      11625  57088  11555  41717  57087  11484
-CONVEX 26098    'GT_PK(2,2)'      11414  57086  11555  32269  57089  11485
-CONVEX 26099    'GT_PK(2,2)'      11555  57090  11626  57089  50359  11485
-CONVEX 26100    'GT_PK(2,2)'      11626  57091  11698  50358  57092  11557
-CONVEX 26101    'GT_PK(2,2)'      11769  57093  11698  32262  57094  11838
-CONVEX 26102    'GT_PK(2,2)'      11628  57095  11698  57085  57093  11769
-CONVEX 26103    'GT_PK(2,2)'      11557  57092  11698  57041  57095  11628
-CONVEX 26104    'GT_PK(2,2)'      11767  57096  11836  57097  41832  11907
-CONVEX 26105    'GT_PK(2,2)'      11767  57097  11907  57098  32325  11838
-CONVEX 26106    'GT_PK(2,2)'      11698  57099  11767  57094  57098  11838
-CONVEX 26107    'GT_PK(2,2)'      11767  57099  11698  57100  57091  11626
-CONVEX 26108    'GT_PK(2,2)'      12279  57101  12211  50386  57102  12142
-CONVEX 26109    'GT_PK(2,2)'      12211  57103  12073  57102  50393  12142
-CONVEX 26110    'GT_PK(2,2)'      12211  57101  12279  57104  50384  12347
-CONVEX 26111    'GT_PK(2,2)'      12073  57103  12211  50391  57105  12144
-CONVEX 26112    'GT_PK(2,2)'      12211  57106  12281  57105  42092  12144
-CONVEX 26113    'GT_PK(2,2)'      12281  57106  12211  32640  57104  12347
-CONVEX 26114    'GT_PK(2,2)'      12544  57107  12678  50408  57108  12612
-CONVEX 26115    'GT_PK(2,2)'      12745  57109  12678  24581  57110  12809
-CONVEX 26116    'GT_PK(2,2)'      12612  57108  12678  32412  57109  12745
-CONVEX 26117    'GT_PK(2,2)'      12678  57111  12743  57110  50414  12809
-CONVEX 26118    'GT_PK(2,2)'      12678  57107  12544  57112  50412  12610
-CONVEX 26119    'GT_PK(2,2)'      12743  57111  12678  50417  57112  12610
-CONVEX 26120    'GT_PK(2,2)'      13626  57113  13506  32610  57114  13566
-CONVEX 26121    'GT_PK(2,2)'      13506  57115  13569  57116  31783  13447
-CONVEX 26122    'GT_PK(2,2)'      13506  57113  13626  57115  41149  13569
-CONVEX 26123    'GT_PK(2,2)'      12200  57117  12134  57118  24550  12063
-CONVEX 26124    'GT_PK(2,2)'      12337  57119  12200  50438  57120  12268
-CONVEX 26125    'GT_PK(2,2)'      12200  57121  12270  57117  57122  12134
-CONVEX 26126    'GT_PK(2,2)'      12200  57119  12337  57121  50443  12270
-CONVEX 26127    'GT_PK(2,2)'      12132  57123  12200  42007  57118  12063
-CONVEX 26128    'GT_PK(2,2)'      12200  57123  12132  57120  32532  12268
-CONVEX 26129    'GT_PK(2,2)'      12272  57124  12339  57125  50446  12408
-CONVEX 26130    'GT_PK(2,2)'      12136  57126  12272  32428  57127  12205
-CONVEX 26131    'GT_PK(2,2)'      12272  57128  12341  57127  32426  12205
-CONVEX 26132    'GT_PK(2,2)'      12341  57128  12272  32423  57125  12408
-CONVEX 26133    'GT_PK(2,2)'      12339  57129  12202  50447  57130  12270
-CONVEX 26134    'GT_PK(2,2)'      12202  57131  12065  57132  24553  12134
-CONVEX 26135    'GT_PK(2,2)'      12270  57130  12202  57122  57132  12134
-CONVEX 26136    'GT_PK(2,2)'      12202  57133  12136  57131  41925  12065
-CONVEX 26137    'GT_PK(2,2)'      12202  57134  12272  57133  57126  12136
-CONVEX 26138    'GT_PK(2,2)'      12272  57134  12202  57124  57129  12339
-CONVEX 26139    'GT_PK(2,2)'      13437  57135  13498  50480  57136  13378
-CONVEX 26140    'GT_PK(2,2)'      13498  57137  13617  57138  32580  13559
-CONVEX 26141    'GT_PK(2,2)'      13498  57139  13557  57137  32588  13617
-CONVEX 26142    'GT_PK(2,2)'      13498  57135  13437  57139  50483  13557
-CONVEX 26143    'GT_PK(2,2)'      13440  57140  13498  42085  57138  13559
-CONVEX 26144    'GT_PK(2,2)'      13498  57140  13440  57136  42086  13378
-CONVEX 26145    'GT_PK(2,2)'      11873  57141  12010  57142  50484  11943
-CONVEX 26146    'GT_PK(2,2)'      11873  57143  11940  57141  57144  12010
-CONVEX 26147    'GT_PK(2,2)'      12149  57145  12078  42087  57146  12216
-CONVEX 26148    'GT_PK(2,2)'      12010  57147  12078  50486  57145  12149
-CONVEX 26149    'GT_PK(2,2)'      11940  57148  12078  57144  57147  12010
-CONVEX 26150    'GT_PK(2,2)'      12216  57146  12078  42101  57149  12147
-CONVEX 26151    'GT_PK(2,2)'      674  57150  640  57151  50497  706
-CONVEX 26152    'GT_PK(2,2)'      640  57152  612  50492  57153  579
-CONVEX 26153    'GT_PK(2,2)'      674  57154  612  57150  57152  640
-CONVEX 26154    'GT_PK(2,2)'      590  57155  612  50501  57156  647
-CONVEX 26155    'GT_PK(2,2)'      612  57154  674  57156  57157  647
-CONVEX 26156    'GT_PK(2,2)'      1090  57158  1045  57159  42164  1005
-CONVEX 26157    'GT_PK(2,2)'      1049  57160  1090  57161  57159  1005
-CONVEX 26158    'GT_PK(2,2)'      1045  57158  1090  50529  57162  1131
-CONVEX 26159    'GT_PK(2,2)'      1089  57163  1048  57164  57165  1004
-CONVEX 26160    'GT_PK(2,2)'      1048  57163  1089  57166  57167  1133
-CONVEX 26161    'GT_PK(2,2)'      767  57168  731  32709  57169  698
-CONVEX 26162    'GT_PK(2,2)'      801  57170  731  50514  57168  767
-CONVEX 26163    'GT_PK(2,2)'      731  57171  665  57169  32691  698
-CONVEX 26164    'GT_PK(2,2)'      665  57171  731  32689  57172  699
-CONVEX 26165    'GT_PK(2,2)'      958  57173  1037  50533  57174  998
-CONVEX 26166    'GT_PK(2,2)'      1037  57173  958  57175  50531  995
-CONVEX 26167    'GT_PK(2,2)'      966  57176  928  57177  57178  889
-CONVEX 26168    'GT_PK(2,2)'      1048  57179  966  57165  57180  1004
-CONVEX 26169    'GT_PK(2,2)'      964  57181  925  57182  57183  886
-CONVEX 26170    'GT_PK(2,2)'      925  57184  966  57185  57177  889
-CONVEX 26171    'GT_PK(2,2)'      925  57181  964  57186  57187  1004
-CONVEX 26172    'GT_PK(2,2)'      966  57184  925  57180  57186  1004
-CONVEX 26173    'GT_PK(2,2)'      922  57188  964  57189  57182  886
-CONVEX 26174    'GT_PK(2,2)'      847  57190  922  57191  57189  886
-CONVEX 26175    'GT_PK(2,2)'      922  57190  847  57192  57193  883
-CONVEX 26176    'GT_PK(2,2)'      964  57188  922  57194  57195  1002
-CONVEX 26177    'GT_PK(2,2)'      1130  57196  1086  57197  57198  1173
-CONVEX 26178    'GT_PK(2,2)'      1086  57199  1127  57198  50595  1173
-CONVEX 26179    'GT_PK(2,2)'      926  57200  967  42162  57201  1005
-CONVEX 26180    'GT_PK(2,2)'      890  57202  967  57203  57200  926
-CONVEX 26181    'GT_PK(2,2)'      928  57204  967  57205  57202  890
-CONVEX 26182    'GT_PK(2,2)'      967  57206  1049  57201  57161  1005
-CONVEX 26183    'GT_PK(2,2)'      925  57207  849  57183  57208  886
-CONVEX 26184    'GT_PK(2,2)'      849  57207  925  57209  57185  889
-CONVEX 26185    'GT_PK(2,2)'      674  57210  709  57157  57211  647
-CONVEX 26186    'GT_PK(2,2)'      746  57212  782  57213  50544  714
-CONVEX 26187    'GT_PK(2,2)'      746  57214  709  57215  57216  777
-CONVEX 26188    'GT_PK(2,2)'      1716  57217  1663  50545  57218  1610
-CONVEX 26189    'GT_PK(2,2)'      1663  57219  1717  57220  57221  1612
-CONVEX 26190    'GT_PK(2,2)'      1717  57219  1663  45531  57222  1772
-CONVEX 26191    'GT_PK(2,2)'      1663  57217  1716  57222  51383  1772
-CONVEX 26192    'GT_PK(2,2)'      1561  57223  1663  42136  57220  1612
-CONVEX 26193    'GT_PK(2,2)'      1610  57218  1663  42127  57223  1561
-CONVEX 26194    'GT_PK(2,2)'      528  57224  483  57225  42142  505
-CONVEX 26195    'GT_PK(2,2)'      528  57226  506  57224  50564  483
-CONVEX 26196    'GT_PK(2,2)'      552  57227  528  50557  57225  505
-CONVEX 26197    'GT_PK(2,2)'      528  57227  552  57228  50558  579
-CONVEX 26198    'GT_PK(2,2)'      489  57229  536  32704  57230  518
-CONVEX 26199    'GT_PK(2,2)'      506  57231  536  50562  57229  489
-CONVEX 26200    'GT_PK(2,2)'      536  57232  566  57230  24791  518
-CONVEX 26201    'GT_PK(2,2)'      536  57233  590  57232  50502  566
-CONVEX 26202    'GT_PK(2,2)'      644  57234  611  50581  57235  587
-CONVEX 26203    'GT_PK(2,2)'      587  57235  611  50706  57236  558
-CONVEX 26204    'GT_PK(2,2)'      611  57237  580  57236  42140  558
-CONVEX 26205    'GT_PK(2,2)'      611  57238  638  57237  50582  580
-CONVEX 26206    'GT_PK(2,2)'      638  57239  702  50584  57240  668
-CONVEX 26207    'GT_PK(2,2)'      702  57241  738  57240  50588  668
-CONVEX 26208    'GT_PK(2,2)'      738  57242  809  50587  57243  775
-CONVEX 26209    'GT_PK(2,2)'      809  57244  847  57243  57245  775
-CONVEX 26210    'GT_PK(2,2)'      847  57244  809  57193  57246  883
-CONVEX 26211    'GT_PK(2,2)'      809  57247  844  57246  50592  883
-CONVEX 26212    'GT_PK(2,2)'      1259  57248  1169  57249  57250  1213
-CONVEX 26213    'GT_PK(2,2)'      1259  57251  1217  57248  50597  1169
-CONVEX 26214    'GT_PK(2,2)'      1259  57252  1307  57251  57253  1217
-CONVEX 26215    'GT_PK(2,2)'      1306  57254  1259  42207  57249  1213
-CONVEX 26216    'GT_PK(2,2)'      1259  57254  1306  57255  32777  1353
-CONVEX 26217    'GT_PK(2,2)'      1307  57252  1259  50600  57255  1353
-CONVEX 26218    'GT_PK(2,2)'      850  57256  811  57257  50613  778
-CONVEX 26219    'GT_PK(2,2)'      850  57258  885  57256  50606  811
-CONVEX 26220    'GT_PK(2,2)'      850  57257  778  57259  42167  816
-CONVEX 26221    'GT_PK(2,2)'      885  57258  850  50604  57260  926
-CONVEX 26222    'GT_PK(2,2)'      890  57261  850  57262  57259  816
-CONVEX 26223    'GT_PK(2,2)'      850  57261  890  57260  57203  926
-CONVEX 26224    'GT_PK(2,2)'      1317  57263  1412  57264  50621  1359
-CONVEX 26225    'GT_PK(2,2)'      1412  57263  1317  50623  57265  1365
-CONVEX 26226    'GT_PK(2,2)'      1225  57266  1174  57267  32827  1132
-CONVEX 26227    'GT_PK(2,2)'      1180  57268  1225  50628  57267  1132
-CONVEX 26228    'GT_PK(2,2)'      1501  57269  1551  57270  50638  1448
-CONVEX 26229    'GT_PK(2,2)'      1501  57270  1448  57271  42210  1402
-CONVEX 26230    'GT_PK(2,2)'      1450  57272  1501  42219  57271  1402
-CONVEX 26231    'GT_PK(2,2)'      1554  57273  1501  50640  57272  1450
-CONVEX 26232    'GT_PK(2,2)'      1551  57269  1501  50630  57274  1602
-CONVEX 26233    'GT_PK(2,2)'      1501  57273  1554  57274  50644  1602
-CONVEX 26234    'GT_PK(2,2)'      1609  57275  1660  57276  50645  1556
-CONVEX 26235    'GT_PK(2,2)'      1609  57277  1511  57278  50618  1564
-CONVEX 26236    'GT_PK(2,2)'      1609  57276  1556  57277  42229  1511
-CONVEX 26237    'GT_PK(2,2)'      1664  57279  1609  42822  57278  1564
-CONVEX 26238    'GT_PK(2,2)'      1609  57279  1664  57280  42830  1712
-CONVEX 26239    'GT_PK(2,2)'      1660  57275  1609  50649  57280  1712
-CONVEX 26240    'GT_PK(2,2)'      1713  57281  1659  57282  50658  1766
-CONVEX 26241    'GT_PK(2,2)'      1713  57283  1769  57284  51389  1661
-CONVEX 26242    'GT_PK(2,2)'      1607  57285  1713  51370  57284  1661
-CONVEX 26243    'GT_PK(2,2)'      1713  57285  1607  57281  51371  1659
-CONVEX 26244    'GT_PK(2,2)'      1822  57286  1713  51299  57282  1766
-CONVEX 26245    'GT_PK(2,2)'      1769  57283  1713  57287  57286  1822
-CONVEX 26246    'GT_PK(2,2)'      884  57288  919  57289  50683  843
-CONVEX 26247    'GT_PK(2,2)'      884  57290  808  57291  19889  848
-CONVEX 26248    'GT_PK(2,2)'      884  57289  843  57290  32816  808
-CONVEX 26249    'GT_PK(2,2)'      924  57292  884  24822  57291  848
-CONVEX 26250    'GT_PK(2,2)'      962  57293  884  46538  57292  924
-CONVEX 26251    'GT_PK(2,2)'      919  57288  884  50687  57293  962
-CONVEX 26252    'GT_PK(2,2)'      472  57294  512  50695  57295  496
-CONVEX 26253    'GT_PK(2,2)'      538  57296  512  50703  57297  560
-CONVEX 26254    'GT_PK(2,2)'      512  57296  538  57295  50708  496
-CONVEX 26255    'GT_PK(2,2)'      560  57297  512  50569  57298  531
-CONVEX 26256    'GT_PK(2,2)'      512  57299  485  57298  50715  531
-CONVEX 26257    'GT_PK(2,2)'      512  57294  472  57299  50690  485
-CONVEX 26258    'GT_PK(2,2)'      7584  57300  7730  57301  50782  7661
-CONVEX 26259    'GT_PK(2,2)'      7369  57302  7516  50771  57303  7446
-CONVEX 26260    'GT_PK(2,2)'      7446  57303  7516  32981  57304  7592
-CONVEX 26261    'GT_PK(2,2)'      7516  57305  7661  57304  52420  7592
-CONVEX 26262    'GT_PK(2,2)'      7516  57306  7584  57305  57301  7661
-CONVEX 26263    'GT_PK(2,2)'      7516  57302  7369  57307  50769  7441
-CONVEX 26264    'GT_PK(2,2)'      7584  57306  7516  57308  57307  7441
-CONVEX 26265    'GT_PK(2,2)'      7161  57309  7239  57310  42355  7089
-CONVEX 26266    'GT_PK(2,2)'      7161  57311  7309  57309  50797  7239
-CONVEX 26267    'GT_PK(2,2)'      7161  57310  7089  57312  42362  7013
-CONVEX 26268    'GT_PK(2,2)'      7309  57311  7161  50799  57313  7235
-CONVEX 26269    'GT_PK(2,2)'      7087  57314  7161  50791  57312  7013
-CONVEX 26270    'GT_PK(2,2)'      7161  57314  7087  57313  50792  7235
-CONVEX 26271    'GT_PK(2,2)'      5249  57315  5179  50824  57316  5322
-CONVEX 26272    'GT_PK(2,2)'      5179  57317  5036  57318  42396  5108
-CONVEX 26273    'GT_PK(2,2)'      5250  57319  5179  50827  57318  5108
-CONVEX 26274    'GT_PK(2,2)'      5179  57319  5250  57316  50839  5322
-CONVEX 26275    'GT_PK(2,2)'      5177  57320  5249  57321  50823  5320
-CONVEX 26276    'GT_PK(2,2)'      5246  57322  5177  34200  57321  5320
-CONVEX 26277    'GT_PK(2,2)'      5104  57323  5177  42410  57322  5246
-CONVEX 26278    'GT_PK(2,2)'      5177  57323  5104  57324  42405  5034
-CONVEX 26279    'GT_PK(2,2)'      5106  57325  4963  57326  50821  5036
-CONVEX 26280    'GT_PK(2,2)'      5179  57327  5106  57317  57326  5036
-CONVEX 26281    'GT_PK(2,2)'      5106  57327  5179  57328  57315  5249
-CONVEX 26282    'GT_PK(2,2)'      5177  57329  5106  57320  57328  5249
-CONVEX 26283    'GT_PK(2,2)'      4963  57325  5106  50819  57330  5034
-CONVEX 26284    'GT_PK(2,2)'      5106  57329  5177  57330  57324  5034
-CONVEX 26285    'GT_PK(2,2)'      4967  57331  5038  57332  50830  4896
-CONVEX 26286    'GT_PK(2,2)'      4826  57333  4967  50834  57332  4896
-CONVEX 26287    'GT_PK(2,2)'      5394  57334  5540  50837  57335  5465
-CONVEX 26288    'GT_PK(2,2)'      5181  57336  5324  50825  57337  5250
-CONVEX 26289    'GT_PK(2,2)'      5324  57338  5394  57337  50838  5250
-CONVEX 26290    'GT_PK(2,2)'      5396  57339  5324  42414  57340  5252
-CONVEX 26291    'GT_PK(2,2)'      5324  57336  5181  57340  57341  5252
-CONVEX 26292    'GT_PK(2,2)'      5757  57342  5903  57343  57344  5830
-CONVEX 26293    'GT_PK(2,2)'      5757  57345  5612  57346  50841  5686
-CONVEX 26294    'GT_PK(2,2)'      5832  57347  5757  43040  57346  5686
-CONVEX 26295    'GT_PK(2,2)'      5903  57342  5757  50848  57347  5832
-CONVEX 26296    'GT_PK(2,2)'      5610  57348  5538  57349  43546  5465
-CONVEX 26297    'GT_PK(2,2)'      5540  57350  5610  57335  57349  5465
-CONVEX 26298    'GT_PK(2,2)'      5977  57351  5902  57352  50850  5830
-CONVEX 26299    'GT_PK(2,2)'      5903  57353  5977  57344  57352  5830
-CONVEX 26300    'GT_PK(2,2)'      5977  57354  6052  57355  25384  6125
-CONVEX 26301    'GT_PK(2,2)'      5977  57353  5903  57354  50846  6052
-CONVEX 26302    'GT_PK(2,2)'      5976  57356  6049  57357  50859  5900
-CONVEX 26303    'GT_PK(2,2)'      6049  57356  5976  42421  57358  6124
-CONVEX 26304    'GT_PK(2,2)'      5609  57359  5463  57360  43549  5538
-CONVEX 26305    'GT_PK(2,2)'      5463  57359  5609  43541  57361  5536
-CONVEX 26306    'GT_PK(2,2)'      5609  57362  5681  57361  50864  5536
-CONVEX 26307    'GT_PK(2,2)'      4264  57363  4333  42476  57364  4403
-CONVEX 26308    'GT_PK(2,2)'      4333  57365  4471  57364  50883  4403
-CONVEX 26309    'GT_PK(2,2)'      4333  57363  4264  57366  42478  4194
-CONVEX 26310    'GT_PK(2,2)'      4471  57365  4333  57367  57368  4401
-CONVEX 26311    'GT_PK(2,2)'      4262  57369  4333  42452  57366  4194
-CONVEX 26312    'GT_PK(2,2)'      4333  57369  4262  57368  33080  4401
-CONVEX 26313    'GT_PK(2,2)'      4540  57370  4471  57371  57367  4401
-CONVEX 26314    'GT_PK(2,2)'      4540  57372  4609  57373  42484  4680
-CONVEX 26315    'GT_PK(2,2)'      4469  57374  4540  42493  57371  4401
-CONVEX 26316    'GT_PK(2,2)'      4540  57374  4469  57372  42494  4609
-CONVEX 26317    'GT_PK(2,2)'      4471  57375  4611  50882  57376  4542
-CONVEX 26318    'GT_PK(2,2)'      4542  57376  4611  42527  57377  4682
-CONVEX 26319    'GT_PK(2,2)'      4611  57378  4752  57377  42490  4682
-CONVEX 26320    'GT_PK(2,2)'      4752  57378  4611  42491  57379  4680
-CONVEX 26321    'GT_PK(2,2)'      4611  57380  4540  57379  57373  4680
-CONVEX 26322    'GT_PK(2,2)'      4540  57380  4611  57370  57375  4471
-CONVEX 26323    'GT_PK(2,2)'      3926  57381  3792  50903  57382  3860
-CONVEX 26324    'GT_PK(2,2)'      3858  57383  3792  50892  57381  3926
-CONVEX 26325    'GT_PK(2,2)'      5107  57384  5180  57385  42531  5037
-CONVEX 26326    'GT_PK(2,2)'      5107  57386  5251  57384  50953  5180
-CONVEX 26327    'GT_PK(2,2)'      5107  57385  5037  57387  33155  4964
-CONVEX 26328    'GT_PK(2,2)'      5321  57388  5248  33813  57389  5176
-CONVEX 26329    'GT_PK(2,2)'      5248  57388  5321  57390  25541  5393
-CONVEX 26330    'GT_PK(2,2)'      5251  57391  5395  50954  57392  5325
-CONVEX 26331    'GT_PK(2,2)'      5395  57393  5468  57392  50930  5325
-CONVEX 26332    'GT_PK(2,2)'      5468  57393  5395  50932  57394  5541
-CONVEX 26333    'GT_PK(2,2)'      5541  57394  5395  42528  57395  5466
-CONVEX 26334    'GT_PK(2,2)'      3395  57396  3527  50963  57397  3462
-CONVEX 26335    'GT_PK(2,2)'      3527  57398  3594  57397  50983  3462
-CONVEX 26336    'GT_PK(2,2)'      3659  57399  3527  19975  57400  3592
-CONVEX 26337    'GT_PK(2,2)'      3594  57398  3527  50986  57399  3659
-CONVEX 26338    'GT_PK(2,2)'      3264  57401  3327  50970  57402  3393
-CONVEX 26339    'GT_PK(2,2)'      3458  57403  3327  25055  57404  3391
-CONVEX 26340    'GT_PK(2,2)'      3393  57402  3327  50967  57403  3458
-CONVEX 26341    'GT_PK(2,2)'      3327  57405  3262  57404  25085  3391
-CONVEX 26342    'GT_PK(2,2)'      3327  57406  3197  57405  42537  3262
-CONVEX 26343    'GT_PK(2,2)'      3327  57401  3264  57406  50968  3197
-CONVEX 26344    'GT_PK(2,2)'      3203  57407  3268  57408  50995  3334
-CONVEX 26345    'GT_PK(2,2)'      3268  57407  3203  57409  57410  3139
-CONVEX 26346    'GT_PK(2,2)'      3076  57411  3203  50974  57412  3141
-CONVEX 26347    'GT_PK(2,2)'      3203  57411  3076  57410  50975  3139
-CONVEX 26348    'GT_PK(2,2)'      3199  57413  3264  57414  50971  3330
-CONVEX 26349    'GT_PK(2,2)'      3264  57413  3199  50969  57415  3135
-CONVEX 26350    'GT_PK(2,2)'      3072  57416  3137  57417  50979  3008
-CONVEX 26351    'GT_PK(2,2)'      3072  57418  3006  57419  50956  3135
-CONVEX 26352    'GT_PK(2,2)'      3199  57420  3072  57415  57419  3135
-CONVEX 26353    'GT_PK(2,2)'      3072  57420  3199  57416  57421  3137
-CONVEX 26354    'GT_PK(2,2)'      3006  57418  3072  42534  57422  2943
-CONVEX 26355    'GT_PK(2,2)'      3072  57417  3008  57422  42556  2943
-CONVEX 26356    'GT_PK(2,2)'      3201  57423  3139  57424  42539  3074
-CONVEX 26357    'GT_PK(2,2)'      3137  57425  3201  50981  57424  3074
-CONVEX 26358    'GT_PK(2,2)'      3201  57426  3268  57423  57409  3139
-CONVEX 26359    'GT_PK(2,2)'      3268  57426  3201  50997  57427  3332
-CONVEX 26360    'GT_PK(2,2)'      3727  57428  3661  57429  50988  3794
-CONVEX 26361    'GT_PK(2,2)'      3860  57430  3727  24993  57429  3794
-CONVEX 26362    'GT_PK(2,2)'      3792  57431  3727  57382  57430  3860
-CONVEX 26363    'GT_PK(2,2)'      3727  57431  3792  57432  57433  3660
-CONVEX 26364    'GT_PK(2,2)'      2753  57434  2815  51004  57435  2880
-CONVEX 26365    'GT_PK(2,2)'      2942  57436  2815  42624  57437  2878
-CONVEX 26366    'GT_PK(2,2)'      2880  57435  2815  42536  57436  2942
-CONVEX 26367    'GT_PK(2,2)'      2815  57438  2752  57437  25113  2878
-CONVEX 26368    'GT_PK(2,2)'      2752  57438  2815  19994  57439  2690
-CONVEX 26369    'GT_PK(2,2)'      2815  57434  2753  57439  51008  2690
-CONVEX 26370    'GT_PK(2,2)'      3723  57440  3658  57441  57442  3790
-CONVEX 26371    'GT_PK(2,2)'      3658  57440  3723  57443  57444  3591
-CONVEX 26372    'GT_PK(2,2)'      3464  57445  3528  57446  51010  3398
-CONVEX 26373    'GT_PK(2,2)'      3464  57447  3397  57448  50991  3529
-CONVEX 26374    'GT_PK(2,2)'      3464  57446  3398  57449  57450  3334
-CONVEX 26375    'GT_PK(2,2)'      3397  57447  3464  50996  57449  3334
-CONVEX 26376    'GT_PK(2,2)'      3661  57451  3595  50990  57452  3529
-CONVEX 26377    'GT_PK(2,2)'      3595  57453  3464  57452  57448  3529
-CONVEX 26378    'GT_PK(2,2)'      3464  57453  3595  57445  57454  3528
-CONVEX 26379    'GT_PK(2,2)'      3528  57454  3595  57455  57456  3660
-CONVEX 26380    'GT_PK(2,2)'      3595  57457  3727  57456  57432  3660
-CONVEX 26381    'GT_PK(2,2)'      3727  57457  3595  57428  57451  3661
-CONVEX 26382    'GT_PK(2,2)'      3269  57458  3333  57459  51013  3396
-CONVEX 26383    'GT_PK(2,2)'      3141  57460  3205  33197  57461  3077
-CONVEX 26384    'GT_PK(2,2)'      3205  57462  3142  57461  42553  3077
-CONVEX 26385    'GT_PK(2,2)'      3205  57463  3269  57462  57464  3142
-CONVEX 26386    'GT_PK(2,2)'      3269  57463  3205  57458  57465  3333
-CONVEX 26387    'GT_PK(2,2)'      3329  57466  3392  57467  45047  3265
-CONVEX 26388    'GT_PK(2,2)'      3079  57468  3140  57469  57470  3015
-CONVEX 26389    'GT_PK(2,2)'      3854  57471  3788  45190  57472  3922
-CONVEX 26390    'GT_PK(2,2)'      3788  57471  3854  57473  45187  3721
-CONVEX 26391    'GT_PK(2,2)'      3856  57474  3924  57475  44975  3991
-CONVEX 26392    'GT_PK(2,2)'      3856  57476  3788  57477  57478  3723
-CONVEX 26393    'GT_PK(2,2)'      3924  57474  3856  50897  57479  3790
-CONVEX 26394    'GT_PK(2,2)'      3856  57477  3723  57479  57441  3790
-CONVEX 26395    'GT_PK(2,2)'      3856  57475  3991  57480  35568  3922
-CONVEX 26396    'GT_PK(2,2)'      3788  57476  3856  57472  57480  3922
-CONVEX 26397    'GT_PK(2,2)'      2952  57481  2889  57482  51016  2823
-CONVEX 26398    'GT_PK(2,2)'      2760  57483  2887  51018  57484  2823
-CONVEX 26399    'GT_PK(2,2)'      2952  57485  2887  57486  57487  3015
-CONVEX 26400    'GT_PK(2,2)'      2887  57485  2952  57484  57482  2823
-CONVEX 26401    'GT_PK(2,2)'      2884  57488  2948  42570  57489  2820
-CONVEX 26402    'GT_PK(2,2)'      2948  57490  2886  57489  51022  2820
-CONVEX 26403    'GT_PK(2,2)'      2948  57488  2884  57491  42572  3011
-CONVEX 26404    'GT_PK(2,2)'      2886  57490  2948  57492  57493  3013
-CONVEX 26405    'GT_PK(2,2)'      2948  57491  3011  57494  33196  3077
-CONVEX 26406    'GT_PK(2,2)'      3013  57493  2948  42554  57494  3077
-CONVEX 26407    'GT_PK(2,2)'      2819  57495  2884  57496  42569  2757
-CONVEX 26408    'GT_PK(2,2)'      2884  57495  2819  42571  57497  2947
-CONVEX 26409    'GT_PK(2,2)'      2881  57498  2755  42558  57499  2816
-CONVEX 26410    'GT_PK(2,2)'      2755  57500  2630  57501  42546  2692
-CONVEX 26411    'GT_PK(2,2)'      2816  57499  2755  51006  57501  2692
-CONVEX 26412    'GT_PK(2,2)'      2755  57502  2693  57500  57503  2630
-CONVEX 26413    'GT_PK(2,2)'      2694  57504  2633  57505  51035  2570
-CONVEX 26414    'GT_PK(2,2)'      2633  57504  2694  51032  57506  2757
-CONVEX 26415    'GT_PK(2,2)'      2694  57507  2819  57506  57496  2757
-CONVEX 26416    'GT_PK(2,2)'      2819  57507  2694  57508  57509  2756
-CONVEX 26417    'GT_PK(2,2)'      2446  57510  2330  42598  57511  2387
-CONVEX 26418    'GT_PK(2,2)'      2387  57511  2330  33203  57512  2270
-CONVEX 26419    'GT_PK(2,2)'      2213  57513  2331  33214  57514  2272
-CONVEX 26420    'GT_PK(2,2)'      2271  57515  2331  51050  57513  2213
-CONVEX 26421    'GT_PK(2,2)'      2331  57516  2389  57514  33199  2272
-CONVEX 26422    'GT_PK(2,2)'      2389  57516  2331  42589  57517  2448
-CONVEX 26423    'GT_PK(2,2)'      2212  57518  2271  57519  51048  2157
-CONVEX 26424    'GT_PK(2,2)'      2270  57520  2212  33206  57521  2156
-CONVEX 26425    'GT_PK(2,2)'      2330  57522  2212  57512  57520  2270
-CONVEX 26426    'GT_PK(2,2)'      2212  57522  2330  57518  57523  2271
-CONVEX 26427    'GT_PK(2,2)'      1989  57524  2101  27060  57525  2044
-CONVEX 26428    'GT_PK(2,2)'      2043  57526  2101  51051  57524  1989
-CONVEX 26429    'GT_PK(2,2)'      2101  57526  2043  57527  57528  2157
-CONVEX 26430    'GT_PK(2,2)'      2101  57529  2158  57525  42582  2044
-CONVEX 26431    'GT_PK(2,2)'      2101  57530  2213  57529  33212  2158
-CONVEX 26432    'GT_PK(2,2)'      2101  57527  2157  57530  51049  2213
-CONVEX 26433    'GT_PK(2,2)'      2100  57531  2043  57532  51053  1988
-CONVEX 26434    'GT_PK(2,2)'      2043  57531  2100  57528  57533  2157
-CONVEX 26435    'GT_PK(2,2)'      2212  57534  2100  57521  57535  2156
-CONVEX 26436    'GT_PK(2,2)'      2100  57534  2212  57533  57519  2157
-CONVEX 26437    'GT_PK(2,2)'      2098  57536  2041  57537  42595  1986
-CONVEX 26438    'GT_PK(2,2)'      2040  57538  2098  51058  57537  1986
-CONVEX 26439    'GT_PK(2,2)'      2041  57536  2098  42594  57539  2155
-CONVEX 26440    'GT_PK(2,2)'      2097  57540  2152  57541  51347  2209
-CONVEX 26441    'GT_PK(2,2)'      2097  57542  2040  57543  51055  1985
-CONVEX 26442    'GT_PK(2,2)'      2038  57544  1984  42943  57545  1928
-CONVEX 26443    'GT_PK(2,2)'      1928  57545  1984  25275  57546  1875
-CONVEX 26444    'GT_PK(2,2)'      1984  57547  1929  57546  42851  1875
-CONVEX 26445    'GT_PK(2,2)'      2096  57548  2038  57549  42942  2151
-CONVEX 26446    'GT_PK(2,2)'      2096  57549  2151  57550  51334  2208
-CONVEX 26447    'GT_PK(2,2)'      2152  57551  2096  51346  57550  2208
-CONVEX 26448    'GT_PK(2,2)'      2096  57552  1984  57548  57544  2038
-CONVEX 26449    'GT_PK(2,2)'      2328  57553  2268  57554  57555  2384
-CONVEX 26450    'GT_PK(2,2)'      2269  57556  2328  42608  57557  2385
-CONVEX 26451    'GT_PK(2,2)'      2328  57558  2444  57557  33233  2385
-CONVEX 26452    'GT_PK(2,2)'      2328  57554  2384  57558  51311  2444
-CONVEX 26453    'GT_PK(2,2)'      2210  57559  2269  57560  42605  2155
-CONVEX 26454    'GT_PK(2,2)'      2098  57561  2210  57539  57560  2155
-CONVEX 26455    'GT_PK(2,2)'      2210  57562  2328  57559  57556  2269
-CONVEX 26456    'GT_PK(2,2)'      2328  57562  2210  57553  57563  2268
-CONVEX 26457    'GT_PK(2,2)'      4252  57564  4391  51073  57565  4323
-CONVEX 26458    'GT_PK(2,2)'      4461  57566  4391  51499  57567  4530
-CONVEX 26459    'GT_PK(2,2)'      4391  57566  4461  57565  51070  4323
-CONVEX 26460    'GT_PK(2,2)'      4391  57568  4459  57567  51609  4530
-CONVEX 26461    'GT_PK(2,2)'      4876  57569  4806  43335  57570  4735
-CONVEX 26462    'GT_PK(2,2)'      4806  57571  4665  57570  51077  4735
-CONVEX 26463    'GT_PK(2,2)'      4806  57569  4876  57572  43330  4947
-CONVEX 26464    'GT_PK(2,2)'      4665  57571  4806  57573  57574  4737
-CONVEX 26465    'GT_PK(2,2)'      4878  57575  4806  51671  57572  4947
-CONVEX 26466    'GT_PK(2,2)'      4806  57575  4878  57574  51666  4737
-CONVEX 26467    'GT_PK(2,2)'      4524  57576  4595  33280  57577  4455
-CONVEX 26468    'GT_PK(2,2)'      4665  57578  4595  51079  57576  4524
-CONVEX 26469    'GT_PK(2,2)'      4595  57578  4665  57579  57573  4737
-CONVEX 26470    'GT_PK(2,2)'      4455  57577  4595  42659  57580  4526
-CONVEX 26471    'GT_PK(2,2)'      4595  57581  4666  57580  43325  4526
-CONVEX 26472    'GT_PK(2,2)'      4666  57581  4595  43327  57579  4737
-CONVEX 26473    'GT_PK(2,2)'      3429  57582  3560  51097  57583  3494
-CONVEX 26474    'GT_PK(2,2)'      3693  57584  3560  51098  57585  3626
-CONVEX 26475    'GT_PK(2,2)'      3560  57586  3492  57585  57587  3626
-CONVEX 26476    'GT_PK(2,2)'      3492  57586  3560  51102  57582  3429
-CONVEX 26477    'GT_PK(2,2)'      3627  57588  3562  57589  57590  3494
-CONVEX 26478    'GT_PK(2,2)'      3560  57591  3627  57583  57589  3494
-CONVEX 26479    'GT_PK(2,2)'      3627  57591  3560  57592  57584  3693
-CONVEX 26480    'GT_PK(2,2)'      3627  57592  3693  57593  51101  3761
-CONVEX 26481    'GT_PK(2,2)'      3694  57594  3627  51121  57593  3761
-CONVEX 26482    'GT_PK(2,2)'      3627  57594  3694  57588  51118  3562
-CONVEX 26483    'GT_PK(2,2)'      3427  57595  3492  57596  51103  3362
-CONVEX 26484    'GT_PK(2,2)'      3427  57596  3362  57597  57598  3297
-CONVEX 26485    'GT_PK(2,2)'      3360  57599  3427  54174  57597  3297
-CONVEX 26486    'GT_PK(2,2)'      3491  57600  3427  51115  57599  3360
-CONVEX 26487    'GT_PK(2,2)'      3689  57601  3624  51114  57602  3557
-CONVEX 26488    'GT_PK(2,2)'      3624  57603  3491  57602  51117  3557
-CONVEX 26489    'GT_PK(2,2)'      3624  57601  3689  57604  51112  3758
-CONVEX 26490    'GT_PK(2,2)'      3624  57604  3758  57605  42675  3691
-CONVEX 26491    'GT_PK(2,2)'      3365  57606  3302  57607  51151  3236
-CONVEX 26492    'GT_PK(2,2)'      3300  57608  3365  51125  57607  3236
-CONVEX 26493    'GT_PK(2,2)'      3365  57609  3432  57606  51159  3302
-CONVEX 26494    'GT_PK(2,2)'      3764  57610  3698  57611  51137  3631
-CONVEX 26495    'GT_PK(2,2)'      3696  57612  3764  51144  57611  3631
-CONVEX 26496    'GT_PK(2,2)'      3764  57612  3696  57613  51141  3831
-CONVEX 26497    'GT_PK(2,2)'      3698  57610  3764  57614  57615  3833
-CONVEX 26498    'GT_PK(2,2)'      3633  57616  3700  57617  42726  3567
-CONVEX 26499    'GT_PK(2,2)'      3698  57618  3633  51136  57619  3566
-CONVEX 26500    'GT_PK(2,2)'      3901  57620  3766  51138  57621  3833
-CONVEX 26501    'GT_PK(2,2)'      3633  57622  3766  57616  57623  3700
-CONVEX 26502    'GT_PK(2,2)'      3766  57624  3698  57621  57614  3833
-CONVEX 26503    'GT_PK(2,2)'      3766  57622  3633  57624  57618  3698
-CONVEX 26504    'GT_PK(2,2)'      2856  57625  2919  57626  54196  2794
-CONVEX 26505    'GT_PK(2,2)'      2856  57627  2980  57625  51164  2919
-CONVEX 26506    'GT_PK(2,2)'      2732  57628  2856  57629  57626  2794
-CONVEX 26507    'GT_PK(2,2)'      2856  57628  2732  57630  54164  2792
-CONVEX 26508    'GT_PK(2,2)'      3108  57631  3043  42694  57632  3170
-CONVEX 26509    'GT_PK(2,2)'      2980  57633  3043  51166  57631  3108
-CONVEX 26510    'GT_PK(2,2)'      3768  57634  3635  57635  42725  3700
-CONVEX 26511    'GT_PK(2,2)'      3119  57636  3054  57637  51186  3181
-CONVEX 26512    'GT_PK(2,2)'      3119  57637  3181  57638  33339  3248
-CONVEX 26513    'GT_PK(2,2)'      3119  57638  3248  57639  25232  3183
-CONVEX 26514    'GT_PK(2,2)'      3056  57640  3119  42724  57639  3183
-CONVEX 26515    'GT_PK(2,2)'      3502  57641  3436  51188  57642  3567
-CONVEX 26516    'GT_PK(2,2)'      3504  57643  3440  57644  51205  3372
-CONVEX 26517    'GT_PK(2,2)'      3504  57644  3372  57645  42729  3438
-CONVEX 26518    'GT_PK(2,2)'      3569  57646  3504  51191  57645  3438
-CONVEX 26519    'GT_PK(2,2)'      3504  57646  3569  57647  57648  3637
-CONVEX 26520    'GT_PK(2,2)'      3571  57649  3504  42737  57647  3637
-CONVEX 26521    'GT_PK(2,2)'      3440  57643  3504  51199  57649  3571
-CONVEX 26522    'GT_PK(2,2)'      2985  57650  2861  18057  37723  2922
-CONVEX 26523    'GT_PK(2,2)'      2861  57650  2985  54211  57651  2924
-CONVEX 26524    'GT_PK(2,2)'      3303  57652  3238  57653  51148  3367
-CONVEX 26525    'GT_PK(2,2)'      3434  57654  3498  57655  51131  3566
-CONVEX 26526    'GT_PK(2,2)'      3303  57656  3434  57657  57658  3369
-CONVEX 26527    'GT_PK(2,2)'      3498  57654  3434  51162  57659  3367
-CONVEX 26528    'GT_PK(2,2)'      3434  57656  3303  57659  57653  3367
-CONVEX 26529    'GT_PK(2,2)'      2544  57660  2425  57661  28288  2483
-CONVEX 26530    'GT_PK(2,2)'      2544  57662  2485  57660  51259  2425
-CONVEX 26531    'GT_PK(2,2)'      2544  57661  2483  57663  18306  2604
-CONVEX 26532    'GT_PK(2,2)'      2665  57664  2544  42782  57663  2604
-CONVEX 26533    'GT_PK(2,2)'      2605  57665  2665  57666  42780  2727
-CONVEX 26534    'GT_PK(2,2)'      2666  27989  2605  46559  57666  2727
-CONVEX 26535    'GT_PK(2,2)'      2605  57667  2544  57665  57664  2665
-CONVEX 26536    'GT_PK(2,2)'      2544  57667  2605  57662  27987  2485
-CONVEX 26537    'GT_PK(2,2)'      1820  57668  1872  57669  51269  1767
-CONVEX 26538    'GT_PK(2,2)'      1715  57670  1820  51273  57669  1767
-CONVEX 26539    'GT_PK(2,2)'      1820  57671  1870  57672  42836  1924
-CONVEX 26540    'GT_PK(2,2)'      1872  57668  1820  51271  57672  1924
-CONVEX 26541    'GT_PK(2,2)'      1868  57673  1814  57674  57675  1922
-CONVEX 26542    'GT_PK(2,2)'      1922  57675  1814  54110  57676  1867
-CONVEX 26543    'GT_PK(2,2)'      1761  57677  1814  57678  57679  1720
-CONVEX 26544    'GT_PK(2,2)'      1814  57677  1761  57676  46570  1867
-CONVEX 26545    'GT_PK(2,2)'      2033  57680  1977  46660  57681  2090
-CONVEX 26546    'GT_PK(2,2)'      2090  57681  1977  37697  57682  2032
-CONVEX 26547    'GT_PK(2,2)'      1977  57683  1922  57682  54111  2032
-CONVEX 26548    'GT_PK(2,2)'      1977  57684  1868  57683  57674  1922
-CONVEX 26549    'GT_PK(2,2)'      2501  57685  2561  42933  57686  2441
-CONVEX 26550    'GT_PK(2,2)'      2561  57687  2502  57686  51339  2441
-CONVEX 26551    'GT_PK(2,2)'      2620  57688  2561  51361  57685  2501
-CONVEX 26552    'GT_PK(2,2)'      2502  57687  2561  51327  57689  2622
-CONVEX 26553    'GT_PK(2,2)'      2561  57690  2683  57689  42920  2622
-CONVEX 26554    'GT_PK(2,2)'      2561  57688  2620  57690  51365  2683
-CONVEX 26555    'GT_PK(2,2)'      2383  57691  2267  57692  51343  2326
-CONVEX 26556    'GT_PK(2,2)'      2383  57692  2326  57693  51336  2442
-CONVEX 26557    'GT_PK(2,2)'      2383  57693  2442  57694  42887  2503
-CONVEX 26558    'GT_PK(2,2)'      2443  57695  2383  51304  57694  2503
-CONVEX 26559    'GT_PK(2,2)'      1453  57696  1360  33465  57697  1405
-CONVEX 26560    'GT_PK(2,2)'      1089  57698  1176  57167  57699  1133
-CONVEX 26561    'GT_PK(2,2)'      1176  57698  1089  57700  57701  1130
-CONVEX 26562    'GT_PK(2,2)'      1262  57702  1307  57703  50601  1355
-CONVEX 26563    'GT_PK(2,2)'      1217  57704  1262  50596  57705  1173
-CONVEX 26564    'GT_PK(2,2)'      1307  57702  1262  57253  57704  1217
-CONVEX 26565    'GT_PK(2,2)'      1134  57706  1090  57707  57160  1049
-CONVEX 26566    'GT_PK(2,2)'      1362  57708  1457  57709  42137  1409
-CONVEX 26567    'GT_PK(2,2)'      1176  57710  1223  57699  57711  1133
-CONVEX 26568    'GT_PK(2,2)'      1223  57710  1176  18010  57712  1266
-CONVEX 26569    'GT_PK(2,2)'      1608  57713  1507  51372  57714  1557
-CONVEX 26570    'GT_PK(2,2)'      1557  57714  1507  42944  57715  1453
-CONVEX 26571    'GT_PK(2,2)'      1932  57716  2042  51377  57717  1988
-CONVEX 26572    'GT_PK(2,2)'      2042  57718  2100  57717  57532  1988
-CONVEX 26573    'GT_PK(2,2)'      2042  57719  2099  57720  33208  2156
-CONVEX 26574    'GT_PK(2,2)'      2100  57718  2042  57535  57720  2156
-CONVEX 26575    'GT_PK(2,2)'      1877  57721  1769  57722  57287  1822
-CONVEX 26576    'GT_PK(2,2)'      1930  57723  1877  51297  57722  1822
-CONVEX 26577    'GT_PK(2,2)'      1877  57724  1986  57725  42596  1931
-CONVEX 26578    'GT_PK(2,2)'      1877  57723  1930  57724  51057  1986
-CONVEX 26579    'GT_PK(2,2)'      1714  57726  1823  42946  57727  1771
-CONVEX 26580    'GT_PK(2,2)'      1769  57728  1823  51388  57726  1714
-CONVEX 26581    'GT_PK(2,2)'      1877  57729  1823  57721  57728  1769
-CONVEX 26582    'GT_PK(2,2)'      1823  57730  1878  57727  51380  1771
-CONVEX 26583    'GT_PK(2,2)'      1878  57730  1823  57731  57732  1931
-CONVEX 26584    'GT_PK(2,2)'      1823  57729  1877  57732  57725  1931
-CONVEX 26585    'GT_PK(2,2)'      4863  57733  4935  47936  57734  4793
-CONVEX 26586    'GT_PK(2,2)'      4935  57735  4864  57734  42950  4793
-CONVEX 26587    'GT_PK(2,2)'      4935  57736  5007  57735  51392  4864
-CONVEX 26588    'GT_PK(2,2)'      4935  57737  5077  57736  57738  5007
-CONVEX 26589    'GT_PK(2,2)'      7935  57739  7781  57740  42966  7860
-CONVEX 26590    'GT_PK(2,2)'      7935  57741  7857  57739  51410  7781
-CONVEX 26591    'GT_PK(2,2)'      7935  57740  7860  57742  25346  8011
-CONVEX 26592    'GT_PK(2,2)'      8178  57743  8117  57744  43002  8258
-CONVEX 26593    'GT_PK(2,2)'      8337  57745  8178  51424  57744  8258
-CONVEX 26594    'GT_PK(2,2)'      8178  57746  8040  57743  51435  8117
-CONVEX 26595    'GT_PK(2,2)'      8178  57745  8337  57747  51427  8265
-CONVEX 26596    'GT_PK(2,2)'      8109  57748  8178  25375  57747  8265
-CONVEX 26597    'GT_PK(2,2)'      8040  57746  8178  51438  57748  8109
-CONVEX 26598    'GT_PK(2,2)'      5982  57749  5906  33640  57750  6055
-CONVEX 26599    'GT_PK(2,2)'      5906  57751  5980  57750  43020  6055
-CONVEX 26600    'GT_PK(2,2)'      5980  57751  5906  43025  57752  5833
-CONVEX 26601    'GT_PK(2,2)'      5906  57753  5760  57752  51453  5833
-CONVEX 26602    'GT_PK(2,2)'      5615  57754  5545  57755  43014  5470
-CONVEX 26603    'GT_PK(2,2)'      5760  57756  5615  51454  57757  5687
-CONVEX 26604    'GT_PK(2,2)'      5543  57758  5615  50940  57755  5470
-CONVEX 26605    'GT_PK(2,2)'      5615  57758  5543  57757  50935  5687
-CONVEX 26606    'GT_PK(2,2)'      5685  57759  5756  57760  57761  5831
-CONVEX 26607    'GT_PK(2,2)'      5541  57762  5685  50934  57763  5613
-CONVEX 26608    'GT_PK(2,2)'      5685  57762  5541  57764  42529  5611
-CONVEX 26609    'GT_PK(2,2)'      5756  57759  5685  51457  57764  5611
-CONVEX 26610    'GT_PK(2,2)'      5685  57765  5758  57763  33588  5613
-CONVEX 26611    'GT_PK(2,2)'      5685  57760  5831  57765  43017  5758
-CONVEX 26612    'GT_PK(2,2)'      5975  57766  5901  33608  57767  5828
-CONVEX 26613    'GT_PK(2,2)'      5901  57768  5756  57767  51455  5828
-CONVEX 26614    'GT_PK(2,2)'      5901  57766  5975  57769  33603  6050
-CONVEX 26615    'GT_PK(2,2)'      5756  57768  5901  57761  57770  5831
-CONVEX 26616    'GT_PK(2,2)'      5978  57771  5901  43031  57769  6050
-CONVEX 26617    'GT_PK(2,2)'      5901  57771  5978  57770  43030  5831
-CONVEX 26618    'GT_PK(2,2)'      5545  57772  5616  43016  57773  5471
-CONVEX 26619    'GT_PK(2,2)'      5471  57773  5616  33054  57774  5544
-CONVEX 26620    'GT_PK(2,2)'      5616  57775  5688  57774  33625  5544
-CONVEX 26621    'GT_PK(2,2)'      5616  57776  5761  57775  51458  5688
-CONVEX 26622    'GT_PK(2,2)'      5835  57777  5906  57778  57749  5982
-CONVEX 26623    'GT_PK(2,2)'      5906  57777  5835  57753  57779  5760
-CONVEX 26624    'GT_PK(2,2)'      5907  57780  5835  43050  57778  5982
-CONVEX 26625    'GT_PK(2,2)'      5761  57781  5835  51460  57780  5907
-CONVEX 26626    'GT_PK(2,2)'      5241  57782  5385  51491  57783  5315
-CONVEX 26627    'GT_PK(2,2)'      5531  57784  5385  57785  57786  5456
-CONVEX 26628    'GT_PK(2,2)'      5385  57787  5313  57786  57788  5456
-CONVEX 26629    'GT_PK(2,2)'      5385  57782  5241  57787  51488  5313
-CONVEX 26630    'GT_PK(2,2)'      4448  57789  4588  43176  57790  4519
-CONVEX 26631    'GT_PK(2,2)'      4519  57790  4588  43171  57791  4659
-CONVEX 26632    'GT_PK(2,2)'      4588  57792  4728  57791  51528  4659
-CONVEX 26633    'GT_PK(2,2)'      4728  57792  4588  51525  57793  4657
-CONVEX 26634    'GT_PK(2,2)'      4657  57793  4588  43167  57794  4517
-CONVEX 26635    'GT_PK(2,2)'      4588  57789  4448  57794  43174  4517
-CONVEX 26636    'GT_PK(2,2)'      5959  57795  5812  51541  57796  5883
-CONVEX 26637    'GT_PK(2,2)'      5812  57797  5739  57798  43192  5666
-CONVEX 26638    'GT_PK(2,2)'      5739  57797  5812  43191  57799  5885
-CONVEX 26639    'GT_PK(2,2)'      5812  57795  5959  57799  51543  5885
-CONVEX 26640    'GT_PK(2,2)'      5664  57800  5737  51544  57801  5592
-CONVEX 26641    'GT_PK(2,2)'      5592  57801  5737  33897  57802  5666
-CONVEX 26642    'GT_PK(2,2)'      5737  57803  5812  57802  57798  5666
-CONVEX 26643    'GT_PK(2,2)'      5812  57803  5737  57796  57804  5883
-CONVEX 26644    'GT_PK(2,2)'      6253  57805  6180  57806  51546  6106
-CONVEX 26645    'GT_PK(2,2)'      6401  57807  6253  43216  57808  6326
-CONVEX 26646    'GT_PK(2,2)'      6253  57807  6401  57809  43211  6328
-CONVEX 26647    'GT_PK(2,2)'      6180  57805  6253  51551  57809  6328
-CONVEX 26648    'GT_PK(2,2)'      6031  57810  6178  51558  57811  6106
-CONVEX 26649    'GT_PK(2,2)'      6253  57812  6178  57808  57813  6326
-CONVEX 26650    'GT_PK(2,2)'      6178  57812  6253  57811  57806  6106
-CONVEX 26651    'GT_PK(2,2)'      6178  57810  6031  57814  51560  6104
-CONVEX 26652    'GT_PK(2,2)'      6251  57815  6324  57816  51562  6399
-CONVEX 26653    'GT_PK(2,2)'      6251  57817  6178  57818  57814  6104
-CONVEX 26654    'GT_PK(2,2)'      6251  57816  6399  57819  43223  6326
-CONVEX 26655    'GT_PK(2,2)'      6178  57817  6251  57813  57819  6326
-CONVEX 26656    'GT_PK(2,2)'      6176  57820  6251  57821  57818  6104
-CONVEX 26657    'GT_PK(2,2)'      6251  57820  6176  57815  57822  6324
-CONVEX 26658    'GT_PK(2,2)'      6176  57823  6102  57824  47859  6249
-CONVEX 26659    'GT_PK(2,2)'      6324  57822  6176  51565  57824  6249
-CONVEX 26660    'GT_PK(2,2)'      5387  57825  5458  20192  57826  5533
-CONVEX 26661    'GT_PK(2,2)'      5458  57827  5603  57826  51603  5533
-CONVEX 26662    'GT_PK(2,2)'      5458  57825  5387  57828  25529  5315
-CONVEX 26663    'GT_PK(2,2)'      5603  57827  5458  51607  57829  5531
-CONVEX 26664    'GT_PK(2,2)'      5385  57830  5458  57783  57828  5315
-CONVEX 26665    'GT_PK(2,2)'      5458  57830  5385  57829  57784  5531
-CONVEX 26666    'GT_PK(2,2)'      4321  57831  4252  57832  51076  4182
-CONVEX 26667    'GT_PK(2,2)'      4321  57832  4182  57833  33243  4250
-CONVEX 26668    'GT_PK(2,2)'      4321  57834  4391  57831  57564  4252
-CONVEX 26669    'GT_PK(2,2)'      4391  57834  4321  57568  57835  4459
-CONVEX 26670    'GT_PK(2,2)'      4597  57836  4457  43326  57837  4526
-CONVEX 26671    'GT_PK(2,2)'      4457  57838  4387  57837  42658  4526
-CONVEX 26672    'GT_PK(2,2)'      4387  57838  4457  51085  57839  4319
-CONVEX 26673    'GT_PK(2,2)'      4599  57840  4528  43307  57841  4668
-CONVEX 26674    'GT_PK(2,2)'      4459  57842  4528  51608  57840  4599
-CONVEX 26675    'GT_PK(2,2)'      4528  57843  4597  57841  43351  4668
-CONVEX 26676    'GT_PK(2,2)'      4528  57844  4457  57843  57836  4597
-CONVEX 26677    'GT_PK(2,2)'      5890  57845  5819  51627  57846  5744
-CONVEX 26678    'GT_PK(2,2)'      5819  57847  5673  57846  51639  5744
-CONVEX 26679    'GT_PK(2,2)'      5819  57848  5892  57849  51620  5746
-CONVEX 26680    'GT_PK(2,2)'      5673  57847  5819  57850  57849  5746
-CONVEX 26681    'GT_PK(2,2)'      5601  57851  5673  57852  57850  5746
-CONVEX 26682    'GT_PK(2,2)'      5601  57853  5531  57854  57785  5456
-CONVEX 26683    'GT_PK(2,2)'      5601  57855  5675  57853  51606  5531
-CONVEX 26684    'GT_PK(2,2)'      5675  57855  5601  51600  57852  5746
-CONVEX 26685    'GT_PK(2,2)'      5673  57856  5529  51638  57857  5599
-CONVEX 26686    'GT_PK(2,2)'      5529  57858  5601  57859  57854  5456
-CONVEX 26687    'GT_PK(2,2)'      5601  57858  5529  57851  57856  5673
-CONVEX 26688    'GT_PK(2,2)'      5816  57860  5670  57861  57862  5741
-CONVEX 26689    'GT_PK(2,2)'      5596  57863  5670  51656  57864  5526
-CONVEX 26690    'GT_PK(2,2)'      5670  57863  5596  57862  51658  5741
-CONVEX 26691    'GT_PK(2,2)'      5670  57865  5597  57864  51661  5526
-CONVEX 26692    'GT_PK(2,2)'      5597  57865  5670  43322  57866  5743
-CONVEX 26693    'GT_PK(2,2)'      5670  57860  5816  57866  51647  5743
-CONVEX 26694    'GT_PK(2,2)'      5887  57867  5816  57868  57861  5741
-CONVEX 26695    'GT_PK(2,2)'      5887  57869  5961  57870  43247  6036
-CONVEX 26696    'GT_PK(2,2)'      5963  57871  5887  43309  57870  6036
-CONVEX 26697    'GT_PK(2,2)'      5816  57867  5887  51648  57871  5963
-CONVEX 26698    'GT_PK(2,2)'      5961  57869  5887  33902  57872  5814
-CONVEX 26699    'GT_PK(2,2)'      5887  57868  5741  57872  51650  5814
-CONVEX 26700    'GT_PK(2,2)'      8855  57873  8931  43452  57874  9000
-CONVEX 26701    'GT_PK(2,2)'      8784  57875  8931  51732  57873  8855
-CONVEX 26702    'GT_PK(2,2)'      9000  57874  8931  34084  57876  9079
-CONVEX 26703    'GT_PK(2,2)'      8931  57875  8784  57877  57878  8860
-CONVEX 26704    'GT_PK(2,2)'      8931  57879  9008  57876  43623  9079
-CONVEX 26705    'GT_PK(2,2)'      8931  57877  8860  57879  51728  9008
-CONVEX 26706    'GT_PK(2,2)'      8712  57880  8560  57881  51735  8642
-CONVEX 26707    'GT_PK(2,2)'      8790  57882  8712  51725  57881  8642
-CONVEX 26708    'GT_PK(2,2)'      8860  57883  8712  51731  57882  8790
-CONVEX 26709    'GT_PK(2,2)'      8784  57884  8712  57878  57883  8860
-CONVEX 26710    'GT_PK(2,2)'      8712  57884  8784  57885  51734  8633
-CONVEX 26711    'GT_PK(2,2)'      8560  57880  8712  51739  57885  8633
-CONVEX 26712    'GT_PK(2,2)'      6248  57886  6394  57887  51747  6320
-CONVEX 26713    'GT_PK(2,2)'      6248  57888  6172  57889  43483  6101
-CONVEX 26714    'GT_PK(2,2)'      6172  57888  6248  43481  57887  6320
-CONVEX 26715    'GT_PK(2,2)'      6175  57890  6248  34115  57889  6101
-CONVEX 26716    'GT_PK(2,2)'      6323  57891  6248  43478  57890  6175
-CONVEX 26717    'GT_PK(2,2)'      6394  57886  6248  51749  57891  6323
-CONVEX 26718    'GT_PK(2,2)'      6688  57892  6761  57893  49027  6613
-CONVEX 26719    'GT_PK(2,2)'      6540  57894  6688  51750  57893  6613
-CONVEX 26720    'GT_PK(2,2)'      6688  57895  6615  57896  40292  6764
-CONVEX 26721    'GT_PK(2,2)'      6688  57894  6540  57895  51753  6615
-CONVEX 26722    'GT_PK(2,2)'      7463  57897  7537  51766  57898  7387
-CONVEX 26723    'GT_PK(2,2)'      7614  57899  7537  51763  57897  7463
-CONVEX 26724    'GT_PK(2,2)'      7537  57900  7461  57898  52548  7387
-CONVEX 26725    'GT_PK(2,2)'      7236  57901  7085  57902  51772  7162
-CONVEX 26726    'GT_PK(2,2)'      7236  57903  7312  57904  51765  7387
-CONVEX 26727    'GT_PK(2,2)'      7312  57903  7236  51767  57902  7162
-CONVEX 26728    'GT_PK(2,2)'      7310  57905  7236  52549  57904  7387
-CONVEX 26729    'GT_PK(2,2)'      7085  57901  7236  51774  57906  7159
-CONVEX 26730    'GT_PK(2,2)'      7236  57905  7310  57906  52545  7159
-CONVEX 26731    'GT_PK(2,2)'      8138  57907  8239  57908  57909  8188
-CONVEX 26732    'GT_PK(2,2)'      8188  57909  8239  34170  57910  8315
-CONVEX 26733    'GT_PK(2,2)'      8239  57911  8391  57910  44608  8315
-CONVEX 26734    'GT_PK(2,2)'      8391  57911  8239  44611  57912  8313
-CONVEX 26735    'GT_PK(2,2)'      8313  57912  8239  44590  57913  8185
-CONVEX 26736    'GT_PK(2,2)'      8239  57907  8138  57913  51783  8185
-CONVEX 26737    'GT_PK(2,2)'      8060  57914  7912  57915  51788  7988
-CONVEX 26738    'GT_PK(2,2)'      8060  57916  8138  57917  57908  8188
-CONVEX 26739    'GT_PK(2,2)'      8138  57916  8060  51784  57915  7988
-CONVEX 26740    'GT_PK(2,2)'      8136  57918  8060  43511  57917  8188
-CONVEX 26741    'GT_PK(2,2)'      7986  57919  8060  51780  57918  8136
-CONVEX 26742    'GT_PK(2,2)'      7912  57914  8060  51790  57919  7986
-CONVEX 26743    'GT_PK(2,2)'      8820  57920  8678  51826  57921  8746
-CONVEX 26744    'GT_PK(2,2)'      8678  57922  8603  57921  25362  8746
-CONVEX 26745    'GT_PK(2,2)'      8678  57923  8527  57922  43362  8603
-CONVEX 26746    'GT_PK(2,2)'      8527  57923  8678  43359  57924  8604
-CONVEX 26747    'GT_PK(2,2)'      8678  57925  8747  57924  43601  8604
-CONVEX 26748    'GT_PK(2,2)'      8678  57920  8820  57925  51824  8747
-CONVEX 26749    'GT_PK(2,2)'      9448  57926  9522  57927  43606  9372
-CONVEX 26750    'GT_PK(2,2)'      9300  57928  9448  51828  57927  9372
-CONVEX 26751    'GT_PK(2,2)'      9522  57926  9448  43603  57929  9594
-CONVEX 26752    'GT_PK(2,2)'      9448  57928  9300  57930  51836  9375
-CONVEX 26753    'GT_PK(2,2)'      9448  57931  9523  57929  51841  9594
-CONVEX 26754    'GT_PK(2,2)'      9523  57931  9448  51837  57930  9375
-CONVEX 26755    'GT_PK(2,2)'      9085  57932  9229  57933  51835  9155
-CONVEX 26756    'GT_PK(2,2)'      9085  57934  9008  57935  51729  8937
-CONVEX 26757    'GT_PK(2,2)'      9085  57933  9155  57934  43622  9008
-CONVEX 26758    'GT_PK(2,2)'      9014  57936  9085  26325  57935  8937
-CONVEX 26759    'GT_PK(2,2)'      9160  57937  9085  34997  57936  9014
-CONVEX 26760    'GT_PK(2,2)'      9229  57932  9085  51830  57937  9160
-CONVEX 26761    'GT_PK(2,2)'      10327  57938  10253  51858  57939  10400
-CONVEX 26762    'GT_PK(2,2)'      10253  57940  10106  57941  33984  10180
-CONVEX 26763    'GT_PK(2,2)'      10253  57942  10179  57940  34000  10106
-CONVEX 26764    'GT_PK(2,2)'      10253  57938  10327  57942  51855  10179
-CONVEX 26765    'GT_PK(2,2)'      10328  57943  10253  33997  57941  10180
-CONVEX 26766    'GT_PK(2,2)'      10400  57939  10253  43672  57943  10328
-CONVEX 26767    'GT_PK(2,2)'      10984  57944  11056  57055  57945  11128
-CONVEX 26768    'GT_PK(2,2)'      11056  57944  10984  57946  57947  10912
-CONVEX 26769    'GT_PK(2,2)'      11130  57948  11058  51865  57949  11203
-CONVEX 26770    'GT_PK(2,2)'      10988  57950  11058  43384  57951  10914
-CONVEX 26771    'GT_PK(2,2)'      11058  57950  10988  57952  25838  11133
-CONVEX 26772    'GT_PK(2,2)'      11203  57949  11058  51864  57952  11133
-CONVEX 26773    'GT_PK(2,2)'      10696  57953  10768  43679  57954  10623
-CONVEX 26774    'GT_PK(2,2)'      10768  57955  10840  57956  57957  10912
-CONVEX 26775    'GT_PK(2,2)'      10840  57955  10768  51879  57953  10696
-CONVEX 26776    'GT_PK(2,2)'      10838  57958  10984  57959  57053  10911
-CONVEX 26777    'GT_PK(2,2)'      10767  57960  10838  57062  57959  10911
-CONVEX 26778    'GT_PK(2,2)'      10984  57958  10838  57947  57961  10912
-CONVEX 26779    'GT_PK(2,2)'      10838  57962  10768  57961  57956  10912
-CONVEX 26780    'GT_PK(2,2)'      9970  57963  9896  57964  51886  9820
-CONVEX 26781    'GT_PK(2,2)'      9970  57964  9820  57965  57966  9894
-CONVEX 26782    'GT_PK(2,2)'      9970  57967  10120  57968  43694  10046
-CONVEX 26783    'GT_PK(2,2)'      9896  57963  9970  57969  57968  10046
-CONVEX 26784    'GT_PK(2,2)'      9748  57970  9823  43684  57971  9674
-CONVEX 26785    'GT_PK(2,2)'      9896  57972  9823  51888  57970  9748
-CONVEX 26786    'GT_PK(2,2)'      9823  57973  9750  57971  43707  9674
-CONVEX 26787    'GT_PK(2,2)'      9823  57974  9901  57973  43701  9750
-CONVEX 26788    'GT_PK(2,2)'      9746  57975  9672  57976  51889  9597
-CONVEX 26789    'GT_PK(2,2)'      9746  57977  9819  57978  57979  9894
-CONVEX 26790    'GT_PK(2,2)'      9820  57980  9746  57966  57978  9894
-CONVEX 26791    'GT_PK(2,2)'      9672  57975  9746  51893  57980  9820
-CONVEX 26792    'GT_PK(2,2)'      9746  57976  9597  57981  43438  9671
-CONVEX 26793    'GT_PK(2,2)'      9819  57977  9746  52051  57981  9671
-CONVEX 26794    'GT_PK(2,2)'      11003  57982  11147  51910  57983  11075
-CONVEX 26795    'GT_PK(2,2)'      11147  57984  11290  57985  34327  11219
-CONVEX 26796    'GT_PK(2,2)'      11075  57983  11147  43725  57985  11219
-CONVEX 26797    'GT_PK(2,2)'      11147  57986  11217  57984  34330  11290
-CONVEX 26798    'GT_PK(2,2)'      11217  57986  11147  52021  57987  11073
-CONVEX 26799    'GT_PK(2,2)'      11147  57982  11003  57987  51915  11073
-CONVEX 26800    'GT_PK(2,2)'      9396  57988  9320  35058  57989  9469
-CONVEX 26801    'GT_PK(2,2)'      9320  57990  9394  57989  25868  9469
-CONVEX 26802    'GT_PK(2,2)'      9394  57990  9320  25866  57991  9241
-CONVEX 26803    'GT_PK(2,2)'      9320  57992  9169  57991  51918  9241
-CONVEX 26804    'GT_PK(2,2)'      8563  57993  8485  52477  57994  8636
-CONVEX 26805    'GT_PK(2,2)'      8636  57994  8485  43740  57995  8558
-CONVEX 26806    'GT_PK(2,2)'      8407  57996  8485  52533  57997  8333
-CONVEX 26807    'GT_PK(2,2)'      8558  57995  8485  34337  57996  8407
-CONVEX 26808    'GT_PK(2,2)'      8335  57998  8411  44446  57999  8487
-CONVEX 26809    'GT_PK(2,2)'      8411  58000  8563  57999  51925  8487
-CONVEX 26810    'GT_PK(2,2)'      8411  57998  8335  58001  44448  8261
-CONVEX 26811    'GT_PK(2,2)'      8411  58002  8485  58000  57993  8563
-CONVEX 26812    'GT_PK(2,2)'      8411  58001  8261  58003  20540  8333
-CONVEX 26813    'GT_PK(2,2)'      8485  58002  8411  57997  58003  8333
-CONVEX 26814    'GT_PK(2,2)'      9907  58004  9760  58005  44422  9832
-CONVEX 26815    'GT_PK(2,2)'      9834  58006  9907  51933  58007  9982
-CONVEX 26816    'GT_PK(2,2)'      9907  58006  9834  58004  51927  9760
-CONVEX 26817    'GT_PK(2,2)'      9904  58008  9980  43745  58009  9832
-CONVEX 26818    'GT_PK(2,2)'      9980  58010  9907  58009  58005  9832
-CONVEX 26819    'GT_PK(2,2)'      10572  58011  10718  58012  51941  10647
-CONVEX 26820    'GT_PK(2,2)'      10718  58013  10862  51940  58014  10792
-CONVEX 26821    'GT_PK(2,2)'      10937  58015  10862  34352  58016  11008
-CONVEX 26822    'GT_PK(2,2)'      10792  58014  10862  43754  58015  10937
-CONVEX 26823    'GT_PK(2,2)'      10862  58017  10935  58016  43758  11008
-CONVEX 26824    'GT_PK(2,2)'      10935  58017  10862  43763  58018  10790
-CONVEX 26825    'GT_PK(2,2)'      10862  58013  10718  58018  58019  10790
-CONVEX 26826    'GT_PK(2,2)'      10568  58020  10641  58021  43717  10714
-CONVEX 26827    'GT_PK(2,2)'      10641  58020  10568  43720  58022  10495
-CONVEX 26828    'GT_PK(2,2)'      10497  58023  10570  58024  17733  10422
-CONVEX 26829    'GT_PK(2,2)'      9984  58025  9837  58026  51958  9909
-CONVEX 26830    'GT_PK(2,2)'      9837  58025  9984  51956  58027  9912
-CONVEX 26831    'GT_PK(2,2)'      10283  58028  10358  58029  25877  10211
-CONVEX 26832    'GT_PK(2,2)'      10283  58030  10430  58028  51948  10358
-CONVEX 26833    'GT_PK(2,2)'      10135  58031  10283  51950  58029  10211
-CONVEX 26834    'GT_PK(2,2)'      10430  58030  10283  58032  58033  10356
-CONVEX 26835    'GT_PK(2,2)'      9987  58034  9840  58035  44323  9912
-CONVEX 26836    'GT_PK(2,2)'      9840  58034  9987  44321  58036  9914
-CONVEX 26837    'GT_PK(2,2)'      9914  58036  9987  26287  58037  10062
-CONVEX 26838    'GT_PK(2,2)'      9987  58038  10135  58037  51949  10062
-CONVEX 26839    'GT_PK(2,2)'      10356  58039  10208  51953  58040  10281
-CONVEX 26840    'GT_PK(2,2)'      10283  58041  10208  58033  58039  10356
-CONVEX 26841    'GT_PK(2,2)'      10208  58041  10283  58042  58031  10135
-CONVEX 26842    'GT_PK(2,2)'      10795  58043  10650  43766  58044  10720
-CONVEX 26843    'GT_PK(2,2)'      10650  58045  10723  58046  34361  10577
-CONVEX 26844    'GT_PK(2,2)'      10650  58043  10795  58045  43768  10723
-CONVEX 26845    'GT_PK(2,2)'      11276  58047  11348  34311  58048  11419
-CONVEX 26846    'GT_PK(2,2)'      11205  58049  11348  51985  58047  11276
-CONVEX 26847    'GT_PK(2,2)'      11348  58050  11490  58048  56998  11419
-CONVEX 26848    'GT_PK(2,2)'      10551  58051  10698  58052  52003  10625
-CONVEX 26849    'GT_PK(2,2)'      10551  58053  10479  58054  43389  10404
-CONVEX 26850    'GT_PK(2,2)'      10479  58053  10551  43385  58052  10625
-CONVEX 26851    'GT_PK(2,2)'      10551  58055  10628  58051  58056  10698
-CONVEX 26852    'GT_PK(2,2)'      10698  58057  10772  52004  58058  10842
-CONVEX 26853    'GT_PK(2,2)'      10628  58059  10772  58056  58057  10698
-CONVEX 26854    'GT_PK(2,2)'      10842  58058  10772  43382  58060  10916
-CONVEX 26855    'GT_PK(2,2)'      10701  58061  10772  52008  58059  10628
-CONVEX 26856    'GT_PK(2,2)'      10845  58062  10701  58063  52005  10775
-CONVEX 26857    'GT_PK(2,2)'      10845  58064  10918  58065  34440  10990
-CONVEX 26858    'GT_PK(2,2)'      10845  58063  10775  58064  51994  10918
-CONVEX 26859    'GT_PK(2,2)'      10845  58065  10990  58066  25835  10916
-CONVEX 26860    'GT_PK(2,2)'      10772  58067  10845  58060  58066  10916
-CONVEX 26861    'GT_PK(2,2)'      10845  58067  10772  58062  58061  10701
-CONVEX 26862    'GT_PK(2,2)'      10855  58068  10711  58069  51906  10783
-CONVEX 26863    'GT_PK(2,2)'      10711  58068  10855  51904  58070  10785
-CONVEX 26864    'GT_PK(2,2)'      10855  58071  10930  58070  51909  10785
-CONVEX 26865    'GT_PK(2,2)'      11215  58072  11071  43878  58073  11143
-CONVEX 26866    'GT_PK(2,2)'      11145  58074  11071  52016  58072  11215
-CONVEX 26867    'GT_PK(2,2)'      10997  58075  11141  52034  58076  11069
-CONVEX 26868    'GT_PK(2,2)'      11213  58077  11141  52036  58078  11284
-CONVEX 26869    'GT_PK(2,2)'      11141  58077  11213  58076  52037  11069
-CONVEX 26870    'GT_PK(2,2)'      11141  58079  11211  58078  43881  11284
-CONVEX 26871    'GT_PK(2,2)'      11211  58079  11141  50382  58080  11067
-CONVEX 26872    'GT_PK(2,2)'      11141  58075  10997  58080  52030  11067
-CONVEX 26873    'GT_PK(2,2)'      10925  58081  10781  52032  58082  10851
-CONVEX 26874    'GT_PK(2,2)'      10707  58083  10781  58084  58085  10636
-CONVEX 26875    'GT_PK(2,2)'      10781  58083  10707  58082  25982  10851
-CONVEX 26876    'GT_PK(2,2)'      10853  58086  10781  58087  58081  10925
-CONVEX 26877    'GT_PK(2,2)'      10707  58088  10560  25981  58089  10634
-CONVEX 26878    'GT_PK(2,2)'      10560  58090  10487  58089  52041  10634
-CONVEX 26879    'GT_PK(2,2)'      10490  58091  10560  25658  58092  10636
-CONVEX 26880    'GT_PK(2,2)'      10560  58088  10707  58092  58084  10636
-CONVEX 26881    'GT_PK(2,2)'      10410  58093  10338  43896  58094  10264
-CONVEX 26882    'GT_PK(2,2)'      10487  58095  10338  52043  58093  10410
-CONVEX 26883    'GT_PK(2,2)'      10262  58096  10188  58097  52044  10114
-CONVEX 26884    'GT_PK(2,2)'      10262  58098  10334  58099  25940  10408
-CONVEX 26885    'GT_PK(2,2)'      10336  58100  10262  43893  58099  10408
-CONVEX 26886    'GT_PK(2,2)'      10188  58096  10262  52046  58100  10336
-CONVEX 26887    'GT_PK(2,2)'      10262  58101  10186  58098  43910  10334
-CONVEX 26888    'GT_PK(2,2)'      10186  58101  10262  43908  58097  10114
-CONVEX 26889    'GT_PK(2,2)'      10192  58102  10269  58103  58104  10120
-CONVEX 26890    'GT_PK(2,2)'      10269  58105  10195  58104  43693  10120
-CONVEX 26891    'GT_PK(2,2)'      10269  58106  10415  58107  43691  10343
-CONVEX 26892    'GT_PK(2,2)'      10195  58105  10269  43700  58107  10343
-CONVEX 26893    'GT_PK(2,2)'      10192  58108  10043  58109  58110  10117
-CONVEX 26894    'GT_PK(2,2)'      10043  58111  9970  58112  57965  9894
-CONVEX 26895    'GT_PK(2,2)'      10043  58108  10192  58113  58103  10120
-CONVEX 26896    'GT_PK(2,2)'      9970  58111  10043  57967  58113  10120
-CONVEX 26897    'GT_PK(2,2)'      9966  58114  9891  58115  43901  10039
-CONVEX 26898    'GT_PK(2,2)'      9891  58114  9966  43897  58116  9817
-CONVEX 26899    'GT_PK(2,2)'      9967  58117  10041  58118  58119  10117
-CONVEX 26900    'GT_PK(2,2)'      9819  58120  9967  57979  58121  9894
-CONVEX 26901    'GT_PK(2,2)'      9967  58122  10043  58121  58112  9894
-CONVEX 26902    'GT_PK(2,2)'      10043  58122  9967  58110  58118  10117
-CONVEX 26903    'GT_PK(2,2)'      9745  58123  9892  52050  58124  9819
-CONVEX 26904    'GT_PK(2,2)'      9892  58125  9967  58124  58120  9819
-CONVEX 26905    'GT_PK(2,2)'      9967  58125  9892  58117  58126  10041
-CONVEX 26906    'GT_PK(2,2)'      9892  58127  9966  58126  58128  10041
-CONVEX 26907    'GT_PK(2,2)'      9892  58123  9745  58129  52053  9817
-CONVEX 26908    'GT_PK(2,2)'      9966  58127  9892  58116  58129  9817
-CONVEX 26909    'GT_PK(2,2)'      8875  58130  8737  58131  58132  8805
-CONVEX 26910    'GT_PK(2,2)'      9017  58133  8875  26021  58134  8944
-CONVEX 26911    'GT_PK(2,2)'      8875  58131  8805  58134  34554  8944
-CONVEX 26912    'GT_PK(2,2)'      8875  58133  9017  58135  34266  8947
-CONVEX 26913    'GT_PK(2,2)'      8804  58136  8875  44373  58135  8947
-CONVEX 26914    'GT_PK(2,2)'      8737  58130  8875  52054  58136  8804
-CONVEX 26915    'GT_PK(2,2)'      8524  58137  8451  25655  58138  8376
-CONVEX 26916    'GT_PK(2,2)'      8451  58139  8525  58140  52060  8366
-CONVEX 26917    'GT_PK(2,2)'      8451  58141  8293  58138  25609  8376
-CONVEX 26918    'GT_PK(2,2)'      8451  58140  8366  58141  34544  8293
-CONVEX 26919    'GT_PK(2,2)'      8805  58142  8667  34555  58143  8735
-CONVEX 26920    'GT_PK(2,2)'      8737  58144  8667  58132  58142  8805
-CONVEX 26921    'GT_PK(2,2)'      8667  58144  8737  58145  52057  8596
-CONVEX 26922    'GT_PK(2,2)'      8525  58146  8667  52062  58145  8596
-CONVEX 26923    'GT_PK(2,2)'      10246  58147  10170  58148  34728  10320
-CONVEX 26924    'GT_PK(2,2)'      10174  58149  10246  52064  58150  10322
-CONVEX 26925    'GT_PK(2,2)'      10246  58151  10098  58147  52073  10170
-CONVEX 26926    'GT_PK(2,2)'      10098  58151  10246  52075  58149  10174
-CONVEX 26927    'GT_PK(2,2)'      10246  58152  10396  58150  34703  10322
-CONVEX 26928    'GT_PK(2,2)'      10396  58152  10246  26115  58148  10320
-CONVEX 26929    'GT_PK(2,2)'      9953  58153  9878  58154  43938  10024
-CONVEX 26930    'GT_PK(2,2)'      9879  58155  9953  52077  58156  10026
-CONVEX 26931    'GT_PK(2,2)'      9878  58153  9953  58157  58158  9804
-CONVEX 26932    'GT_PK(2,2)'      9953  58155  9879  58158  58159  9804
-CONVEX 26933    'GT_PK(2,2)'      10098  58160  9953  52074  58154  10024
-CONVEX 26934    'GT_PK(2,2)'      9953  58160  10098  58156  52076  10026
-CONVEX 26935    'GT_PK(2,2)'      9803  58161  9653  52087  58162  9727
-CONVEX 26936    'GT_PK(2,2)'      9578  58163  9653  34708  58164  9505
-CONVEX 26937    'GT_PK(2,2)'      9727  58162  9653  52174  58163  9578
-CONVEX 26938    'GT_PK(2,2)'      9729  58165  9878  58166  58157  9804
-CONVEX 26939    'GT_PK(2,2)'      9729  58167  9803  58165  52086  9878
-CONVEX 26940    'GT_PK(2,2)'      9729  58168  9653  58167  58161  9803
-CONVEX 26941    'GT_PK(2,2)'      9654  58169  9729  58170  58166  9804
-CONVEX 26942    'GT_PK(2,2)'      10169  58171  10094  58172  52083  10245
-CONVEX 26943    'GT_PK(2,2)'      10318  58173  10169  34757  58172  10245
-CONVEX 26944    'GT_PK(2,2)'      10242  58174  10169  43957  58173  10318
-CONVEX 26945    'GT_PK(2,2)'      9625  58175  9513  52096  58176  9439
-CONVEX 26946    'GT_PK(2,2)'      9439  58176  9513  44043  58177  9363
-CONVEX 26947    'GT_PK(2,2)'      9513  58178  9696  58179  52106  9586
-CONVEX 26948    'GT_PK(2,2)'      9696  58178  9513  52105  58175  9625
-CONVEX 26949    'GT_PK(2,2)'      9513  58180  9436  58177  44028  9363
-CONVEX 26950    'GT_PK(2,2)'      9436  58180  9513  44026  58179  9586
-CONVEX 26951    'GT_PK(2,2)'      9933  58181  10007  58182  52112  9848
-CONVEX 26952    'GT_PK(2,2)'      10010  58183  9933  52111  58184  9858
-CONVEX 26953    'GT_PK(2,2)'      9933  58183  10010  58185  52109  10085
-CONVEX 26954    'GT_PK(2,2)'      10007  58181  9933  52114  58185  10085
-CONVEX 26955    'GT_PK(2,2)'      9933  58186  9771  58184  52104  9858
-CONVEX 26956    'GT_PK(2,2)'      9771  58186  9933  43950  58182  9848
-CONVEX 26957    'GT_PK(2,2)'      9566  58187  9414  58188  44014  9498
-CONVEX 26958    'GT_PK(2,2)'      9414  58187  9566  43958  58189  9483
-CONVEX 26959    'GT_PK(2,2)'      9719  58190  9798  58191  58192  9870
-CONVEX 26960    'GT_PK(2,2)'      9876  58193  9798  43941  58194  9726
-CONVEX 26961    'GT_PK(2,2)'      9798  58193  9876  58195  43935  9947
-CONVEX 26962    'GT_PK(2,2)'      9870  58192  9798  58196  58195  9947
-CONVEX 26963    'GT_PK(2,2)'      9710  58197  9792  52095  58198  9864
-CONVEX 26964    'GT_PK(2,2)'      9792  58199  9719  58200  58191  9870
-CONVEX 26965    'GT_PK(2,2)'      8979  58201  8829  43985  58202  8903
-CONVEX 26966    'GT_PK(2,2)'      8829  58201  8979  58203  43982  8904
-CONVEX 26967    'GT_PK(2,2)'      8829  58203  8904  58204  34595  8754
-CONVEX 26968    'GT_PK(2,2)'      8677  58205  8829  52118  58204  8754
-CONVEX 26969    'GT_PK(2,2)'      9575  58206  9649  52130  58207  9498
-CONVEX 26970    'GT_PK(2,2)'      9649  58208  9566  58207  58188  9498
-CONVEX 26971    'GT_PK(2,2)'      9566  58208  9649  58209  58210  9719
-CONVEX 26972    'GT_PK(2,2)'      9649  58206  9575  58211  52133  9726
-CONVEX 26973    'GT_PK(2,2)'      9798  58212  9649  58194  58211  9726
-CONVEX 26974    'GT_PK(2,2)'      9649  58212  9798  58210  58190  9719
-CONVEX 26975    'GT_PK(2,2)'      9652  58213  9728  52127  58214  9802
-CONVEX 26976    'GT_PK(2,2)'      9728  58215  9654  58216  58170  9804
-CONVEX 26977    'GT_PK(2,2)'      9879  58217  9728  58159  58216  9804
-CONVEX 26978    'GT_PK(2,2)'      9728  58217  9879  58214  52079  9802
-CONVEX 26979    'GT_PK(2,2)'      9125  58218  9053  58219  58220  9203
-CONVEX 26980    'GT_PK(2,2)'      9053  58221  8902  58222  34589  8978
-CONVEX 26981    'GT_PK(2,2)'      8902  58221  9053  34615  58223  8975
-CONVEX 26982    'GT_PK(2,2)'      9053  58218  9125  58223  52143  8975
-CONVEX 26983    'GT_PK(2,2)'      9128  58224  9053  52149  58222  8978
-CONVEX 26984    'GT_PK(2,2)'      9053  58224  9128  58220  52145  9203
-CONVEX 26985    'GT_PK(2,2)'      9353  58225  9203  58226  52146  9278
-CONVEX 26986    'GT_PK(2,2)'      9503  58227  9579  58228  58229  9654
-CONVEX 26987    'GT_PK(2,2)'      9579  58230  9729  58229  58169  9654
-CONVEX 26988    'GT_PK(2,2)'      9653  58231  9579  58164  58232  9505
-CONVEX 26989    'GT_PK(2,2)'      9729  58230  9579  58168  58231  9653
-CONVEX 26990    'GT_PK(2,2)'      9577  58233  9652  58234  52134  9501
-CONVEX 26991    'GT_PK(2,2)'      9577  58235  9728  58233  58213  9652
-CONVEX 26992    'GT_PK(2,2)'      9577  58236  9503  58237  58228  9654
-CONVEX 26993    'GT_PK(2,2)'      9728  58235  9577  58215  58237  9654
-CONVEX 26994    'GT_PK(2,2)'      9201  58238  9274  58239  52154  9350
-CONVEX 26995    'GT_PK(2,2)'      9201  58240  9126  58241  58242  9051
-CONVEX 26996    'GT_PK(2,2)'      9201  58241  9051  58243  44053  9124
-CONVEX 26997    'GT_PK(2,2)'      9274  58238  9201  52166  58243  9124
-CONVEX 26998    'GT_PK(2,2)'      9201  58239  9350  58244  58245  9275
-CONVEX 26999    'GT_PK(2,2)'      9126  58240  9201  58246  58244  9275
-CONVEX 27000    'GT_PK(2,2)'      9420  58247  9495  52155  58248  9348
-CONVEX 27001    'GT_PK(2,2)'      9495  58249  9571  58250  34680  9423
-CONVEX 27002    'GT_PK(2,2)'      9348  58248  9495  52153  58250  9423
-CONVEX 27003    'GT_PK(2,2)'      8976  58251  9126  58252  58253  9052
-CONVEX 27004    'GT_PK(2,2)'      8976  58254  8901  58255  44076  8826
-CONVEX 27005    'GT_PK(2,2)'      8901  58254  8976  26102  58252  9052
-CONVEX 27006    'GT_PK(2,2)'      9126  58251  8976  58242  58256  9051
-CONVEX 27007    'GT_PK(2,2)'      8900  58257  8976  26093  58255  8826
-CONVEX 27008    'GT_PK(2,2)'      9051  58256  8976  44051  58257  8900
-CONVEX 27009    'GT_PK(2,2)'      9350  58258  9425  58245  58259  9275
-CONVEX 27010    'GT_PK(2,2)'      9425  58258  9350  58260  44060  9499
-CONVEX 27011    'GT_PK(2,2)'      9425  58261  9352  58259  58262  9275
-CONVEX 27012    'GT_PK(2,2)'      9352  58261  9425  17523  58263  9500
-CONVEX 27013    'GT_PK(2,2)'      9793  58264  9722  44059  58265  9646
-CONVEX 27014    'GT_PK(2,2)'      9722  58264  9793  17433  41616  9868
-CONVEX 27015    'GT_PK(2,2)'      9651  58266  9801  52172  58267  9727
-CONVEX 27016    'GT_PK(2,2)'      9801  58268  9871  58269  44063  9946
-CONVEX 27017    'GT_PK(2,2)'      9801  58269  9946  58270  34720  9875
-CONVEX 27018    'GT_PK(2,2)'      9727  58267  9801  52088  58270  9875
-CONVEX 27019    'GT_PK(2,2)'      9127  58271  9204  34675  58272  9054
-CONVEX 27020    'GT_PK(2,2)'      9204  58273  9129  58272  43983  9054
-CONVEX 27021    'GT_PK(2,2)'      9129  58273  9204  34666  58274  9279
-CONVEX 27022    'GT_PK(2,2)'      8512  21136  8436  52179  58275  8591
-CONVEX 27023    'GT_PK(2,2)'      8436  21173  8359  58276  48892  8511
-CONVEX 27024    'GT_PK(2,2)'      8591  58275  8436  44066  58276  8511
-CONVEX 27025    'GT_PK(2,2)'      7331  58277  7481  49107  58278  7404
-CONVEX 27026    'GT_PK(2,2)'      7481  58279  7555  58278  52192  7404
-CONVEX 27027    'GT_PK(2,2)'      7786  58280  7709  58281  58282  7862
-CONVEX 27028    'GT_PK(2,2)'      8115  58283  8015  44087  58284  8218
-CONVEX 27029    'GT_PK(2,2)'      8015  58285  8104  58284  48873  8218
-CONVEX 27030    'GT_PK(2,2)'      7555  58286  7629  52191  58287  7479
-CONVEX 27031    'GT_PK(2,2)'      7554  58288  7629  49161  58289  7707
-CONVEX 27032    'GT_PK(2,2)'      7629  58288  7554  58287  49162  7479
-CONVEX 27033    'GT_PK(2,2)'      8597  58290  8677  58291  52119  8520
-CONVEX 27034    'GT_PK(2,2)'      8440  58292  8597  52199  58291  8520
-CONVEX 27035    'GT_PK(2,2)'      8675  58293  8597  44070  58294  8519
-CONVEX 27036    'GT_PK(2,2)'      8597  58292  8440  58294  52202  8519
-CONVEX 27037    'GT_PK(2,2)'      11041  58295  10897  58296  58297  10968
-CONVEX 27038    'GT_PK(2,2)'      10897  58298  10825  58299  52228  10751
-CONVEX 27039    'GT_PK(2,2)'      10897  58300  10823  58297  52311  10968
-CONVEX 27040    'GT_PK(2,2)'      10823  58300  10897  52309  58299  10751
-CONVEX 27041    'GT_PK(2,2)'      11265  58301  11407  52229  58302  11337
-CONVEX 27042    'GT_PK(2,2)'      11549  58303  11407  44257  58304  11478
-CONVEX 27043    'GT_PK(2,2)'      11337  58302  11407  34870  58305  11479
-CONVEX 27044    'GT_PK(2,2)'      11407  58303  11549  58305  44253  11479
-CONVEX 27045    'GT_PK(2,2)'      11478  58306  11335  44197  58307  11406
-CONVEX 27046    'GT_PK(2,2)'      11335  58308  11265  58309  52232  11193
-CONVEX 27047    'GT_PK(2,2)'      11407  58310  11335  58304  58306  11478
-CONVEX 27048    'GT_PK(2,2)'      11335  58310  11407  58308  58301  11265
-CONVEX 27049    'GT_PK(2,2)'      11406  58307  11335  34880  58311  11263
-CONVEX 27050    'GT_PK(2,2)'      11335  58309  11193  58311  58312  11263
-CONVEX 27051    'GT_PK(2,2)'      11052  58313  10979  44123  58314  11123
-CONVEX 27052    'GT_PK(2,2)'      10908  58315  10979  52233  58313  11052
-CONVEX 27053    'GT_PK(2,2)'      10979  58316  11050  58314  44134  11123
-CONVEX 27054    'GT_PK(2,2)'      10979  58315  10908  58317  52236  10834
-CONVEX 27055    'GT_PK(2,2)'      11050  58316  10979  44129  58318  10905
-CONVEX 27056    'GT_PK(2,2)'      10979  58317  10834  58318  44144  10905
-CONVEX 27057    'GT_PK(2,2)'      10543  58319  10470  58320  52238  10617
-CONVEX 27058    'GT_PK(2,2)'      10543  58321  10614  58322  31567  10465
-CONVEX 27059    'GT_PK(2,2)'      10395  58323  10543  34755  58322  10465
-CONVEX 27060    'GT_PK(2,2)'      10470  58319  10543  52241  58323  10395
-CONVEX 27061    'GT_PK(2,2)'      10543  58324  10689  58321  52245  10614
-CONVEX 27062    'GT_PK(2,2)'      10689  58324  10543  52250  58320  10617
-CONVEX 27063    'GT_PK(2,2)'      10300  58325  10374  50167  58326  10449
-CONVEX 27064    'GT_PK(2,2)'      10220  58327  10295  52401  17284  10147
-CONVEX 27065    'GT_PK(2,2)'      10598  58328  10528  58329  52258  10451
-CONVEX 27066    'GT_PK(2,2)'      10525  58330  10598  56944  58329  10451
-CONVEX 27067    'GT_PK(2,2)'      10598  58330  10525  58331  56946  10670
-CONVEX 27068    'GT_PK(2,2)'      10598  58331  10670  58332  56937  10743
-CONVEX 27069    'GT_PK(2,2)'      10673  58333  10598  56974  58332  10743
-CONVEX 27070    'GT_PK(2,2)'      10528  58328  10598  52269  58333  10673
-CONVEX 27071    'GT_PK(2,2)'      11112  58334  11182  58335  52314  11258
-CONVEX 27072    'GT_PK(2,2)'      11112  58335  11258  58336  52351  11188
-CONVEX 27073    'GT_PK(2,2)'      11041  58337  11112  58338  58336  11188
-CONVEX 27074    'GT_PK(2,2)'      11112  58337  11041  58339  58296  10968
-CONVEX 27075    'GT_PK(2,2)'      11038  58340  11112  44202  58339  10968
-CONVEX 27076    'GT_PK(2,2)'      11182  58334  11112  52318  58340  11038
-CONVEX 27077    'GT_PK(2,2)'      10976  58341  11120  52210  58342  11048
-CONVEX 27078    'GT_PK(2,2)'      11120  58343  11190  58344  52353  11263
-CONVEX 27079    'GT_PK(2,2)'      11120  58345  11193  58342  44122  11048
-CONVEX 27080    'GT_PK(2,2)'      11193  58345  11120  58312  58344  11263
-CONVEX 27081    'GT_PK(2,2)'      11047  58346  10976  58347  52217  10902
-CONVEX 27082    'GT_PK(2,2)'      11047  58348  11120  58346  58341  10976
-CONVEX 27083    'GT_PK(2,2)'      11120  58348  11047  58343  58349  11190
-CONVEX 27084    'GT_PK(2,2)'      10903  58350  10978  52379  58351  11049
-CONVEX 27085    'GT_PK(2,2)'      10978  58352  11122  58351  52367  11049
-CONVEX 27086    'GT_PK(2,2)'      11122  58352  10978  58353  58354  11051
-CONVEX 27087    'GT_PK(2,2)'      10978  58350  10903  58355  44308  10833
-CONVEX 27088    'GT_PK(2,2)'      10906  58356  10978  40948  58355  10833
-CONVEX 27089    'GT_PK(2,2)'      11051  58354  10978  44279  58356  10906
-CONVEX 27090    'GT_PK(2,2)'      11196  58357  11338  58358  44313  11266
-CONVEX 27091    'GT_PK(2,2)'      11122  58359  11196  52368  58358  11266
-CONVEX 27092    'GT_PK(2,2)'      11338  58357  11196  44311  58360  11268
-CONVEX 27093    'GT_PK(2,2)'      11196  58359  11122  58361  58353  11051
-CONVEX 27094    'GT_PK(2,2)'      11196  58362  11124  58360  52369  11268
-CONVEX 27095    'GT_PK(2,2)'      11124  58362  11196  52371  58361  11051
-CONVEX 27096    'GT_PK(2,2)'      10745  58363  10826  52386  58364  10894
-CONVEX 27097    'GT_PK(2,2)'      10903  58365  10826  44307  58366  10757
-CONVEX 27098    'GT_PK(2,2)'      10826  58367  10975  58364  52375  10894
-CONVEX 27099    'GT_PK(2,2)'      10975  58367  10826  52378  58365  10903
-CONVEX 27100    'GT_PK(2,2)'      10678  58368  10531  58369  49572  10609
-CONVEX 27101    'GT_PK(2,2)'      10757  58370  10678  34934  58369  10609
-CONVEX 27102    'GT_PK(2,2)'      10678  58371  10596  58368  56358  10531
-CONVEX 27103    'GT_PK(2,2)'      10596  58371  10678  56362  58372  10745
-CONVEX 27104    'GT_PK(2,2)'      10826  58373  10678  58366  58370  10757
-CONVEX 27105    'GT_PK(2,2)'      10678  58373  10826  58372  58363  10745
-CONVEX 27106    'GT_PK(2,2)'      11621  58374  11693  52388  58375  11763
-CONVEX 27107    'GT_PK(2,2)'      11693  58376  11764  58377  44277  11834
-CONVEX 27108    'GT_PK(2,2)'      11763  58375  11693  44318  58377  11834
-CONVEX 27109    'GT_PK(2,2)'      11693  58374  11621  58378  52391  11552
-CONVEX 27110    'GT_PK(2,2)'      11623  58379  11693  52336  58378  11552
-CONVEX 27111    'GT_PK(2,2)'      11693  58379  11623  58376  34896  11764
-CONVEX 27112    'GT_PK(2,2)'      10293  58380  10220  58381  52400  10145
-CONVEX 27113    'GT_PK(2,2)'      10293  58382  10365  58383  50204  10442
-CONVEX 27114    'GT_PK(2,2)'      10218  58384  10293  24451  58381  10145
-CONVEX 27115    'GT_PK(2,2)'      10365  58382  10293  41657  58384  10218
-CONVEX 27116    'GT_PK(2,2)'      10073  58385  10001  58386  52403  9929
-CONVEX 27117    'GT_PK(2,2)'      9998  58387  10073  52394  58386  9929
-CONVEX 27118    'GT_PK(2,2)'      10073  58387  9998  17282  52395  10147
-CONVEX 27119    'GT_PK(2,2)'      10732  58388  10587  52409  58389  10660
-CONVEX 27120    'GT_PK(2,2)'      10587  58390  10513  58389  50207  10660
-CONVEX 27121    'GT_PK(2,2)'      10513  58390  10587  50205  58391  10442
-CONVEX 27122    'GT_PK(2,2)'      7820  58392  7747  58393  52414  7672
-CONVEX 27123    'GT_PK(2,2)'      7820  58394  7889  58395  50754  7966
-CONVEX 27124    'GT_PK(2,2)'      7896  58396  7820  44357  58395  7966
-CONVEX 27125    'GT_PK(2,2)'      7747  58392  7820  52413  58396  7896
-CONVEX 27126    'GT_PK(2,2)'      7820  58397  7738  58394  52417  7889
-CONVEX 27127    'GT_PK(2,2)'      7738  58397  7820  52415  58393  7672
-CONVEX 27128    'GT_PK(2,2)'      9185  58398  9035  52439  58399  9110
-CONVEX 27129    'GT_PK(2,2)'      9035  58400  8963  58401  49054  8886
-CONVEX 27130    'GT_PK(2,2)'      8963  58400  9035  56027  58402  9112
-CONVEX 27131    'GT_PK(2,2)'      9035  58398  9185  58402  52442  9112
-CONVEX 27132    'GT_PK(2,2)'      8961  58403  9032  58404  52444  9110
-CONVEX 27133    'GT_PK(2,2)'      8961  58405  8886  58406  40373  8807
-CONVEX 27134    'GT_PK(2,2)'      8881  58407  8961  35045  58406  8807
-CONVEX 27135    'GT_PK(2,2)'      9032  58403  8961  52449  58407  8881
-CONVEX 27136    'GT_PK(2,2)'      8961  58408  9035  58405  58401  8886
-CONVEX 27137    'GT_PK(2,2)'      9035  58408  8961  58399  58404  9110
-CONVEX 27138    'GT_PK(2,2)'      9329  58409  9255  58410  44458  9179
-CONVEX 27139    'GT_PK(2,2)'      9404  58411  9479  58412  44451  9331
-CONVEX 27140    'GT_PK(2,2)'      9255  58413  9404  44455  58412  9331
-CONVEX 27141    'GT_PK(2,2)'      9329  58414  9404  58409  58413  9255
-CONVEX 27142    'GT_PK(2,2)'      9404  58414  9329  58415  58416  9476
-CONVEX 27143    'GT_PK(2,2)'      9621  58417  9473  35051  58418  9546
-CONVEX 27144    'GT_PK(2,2)'      9247  58419  9396  58420  44475  9322
-CONVEX 27145    'GT_PK(2,2)'      9247  58421  9320  58419  57988  9396
-CONVEX 27146    'GT_PK(2,2)'      9320  58421  9247  57992  58422  9169
-CONVEX 27147    'GT_PK(2,2)'      8861  58423  8941  51921  58424  8788
-CONVEX 27148    'GT_PK(2,2)'      8941  58423  8861  58425  51922  9015
-CONVEX 27149    'GT_PK(2,2)'      8793  58426  8865  44470  58427  8946
-CONVEX 27150    'GT_PK(2,2)'      8865  58428  9020  58427  52484  8946
-CONVEX 27151    'GT_PK(2,2)'      8715  58429  8865  52478  58426  8793
-CONVEX 27152    'GT_PK(2,2)'      8865  58430  8941  58428  58431  9020
-CONVEX 27153    'GT_PK(2,2)'      8865  58429  8715  58432  52475  8788
-CONVEX 27154    'GT_PK(2,2)'      8941  58430  8865  58424  58432  8788
-CONVEX 27155    'GT_PK(2,2)'      9025  58433  9177  52490  58434  9103
-CONVEX 27156    'GT_PK(2,2)'      9177  58435  9249  58436  58437  9325
-CONVEX 27157    'GT_PK(2,2)'      9177  58433  9025  58438  52488  9099
-CONVEX 27158    'GT_PK(2,2)'      9249  58435  9177  58439  58438  9099
-CONVEX 27159    'GT_PK(2,2)'      8995  58440  8844  52506  58441  8920
-CONVEX 27160    'GT_PK(2,2)'      8844  58442  8771  58441  52494  8920
-CONVEX 27161    'GT_PK(2,2)'      8771  58442  8844  52491  58443  8694
-CONVEX 27162    'GT_PK(2,2)'      8694  58443  8844  44507  58444  8772
-CONVEX 27163    'GT_PK(2,2)'      8844  58445  8922  58444  44502  8772
-CONVEX 27164    'GT_PK(2,2)'      8844  58440  8995  58445  58446  8922
-CONVEX 27165    'GT_PK(2,2)'      9299  58447  9145  44515  58448  9221
-CONVEX 27166    'GT_PK(2,2)'      9145  58449  9071  58448  52503  9221
-CONVEX 27167    'GT_PK(2,2)'      9071  58449  9145  52504  58450  8995
-CONVEX 27168    'GT_PK(2,2)'      9224  58451  9145  52519  58447  9299
-CONVEX 27169    'GT_PK(2,2)'      8993  58452  9069  58453  52507  9143
-CONVEX 27170    'GT_PK(2,2)'      8842  58454  8993  52495  58455  8920
-CONVEX 27171    'GT_PK(2,2)'      8993  58454  8842  58456  58457  8919
-CONVEX 27172    'GT_PK(2,2)'      9069  58452  8993  52511  58456  8919
-CONVEX 27173    'GT_PK(2,2)'      8993  58458  9071  58455  52505  8920
-CONVEX 27174    'GT_PK(2,2)'      9071  58458  8993  52502  58453  9143
-CONVEX 27175    'GT_PK(2,2)'      9073  58459  9149  58460  26370  8997
-CONVEX 27176    'GT_PK(2,2)'      9073  58461  9224  58459  52522  9149
-CONVEX 27177    'GT_PK(2,2)'      8922  58462  9073  44501  58460  8997
-CONVEX 27178    'GT_PK(2,2)'      9073  58463  9145  58461  58451  9224
-CONVEX 27179    'GT_PK(2,2)'      8995  58464  9073  58446  58462  8922
-CONVEX 27180    'GT_PK(2,2)'      9145  58463  9073  58450  58464  8995
-CONVEX 27181    'GT_PK(2,2)'      8770  58465  8693  58466  52527  8619
-CONVEX 27182    'GT_PK(2,2)'      8695  58467  8770  44509  58466  8619
-CONVEX 27183    'GT_PK(2,2)'      8842  58468  8770  58457  58469  8919
-CONVEX 27184    'GT_PK(2,2)'      8693  58465  8770  52526  58468  8842
-CONVEX 27185    'GT_PK(2,2)'      8770  58470  8843  58469  52496  8919
-CONVEX 27186    'GT_PK(2,2)'      8843  58470  8770  52499  58467  8695
-CONVEX 27187    'GT_PK(2,2)'      7457  58471  7535  44626  58472  7607
-CONVEX 27188    'GT_PK(2,2)'      7385  58473  7535  52558  58471  7457
-CONVEX 27189    'GT_PK(2,2)'      7607  58472  7535  44618  58474  7687
-CONVEX 27190    'GT_PK(2,2)'      7535  58473  7385  58475  52560  7461
-CONVEX 27191    'GT_PK(2,2)'      3376  58476  3507  58477  45150  3441
-CONVEX 27192    'GT_PK(2,2)'      3312  58478  3376  52603  58477  3441
-CONVEX 27193    'GT_PK(2,2)'      3234  58479  3171  58480  58481  3299
-CONVEX 27194    'GT_PK(2,2)'      3109  58482  3171  52623  58483  3046
-CONVEX 27195    'GT_PK(2,2)'      3107  58484  2981  58485  45310  3046
-CONVEX 27196    'GT_PK(2,2)'      3171  58486  3107  58483  58485  3046
-CONVEX 27197    'GT_PK(2,2)'      3107  58486  3171  58487  58479  3234
-CONVEX 27198    'GT_PK(2,2)'      3107  58487  3234  58488  58489  3168
-CONVEX 27199    'GT_PK(2,2)'      3107  58488  3168  58490  20736  3042
-CONVEX 27200    'GT_PK(2,2)'      2981  58484  3107  26821  58490  3042
-CONVEX 27201    'GT_PK(2,2)'      3234  58491  3296  58489  58492  3168
-CONVEX 27202    'GT_PK(2,2)'      3230  58493  3296  26816  58494  3358
-CONVEX 27203    'GT_PK(2,2)'      3296  58493  3230  58492  26814  3168
-CONVEX 27204    'GT_PK(2,2)'      3361  58495  3234  58496  58480  3299
-CONVEX 27205    'GT_PK(2,2)'      3361  58497  3296  58495  58491  3234
-CONVEX 27206    'GT_PK(2,2)'      5781  58498  5707  58499  49132  5635
-CONVEX 27207    'GT_PK(2,2)'      5710  58500  5781  58501  58499  5635
-CONVEX 27208    'GT_PK(2,2)'      5646  58502  5791  58503  52665  5715
-CONVEX 27209    'GT_PK(2,2)'      5646  58504  5571  58505  35386  5501
-CONVEX 27210    'GT_PK(2,2)'      5571  58504  5646  35380  58503  5715
-CONVEX 27211    'GT_PK(2,2)'      5573  58506  5646  35396  58505  5501
-CONVEX 27212    'GT_PK(2,2)'      5718  58507  5646  44756  58506  5573
-CONVEX 27213    'GT_PK(2,2)'      5791  58502  5646  52668  58507  5718
-CONVEX 27214    'GT_PK(2,2)'      3969  58508  4104  58509  52676  4036
-CONVEX 27215    'GT_PK(2,2)'      3969  58509  4036  58510  26583  3900
-CONVEX 27216    'GT_PK(2,2)'      3834  58511  3969  44785  58510  3900
-CONVEX 27217    'GT_PK(2,2)'      3902  58512  3969  52706  58511  3834
-CONVEX 27218    'GT_PK(2,2)'      4104  58508  3969  52669  58513  4038
-CONVEX 27219    'GT_PK(2,2)'      3969  58512  3902  58513  52701  4038
-CONVEX 27220    'GT_PK(2,2)'      4310  58514  4377  58515  20642  4239
-CONVEX 27221    'GT_PK(2,2)'      4172  58516  4310  52673  58515  4239
-CONVEX 27222    'GT_PK(2,2)'      4310  58517  4447  58514  35435  4377
-CONVEX 27223    'GT_PK(2,2)'      4310  58516  4172  58518  52677  4241
-CONVEX 27224    'GT_PK(2,2)'      4310  58519  4380  58517  35433  4447
-CONVEX 27225    'GT_PK(2,2)'      4310  58518  4241  58519  44774  4380
-CONVEX 27226    'GT_PK(2,2)'      5081  58520  4939  58521  52691  5012
-CONVEX 27227    'GT_PK(2,2)'      5081  58522  5010  58520  52679  4939
-CONVEX 27228    'GT_PK(2,2)'      4941  58523  4801  58524  52687  4872
-CONVEX 27229    'GT_PK(2,2)'      5014  58525  4941  52784  58524  4872
-CONVEX 27230    'GT_PK(2,2)'      4869  58526  4941  52692  58527  5012
-CONVEX 27231    'GT_PK(2,2)'      4941  58526  4869  58523  52693  4801
-CONVEX 27232    'GT_PK(2,2)'      4660  58528  4801  58529  52694  4729
-CONVEX 27233    'GT_PK(2,2)'      4660  58529  4729  58530  44777  4589
-CONVEX 27234    'GT_PK(2,2)'      4520  58531  4660  44844  58530  4589
-CONVEX 27235    'GT_PK(2,2)'      4660  58531  4520  58532  44850  4591
-CONVEX 27236    'GT_PK(2,2)'      4732  58533  4660  52681  58532  4591
-CONVEX 27237    'GT_PK(2,2)'      4801  58528  4660  52686  58533  4732
-CONVEX 27238    'GT_PK(2,2)'      5149  58534  5076  17266  58535  5008
-CONVEX 27239    'GT_PK(2,2)'      5008  58535  5076  44781  58536  4934
-CONVEX 27240    'GT_PK(2,2)'      5005  58537  5076  35213  58538  5147
-CONVEX 27241    'GT_PK(2,2)'      5076  58537  5005  58536  35214  4934
-CONVEX 27242    'GT_PK(2,2)'      5364  58539  5293  52695  17264  5437
-CONVEX 27243    'GT_PK(2,2)'      3243  58540  3371  58541  58542  3306
-CONVEX 27244    'GT_PK(2,2)'      3371  58543  3435  58542  58544  3306
-CONVEX 27245    'GT_PK(2,2)'      3371  58545  3501  58543  58546  3435
-CONVEX 27246    'GT_PK(2,2)'      3371  58540  3243  58547  52711  3308
-CONVEX 27247    'GT_PK(2,2)'      3762  58548  3630  52720  58549  3697
-CONVEX 27248    'GT_PK(2,2)'      2990  58550  3053  26504  58551  2928
-CONVEX 27249    'GT_PK(2,2)'      3053  58550  2990  58552  26505  3116
-CONVEX 27250    'GT_PK(2,2)'      2988  58553  2926  58554  35353  2865
-CONVEX 27251    'GT_PK(2,2)'      2988  58554  2865  58555  20624  2928
-CONVEX 27252    'GT_PK(2,2)'      3053  58556  2988  58551  58555  2928
-CONVEX 27253    'GT_PK(2,2)'      2988  58556  3053  58557  58558  3114
-CONVEX 27254    'GT_PK(2,2)'      3237  58559  3171  58560  58482  3109
-CONVEX 27255    'GT_PK(2,2)'      3171  58559  3237  58481  58561  3299
-CONVEX 27256    'GT_PK(2,2)'      3760  58562  3828  58563  44794  3893
-CONVEX 27257    'GT_PK(2,2)'      3825  58564  3760  52713  58563  3893
-CONVEX 27258    'GT_PK(2,2)'      3760  58564  3825  58565  52716  3692
-CONVEX 27259    'GT_PK(2,2)'      3628  58566  3760  58567  58565  3692
-CONVEX 27260    'GT_PK(2,2)'      3697  58568  3632  44799  58569  3765
-CONVEX 27261    'GT_PK(2,2)'      3632  58570  3501  58571  58572  3568
-CONVEX 27262    'GT_PK(2,2)'      3699  58573  3632  44797  58571  3568
-CONVEX 27263    'GT_PK(2,2)'      3632  58573  3699  58569  44803  3765
-CONVEX 27264    'GT_PK(2,2)'      3501  58574  3437  58572  58575  3568
-CONVEX 27265    'GT_PK(2,2)'      3437  58576  3308  58577  35335  3373
-CONVEX 27266    'GT_PK(2,2)'      3437  58578  3371  58576  58547  3308
-CONVEX 27267    'GT_PK(2,2)'      3371  58578  3437  58545  58574  3501
-CONVEX 27268    'GT_PK(2,2)'      3437  58579  3503  58575  26708  3568
-CONVEX 27269    'GT_PK(2,2)'      3503  58579  3437  35693  58577  3373
-CONVEX 27270    'GT_PK(2,2)'      4579  58580  4440  58581  52729  4511
-CONVEX 27271    'GT_PK(2,2)'      4579  58582  4651  58583  52740  4718
-CONVEX 27272    'GT_PK(2,2)'      4651  58582  4579  52736  58581  4511
-CONVEX 27273    'GT_PK(2,2)'      4648  58584  4579  44770  58583  4718
-CONVEX 27274    'GT_PK(2,2)'      4509  58585  4579  44814  58584  4648
-CONVEX 27275    'GT_PK(2,2)'      4440  58580  4579  52734  58585  4509
-CONVEX 27276    'GT_PK(2,2)'      4232  58586  4370  58587  52731  4300
-CONVEX 27277    'GT_PK(2,2)'      4232  58588  4162  58589  35427  4095
-CONVEX 27278    'GT_PK(2,2)'      4232  58587  4300  58588  26571  4162
-CONVEX 27279    'GT_PK(2,2)'      4164  58590  4232  35487  58589  4095
-CONVEX 27280    'GT_PK(2,2)'      4303  58591  4232  44817  58590  4164
-CONVEX 27281    'GT_PK(2,2)'      4370  58586  4232  52735  58591  4303
-CONVEX 27282    'GT_PK(2,2)'      5888  58592  5818  52741  58593  5965
-CONVEX 27283    'GT_PK(2,2)'      5891  58594  5818  44823  46799  5745
-CONVEX 27284    'GT_PK(2,2)'      5818  58594  5891  58593  52749  5965
-CONVEX 27285    'GT_PK(2,2)'      5238  58595  5382  58596  58597  5310
-CONVEX 27286    'GT_PK(2,2)'      5382  58598  5312  58599  52835  5455
-CONVEX 27287    'GT_PK(2,2)'      5312  58598  5382  58600  58595  5238
-CONVEX 27288    'GT_PK(2,2)'      5598  47357  5742  58601  58602  5669
-CONVEX 27289    'GT_PK(2,2)'      5742  47354  5818  58603  58592  5888
-CONVEX 27290    'GT_PK(2,2)'      5525  58604  5598  45853  58601  5669
-CONVEX 27291    'GT_PK(2,2)'      5521  58605  5591  58606  35518  5446
-CONVEX 27292    'GT_PK(2,2)'      5375  58607  5521  44875  58606  5446
-CONVEX 27293    'GT_PK(2,2)'      5584  58608  5513  23590  58609  5658
-CONVEX 27294    'GT_PK(2,2)'      5513  58610  5586  58609  31023  5658
-CONVEX 27295    'GT_PK(2,2)'      5586  58610  5513  40298  17247  5441
-CONVEX 27296    'GT_PK(2,2)'      5298  58611  5227  52763  58612  5371
-CONVEX 27297    'GT_PK(2,2)'      5227  58613  5300  58612  52764  5371
-CONVEX 27298    'GT_PK(2,2)'      6030  58614  6103  58615  43470  5955
-CONVEX 27299    'GT_PK(2,2)'      5881  58616  6030  52769  58615  5955
-CONVEX 27300    'GT_PK(2,2)'      6103  58614  6030  43475  58617  6177
-CONVEX 27301    'GT_PK(2,2)'      5811  58618  5881  58619  52770  5736
-CONVEX 27302    'GT_PK(2,2)'      4874  58620  4946  52782  58621  5017
-CONVEX 27303    'GT_PK(2,2)'      4805  58622  4946  52789  58620  4874
-CONVEX 27304    'GT_PK(2,2)'      4946  58623  5089  58621  52804  5017
-CONVEX 27305    'GT_PK(2,2)'      4946  58622  4805  58624  52773  4877
-CONVEX 27306    'GT_PK(2,2)'      4946  58625  5019  58623  52797  5089
-CONVEX 27307    'GT_PK(2,2)'      5019  58625  4946  58626  58624  4877
-CONVEX 27308    'GT_PK(2,2)'      4950  58627  5021  58628  58629  4879
-CONVEX 27309    'GT_PK(2,2)'      4809  58630  4950  58631  58628  4879
-CONVEX 27310    'GT_PK(2,2)'      4738  58632  4809  52896  58631  4879
-CONVEX 27311    'GT_PK(2,2)'      4809  58632  4738  41520  52898  4669
-CONVEX 27312    'GT_PK(2,2)'      5236  58633  5165  46767  58634  5310
-CONVEX 27313    'GT_PK(2,2)'      5095  58635  5165  58636  58637  5023
-CONVEX 27314    'GT_PK(2,2)'      5165  58638  5238  58634  58596  5310
-CONVEX 27315    'GT_PK(2,2)'      5165  58635  5095  58638  58639  5238
-CONVEX 27316    'GT_PK(2,2)'      5093  58640  4950  58641  58642  5023
-CONVEX 27317    'GT_PK(2,2)'      5165  58643  5093  58637  58641  5023
-CONVEX 27318    'GT_PK(2,2)'      5093  58643  5165  58644  58633  5236
-CONVEX 27319    'GT_PK(2,2)'      5093  58644  5236  58645  52792  5163
-CONVEX 27320    'GT_PK(2,2)'      5021  58646  5093  58647  58645  5163
-CONVEX 27321    'GT_PK(2,2)'      5093  58646  5021  58640  58627  4950
-CONVEX 27322    'GT_PK(2,2)'      4952  58648  5095  58649  58636  5023
-CONVEX 27323    'GT_PK(2,2)'      4952  58650  4811  58651  52887  4883
-CONVEX 27324    'GT_PK(2,2)'      5091  58652  5234  58653  52794  5161
-CONVEX 27325    'GT_PK(2,2)'      5019  58654  5091  52796  58653  5161
-CONVEX 27326    'GT_PK(2,2)'      5234  58652  5091  52795  58655  5163
-CONVEX 27327    'GT_PK(2,2)'      5091  58656  5021  58655  58647  5163
-CONVEX 27328    'GT_PK(2,2)'      4318  58657  4388  58658  52819  4456
-CONVEX 27329    'GT_PK(2,2)'      4388  58657  4318  52822  58659  4249
-CONVEX 27330    'GT_PK(2,2)'      4386  58660  4318  44895  58658  4456
-CONVEX 27331    'GT_PK(2,2)'      4247  58661  4318  52806  58660  4386
-CONVEX 27332    'GT_PK(2,2)'      5095  58662  5167  58639  58663  5238
-CONVEX 27333    'GT_PK(2,2)'      5167  58664  5312  58663  58600  5238
-CONVEX 27334    'GT_PK(2,2)'      5240  58665  5167  44910  58666  5097
-CONVEX 27335    'GT_PK(2,2)'      5312  58664  5167  52836  58665  5240
-CONVEX 27336    'GT_PK(2,2)'      4671  58667  4531  58668  52869  4602
-CONVEX 27337    'GT_PK(2,2)'      4743  58669  4671  52891  58668  4602
-CONVEX 27338    'GT_PK(2,2)'      4671  58669  4743  40969  52886  4811
-CONVEX 27339    'GT_PK(2,2)'      4531  58667  4671  53158  41516  4600
-CONVEX 27340    'GT_PK(2,2)'      4533  58670  4673  58671  52890  4602
-CONVEX 27341    'GT_PK(2,2)'      4533  58672  4462  58673  58674  4394
-CONVEX 27342    'GT_PK(2,2)'      4462  58672  4533  52870  58671  4602
-CONVEX 27343    'GT_PK(2,2)'      4464  58675  4533  52882  58673  4394
-CONVEX 27344    'GT_PK(2,2)'      4673  58670  4533  52880  58676  4604
-CONVEX 27345    'GT_PK(2,2)'      4533  58675  4464  58676  52885  4604
-CONVEX 27346    'GT_PK(2,2)'      3257  58677  3194  52910  58678  3322
-CONVEX 27347    'GT_PK(2,2)'      3194  58679  3259  58678  52903  3322
-CONVEX 27348    'GT_PK(2,2)'      3194  58680  3069  58681  45070  3132
-CONVEX 27349    'GT_PK(2,2)'      3259  58679  3194  52907  58681  3132
-CONVEX 27350    'GT_PK(2,2)'      3320  58682  3257  58683  52911  3384
-CONVEX 27351    'GT_PK(2,2)'      3457  58684  3520  58685  52928  3390
-CONVEX 27352    'GT_PK(2,2)'      3328  58686  3457  45045  58685  3390
-CONVEX 27353    'GT_PK(2,2)'      3457  58686  3328  58687  45046  3392
-CONVEX 27354    'GT_PK(2,2)'      4257  58688  4121  52854  58689  4191
-CONVEX 27355    'GT_PK(2,2)'      4121  58688  4257  58690  52859  4189
-CONVEX 27356    'GT_PK(2,2)'      4336  58691  4265  58692  58693  4199
-CONVEX 27357    'GT_PK(2,2)'      4336  58694  4406  58695  24986  4474
-CONVEX 27358    'GT_PK(2,2)'      4404  58696  4336  33087  58695  4474
-CONVEX 27359    'GT_PK(2,2)'      4265  58691  4336  52961  58696  4404
-CONVEX 27360    'GT_PK(2,2)'      4336  58697  4267  58694  52968  4406
-CONVEX 27361    'GT_PK(2,2)'      4267  58697  4336  52964  58692  4199
-CONVEX 27362    'GT_PK(2,2)'      4129  58698  4197  58699  35563  4060
-CONVEX 27363    'GT_PK(2,2)'      4129  58700  4265  58698  52963  4197
-CONVEX 27364    'GT_PK(2,2)'      4129  58699  4060  58701  44977  3993
-CONVEX 27365    'GT_PK(2,2)'      4265  58700  4129  58693  58702  4199
-CONVEX 27366    'GT_PK(2,2)'      4062  58703  4129  52971  58701  3993
-CONVEX 27367    'GT_PK(2,2)'      4129  58703  4062  58702  52972  4199
-CONVEX 27368    'GT_PK(2,2)'      2946  58704  3007  58705  45069  3069
-CONVEX 27369    'GT_PK(2,2)'      2827  58706  2946  53007  58707  2885
-CONVEX 27370    'GT_PK(2,2)'      3007  58704  2946  45075  58708  2888
-CONVEX 27371    'GT_PK(2,2)'      2946  58706  2827  58708  52997  2888
-CONVEX 27372    'GT_PK(2,2)'      3005  58709  2946  58710  58705  3069
-CONVEX 27373    'GT_PK(2,2)'      2946  58709  3005  58707  53009  2885
-CONVEX 27374    'GT_PK(2,2)'      3005  58711  3067  53010  58712  2944
-CONVEX 27375    'GT_PK(2,2)'      3067  58713  3003  58712  58714  2944
-CONVEX 27376    'GT_PK(2,2)'      3003  58713  3067  58715  58716  3128
-CONVEX 27377    'GT_PK(2,2)'      3318  40650  3380  53013  58717  3253
-CONVEX 27378    'GT_PK(2,2)'      3316  58718  3380  58719  58720  3445
-CONVEX 27379    'GT_PK(2,2)'      3380  58718  3316  58717  58721  3253
-CONVEX 27380    'GT_PK(2,2)'      3126  58722  3190  58723  53012  3253
-CONVEX 27381    'GT_PK(2,2)'      3126  58724  3063  58725  53021  3001
-CONVEX 27382    'GT_PK(2,2)'      3124  58726  3061  58727  58728  2999
-CONVEX 27383    'GT_PK(2,2)'      3063  58729  3124  53020  58727  2999
-CONVEX 27384    'GT_PK(2,2)'      3378  58730  3316  58731  58719  3445
-CONVEX 27385    'GT_PK(2,2)'      3316  58732  3188  58721  58733  3253
-CONVEX 27386    'GT_PK(2,2)'      3188  58734  3126  58733  58723  3253
-CONVEX 27387    'GT_PK(2,2)'      3126  58734  3188  58724  58735  3063
-CONVEX 27388    'GT_PK(2,2)'      3188  58736  3124  58735  58729  3063
-CONVEX 27389    'GT_PK(2,2)'      2936  58737  2996  58738  53126  2874
-CONVEX 27390    'GT_PK(2,2)'      2996  58737  2936  53131  58739  3061
-CONVEX 27391    'GT_PK(2,2)'      3061  58739  2936  58728  58740  2999
-CONVEX 27392    'GT_PK(2,2)'      2936  58741  2877  58740  53023  2999
-CONVEX 27393    'GT_PK(2,2)'      2879  40614  2941  45068  58742  3001
-CONVEX 27394    'GT_PK(2,2)'      2704  58743  2585  58744  45135  2645
-CONVEX 27395    'GT_PK(2,2)'      2764  40612  2704  53025  58744  2645
-CONVEX 27396    'GT_PK(2,2)'      2701  40169  2817  53064  58745  2758
-CONVEX 27397    'GT_PK(2,2)'      2817  58746  2877  58745  58747  2758
-CONVEX 27398    'GT_PK(2,2)'      2877  58746  2817  53022  58748  2939
-CONVEX 27399    'GT_PK(2,2)'      2817  40170  2879  58748  45066  2939
-CONVEX 27400    'GT_PK(2,2)'      2465  58749  2526  58750  58751  2583
-CONVEX 27401    'GT_PK(2,2)'      2465  58752  2406  58753  53068  2350
-CONVEX 27402    'GT_PK(2,2)'      2407  58754  2465  45099  58753  2350
-CONVEX 27403    'GT_PK(2,2)'      2526  58749  2465  58755  58754  2407
-CONVEX 27404    'GT_PK(2,2)'      2640  58756  2524  53066  58757  2583
-CONVEX 27405    'GT_PK(2,2)'      2524  58758  2465  58757  58750  2583
-CONVEX 27406    'GT_PK(2,2)'      2465  58758  2524  58752  58759  2406
-CONVEX 27407    'GT_PK(2,2)'      2406  58759  2524  53070  58760  2463
-CONVEX 27408    'GT_PK(2,2)'      2349  58761  2466  53072  58762  2407
-CONVEX 27409    'GT_PK(2,2)'      2526  58763  2466  58764  58765  2585
-CONVEX 27410    'GT_PK(2,2)'      2466  58763  2526  58762  58755  2407
-CONVEX 27411    'GT_PK(2,2)'      2466  58766  2525  58765  45134  2585
-CONVEX 27412    'GT_PK(2,2)'      2525  58766  2466  58767  58768  2405
-CONVEX 27413    'GT_PK(2,2)'      2466  58761  2349  58768  53076  2405
-CONVEX 27414    'GT_PK(2,2)'      1944  58769  1889  58770  53092  1999
-CONVEX 27415    'GT_PK(2,2)'      1889  58769  1944  58771  58772  1838
-CONVEX 27416    'GT_PK(2,2)'      1735  58773  1789  58774  53407  1685
-CONVEX 27417    'GT_PK(2,2)'      1735  58775  1840  58773  58776  1789
-CONVEX 27418    'GT_PK(2,2)'      1632  58777  1735  53416  58774  1685
-CONVEX 27419    'GT_PK(2,2)'      1682  58778  1735  53083  58777  1632
-CONVEX 27420    'GT_PK(2,2)'      1896  58779  1843  58780  53405  1789
-CONVEX 27421    'GT_PK(2,2)'      2005  58781  1896  53087  58782  1948
-CONVEX 27422    'GT_PK(2,2)'      1896  58783  1840  58782  58784  1948
-CONVEX 27423    'GT_PK(2,2)'      1840  58783  1896  58776  58780  1789
-CONVEX 27424    'GT_PK(2,2)'      1843  58785  1951  45460  58786  1898
-CONVEX 27425    'GT_PK(2,2)'      1898  58786  1951  26989  58787  2007
-CONVEX 27426    'GT_PK(2,2)'      1896  58788  1951  58779  58785  1843
-CONVEX 27427    'GT_PK(2,2)'      1951  58788  1896  58789  58781  2005
-CONVEX 27428    'GT_PK(2,2)'      1889  58790  1783  53090  58791  1835
-CONVEX 27429    'GT_PK(2,2)'      1783  58792  1732  58793  53094  1680
-CONVEX 27430    'GT_PK(2,2)'      1783  58790  1889  58794  58771  1838
-CONVEX 27431    'GT_PK(2,2)'      1732  58792  1783  58795  58794  1838
-CONVEX 27432    'GT_PK(2,2)'      1729  58796  1783  26927  58793  1680
-CONVEX 27433    'GT_PK(2,2)'      1835  58791  1783  45112  58796  1729
-CONVEX 27434    'GT_PK(2,2)'      2002  58797  2054  53082  58798  2112
-CONVEX 27435    'GT_PK(2,2)'      2054  58799  2168  58798  53100  2112
-CONVEX 27436    'GT_PK(2,2)'      2168  58799  2054  53097  58800  2111
-CONVEX 27437    'GT_PK(2,2)'      1944  58801  2054  58802  58797  2002
-CONVEX 27438    'GT_PK(2,2)'      2111  58800  2054  45104  58803  1999
-CONVEX 27439    'GT_PK(2,2)'      2054  58801  1944  58803  58770  1999
-CONVEX 27440    'GT_PK(2,2)'      2464  58804  2403  58805  53104  2523
-CONVEX 27441    'GT_PK(2,2)'      2464  58805  2523  58806  35685  2584
-CONVEX 27442    'GT_PK(2,2)'      2525  58807  2464  45132  58806  2584
-CONVEX 27443    'GT_PK(2,2)'      2464  58807  2525  58808  58767  2405
-CONVEX 27444    'GT_PK(2,2)'      2934  58809  2811  53127  58810  2874
-CONVEX 27445    'GT_PK(2,2)'      2811  58811  2872  38529  35688  2751
-CONVEX 27446    'GT_PK(2,2)'      2811  58809  2934  58811  45158  2872
-CONVEX 27447    'GT_PK(2,2)'      2877  58812  2814  58747  58813  2758
-CONVEX 27448    'GT_PK(2,2)'      2814  58814  2698  58813  53123  2758
-CONVEX 27449    'GT_PK(2,2)'      2936  58815  2814  58741  58812  2877
-CONVEX 27450    'GT_PK(2,2)'      2814  58815  2936  58816  58738  2874
-CONVEX 27451    'GT_PK(2,2)'      2698  38109  2581  53122  58817  2640
-CONVEX 27452    'GT_PK(2,2)'      2524  58818  2581  58760  58819  2463
-CONVEX 27453    'GT_PK(2,2)'      2581  58818  2524  58817  58756  2640
-CONVEX 27454    'GT_PK(2,2)'      2581  38110  2522  58819  45148  2463
-CONVEX 27455    'GT_PK(2,2)'      3122  58820  3184  53129  58821  3059
-CONVEX 27456    'GT_PK(2,2)'      3184  58822  3120  58821  52601  3059
-CONVEX 27457    'GT_PK(2,2)'      3120  58822  3184  52599  58823  3247
-CONVEX 27458    'GT_PK(2,2)'      3184  58824  3312  58823  52604  3247
-CONVEX 27459    'GT_PK(2,2)'      3640  58825  3773  58826  35344  3705
-CONVEX 27460    'GT_PK(2,2)'      3574  58827  3640  53133  58826  3705
-CONVEX 27461    'GT_PK(2,2)'      3773  58825  3640  35339  58828  3707
-CONVEX 27462    'GT_PK(2,2)'      3640  58829  3576  58828  40932  3707
-CONVEX 27463    'GT_PK(2,2)'      3443  58830  3574  58831  53134  3507
-CONVEX 27464    'GT_PK(2,2)'      3443  58832  3376  58833  58834  3314
-CONVEX 27465    'GT_PK(2,2)'      3376  58832  3443  58476  58831  3507
-CONVEX 27466    'GT_PK(2,2)'      3378  58835  3443  58836  58833  3314
-CONVEX 27467    'GT_PK(2,2)'      4318  58837  4181  58659  58838  4249
-CONVEX 27468    'GT_PK(2,2)'      4181  58839  4247  58840  52809  4111
-CONVEX 27469    'GT_PK(2,2)'      4181  58837  4318  58839  58661  4247
-CONVEX 27470    'GT_PK(2,2)'      4113  58841  3977  58842  17016  4046
-CONVEX 27471    'GT_PK(2,2)'      4183  58843  4113  53152  58842  4046
-CONVEX 27472    'GT_PK(2,2)'      4113  58843  4183  58844  52811  4249
-CONVEX 27473    'GT_PK(2,2)'      4181  58845  4113  58838  58844  4249
-CONVEX 27474    'GT_PK(2,2)'      3382  40727  3318  58846  53017  3255
-CONVEX 27475    'GT_PK(2,2)'      3320  58847  3382  58848  58846  3255
-CONVEX 27476    'GT_PK(2,2)'      3715  58849  3781  44939  58850  3648
-CONVEX 27477    'GT_PK(2,2)'      3781  16853  3713  58850  53149  3648
-CONVEX 27478    'GT_PK(2,2)'      3515  58851  3646  58852  58853  3579
-CONVEX 27479    'GT_PK(2,2)'      3646  58851  3515  58854  53144  3581
-CONVEX 27480    'GT_PK(2,2)'      3713  37779  3646  53150  58854  3581
-CONVEX 27481    'GT_PK(2,2)'      4052  58855  4121  58856  58690  4189
-CONVEX 27482    'GT_PK(2,2)'      4121  58855  4052  58857  58858  3985
-CONVEX 27483    'GT_PK(2,2)'      4119  58859  4052  45182  58856  4189
-CONVEX 27484    'GT_PK(2,2)'      3983  58860  4052  58861  58859  4119
-CONVEX 27485    'GT_PK(2,2)'      4050  38074  3983  58862  58861  4119
-CONVEX 27486    'GT_PK(2,2)'      4187  37620  4050  53155  58862  4119
-CONVEX 27487    'GT_PK(2,2)'      4324  58863  4187  58864  53154  4255
-CONVEX 27488    'GT_PK(2,2)'      4324  58864  4255  58865  45184  4394
-CONVEX 27489    'GT_PK(2,2)'      4462  58866  4324  58674  58865  4394
-CONVEX 27490    'GT_PK(2,2)'      4324  58866  4462  58867  52871  4392
-CONVEX 27491    'GT_PK(2,2)'      4253  58868  4324  58869  58867  4392
-CONVEX 27492    'GT_PK(2,2)'      4324  58868  4253  58863  37617  4187
-CONVEX 27493    'GT_PK(2,2)'      3785  58870  3918  52938  58871  3850
-CONVEX 27494    'GT_PK(2,2)'      3918  58872  3985  58871  58873  3850
-CONVEX 27495    'GT_PK(2,2)'      3918  58870  3785  58874  52933  3852
-CONVEX 27496    'GT_PK(2,2)'      3987  58875  3918  53168  58874  3852
-CONVEX 27497    'GT_PK(2,2)'      2657  58876  2779  58877  45199  2716
-CONVEX 27498    'GT_PK(2,2)'      2657  58878  2719  58876  53171  2779
-CONVEX 27499    'GT_PK(2,2)'      2595  58879  2657  27916  58877  2716
-CONVEX 27500    'GT_PK(2,2)'      2719  58878  2657  58880  58881  2597
-CONVEX 27501    'GT_PK(2,2)'      2657  58882  2535  58881  37017  2597
-CONVEX 27502    'GT_PK(2,2)'      2535  58882  2657  37048  58879  2595
-CONVEX 27503    'GT_PK(2,2)'      3209  58883  3144  58884  46164  3081
-CONVEX 27504    'GT_PK(2,2)'      3145  58885  3209  53182  58884  3081
-CONVEX 27505    'GT_PK(2,2)'      3272  58886  3209  53804  58887  3337
-CONVEX 27506    'GT_PK(2,2)'      3209  58886  3272  58883  53803  3144
-CONVEX 27507    'GT_PK(2,2)'      2725  58888  2668  53190  58889  2789
-CONVEX 27508    'GT_PK(2,2)'      2668  58890  2547  58891  58892  2609
-CONVEX 27509    'GT_PK(2,2)'      2731  58893  2668  35915  58891  2609
-CONVEX 27510    'GT_PK(2,2)'      2668  58893  2731  58889  35816  2789
-CONVEX 27511    'GT_PK(2,2)'      2603  58894  2725  58895  53187  2662
-CONVEX 27512    'GT_PK(2,2)'      2603  58895  2662  58896  45214  2540
-CONVEX 27513    'GT_PK(2,2)'      2668  58897  2603  58890  58898  2547
-CONVEX 27514    'GT_PK(2,2)'      2603  58897  2668  58894  58888  2725
-CONVEX 27515    'GT_PK(2,2)'      2721  58899  2659  53191  58900  2599
-CONVEX 27516    'GT_PK(2,2)'      2659  58901  2719  58902  58880  2597
-CONVEX 27517    'GT_PK(2,2)'      2719  58901  2659  53170  58903  2781
-CONVEX 27518    'GT_PK(2,2)'      2659  58899  2721  58903  53193  2781
-CONVEX 27519    'GT_PK(2,2)'      2360  58904  2478  58905  58906  2418
-CONVEX 27520    'GT_PK(2,2)'      2300  58907  2360  46196  58905  2418
-CONVEX 27521    'GT_PK(2,2)'      2536  58908  2478  58909  53196  2599
-CONVEX 27522    'GT_PK(2,2)'      2536  58910  2659  58911  58902  2597
-CONVEX 27523    'GT_PK(2,2)'      2659  58910  2536  58900  58909  2599
-CONVEX 27524    'GT_PK(2,2)'      2476  58912  2536  37018  58911  2597
-CONVEX 27525    'GT_PK(2,2)'      2418  58913  2536  35743  58912  2476
-CONVEX 27526    'GT_PK(2,2)'      2478  58908  2536  58906  58913  2418
-CONVEX 27527    'GT_PK(2,2)'      2250  58914  2366  58915  58916  2303
-CONVEX 27528    'GT_PK(2,2)'      2187  58917  2250  58918  58915  2303
-CONVEX 27529    'GT_PK(2,2)'      2484  58919  2603  58920  58896  2540
-CONVEX 27530    'GT_PK(2,2)'      2603  58919  2484  58898  58921  2547
-CONVEX 27531    'GT_PK(2,2)'      2490  58922  2372  58923  53206  2433
-CONVEX 27532    'GT_PK(2,2)'      2490  58924  2551  58925  35916  2609
-CONVEX 27533    'GT_PK(2,2)'      2551  58924  2490  26881  58923  2433
-CONVEX 27534    'GT_PK(2,2)'      2547  58926  2490  58892  58925  2609
-CONVEX 27535    'GT_PK(2,2)'      2372  58927  2312  53208  58928  2256
-CONVEX 27536    'GT_PK(2,2)'      2256  58928  2312  53203  58929  2196
-CONVEX 27537    'GT_PK(2,2)'      2312  58930  2250  58929  58931  2196
-CONVEX 27538    'GT_PK(2,2)'      2250  58930  2312  58914  58932  2366
-CONVEX 27539    'GT_PK(2,2)'      2071  58933  2128  37062  58934  2184
-CONVEX 27540    'GT_PK(2,2)'      2128  58933  2071  58935  37070  2016
-CONVEX 27541    'GT_PK(2,2)'      2243  58936  2187  58937  58918  2303
-CONVEX 27542    'GT_PK(2,2)'      2360  58938  2243  58939  58937  2303
-CONVEX 27543    'GT_PK(2,2)'      2243  58938  2360  58940  58907  2300
-CONVEX 27544    'GT_PK(2,2)'      2243  58940  2300  58941  46200  2184
-CONVEX 27545    'GT_PK(2,2)'      2128  58942  2243  58934  58941  2184
-CONVEX 27546    'GT_PK(2,2)'      2243  58942  2128  58936  58943  2187
-CONVEX 27547    'GT_PK(2,2)'      1914  58944  2025  26891  58945  1965
-CONVEX 27548    'GT_PK(2,2)'      1973  58946  2025  26898  58944  1914
-CONVEX 27549    'GT_PK(2,2)'      2085  58947  2025  45218  58946  1973
-CONVEX 27550    'GT_PK(2,2)'      5047  16806  4976  58948  58949  4905
-CONVEX 27551    'GT_PK(2,2)'      4976  58950  4835  58949  58951  4905
-CONVEX 27552    'GT_PK(2,2)'      5260  58952  5186  37454  40658  5116
-CONVEX 27553    'GT_PK(2,2)'      5186  58952  5260  40661  37578  5331
-CONVEX 27554    'GT_PK(2,2)'      4766  58953  4908  58954  58955  4836
-CONVEX 27555    'GT_PK(2,2)'      4766  58956  4625  58957  58958  4695
-CONVEX 27556    'GT_PK(2,2)'      4625  58956  4766  58959  58960  4694
-CONVEX 27557    'GT_PK(2,2)'      4766  58954  4836  58960  58961  4694
-CONVEX 27558    'GT_PK(2,2)'      4908  58962  4977  58955  58963  4836
-CONVEX 27559    'GT_PK(2,2)'      4977  37594  5047  58964  58948  4905
-CONVEX 27560    'GT_PK(2,2)'      4836  58963  4977  58965  58964  4905
-CONVEX 27561    'GT_PK(2,2)'      4904  58966  4974  58967  53215  4832
-CONVEX 27562    'GT_PK(2,2)'      4974  58966  4904  53217  58968  5046
-CONVEX 27563    'GT_PK(2,2)'      4904  58969  4976  58968  16811  5046
-CONVEX 27564    'GT_PK(2,2)'      4976  58969  4904  58950  58970  4835
-CONVEX 27565    'GT_PK(2,2)'      5192  58971  5337  37585  53223  5263
-CONVEX 27566    'GT_PK(2,2)'      5337  58972  5412  53222  58973  5483
-CONVEX 27567    'GT_PK(2,2)'      5412  58974  5557  58973  49225  5483
-CONVEX 27568    'GT_PK(2,2)'      5412  58975  5341  58976  26777  5487
-CONVEX 27569    'GT_PK(2,2)'      5557  58974  5412  49223  58976  5487
-CONVEX 27570    'GT_PK(2,2)'      5197  58977  5268  58978  58979  5122
-CONVEX 27571    'GT_PK(2,2)'      5268  58980  5192  58979  58981  5122
-CONVEX 27572    'GT_PK(2,2)'      5192  58980  5268  58971  58982  5337
-CONVEX 27573    'GT_PK(2,2)'      5268  58983  5412  58982  58972  5337
-CONVEX 27574    'GT_PK(2,2)'      5268  58977  5197  58984  53210  5341
-CONVEX 27575    'GT_PK(2,2)'      5412  58983  5268  58975  58984  5341
-CONVEX 27576    'GT_PK(2,2)'      5477  58985  5622  37479  40652  5549
-CONVEX 27577    'GT_PK(2,2)'      5477  58986  5550  58985  53218  5622
-CONVEX 27578    'GT_PK(2,2)'      5773  58987  5624  40561  58988  5701
-CONVEX 27579    'GT_PK(2,2)'      5624  58989  5553  58988  53228  5701
-CONVEX 27580    'GT_PK(2,2)'      5624  58987  5773  58990  40556  5696
-CONVEX 27581    'GT_PK(2,2)'      5553  58989  5624  53225  58991  5479
-CONVEX 27582    'GT_PK(2,2)'      5550  58992  5624  53219  58990  5696
-CONVEX 27583    'GT_PK(2,2)'      5624  58992  5550  58991  58993  5479
-CONVEX 27584    'GT_PK(2,2)'      4840  58994  4909  53242  58995  4767
-CONVEX 27585    'GT_PK(2,2)'      4983  58996  4909  53236  58994  4840
-CONVEX 27586    'GT_PK(2,2)'      4413  58997  4482  49437  58998  4551
-CONVEX 27587    'GT_PK(2,2)'      4482  58997  4413  58999  49432  4344
-CONVEX 27588    'GT_PK(2,2)'      4691  59000  4763  53252  59001  4832
-CONVEX 27589    'GT_PK(2,2)'      4763  59002  4904  59001  58967  4832
-CONVEX 27590    'GT_PK(2,2)'      4904  59002  4763  58970  59003  4835
-CONVEX 27591    'GT_PK(2,2)'      4620  59004  4689  53254  59005  4550
-CONVEX 27592    'GT_PK(2,2)'      4689  59006  4619  59005  59007  4550
-CONVEX 27593    'GT_PK(2,2)'      4619  59006  4689  56226  59008  4760
-CONVEX 27594    'GT_PK(2,2)'      4760  59008  4689  49359  59009  4830
-CONVEX 27595    'GT_PK(2,2)'      4689  59010  4761  59009  45230  4830
-CONVEX 27596    'GT_PK(2,2)'      4689  59004  4620  59010  53258  4761
-CONVEX 27597    'GT_PK(2,2)'      3938  59011  4005  53260  59012  3870
-CONVEX 27598    'GT_PK(2,2)'      4005  59013  4141  59014  56206  4073
-CONVEX 27599    'GT_PK(2,2)'      3936  59015  4005  40691  59014  4073
-CONVEX 27600    'GT_PK(2,2)'      4005  59015  3936  59012  49405  3870
-CONVEX 27601    'GT_PK(2,2)'      4074  59016  3938  59017  53262  4006
-CONVEX 27602    'GT_PK(2,2)'      4143  59018  4074  53285  59017  4006
-CONVEX 27603    'GT_PK(2,2)'      4074  59018  4143  59019  53286  4210
-CONVEX 27604    'GT_PK(2,2)'      4074  59019  4210  59020  53270  4141
-CONVEX 27605    'GT_PK(2,2)'      4005  59021  4074  59013  59020  4141
-CONVEX 27606    'GT_PK(2,2)'      4074  59021  4005  59016  59011  3938
-CONVEX 27607    'GT_PK(2,2)'      3687  59022  3820  59023  53301  3752
-CONVEX 27608    'GT_PK(2,2)'      3687  59023  3752  59024  44764  3620
-CONVEX 27609    'GT_PK(2,2)'      3687  59025  3623  59026  52609  3755
-CONVEX 27610    'GT_PK(2,2)'      3820  59022  3687  53300  59026  3755
-CONVEX 27611    'GT_PK(2,2)'      4419  59027  4348  53302  59028  4281
-CONVEX 27612    'GT_PK(2,2)'      4281  59028  4348  45271  59029  4211
-CONVEX 27613    'GT_PK(2,2)'      4348  59030  4278  59029  53288  4211
-CONVEX 27614    'GT_PK(2,2)'      4278  59030  4348  45250  59031  4417
-CONVEX 27615    'GT_PK(2,2)'      4626  59032  4488  53250  59033  4558
-CONVEX 27616    'GT_PK(2,2)'      4488  59034  4419  59033  53305  4558
-CONVEX 27617    'GT_PK(2,2)'      4488  59035  4348  59034  59027  4419
-CONVEX 27618    'GT_PK(2,2)'      4348  59035  4488  59031  59036  4417
-CONVEX 27619    'GT_PK(2,2)'      1381  59037  1436  35865  59038  1338
-CONVEX 27620    'GT_PK(2,2)'      1436  59039  1387  59038  53326  1338
-CONVEX 27621    'GT_PK(2,2)'      1482  59040  1436  53339  59037  1381
-CONVEX 27622    'GT_PK(2,2)'      1387  59039  1436  53328  59041  1487
-CONVEX 27623    'GT_PK(2,2)'      1534  59042  1478  59043  53329  1437
-CONVEX 27624    'GT_PK(2,2)'      1478  59042  1534  53331  59044  1553
-CONVEX 27625    'GT_PK(2,2)'      1553  59044  1534  45332  59045  1631
-CONVEX 27626    'GT_PK(2,2)'      1534  59046  1586  59045  53341  1631
-CONVEX 27627    'GT_PK(2,2)'      1534  59043  1437  59047  53327  1487
-CONVEX 27628    'GT_PK(2,2)'      1586  59046  1534  59048  59047  1487
-CONVEX 27629    'GT_PK(2,2)'      1428  59049  1475  53338  59050  1528
-CONVEX 27630    'GT_PK(2,2)'      1475  59051  1579  59050  45374  1528
-CONVEX 27631    'GT_PK(2,2)'      1579  59051  1475  45376  59052  1523
-CONVEX 27632    'GT_PK(2,2)'      1523  59052  1475  45344  59053  1424
-CONVEX 27633    'GT_PK(2,2)'      1424  59054  1376  35867  59055  1324
-CONVEX 27634    'GT_PK(2,2)'      1376  59056  1428  59057  53334  1331
-CONVEX 27635    'GT_PK(2,2)'      1475  59058  1376  59053  59054  1424
-CONVEX 27636    'GT_PK(2,2)'      1376  59058  1475  59056  59049  1428
-CONVEX 27637    'GT_PK(2,2)'      1324  59055  1376  21500  59059  1277
-CONVEX 27638    'GT_PK(2,2)'      1376  59057  1331  59059  53840  1277
-CONVEX 27639    'GT_PK(2,2)'      1585  59060  1634  59061  35904  1689
-CONVEX 27640    'GT_PK(2,2)'      1634  59060  1585  45375  59062  1528
-CONVEX 27641    'GT_PK(2,2)'      1585  59063  1482  59062  53337  1528
-CONVEX 27642    'GT_PK(2,2)'      1688  59064  1638  45350  59065  1740
-CONVEX 27643    'GT_PK(2,2)'      1586  59066  1638  53340  59064  1688
-CONVEX 27644    'GT_PK(2,2)'      1740  59065  1638  35908  59067  1689
-CONVEX 27645    'GT_PK(2,2)'      1638  59068  1585  59067  59061  1689
-CONVEX 27646    'GT_PK(2,2)'      1583  59069  1686  59070  53389  1633
-CONVEX 27647    'GT_PK(2,2)'      1583  59070  1633  59071  35998  1530
-CONVEX 27648    'GT_PK(2,2)'      1483  59072  1583  53384  59071  1530
-CONVEX 27649    'GT_PK(2,2)'      1533  59073  1583  53390  59072  1483
-CONVEX 27650    'GT_PK(2,2)'      1686  59069  1583  53403  59074  1636
-CONVEX 27651    'GT_PK(2,2)'      1583  59073  1533  59074  53392  1636
-CONVEX 27652    'GT_PK(2,2)'      1171  59075  1216  59076  53435  1124
-CONVEX 27653    'GT_PK(2,2)'      1083  59077  1171  53438  59076  1124
-CONVEX 27654    'GT_PK(2,2)'      1171  59077  1083  59078  53436  1128
-CONVEX 27655    'GT_PK(2,2)'      1171  59078  1128  59079  45486  1219
-CONVEX 27656    'GT_PK(2,2)'      1171  59079  1219  59080  36100  1261
-CONVEX 27657    'GT_PK(2,2)'      1216  59075  1171  53434  59080  1261
-CONVEX 27658    'GT_PK(2,2)'      1563  59081  1616  59082  53465  1512
-CONVEX 27659    'GT_PK(2,2)'      1510  59083  1563  36107  59084  1459
-CONVEX 27660    'GT_PK(2,2)'      1563  59082  1512  59084  36069  1459
-CONVEX 27661    'GT_PK(2,2)'      1616  59081  1563  53467  59085  1669
-CONVEX 27662    'GT_PK(2,2)'      1665  59086  1718  59087  53469  1611
-CONVEX 27663    'GT_PK(2,2)'      1665  59088  1559  59089  42134  1612
-CONVEX 27664    'GT_PK(2,2)'      1665  59087  1611  59088  45542  1559
-CONVEX 27665    'GT_PK(2,2)'      1717  59090  1665  57221  59089  1612
-CONVEX 27666    'GT_PK(2,2)'      1665  59090  1717  59091  45532  1773
-CONVEX 27667    'GT_PK(2,2)'      1718  59086  1665  53471  59091  1773
-CONVEX 27668    'GT_PK(2,2)'      1666  59092  1774  45547  59093  1719
-CONVEX 27669    'GT_PK(2,2)'      1718  59094  1774  53468  59092  1666
-CONVEX 27670    'GT_PK(2,2)'      1774  59094  1718  59095  53472  1826
-CONVEX 27671    'GT_PK(2,2)'      1719  59093  1774  27043  59096  1827
-CONVEX 27672    'GT_PK(2,2)'      1881  59097  1774  27029  59095  1826
-CONVEX 27673    'GT_PK(2,2)'      1774  59097  1881  59096  27031  1827
-CONVEX 27674    'GT_PK(2,2)'      557  59098  615  45574  59099  598
-CONVEX 27675    'GT_PK(2,2)'      598  59099  615  27140  59100  656
-CONVEX 27676    'GT_PK(2,2)'      615  59101  686  59100  53501  656
-CONVEX 27677    'GT_PK(2,2)'      686  59101  615  53500  59102  648
-CONVEX 27678    'GT_PK(2,2)'      623  59103  589  53507  59104  568
-CONVEX 27679    'GT_PK(2,2)'      648  59105  589  53496  59103  623
-CONVEX 27680    'GT_PK(2,2)'      615  59106  589  59102  59105  648
-CONVEX 27681    'GT_PK(2,2)'      589  59107  537  59104  45623  568
-CONVEX 27682    'GT_PK(2,2)'      537  59107  589  45627  59108  557
-CONVEX 27683    'GT_PK(2,2)'      589  59106  615  59108  59098  557
-CONVEX 27684    'GT_PK(2,2)'      597  59109  546  53505  59110  559
-CONVEX 27685    'GT_PK(2,2)'      546  59111  500  59112  27160  508
-CONVEX 27686    'GT_PK(2,2)'      559  59110  546  45619  59112  508
-CONVEX 27687    'GT_PK(2,2)'      546  59109  597  59113  53506  568
-CONVEX 27688    'GT_PK(2,2)'      520  59114  546  45624  59113  568
-CONVEX 27689    'GT_PK(2,2)'      546  59114  520  59111  36243  500
-CONVEX 27690    'GT_PK(2,2)'      15505  59115  15468  53529  59116  15426
-CONVEX 27691    'GT_PK(2,2)'      15429  59117  15468  27254  59118  15506
-CONVEX 27692    'GT_PK(2,2)'      15506  59118  15468  17876  59119  15543
-CONVEX 27693    'GT_PK(2,2)'      15468  59115  15505  59119  53533  15543
-CONVEX 27694    'GT_PK(2,2)'      15389  59120  15468  36337  59117  15429
-CONVEX 27695    'GT_PK(2,2)'      15426  59116  15468  45655  59120  15389
-CONVEX 27696    'GT_PK(2,2)'      15530  59121  15490  45778  59122  15564
-CONVEX 27697    'GT_PK(2,2)'      15453  59123  15490  53620  59121  15530
-CONVEX 27698    'GT_PK(2,2)'      15485  59124  15447  59125  59126  15407
-CONVEX 27699    'GT_PK(2,2)'      15444  59127  15485  53558  59125  15407
-CONVEX 27700    'GT_PK(2,2)'      15485  59127  15444  59128  53553  15521
-CONVEX 27701    'GT_PK(2,2)'      15485  59128  15521  59129  53548  15560
-CONVEX 27702    'GT_PK(2,2)'      15366  35854  15324  59130  53560  15407
-CONVEX 27703    'GT_PK(2,2)'      15447  59131  15366  59126  59130  15407
-CONVEX 27704    'GT_PK(2,2)'      15056  59132  15149  36461  59133  15105
-CONVEX 27705    'GT_PK(2,2)'      15149  59132  15056  59134  36473  15102
-CONVEX 27706    'GT_PK(2,2)'      15364  59135  15279  53554  59136  15320
-CONVEX 27707    'GT_PK(2,2)'      15324  32878  15279  53559  59135  15364
-CONVEX 27708    'GT_PK(2,2)'      15320  59136  15279  36514  59137  15234
-CONVEX 27709    'GT_PK(2,2)'      15761  59138  15793  59139  53562  15817
-CONVEX 27710    'GT_PK(2,2)'      15761  59140  15730  59141  53718  15703
-CONVEX 27711    'GT_PK(2,2)'      15788  59142  15761  45996  59139  15817
-CONVEX 27712    'GT_PK(2,2)'      15761  59142  15788  59140  45998  15730
-CONVEX 27713    'GT_PK(2,2)'      14824  59143  14874  59144  53577  14773
-CONVEX 27714    'GT_PK(2,2)'      14877  59145  14824  45726  59146  14775
-CONVEX 27715    'GT_PK(2,2)'      14775  59146  14824  56555  59147  14721
-CONVEX 27716    'GT_PK(2,2)'      14824  59144  14773  59147  49821  14721
-CONVEX 27717    'GT_PK(2,2)'      14925  59148  14877  59149  45724  14973
-CONVEX 27718    'GT_PK(2,2)'      14874  59150  14925  56800  59151  14972
-CONVEX 27719    'GT_PK(2,2)'      14925  59152  14824  59148  59145  14877
-CONVEX 27720    'GT_PK(2,2)'      14824  59152  14925  59143  59150  14874
-CONVEX 27721    'GT_PK(2,2)'      14925  59149  14973  59153  41380  15020
-CONVEX 27722    'GT_PK(2,2)'      14972  59151  14925  31950  59153  15020
-CONVEX 27723    'GT_PK(2,2)'      15410  59154  15453  59155  53617  15372
-CONVEX 27724    'GT_PK(2,2)'      15410  59155  15372  59156  45779  15328
-CONVEX 27725    'GT_PK(2,2)'      15490  59157  15410  59158  59159  15447
-CONVEX 27726    'GT_PK(2,2)'      15410  59157  15490  59154  59123  15453
-CONVEX 27727    'GT_PK(2,2)'      15366  59160  15410  32893  59156  15328
-CONVEX 27728    'GT_PK(2,2)'      15410  59160  15366  59159  59131  15447
-CONVEX 27729    'GT_PK(2,2)'      15767  31391  15795  21099  59161  15819
-CONVEX 27730    'GT_PK(2,2)'      15795  31528  15848  59161  45839  15819
-CONVEX 27731    'GT_PK(2,2)'      15861  32842  15838  36537  59162  15884
-CONVEX 27732    'GT_PK(2,2)'      15821  59163  15838  53625  32840  15787
-CONVEX 27733    'GT_PK(2,2)'      15838  59164  15869  59162  45833  15884
-CONVEX 27734    'GT_PK(2,2)'      15838  59163  15821  59164  53623  15869
-CONVEX 27735    'GT_PK(2,2)'      15731  59165  15797  45831  59166  15762
-CONVEX 27736    'GT_PK(2,2)'      15797  59167  15821  59166  53626  15762
-CONVEX 27737    'GT_PK(2,2)'      15809  59168  15797  27410  59169  15755
-CONVEX 27738    'GT_PK(2,2)'      15797  59165  15731  59169  45877  15755
-CONVEX 27739    'GT_PK(2,2)'      15858  59170  15797  36503  59168  15809
-CONVEX 27740    'GT_PK(2,2)'      15821  59167  15797  53624  59170  15858
-CONVEX 27741    'GT_PK(2,2)'      15134  59171  15088  59172  46912  15180
-CONVEX 27742    'GT_PK(2,2)'      15225  59173  15134  53650  59172  15180
-CONVEX 27743    'GT_PK(2,2)'      15134  59173  15225  59174  53651  15179
-CONVEX 27744    'GT_PK(2,2)'      15134  59174  15179  59175  59176  15087
-CONVEX 27745    'GT_PK(2,2)'      15134  59175  15087  59177  37933  15041
-CONVEX 27746    'GT_PK(2,2)'      15088  59171  15134  46910  59177  15041
-CONVEX 27747    'GT_PK(2,2)'      13934  59178  13994  53671  59179  14051
-CONVEX 27748    'GT_PK(2,2)'      13994  59180  13935  59181  53679  14052
-CONVEX 27749    'GT_PK(2,2)'      13935  59180  13994  41183  59182  13874
-CONVEX 27750    'GT_PK(2,2)'      13994  59178  13934  59182  53669  13874
-CONVEX 27751    'GT_PK(2,2)'      14111  59183  13994  45953  59181  14052
-CONVEX 27752    'GT_PK(2,2)'      13994  59183  14111  59179  31243  14051
-CONVEX 27753    'GT_PK(2,2)'      14168  59184  14223  59185  31839  14109
-CONVEX 27754    'GT_PK(2,2)'      14050  59186  14168  53675  59185  14109
-CONVEX 27755    'GT_PK(2,2)'      14223  59184  14168  31844  59187  14280
-CONVEX 27756    'GT_PK(2,2)'      14110  59188  13993  31240  53670  14051
-CONVEX 27757    'GT_PK(2,2)'      14110  59189  14050  59188  53674  13993
-CONVEX 27758    'GT_PK(2,2)'      14110  59190  14168  59189  59186  14050
-CONVEX 27759    'GT_PK(2,2)'      15455  59191  15417  59192  53697  15494
-CONVEX 27760    'GT_PK(2,2)'      15531  59193  15455  53714  59192  15494
-CONVEX 27761    'GT_PK(2,2)'      15455  59193  15531  59194  59195  15493
-CONVEX 27762    'GT_PK(2,2)'      12734  59196  12867  59197  53729  12799
-CONVEX 27763    'GT_PK(2,2)'      12734  59197  12799  59198  46012  12667
-CONVEX 27764    'GT_PK(2,2)'      12734  59199  12669  59200  46023  12801
-CONVEX 27765    'GT_PK(2,2)'      12867  59196  12734  53732  59200  12801
-CONVEX 27766    'GT_PK(2,2)'      13822  59201  13763  59202  53741  13882
-CONVEX 27767    'GT_PK(2,2)'      13822  59203  13942  59204  21348  13881
-CONVEX 27768    'GT_PK(2,2)'      13822  59202  13882  59203  46028  13942
-CONVEX 27769    'GT_PK(2,2)'      13761  59205  13822  27724  59204  13881
-CONVEX 27770    'GT_PK(2,2)'      13700  59206  13822  46052  59205  13761
-CONVEX 27771    'GT_PK(2,2)'      13763  59201  13822  59207  59206  13700
-CONVEX 27772    'GT_PK(2,2)'      13639  59208  13700  59209  46054  13577
-CONVEX 27773    'GT_PK(2,2)'      13639  59210  13763  59208  59207  13700
-CONVEX 27774    'GT_PK(2,2)'      14123  59211  14064  53756  59212  14181
-CONVEX 27775    'GT_PK(2,2)'      14124  59213  14064  36856  59214  14008
-CONVEX 27776    'GT_PK(2,2)'      14181  59212  14064  53751  59213  14124
-CONVEX 27777    'GT_PK(2,2)'      14064  59215  13948  59214  48166  14008
-CONVEX 27778    'GT_PK(2,2)'      13948  59215  14064  48165  59216  14006
-CONVEX 27779    'GT_PK(2,2)'      14064  59211  14123  59216  53755  14006
-CONVEX 27780    'GT_PK(2,2)'      3795  59217  3863  31320  59218  3930
-CONVEX 27781    'GT_PK(2,2)'      3729  59219  3863  53780  59217  3795
-CONVEX 27782    'GT_PK(2,2)'      3997  59220  3863  59221  59222  3929
-CONVEX 27783    'GT_PK(2,2)'      3863  59220  3997  59218  40705  3930
-CONVEX 27784    'GT_PK(2,2)'      3796  59223  3663  59224  53797  3730
-CONVEX 27785    'GT_PK(2,2)'      3796  59225  3729  59223  53779  3663
-CONVEX 27786    'GT_PK(2,2)'      3796  59226  3864  59227  53773  3929
-CONVEX 27787    'GT_PK(2,2)'      3864  59226  3796  53771  59224  3730
-CONVEX 27788    'GT_PK(2,2)'      3863  59228  3796  59222  59227  3929
-CONVEX 27789    'GT_PK(2,2)'      3796  59228  3863  59225  59219  3729
-CONVEX 27790    'GT_PK(2,2)'      2831  59229  126  59230  53781  2768
-CONVEX 27791    'GT_PK(2,2)'      2892  59231  2831  53788  59230  2768
-CONVEX 27792    'GT_PK(2,2)'      126  59229  2831  59232  59233  128
-CONVEX 27793    'GT_PK(2,2)'      128  59233  2831  21472  59234  2954
-CONVEX 27794    'GT_PK(2,2)'      2831  59231  2892  59234  53792  2954
-CONVEX 27795    'GT_PK(2,2)'      791  59235  758  59236  59237  718
-CONVEX 27796    'GT_PK(2,2)'      754  59238  791  53848  59236  718
-CONVEX 27797    'GT_PK(2,2)'      758  59235  791  45595  59239  831
-CONVEX 27798    'GT_PK(2,2)'      791  59238  754  59240  53853  826
-CONVEX 27799    'GT_PK(2,2)'      831  59239  791  45587  59241  866
-CONVEX 27800    'GT_PK(2,2)'      791  59240  826  59241  46259  866
-CONVEX 27801    'GT_PK(2,2)'      657  59242  681  53854  59243  620
-CONVEX 27802    'GT_PK(2,2)'      620  59243  681  46263  59244  633
-CONVEX 27803    'GT_PK(2,2)'      681  59242  657  59245  53858  718
-CONVEX 27804    'GT_PK(2,2)'      681  59246  694  59244  21513  633
-CONVEX 27805    'GT_PK(2,2)'      681  59247  728  59246  53482  694
-CONVEX 27806    'GT_PK(2,2)'      758  59248  681  59237  59245  718
-CONVEX 27807    'GT_PK(2,2)'      728  59247  681  53481  59248  758
-CONVEX 27808    'GT_PK(2,2)'      9412  59249  9487  59250  46336  9569
-CONVEX 27809    'GT_PK(2,2)'      9493  59251  9412  53911  59250  9569
-CONVEX 27810    'GT_PK(2,2)'      9487  59249  9412  46334  59252  9328
-CONVEX 27811    'GT_PK(2,2)'      9412  59253  9254  59252  46361  9328
-CONVEX 27812    'GT_PK(2,2)'      9107  59254  8939  59255  46358  9006
-CONVEX 27813    'GT_PK(2,2)'      9180  59256  9107  53917  59255  9006
-CONVEX 27814    'GT_PK(2,2)'      9107  59257  9031  59254  53907  8939
-CONVEX 27815    'GT_PK(2,2)'      9031  59257  9107  53932  59258  9187
-CONVEX 27816    'GT_PK(2,2)'      9338  59259  9412  29225  59251  9493
-CONVEX 27817    'GT_PK(2,2)'      9338  59260  9180  59261  53918  9254
-CONVEX 27818    'GT_PK(2,2)'      9412  59259  9338  59253  59261  9254
-CONVEX 27819    'GT_PK(2,2)'      9643  59262  9716  59263  59264  9568
-CONVEX 27820    'GT_PK(2,2)'      9863  21270  9716  38156  59265  9791
-CONVEX 27821    'GT_PK(2,2)'      9716  59262  9643  59265  53938  9791
-CONVEX 27822    'GT_PK(2,2)'      9270  59266  9344  59267  29219  9195
-CONVEX 27823    'GT_PK(2,2)'      9492  59268  9419  59269  59270  9568
-CONVEX 27824    'GT_PK(2,2)'      9347  59271  9419  53950  59272  9270
-CONVEX 27825    'GT_PK(2,2)'      9419  59273  9344  59272  59266  9270
-CONVEX 27826    'GT_PK(2,2)'      9344  59273  9419  59274  59268  9492
-CONVEX 27827    'GT_PK(2,2)'      9341  16693  9415  59275  48566  9266
-CONVEX 27828    'GT_PK(2,2)'      9346  59276  9422  53944  59277  9271
-CONVEX 27829    'GT_PK(2,2)'      9422  59278  9347  59277  53951  9271
-CONVEX 27830    'GT_PK(2,2)'      9422  59279  9497  59280  37337  9570
-CONVEX 27831    'GT_PK(2,2)'      9422  59276  9346  59279  53940  9497
-CONVEX 27832    'GT_PK(2,2)'      9196  59281  9118  53952  59282  9271
-CONVEX 27833    'GT_PK(2,2)'      9118  59283  9193  59282  53943  9271
-CONVEX 27834    'GT_PK(2,2)'      9118  59284  8965  59285  53959  9037
-CONVEX 27835    'GT_PK(2,2)'      9193  59283  9118  53947  59285  9037
-CONVEX 27836    'GT_PK(2,2)'      9120  59286  9196  59287  53949  9270
-CONVEX 27837    'GT_PK(2,2)'      9120  59287  9270  59288  59267  9195
-CONVEX 27838    'GT_PK(2,2)'      9046  59289  9120  59290  59288  9195
-CONVEX 27839    'GT_PK(2,2)'      9120  59289  9046  59291  55563  8969
-CONVEX 27840    'GT_PK(2,2)'      9494  59292  9643  59293  59263  9568
-CONVEX 27841    'GT_PK(2,2)'      9419  59294  9494  59270  59293  9568
-CONVEX 27842    'GT_PK(2,2)'      9494  59294  9419  59295  59271  9347
-CONVEX 27843    'GT_PK(2,2)'      9422  59296  9494  59278  59295  9347
-CONVEX 27844    'GT_PK(2,2)'      9643  59292  9494  53937  59297  9570
-CONVEX 27845    'GT_PK(2,2)'      9494  59296  9422  59297  59280  9570
-CONVEX 27846    'GT_PK(2,2)'      11475  59298  11543  37554  59299  11403
-CONVEX 27847    'GT_PK(2,2)'      11543  59298  11475  59300  37552  11615
-CONVEX 27848    'GT_PK(2,2)'      11683  59301  11613  46395  59302  11755
-CONVEX 27849    'GT_PK(2,2)'      11542  59303  11613  53968  59301  11683
-CONVEX 27850    'GT_PK(2,2)'      12580  59304  12507  54009  59305  12444
-CONVEX 27851    'GT_PK(2,2)'      12507  59304  12580  59306  54006  12636
-CONVEX 27852    'GT_PK(2,2)'      12507  59307  12374  59305  47204  12444
-CONVEX 27853    'GT_PK(2,2)'      12374  59307  12507  47206  59308  12437
-CONVEX 27854    'GT_PK(2,2)'      12507  59309  12570  59308  37500  12437
-CONVEX 27855    'GT_PK(2,2)'      12507  59306  12636  59309  46452  12570
-CONVEX 27856    'GT_PK(2,2)'      10764  59310  10879  59311  54016  10692
-CONVEX 27857    'GT_PK(2,2)'      10879  59310  10764  54019  59312  245
-CONVEX 27858    'GT_PK(2,2)'      245  59312  10764  59313  59314  243
-CONVEX 27859    'GT_PK(2,2)'      10618  59315  10764  37298  59311  10692
-CONVEX 27860    'GT_PK(2,2)'      10764  59315  10618  59314  37295  243
-CONVEX 27861    'GT_PK(2,2)'      11087  59316  10943  54035  59317  10982
-CONVEX 27862    'GT_PK(2,2)'      10879  59318  10943  54015  59319  10812
-CONVEX 27863    'GT_PK(2,2)'      10943  59318  10879  59317  54020  10982
-CONVEX 27864    'GT_PK(2,2)'      10812  59319  10943  37569  59320  10885
-CONVEX 27865    'GT_PK(2,2)'      10943  59321  11030  59320  21617  10885
-CONVEX 27866    'GT_PK(2,2)'      10943  59316  11087  59321  54036  11030
-CONVEX 27867    'GT_PK(2,2)'      1570  59322  1620  59323  46508  1518
-CONVEX 27868    'GT_PK(2,2)'      1468  59324  1570  46517  59323  1518
-CONVEX 27869    'GT_PK(2,2)'      1617  59325  1567  59326  59327  1658
-CONVEX 27870    'GT_PK(2,2)'      1567  59328  1604  59327  59329  1658
-CONVEX 27871    'GT_PK(2,2)'      1515  59330  1567  54046  59331  1467
-CONVEX 27872    'GT_PK(2,2)'      1567  59330  1515  59328  59332  1604
-CONVEX 27873    'GT_PK(2,2)'      1761  59333  1710  46569  59334  1813
-CONVEX 27874    'GT_PK(2,2)'      1710  59335  1759  59334  54116  1813
-CONVEX 27875    'GT_PK(2,2)'      1759  59335  1710  59336  59337  1658
-CONVEX 27876    'GT_PK(2,2)'      1710  59338  1617  59337  59326  1658
-CONVEX 27877    'GT_PK(2,2)'      1599  59339  1499  59340  59341  1549
-CONVEX 27878    'GT_PK(2,2)'      1499  59342  1447  59341  54099  1549
-CONVEX 27879    'GT_PK(2,2)'      1447  59342  1499  54096  59343  1414
-CONVEX 27880    'GT_PK(2,2)'      1414  59343  1499  54104  59344  1462
-CONVEX 27881    'GT_PK(2,2)'      1649  28339  1599  59345  59340  1549
-CONVEX 27882    'GT_PK(2,2)'      1700  59346  1649  37750  59347  1598
-CONVEX 27883    'GT_PK(2,2)'      1649  59345  1549  59347  46721  1598
-CONVEX 27884    'GT_PK(2,2)'      1515  59348  1550  59332  59349  1604
-CONVEX 27885    'GT_PK(2,2)'      1550  59348  1515  59350  54047  1462
-CONVEX 27886    'GT_PK(2,2)'      1499  59351  1550  59344  59350  1462
-CONVEX 27887    'GT_PK(2,2)'      1550  59351  1499  59352  59339  1599
-CONVEX 27888    'GT_PK(2,2)'      749  28318  780  59353  37652  710
-CONVEX 27889    'GT_PK(2,2)'      687  16589  749  54059  59353  710
-CONVEX 27890    'GT_PK(2,2)'      727  59354  696  59355  59356  663
-CONVEX 27891    'GT_PK(2,2)'      858  59357  898  54060  59358  936
-CONVEX 27892    'GT_PK(2,2)'      898  59357  858  59359  59360  823
-CONVEX 27893    'GT_PK(2,2)'      2247  59361  2309  37673  59362  2189
-CONVEX 27894    'GT_PK(2,2)'      2309  59363  2252  59362  54066  2189
-CONVEX 27895    'GT_PK(2,2)'      2367  59364  2309  46557  59361  2247
-CONVEX 27896    'GT_PK(2,2)'      2252  59363  2309  54071  59365  2368
-CONVEX 27897    'GT_PK(2,2)'      2309  59364  2367  59366  51260  2426
-CONVEX 27898    'GT_PK(2,2)'      2368  59365  2309  59367  59366  2426
-CONVEX 27899    'GT_PK(2,2)'      2427  59368  2546  54073  59369  2487
-CONVEX 27900    'GT_PK(2,2)'      2486  59370  2368  27955  59367  2426
-CONVEX 27901    'GT_PK(2,2)'      2486  59371  2427  59370  54077  2368
-CONVEX 27902    'GT_PK(2,2)'      2486  59372  2546  59371  59368  2427
-CONVEX 27903    'GT_PK(2,2)'      1866  59373  1975  54114  59374  1921
-CONVEX 27904    'GT_PK(2,2)'      1975  59375  2029  59376  46603  2087
-CONVEX 27905    'GT_PK(2,2)'      2029  59375  1975  46601  59377  1920
-CONVEX 27906    'GT_PK(2,2)'      1975  59373  1866  59377  28624  1920
-CONVEX 27907    'GT_PK(2,2)'      2031  59378  1976  59379  54107  1921
-CONVEX 27908    'GT_PK(2,2)'      2144  59380  2031  54127  59381  2087
-CONVEX 27909    'GT_PK(2,2)'      1976  59378  2031  54113  59382  2088
-CONVEX 27910    'GT_PK(2,2)'      2031  59380  2144  59382  54126  2088
-CONVEX 27911    'GT_PK(2,2)'      2031  59383  1975  59381  59376  2087
-CONVEX 27912    'GT_PK(2,2)'      1975  59383  2031  59374  59379  1921
-CONVEX 27913    'GT_PK(2,2)'      2493  59384  2432  59385  54129  2552
-CONVEX 27914    'GT_PK(2,2)'      2612  59386  2493  46625  59385  2552
-CONVEX 27915    'GT_PK(2,2)'      2434  59387  2493  54184  59388  2553
-CONVEX 27916    'GT_PK(2,2)'      2493  59386  2612  59388  37717  2553
-CONVEX 27917    'GT_PK(2,2)'      2316  59389  2374  46586  59390  2258
-CONVEX 27918    'GT_PK(2,2)'      2432  59391  2374  54145  59389  2316
-CONVEX 27919    'GT_PK(2,2)'      2258  59390  2374  46581  59392  2318
-CONVEX 27920    'GT_PK(2,2)'      2493  59393  2374  59384  59391  2432
-CONVEX 27921    'GT_PK(2,2)'      2374  59394  2434  59392  46617  2318
-CONVEX 27922    'GT_PK(2,2)'      2374  59393  2493  59394  59387  2434
-CONVEX 27923    'GT_PK(2,2)'      2610  59395  2550  59396  54133  2491
-CONVEX 27924    'GT_PK(2,2)'      2732  59397  2610  54165  59398  2670
-CONVEX 27925    'GT_PK(2,2)'      2027  59399  1972  59400  54146  1915
-CONVEX 27926    'GT_PK(2,2)'      2083  59401  2027  37698  59402  1969
-CONVEX 27927    'GT_PK(2,2)'      2027  59400  1915  59402  54088  1969
-CONVEX 27928    'GT_PK(2,2)'      2027  59401  2083  59403  54120  2140
-CONVEX 27929    'GT_PK(2,2)'      2084  59404  2027  46597  59403  2140
-CONVEX 27930    'GT_PK(2,2)'      1972  59399  2027  54158  59404  2084
-CONVEX 27931    'GT_PK(2,2)'      2371  27610  2430  46592  59405  2491
-CONVEX 27932    'GT_PK(2,2)'      2086  59406  2198  54163  59407  2142
-CONVEX 27933    'GT_PK(2,2)'      2315  59408  2198  54137  59409  2255
-CONVEX 27934    'GT_PK(2,2)'      2198  59410  2141  59409  46594  2255
-CONVEX 27935    'GT_PK(2,2)'      2198  59406  2086  59410  54162  2141
-CONVEX 27936    'GT_PK(2,2)'      2142  59407  2198  46606  59411  2257
-CONVEX 27937    'GT_PK(2,2)'      2198  59408  2315  59411  54141  2257
-CONVEX 27938    'GT_PK(2,2)'      2550  59412  2671  54130  59413  2611
-CONVEX 27939    'GT_PK(2,2)'      2671  59414  2732  59415  57629  2794
-CONVEX 27940    'GT_PK(2,2)'      2610  59416  2671  59395  59412  2550
-CONVEX 27941    'GT_PK(2,2)'      2671  59416  2610  59414  59397  2732
-CONVEX 27942    'GT_PK(2,2)'      2733  59417  2671  54194  59415  2794
-CONVEX 27943    'GT_PK(2,2)'      2611  59413  2671  46628  59417  2733
-CONVEX 27944    'GT_PK(2,2)'      2790  27473  2729  59418  59419  2667
-CONVEX 27945    'GT_PK(2,2)'      2728  59420  2790  59421  59418  2667
-CONVEX 27946    'GT_PK(2,2)'      2790  59420  2728  59422  54063  2851
-CONVEX 27947    'GT_PK(2,2)'      2548  59423  2608  59424  59425  2488
-CONVEX 27948    'GT_PK(2,2)'      2548  59426  2428  59427  54168  2487
-CONVEX 27949    'GT_PK(2,2)'      2428  59426  2548  59428  59424  2488
-CONVEX 27950    'GT_PK(2,2)'      2976  27449  2915  42791  59429  2851
-CONVEX 27951    'GT_PK(2,2)'      2915  27471  2790  59429  59422  2851
-CONVEX 27952    'GT_PK(2,2)'      3105  59430  3169  59431  59432  3041
-CONVEX 27953    'GT_PK(2,2)'      2862  59433  2987  59434  46671  2925
-CONVEX 27954    'GT_PK(2,2)'      2800  59435  2862  54208  59434  2925
-CONVEX 27955    'GT_PK(2,2)'      2987  59433  2862  59436  59437  2924
-CONVEX 27956    'GT_PK(2,2)'      2862  59435  2800  59438  59439  2738
-CONVEX 27957    'GT_PK(2,2)'      2862  59440  2798  59437  54210  2924
-CONVEX 27958    'GT_PK(2,2)'      2798  59440  2862  54212  59438  2738
-CONVEX 27959    'GT_PK(2,2)'      2800  59441  2677  59439  59442  2738
-CONVEX 27960    'GT_PK(2,2)'      2556  59443  2677  54218  59444  2617
-CONVEX 27961    'GT_PK(2,2)'      2617  59444  2677  46651  59445  2739
-CONVEX 27962    'GT_PK(2,2)'      2677  59441  2800  59445  54207  2739
-CONVEX 27963    'GT_PK(2,2)'      2677  59446  2615  59442  46647  2738
-CONVEX 27964    'GT_PK(2,2)'      2677  59443  2556  59446  54216  2615
-CONVEX 27965    'GT_PK(2,2)'      2496  59447  2377  54225  27234  2435
-CONVEX 27966    'GT_PK(2,2)'      2320  59448  2436  54222  59449  2378
-CONVEX 27967    'GT_PK(2,2)'      2556  59450  2436  54215  59451  2496
-CONVEX 27968    'GT_PK(2,2)'      2436  59452  2377  59451  59447  2496
-CONVEX 27969    'GT_PK(2,2)'      2377  59452  2436  59453  59448  2320
-CONVEX 27970    'GT_PK(2,2)'      2436  59454  2497  59449  37720  2378
-CONVEX 27971    'GT_PK(2,2)'      2436  59450  2556  59454  54219  2497
-CONVEX 27972    'GT_PK(2,2)'      2203  59455  2320  59456  54221  2261
-CONVEX 27973    'GT_PK(2,2)'      2147  59457  2203  54237  59456  2261
-CONVEX 27974    'GT_PK(2,2)'      2146  59458  2203  46658  59459  2091
-CONVEX 27975    'GT_PK(2,2)'      2203  59457  2147  59459  54240  2091
-CONVEX 27976    'GT_PK(2,2)'      692  59460  721  59461  54251  759
-CONVEX 27977    'GT_PK(2,2)'      727  59462  692  54323  59461  759
-CONVEX 27978    'GT_PK(2,2)'      692  59462  727  59463  59355  663
-CONVEX 27979    'GT_PK(2,2)'      721  59460  692  54247  59464  658
-CONVEX 27980    'GT_PK(2,2)'      1208  59465  1254  59466  54271  1164
-CONVEX 27981    'GT_PK(2,2)'      1208  59467  1120  59468  46693  1162
-CONVEX 27982    'GT_PK(2,2)'      1120  59467  1208  46689  59466  1164
-CONVEX 27983    'GT_PK(2,2)'      1301  59469  1346  59470  54281  1395
-CONVEX 27984    'GT_PK(2,2)'      1301  59471  1348  59472  54278  1254
-CONVEX 27985    'GT_PK(2,2)'      1348  59471  1301  54277  59470  1395
-CONVEX 27986    'GT_PK(2,2)'      1208  59473  1301  59465  59472  1254
-CONVEX 27987    'GT_PK(2,2)'      1298  59474  1345  59475  37770  1393
-CONVEX 27988    'GT_PK(2,2)'      1346  59476  1298  54279  59475  1393
-CONVEX 27989    'GT_PK(2,2)'      1298  59477  1251  59474  46729  1345
-CONVEX 27990    'GT_PK(2,2)'      697  27179  744  59478  54245  679
-CONVEX 27991    'GT_PK(2,2)'      57  59479  697  54255  59478  679
-CONVEX 27992    'GT_PK(2,2)'      59  59480  697  59481  59479  57
-CONVEX 27993    'GT_PK(2,2)'      697  59480  59  27170  59482  730
-CONVEX 27994    'GT_PK(2,2)'      3435  56665  3368  58544  59483  3306
-CONVEX 27995    'GT_PK(2,2)'      3368  56259  3241  59483  59484  3306
-CONVEX 27996    'GT_PK(2,2)'      3368  56663  3499  56661  59485  3433
-CONVEX 27997    'GT_PK(2,2)'      764  59486  798  59487  54292  836
-CONVEX 27998    'GT_PK(2,2)'      798  59486  764  54294  59488  63
-CONVEX 27999    'GT_PK(2,2)'      874  59489  800  54299  59490  836
-CONVEX 28000    'GT_PK(2,2)'      800  59491  764  59490  59487  836
-CONVEX 28001    'GT_PK(2,2)'      764  59491  800  59492  27167  730
-CONVEX 28002    'GT_PK(2,2)'      860  59493  901  54304  26917  828
-CONVEX 28003    'GT_PK(2,2)'      901  59493  860  59494  54305  933
-CONVEX 28004    'GT_PK(2,2)'      1138  59495  1078  54297  59496  1166
-CONVEX 28005    'GT_PK(2,2)'      1078  59497  1121  59496  54266  1166
-CONVEX 28006    'GT_PK(2,2)'      1121  59497  1078  46680  59498  1035
-CONVEX 28007    'GT_PK(2,2)'      1078  59499  1009  59498  54310  1035
-CONVEX 28008    'GT_PK(2,2)'      1057  59500  1138  59501  59502  1102
-CONVEX 28009    'GT_PK(2,2)'      1057  59503  1078  59500  59495  1138
-CONVEX 28010    'GT_PK(2,2)'      1078  59503  1057  59499  59504  1009
-CONVEX 28011    'GT_PK(2,2)'      45  28265  549  59505  59506  43
-CONVEX 28012    'GT_PK(2,2)'      1100  59507  1142  59508  54328  1055
-CONVEX 28013    'GT_PK(2,2)'      1142  59507  1100  54325  59509  1189
-CONVEX 28014    'GT_PK(2,2)'      1100  59510  1144  59509  54346  1189
-CONVEX 28015    'GT_PK(2,2)'      1100  59511  1059  59510  54354  1144
-CONVEX 28016    'GT_PK(2,2)'      973  59512  1017  46779  59513  1055
-CONVEX 28017    'GT_PK(2,2)'      1017  59512  973  59514  37780  936
-CONVEX 28018    'GT_PK(2,2)'      1017  59515  1100  59513  59508  1055
-CONVEX 28019    'GT_PK(2,2)'      1100  59515  1017  59511  59516  1059
-CONVEX 28020    'GT_PK(2,2)'      976  59517  939  59518  59519  1019
-CONVEX 28021    'GT_PK(2,2)'      1059  59520  976  54353  59518  1019
-CONVEX 28022    'GT_PK(2,2)'      1017  59521  976  59516  59520  1059
-CONVEX 28023    'GT_PK(2,2)'      976  59522  898  59517  59523  939
-CONVEX 28024    'GT_PK(2,2)'      898  59522  976  59358  59524  936
-CONVEX 28025    'GT_PK(2,2)'      976  59521  1017  59524  59514  936
-CONVEX 28026    'GT_PK(2,2)'      1188  59525  1148  59526  59527  1102
-CONVEX 28027    'GT_PK(2,2)'      1272  59528  1188  46790  59529  1214
-CONVEX 28028    'GT_PK(2,2)'      1188  59530  1138  59529  54298  1214
-CONVEX 28029    'GT_PK(2,2)'      1138  59530  1188  59502  59526  1102
-CONVEX 28030    'GT_PK(2,2)'      1195  59531  1151  59532  59533  1240
-CONVEX 28031    'GT_PK(2,2)'      1151  59534  1194  59533  59535  1240
-CONVEX 28032    'GT_PK(2,2)'      1283  59536  1195  59537  59532  1240
-CONVEX 28033    'GT_PK(2,2)'      1377  59538  1283  46523  59539  1328
-CONVEX 28034    'GT_PK(2,2)'      1283  59537  1240  59539  59540  1328
-CONVEX 28035    'GT_PK(2,2)'      1330  59541  1283  54049  59538  1377
-CONVEX 28036    'GT_PK(2,2)'      1283  59541  1330  59542  54052  1239
-CONVEX 28037    'GT_PK(2,2)'      1195  59536  1283  54360  59542  1239
-CONVEX 28038    'GT_PK(2,2)'      1327  59543  1234  59544  54340  1281
-CONVEX 28039    'GT_PK(2,2)'      1327  59545  1375  59546  54335  1420
-CONVEX 28040    'GT_PK(2,2)'      1375  59545  1327  54337  59544  1281
-CONVEX 28041    'GT_PK(2,2)'      1371  59547  1327  54329  59546  1420
-CONVEX 28042    'GT_PK(2,2)'      1327  59547  1371  59548  54333  1278
-CONVEX 28043    'GT_PK(2,2)'      1234  59543  1327  54344  59548  1278
-CONVEX 28044    'GT_PK(2,2)'      1149  59549  1106  54359  59550  1195
-CONVEX 28045    'GT_PK(2,2)'      1151  59551  1106  59552  28217  1067
-CONVEX 28046    'GT_PK(2,2)'      1106  59551  1151  59550  59531  1195
-CONVEX 28047    'GT_PK(2,2)'      1106  59549  1149  28220  54358  1063
-CONVEX 28048    'GT_PK(2,2)'      14631  59553  14735  59554  54367  14683
-CONVEX 28049    'GT_PK(2,2)'      14631  59555  14524  59556  46851  14580
-CONVEX 28050    'GT_PK(2,2)'      14631  59554  14683  59557  37883  14576
-CONVEX 28051    'GT_PK(2,2)'      14524  59555  14631  46850  59557  14576
-CONVEX 28052    'GT_PK(2,2)'      14685  59558  14633  59559  54388  14739
-CONVEX 28053    'GT_PK(2,2)'      14633  59558  14685  54390  59560  14580
-CONVEX 28054    'GT_PK(2,2)'      14685  59561  14631  59560  59556  14580
-CONVEX 28055    'GT_PK(2,2)'      14631  59561  14685  59553  59562  14735
-CONVEX 28056    'GT_PK(2,2)'      14788  59563  14888  59564  54371  14838
-CONVEX 28057    'GT_PK(2,2)'      14788  59565  14685  59566  59559  14739
-CONVEX 28058    'GT_PK(2,2)'      14735  59567  14788  54369  59564  14838
-CONVEX 28059    'GT_PK(2,2)'      14685  59565  14788  59562  59567  14735
-CONVEX 28060    'GT_PK(2,2)'      14791  59568  14840  46854  59569  14739
-CONVEX 28061    'GT_PK(2,2)'      14840  59570  14788  59569  59566  14739
-CONVEX 28062    'GT_PK(2,2)'      14788  59570  14840  59563  59571  14888
-CONVEX 28063    'GT_PK(2,2)'      14888  59571  14840  54375  59572  14939
-CONVEX 28064    'GT_PK(2,2)'      14840  59573  14890  59572  54386  14939
-CONVEX 28065    'GT_PK(2,2)'      14890  59573  14840  54382  59568  14791
-CONVEX 28066    'GT_PK(2,2)'      14890  59574  14941  54385  59575  14988
-CONVEX 28067    'GT_PK(2,2)'      14941  59576  15037  59575  46880  14988
-CONVEX 28068    'GT_PK(2,2)'      14892  59577  14941  59578  59579  14842
-CONVEX 28069    'GT_PK(2,2)'      14941  59574  14890  59579  54383  14842
-CONVEX 28070    'GT_PK(2,2)'      14636  59580  14582  54393  59581  14529
-CONVEX 28071    'GT_PK(2,2)'      14582  59582  14633  59583  54389  14527
-CONVEX 28072    'GT_PK(2,2)'      14633  59582  14582  54387  59584  14687
-CONVEX 28073    'GT_PK(2,2)'      14582  59580  14636  59584  59585  14687
-CONVEX 28074    'GT_PK(2,2)'      14582  59586  14473  59581  46869  14529
-CONVEX 28075    'GT_PK(2,2)'      14473  59586  14582  46864  59583  14527
-CONVEX 28076    'GT_PK(2,2)'      14690  59587  14583  59588  46885  14638
-CONVEX 28077    'GT_PK(2,2)'      14690  59589  14636  59587  54391  14583
-CONVEX 28078    'GT_PK(2,2)'      14690  59588  14638  59590  37936  14743
-CONVEX 28079    'GT_PK(2,2)'      15132  59591  15038  59592  54400  15087
-CONVEX 28080    'GT_PK(2,2)'      15179  59593  15132  59176  59592  15087
-CONVEX 28081    'GT_PK(2,2)'      15132  59594  15223  59595  53657  15177
-CONVEX 28082    'GT_PK(2,2)'      15223  59594  15132  53656  59593  15179
-CONVEX 28083    'GT_PK(2,2)'      15038  59596  14943  54399  59597  14992
-CONVEX 28084    'GT_PK(2,2)'      14844  59598  14943  59599  59600  14892
-CONVEX 28085    'GT_PK(2,2)'      14306  59601  14365  54395  59602  14420
-CONVEX 28086    'GT_PK(2,2)'      14365  59603  14476  59602  54406  14420
-CONVEX 28087    'GT_PK(2,2)'      14476  59603  14365  54404  59604  14421
-CONVEX 28088    'GT_PK(2,2)'      14365  59601  14306  59605  54398  14252
-CONVEX 28089    'GT_PK(2,2)'      14365  59606  14307  59604  59607  14421
-CONVEX 28090    'GT_PK(2,2)'      14195  59608  14307  46891  59609  14252
-CONVEX 28091    'GT_PK(2,2)'      14307  59606  14365  59609  59605  14252
-CONVEX 28092    'GT_PK(2,2)'      14364  59610  14475  59611  54410  14421
-CONVEX 28093    'GT_PK(2,2)'      14307  59612  14364  59607  59611  14421
-CONVEX 28094    'GT_PK(2,2)'      14137  59613  14195  59614  46892  14077
-CONVEX 28095    'GT_PK(2,2)'      14192  59615  14137  54420  59616  14076
-CONVEX 28096    'GT_PK(2,2)'      14076  59616  14137  21745  59617  14018
-CONVEX 28097    'GT_PK(2,2)'      14137  59614  14077  59617  28415  14018
-CONVEX 28098    'GT_PK(2,2)'      14937  59618  14887  28441  59619  14835
-CONVEX 28099    'GT_PK(2,2)'      14887  16168  14786  59619  54423  14835
-CONVEX 28100    'GT_PK(2,2)'      14887  59618  14937  24000  28444  14987
-CONVEX 28101    'GT_PK(2,2)'      15040  59620  14942  28436  59621  14989
-CONVEX 28102    'GT_PK(2,2)'      14991  59622  14942  46911  59620  15040
-CONVEX 28103    'GT_PK(2,2)'      14686  59623  14630  16579  46901  14737
-CONVEX 28104    'GT_PK(2,2)'      14579  59624  14635  59625  54424  14526
-CONVEX 28105    'GT_PK(2,2)'      14579  59625  14526  59626  46888  14470
-CONVEX 28106    'GT_PK(2,2)'      14686  59627  14579  59623  59628  14630
-CONVEX 28107    'GT_PK(2,2)'      14579  59627  14686  59624  59629  14635
-CONVEX 28108    'GT_PK(2,2)'      14579  59626  14470  59630  37930  14523
-CONVEX 28109    'GT_PK(2,2)'      14630  59628  14579  46899  59630  14523
-CONVEX 28110    'GT_PK(2,2)'      14581  59631  14689  37943  59632  14637
-CONVEX 28111    'GT_PK(2,2)'      14635  59633  14689  54425  59631  14581
-CONVEX 28112    'GT_PK(2,2)'      12777  59634  12841  59635  59636  12709
-CONVEX 28113    'GT_PK(2,2)'      12712  59637  12777  38179  59638  12643
-CONVEX 28114    'GT_PK(2,2)'      12777  59635  12709  59638  46931  12643
-CONVEX 28115    'GT_PK(2,2)'      12777  59637  12712  59639  47130  12844
-CONVEX 28116    'GT_PK(2,2)'      12906  59640  12973  47171  59641  13036
-CONVEX 28117    'GT_PK(2,2)'      12841  59642  12973  59643  59640  12906
-CONVEX 28118    'GT_PK(2,2)'      12973  59644  13103  59641  38185  13036
-CONVEX 28119    'GT_PK(2,2)'      12973  59645  13040  59644  38188  13103
-CONVEX 28120    'GT_PK(2,2)'      13912  59646  13971  54438  59647  13853
-CONVEX 28121    'GT_PK(2,2)'      13853  59647  13971  54508  59648  13911
-CONVEX 28122    'GT_PK(2,2)'      13971  59649  14029  59648  46952  13911
-CONVEX 28123    'GT_PK(2,2)'      14029  59649  13971  46955  59650  14088
-CONVEX 28124    'GT_PK(2,2)'      13971  59651  14031  59650  54434  14088
-CONVEX 28125    'GT_PK(2,2)'      13971  59646  13912  59651  54444  14031
-CONVEX 28126    'GT_PK(2,2)'      13731  59652  13790  59653  59654  13855
-CONVEX 28127    'GT_PK(2,2)'      13855  59654  13790  46957  59655  13913
-CONVEX 28128    'GT_PK(2,2)'      13790  59656  13845  59655  47009  13913
-CONVEX 28129    'GT_PK(2,2)'      13790  59652  13731  59657  54458  13671
-CONVEX 28130    'GT_PK(2,2)'      13790  59657  13671  59658  38079  13733
-CONVEX 28131    'GT_PK(2,2)'      13845  59656  13790  47012  59658  13733
-CONVEX 28132    'GT_PK(2,2)'      13673  59659  13795  46978  59660  13736
-CONVEX 28133    'GT_PK(2,2)'      13731  59661  13795  54460  59659  13673
-CONVEX 28134    'GT_PK(2,2)'      13795  59662  13856  59660  59663  13736
-CONVEX 28135    'GT_PK(2,2)'      13795  59661  13731  59664  59653  13855
-CONVEX 28136    'GT_PK(2,2)'      13795  59665  13915  59662  54456  13856
-CONVEX 28137    'GT_PK(2,2)'      13915  59665  13795  54454  59664  13855
-CONVEX 28138    'GT_PK(2,2)'      13299  59666  13424  59667  54461  13360
-CONVEX 28139    'GT_PK(2,2)'      13299  59667  13360  59668  38051  13234
-CONVEX 28140    'GT_PK(2,2)'      13299  59668  13234  59669  47142  13171
-CONVEX 28141    'GT_PK(2,2)'      13236  59670  13299  46968  59669  13171
-CONVEX 28142    'GT_PK(2,2)'      13609  59671  13730  54487  59672  13669
-CONVEX 28143    'GT_PK(2,2)'      13730  59673  13792  59672  54511  13669
-CONVEX 28144    'GT_PK(2,2)'      13730  59671  13609  59674  54477  13672
-CONVEX 28145    'GT_PK(2,2)'      13792  59673  13730  54506  59675  13853
-CONVEX 28146    'GT_PK(2,2)'      13853  59675  13730  54440  59676  13793
-CONVEX 28147    'GT_PK(2,2)'      13730  59674  13672  59676  54427  13793
-CONVEX 28148    'GT_PK(2,2)'      13856  59677  13794  59663  59678  13736
-CONVEX 28149    'GT_PK(2,2)'      13914  59679  13794  54513  59677  13856
-CONVEX 28150    'GT_PK(2,2)'      13794  59679  13914  59680  54514  13854
-CONVEX 28151    'GT_PK(2,2)'      13734  59681  13794  54429  59680  13854
-CONVEX 28152    'GT_PK(2,2)'      13794  59682  13674  59678  46976  13736
-CONVEX 28153    'GT_PK(2,2)'      13794  59681  13734  59682  54431  13674
-CONVEX 28154    'GT_PK(2,2)'      10526  59683  10453  59684  54540  10599
-CONVEX 28155    'GT_PK(2,2)'      10671  59685  10526  54546  59684  10599
-CONVEX 28156    'GT_PK(2,2)'      10453  59683  10526  54541  59686  10378
-CONVEX 28157    'GT_PK(2,2)'      10526  59685  10671  59687  54544  10597
-CONVEX 28158    'GT_PK(2,2)'      10526  59688  10450  59686  48511  10378
-CONVEX 28159    'GT_PK(2,2)'      10450  59688  10526  48513  59687  10597
-CONVEX 28160    'GT_PK(2,2)'      12569  59689  12433  59690  54585  12503
-CONVEX 28161    'GT_PK(2,2)'      12635  59691  12569  47157  59692  12705
-CONVEX 28162    'GT_PK(2,2)'      12569  59693  12639  59692  54577  12705
-CONVEX 28163    'GT_PK(2,2)'      12639  59693  12569  47148  59690  12503
-CONVEX 28164    'GT_PK(2,2)'      12501  59694  12635  59695  47154  12567
-CONVEX 28165    'GT_PK(2,2)'      12433  59696  12501  54587  59697  12364
-CONVEX 28166    'GT_PK(2,2)'      12501  59698  12569  59694  59691  12635
-CONVEX 28167    'GT_PK(2,2)'      12569  59698  12501  59689  59696  12433
-CONVEX 28168    'GT_PK(2,2)'      12364  59697  12501  28702  59699  12432
-CONVEX 28169    'GT_PK(2,2)'      12501  59695  12567  59699  38013  12432
-CONVEX 28170    'GT_PK(2,2)'      12838  59700  12775  54589  59701  12906
-CONVEX 28171    'GT_PK(2,2)'      12775  59702  12841  59701  59643  12906
-CONVEX 28172    'GT_PK(2,2)'      12841  59702  12775  59636  23810  12709
-CONVEX 28173    'GT_PK(2,2)'      11741  59703  11811  54593  59704  11671
-CONVEX 28174    'GT_PK(2,2)'      11881  59705  11811  46828  59706  11950
-CONVEX 28175    'GT_PK(2,2)'      11811  59707  11882  59706  47221  11950
-CONVEX 28176    'GT_PK(2,2)'      11811  59703  11741  59707  54597  11882
-CONVEX 28177    'GT_PK(2,2)'      11811  59708  11739  59704  59709  11671
-CONVEX 28178    'GT_PK(2,2)'      11739  59708  11811  54598  59705  11881
-CONVEX 28179    'GT_PK(2,2)'      11455  59710  11382  59711  48718  11313
-CONVEX 28180    'GT_PK(2,2)'      11382  59710  11455  48642  59712  11525
-CONVEX 28181    'GT_PK(2,2)'      11738  59713  11669  37825  59714  11810
-CONVEX 28182    'GT_PK(2,2)'      11669  59715  11739  59714  54599  11810
-CONVEX 28183    'GT_PK(2,2)'      11813  59716  11883  47214  59717  11952
-CONVEX 28184    'GT_PK(2,2)'      11742  59718  11883  54609  59716  11813
-CONVEX 28185    'GT_PK(2,2)'      11952  59717  11883  38278  59719  12023
-CONVEX 28186    'GT_PK(2,2)'      11883  59718  11742  59720  59721  11814
-CONVEX 28187    'GT_PK(2,2)'      12023  59719  11883  18243  59722  11953
-CONVEX 28188    'GT_PK(2,2)'      11883  59720  11814  59722  47250  11953
-CONVEX 28189    'GT_PK(2,2)'      11742  59723  11674  59721  59724  11814
-CONVEX 28190    'GT_PK(2,2)'      11603  59725  11674  54614  59726  11533
-CONVEX 28191    'GT_PK(2,2)'      11674  59727  11602  59726  47246  11533
-CONVEX 28192    'GT_PK(2,2)'      11674  59723  11742  59727  54611  11602
-CONVEX 28193    'GT_PK(2,2)'      11814  59724  11674  47251  59728  11744
-CONVEX 28194    'GT_PK(2,2)'      11674  59725  11603  59728  47254  11744
-CONVEX 28195    'GT_PK(2,2)'      3608  59729  3477  59730  47279  3542
-CONVEX 28196    'GT_PK(2,2)'      3674  59731  3608  54622  59730  3542
-CONVEX 28197    'GT_PK(2,2)'      3477  59729  3608  47276  59732  3545
-CONVEX 28198    'GT_PK(2,2)'      3608  59731  3674  59733  54629  3743
-CONVEX 28199    'GT_PK(2,2)'      3608  59734  3676  59732  54630  3545
-CONVEX 28200    'GT_PK(2,2)'      3676  59734  3608  54632  59733  3743
-CONVEX 28201    'GT_PK(2,2)'      1805  59735  1909  59736  54642  1861
-CONVEX 28202    'GT_PK(2,2)'      1757  59737  1805  38412  59736  1861
-CONVEX 28203    'GT_PK(2,2)'      1703  59738  1805  47295  59737  1757
-CONVEX 28204    'GT_PK(2,2)'      1805  59738  1703  59739  47292  1749
-CONVEX 28205    'GT_PK(2,2)'      1852  59740  1797  59741  18369  1905
-CONVEX 28206    'GT_PK(2,2)'      1852  59742  1749  59740  38409  1797
-CONVEX 28207    'GT_PK(2,2)'      1852  59743  1805  59742  59739  1749
-CONVEX 28208    'GT_PK(2,2)'      1805  59743  1852  59735  59744  1909
-CONVEX 28209    'GT_PK(2,2)'      2589  59745  2647  54646  59746  2709
-CONVEX 28210    'GT_PK(2,2)'      2770  59747  2647  29020  59748  2710
-CONVEX 28211    'GT_PK(2,2)'      2709  59746  2647  47312  59747  2770
-CONVEX 28212    'GT_PK(2,2)'      2710  59748  2647  29140  59749  2588
-CONVEX 28213    'GT_PK(2,2)'      2647  59750  2527  59749  18477  2588
-CONVEX 28214    'GT_PK(2,2)'      2647  59745  2589  59750  54648  2527
-CONVEX 28215    'GT_PK(2,2)'      8209  59751  8309  54730  59752  8235
-CONVEX 28216    'GT_PK(2,2)'      8309  59753  8384  59752  54736  8235
-CONVEX 28217    'GT_PK(2,2)'      8384  59753  8309  47415  59754  8459
-CONVEX 28218    'GT_PK(2,2)'      8459  59754  8309  47470  59755  8383
-CONVEX 28219    'GT_PK(2,2)'      8309  59756  8234  59755  38643  8383
-CONVEX 28220    'GT_PK(2,2)'      8309  59751  8209  59756  54701  8234
-CONVEX 28221    'GT_PK(2,2)'      7919  59757  7994  59758  59759  7844
-CONVEX 28222    'GT_PK(2,2)'      7994  59760  7917  59759  47438  7844
-CONVEX 28223    'GT_PK(2,2)'      7994  59761  8067  59760  54724  7917
-CONVEX 28224    'GT_PK(2,2)'      7769  59762  7618  59763  47451  7695
-CONVEX 28225    'GT_PK(2,2)'      7769  59763  7695  59764  47457  7846
-CONVEX 28226    'GT_PK(2,2)'      7919  59765  7769  59766  59764  7846
-CONVEX 28227    'GT_PK(2,2)'      7769  59765  7919  59767  59758  7844
-CONVEX 28228    'GT_PK(2,2)'      7693  59768  7769  54745  59767  7844
-CONVEX 28229    'GT_PK(2,2)'      7769  59768  7693  59762  54743  7618
-CONVEX 28230    'GT_PK(2,2)'      8070  59769  8147  59770  54726  8214
-CONVEX 28231    'GT_PK(2,2)'      8070  59771  7994  59772  59757  7919
-CONVEX 28232    'GT_PK(2,2)'      8840  59773  8688  54765  59774  8763
-CONVEX 28233    'GT_PK(2,2)'      8611  59775  8688  54760  59776  8537
-CONVEX 28234    'GT_PK(2,2)'      8688  59775  8611  59774  54756  8763
-CONVEX 28235    'GT_PK(2,2)'      8688  59777  8614  59776  38638  8537
-CONVEX 28236    'GT_PK(2,2)'      8614  59777  8688  29389  59778  8765
-CONVEX 28237    'GT_PK(2,2)'      8688  59773  8840  59778  54754  8765
-CONVEX 28238    'GT_PK(2,2)'      8606  59779  8682  59780  47481  8532
-CONVEX 28239    'GT_PK(2,2)'      8606  59781  8757  59779  54770  8682
-CONVEX 28240    'GT_PK(2,2)'      8457  59782  8606  38650  59780  8532
-CONVEX 28241    'GT_PK(2,2)'      8757  59781  8606  54772  59783  8681
-CONVEX 28242    'GT_PK(2,2)'      8606  59784  8531  59783  47386  8681
-CONVEX 28243    'GT_PK(2,2)'      8531  59784  8606  54694  59782  8457
-CONVEX 28244    'GT_PK(2,2)'      6219  59785  6290  59786  54783  6367
-CONVEX 28245    'GT_PK(2,2)'      6070  59787  6219  54921  59788  6146
-CONVEX 28246    'GT_PK(2,2)'      6219  59789  6294  59788  47489  6146
-CONVEX 28247    'GT_PK(2,2)'      6294  59789  6219  54778  59786  6367
-CONVEX 28248    'GT_PK(2,2)'      6290  59790  6215  54782  59791  6362
-CONVEX 28249    'GT_PK(2,2)'      6362  59791  6215  38705  59792  6287
-CONVEX 28250    'GT_PK(2,2)'      6215  59793  6139  59792  54789  6287
-CONVEX 28251    'GT_PK(2,2)'      6139  59793  6215  47521  59794  6068
-CONVEX 28252    'GT_PK(2,2)'      6143  59795  6070  59796  59797  5995
-CONVEX 28253    'GT_PK(2,2)'      6143  59798  6215  59799  59790  6290
-CONVEX 28254    'GT_PK(2,2)'      6143  59800  6219  59795  59787  6070
-CONVEX 28255    'GT_PK(2,2)'      6219  59800  6143  59785  59799  6290
-CONVEX 28256    'GT_PK(2,2)'      6068  59801  6143  54799  59796  5995
-CONVEX 28257    'GT_PK(2,2)'      6215  59798  6143  59794  59801  6068
-CONVEX 28258    'GT_PK(2,2)'      6357  59802  6429  59803  47643  6504
-CONVEX 28259    'GT_PK(2,2)'      6431  59804  6357  54795  59803  6504
-CONVEX 28260    'GT_PK(2,2)'      6357  59804  6431  23727  54796  6284
-CONVEX 28261    'GT_PK(2,2)'      5920  59805  5775  54803  59806  5846
-CONVEX 28262    'GT_PK(2,2)'      5846  59806  5775  38872  59807  5702
-CONVEX 28263    'GT_PK(2,2)'      5775  59808  5631  59807  47519  5702
-CONVEX 28264    'GT_PK(2,2)'      5631  59808  5775  47520  59809  5704
-CONVEX 28265    'GT_PK(2,2)'      5775  59810  5849  59809  47514  5704
-CONVEX 28266    'GT_PK(2,2)'      5775  59805  5920  59810  54800  5849
-CONVEX 28267    'GT_PK(2,2)'      5697  59811  5625  54819  59812  5552
-CONVEX 28268    'GT_PK(2,2)'      5625  59811  5697  59813  54817  5769
-CONVEX 28269    'GT_PK(2,2)'      5698  59814  5625  47525  59813  5769
-CONVEX 28270    'GT_PK(2,2)'      5554  59815  5625  54806  59814  5698
-CONVEX 28271    'GT_PK(2,2)'      5997  59816  5923  54919  59817  6070
-CONVEX 28272    'GT_PK(2,2)'      6070  59817  5923  59797  59818  5995
-CONVEX 28273    'GT_PK(2,2)'      5923  59819  5849  59818  54801  5995
-CONVEX 28274    'GT_PK(2,2)'      5849  59819  5923  47513  59820  5778
-CONVEX 28275    'GT_PK(2,2)'      5578  59821  5507  59822  54955  5432
-CONVEX 28276    'GT_PK(2,2)'      5578  59823  5650  59824  47834  5722
-CONVEX 28277    'GT_PK(2,2)'      5578  59824  5722  59825  39113  5652
-CONVEX 28278    'GT_PK(2,2)'      5507  59821  5578  54958  59825  5652
-CONVEX 28279    'GT_PK(2,2)'      5578  59822  5432  59826  54962  5505
-CONVEX 28280    'GT_PK(2,2)'      5650  59823  5578  59827  59826  5505
-CONVEX 28281    'GT_PK(2,2)'      5430  59828  5360  59829  54964  5286
-CONVEX 28282    'GT_PK(2,2)'      5430  59830  5357  59831  47823  5504
-CONVEX 28283    'GT_PK(2,2)'      5357  59830  5430  47821  59829  5286
-CONVEX 28284    'GT_PK(2,2)'      5360  59828  5430  54963  59832  5505
-CONVEX 28285    'GT_PK(2,2)'      5795  59833  5867  47828  59834  5943
-CONVEX 28286    'GT_PK(2,2)'      5721  59835  5867  47836  59833  5795
-CONVEX 28287    'GT_PK(2,2)'      5941  59836  5865  54974  59837  6012
-CONVEX 28288    'GT_PK(2,2)'      6012  59837  5865  29780  59838  5938
-CONVEX 28289    'GT_PK(2,2)'      5865  59839  5792  59838  29793  5938
-CONVEX 28290    'GT_PK(2,2)'      5865  59840  5719  59839  47893  5792
-CONVEX 28291    'GT_PK(2,2)'      6020  59841  6094  54993  59842  6169
-CONVEX 28292    'GT_PK(2,2)'      6094  59843  6242  59842  54998  6169
-CONVEX 28293    'GT_PK(2,2)'      6094  59841  6020  59844  54989  5946
-CONVEX 28294    'GT_PK(2,2)'      6242  59843  6094  54994  59845  6167
-CONVEX 28295    'GT_PK(2,2)'      6167  59845  6094  29751  59846  6018
-CONVEX 28296    'GT_PK(2,2)'      6094  59844  5946  59846  39092  6018
-CONVEX 28297    'GT_PK(2,2)'      6102  59847  6027  47858  59848  6174
-CONVEX 28298    'GT_PK(2,2)'      6027  59849  5878  59850  55001  5951
-CONVEX 28299    'GT_PK(2,2)'      5954  59851  6027  59852  59847  6102
-CONVEX 28300    'GT_PK(2,2)'      6027  59851  5954  59849  59853  5878
-CONVEX 28301    'GT_PK(2,2)'      5878  59854  5807  54999  59855  5732
-CONVEX 28302    'GT_PK(2,2)'      5954  59856  5807  59853  59854  5878
-CONVEX 28303    'GT_PK(2,2)'      5734  59857  5807  43203  59858  5880
-CONVEX 28304    'GT_PK(2,2)'      5807  59856  5954  59858  59859  5880
-CONVEX 28305    'GT_PK(2,2)'      6321  59860  6247  59861  59862  6173
-CONVEX 28306    'GT_PK(2,2)'      6321  59863  6393  59864  59865  6468
-CONVEX 28307    'GT_PK(2,2)'      6321  59864  6468  59866  55518  6395
-CONVEX 28308    'GT_PK(2,2)'      6247  59860  6321  55003  59866  6395
-CONVEX 28309    'GT_PK(2,2)'      6321  59861  6173  59867  59868  6246
-CONVEX 28310    'GT_PK(2,2)'      6393  59863  6321  55534  59867  6246
-CONVEX 28311    'GT_PK(2,2)'      5949  59869  6098  55017  59870  6024
-CONVEX 28312    'GT_PK(2,2)'      6173  59871  6098  59868  59872  6246
-CONVEX 28313    'GT_PK(2,2)'      6024  59870  6098  59873  59871  6173
-CONVEX 28314    'GT_PK(2,2)'      6098  59874  6171  59872  47838  6246
-CONVEX 28315    'GT_PK(2,2)'      6098  59875  6023  59874  47861  6171
-CONVEX 28316    'GT_PK(2,2)'      6098  59869  5949  59875  55013  6023
-CONVEX 28317    'GT_PK(2,2)'      5661  59876  5587  59877  55031  5732
-CONVEX 28318    'GT_PK(2,2)'      5807  59878  5661  59855  59877  5732
-CONVEX 28319    'GT_PK(2,2)'      5589  59879  5661  47880  59880  5734
-CONVEX 28320    'GT_PK(2,2)'      5661  59878  5807  59880  59857  5734
-CONVEX 28321    'GT_PK(2,2)'      5587  59881  5516  55034  59882  5442
-CONVEX 28322    'GT_PK(2,2)'      5661  59883  5516  59876  59881  5587
-CONVEX 28323    'GT_PK(2,2)'      5516  59884  5589  59885  55051  5443
-CONVEX 28324    'GT_PK(2,2)'      5516  59883  5661  59884  59879  5589
-CONVEX 28325    'GT_PK(2,2)'      5297  59886  5224  55036  59887  5369
-CONVEX 28326    'GT_PK(2,2)'      5224  59888  5296  59887  47875  5369
-CONVEX 28327    'GT_PK(2,2)'      5224  59889  5151  59888  51532  5296
-CONVEX 28328    'GT_PK(2,2)'      5151  59889  5224  51537  59890  5080
-CONVEX 28329    'GT_PK(2,2)'      5013  59891  4942  59892  43163  4870
-CONVEX 28330    'GT_PK(2,2)'      4940  59893  5013  51523  59892  4870
-CONVEX 28331    'GT_PK(2,2)'      5013  59894  5085  59891  55041  4942
-CONVEX 28332    'GT_PK(2,2)'      5085  59894  5013  55042  59895  5155
-CONVEX 28333    'GT_PK(2,2)'      4789  59896  4861  47941  59897  4719
-CONVEX 28334    'GT_PK(2,2)'      4861  59898  4791  59897  47931  4719
-CONVEX 28335    'GT_PK(2,2)'      4861  59899  4933  59898  55080  4791
-CONVEX 28336    'GT_PK(2,2)'      11648  59900  11508  59901  55097  11579
-CONVEX 28337    'GT_PK(2,2)'      11720  59902  11648  29879  59901  11579
-CONVEX 28338    'GT_PK(2,2)'      11789  59903  11648  39183  59902  11720
-CONVEX 28339    'GT_PK(2,2)'      11508  59904  11577  55094  59905  11436
-CONVEX 28340    'GT_PK(2,2)'      11506  59906  11577  47981  59907  11646
-CONVEX 28341    'GT_PK(2,2)'      11436  59905  11577  47982  59906  11506
-CONVEX 28342    'GT_PK(2,2)'      11648  59908  11577  59900  59904  11508
-CONVEX 28343    'GT_PK(2,2)'      10787  59909  10642  59910  39232  10715
-CONVEX 28344    'GT_PK(2,2)'      10859  59911  10787  55101  59910  10715
-CONVEX 28345    'GT_PK(2,2)'      10642  59909  10787  39234  22226  10713
-CONVEX 28346    'GT_PK(2,2)'      10932  59912  11005  59913  55113  11076
-CONVEX 28347    'GT_PK(2,2)'      10932  59914  10859  59912  55100  11005
-CONVEX 28348    'GT_PK(2,2)'      10932  22117  10787  59914  59911  10859
-CONVEX 28349    'GT_PK(2,2)'      11502  59915  11643  59916  55133  11571
-CONVEX 28350    'GT_PK(2,2)'      11430  59917  11502  39299  59916  11571
-CONVEX 28351    'GT_PK(2,2)'      11359  59918  11502  55123  59917  11430
-CONVEX 28352    'GT_PK(2,2)'      11432  59919  11502  55138  59918  11359
-CONVEX 28353    'GT_PK(2,2)'      11643  59915  11502  55132  59920  11573
-CONVEX 28354    'GT_PK(2,2)'      11502  59919  11432  59920  55136  11573
-CONVEX 28355    'GT_PK(2,2)'      11847  59921  11916  55161  59922  11776
-CONVEX 28356    'GT_PK(2,2)'      11845  59923  11916  55168  59924  11984
-CONVEX 28357    'GT_PK(2,2)'      11916  59923  11845  59922  59925  11776
-CONVEX 28358    'GT_PK(2,2)'      11986  59926  11916  59927  59921  11847
-CONVEX 28359    'GT_PK(2,2)'      11774  59928  11845  59929  55167  11914
-CONVEX 28360    'GT_PK(2,2)'      11843  59930  11774  55183  59929  11914
-CONVEX 28361    'GT_PK(2,2)'      11774  59931  11703  59932  55170  11633
-CONVEX 28362    'GT_PK(2,2)'      11703  59931  11774  55171  59930  11843
-CONVEX 28363    'GT_PK(2,2)'      11705  59933  11635  59934  55165  11776
-CONVEX 28364    'GT_PK(2,2)'      11845  59935  11705  59925  59934  11776
-CONVEX 28365    'GT_PK(2,2)'      11635  59933  11705  55166  59936  11564
-CONVEX 28366    'GT_PK(2,2)'      11774  59937  11705  59928  59935  11845
-CONVEX 28367    'GT_PK(2,2)'      11564  59936  11705  39326  59938  11633
-CONVEX 28368    'GT_PK(2,2)'      11705  59937  11774  59938  59932  11633
-CONVEX 28369    'GT_PK(2,2)'      11918  59939  11847  59940  55159  11778
-CONVEX 28370    'GT_PK(2,2)'      11918  59941  11986  59939  59927  11847
-CONVEX 28371    'GT_PK(2,2)'      11918  59940  11778  59942  39313  11849
-CONVEX 28372    'GT_PK(2,2)'      11988  59943  11918  48055  59942  11849
-CONVEX 28373    'GT_PK(2,2)'      12195  59944  12265  59945  59946  12332
-CONVEX 28374    'GT_PK(2,2)'      12332  59946  12265  59947  59948  12401
-CONVEX 28375    'GT_PK(2,2)'      12265  59949  12334  59948  48059  12401
-CONVEX 28376    'GT_PK(2,2)'      12334  59949  12265  48057  59950  12197
-CONVEX 28377    'GT_PK(2,2)'      12127  59951  11988  59952  48056  12058
-CONVEX 28378    'GT_PK(2,2)'      12127  59953  12265  59954  59944  12195
-CONVEX 28379    'GT_PK(2,2)'      12197  59955  12127  39323  59952  12058
-CONVEX 28380    'GT_PK(2,2)'      12265  59953  12127  59950  59955  12197
-CONVEX 28381    'GT_PK(2,2)'      12468  59956  12332  59957  59947  12401
-CONVEX 28382    'GT_PK(2,2)'      12534  59958  12468  55188  59959  12603
-CONVEX 28383    'GT_PK(2,2)'      12468  59960  12536  59959  34497  12603
-CONVEX 28384    'GT_PK(2,2)'      12468  59957  12401  59960  39319  12536
-CONVEX 28385    'GT_PK(2,2)'      12195  59961  12263  59962  59963  12125
-CONVEX 28386    'GT_PK(2,2)'      12263  59961  12195  59964  59945  12332
-CONVEX 28387    'GT_PK(2,2)'      12261  59965  12330  59966  21871  12397
-CONVEX 28388    'GT_PK(2,2)'      12261  59966  12397  59967  48068  12328
-CONVEX 28389    'GT_PK(2,2)'      12191  59968  12261  55189  59967  12328
-CONVEX 28390    'GT_PK(2,2)'      12261  59968  12191  59969  55191  12123
-CONVEX 28391    'GT_PK(2,2)'      13654  59970  13776  59971  55205  13714
-CONVEX 28392    'GT_PK(2,2)'      13593  59972  13654  39972  59973  13531
-CONVEX 28393    'GT_PK(2,2)'      13655  59974  13716  37970  59975  13593
-CONVEX 28394    'GT_PK(2,2)'      13716  59976  13654  59975  59972  13593
-CONVEX 28395    'GT_PK(2,2)'      13654  59976  13716  59970  59977  13776
-CONVEX 28396    'GT_PK(2,2)'      13776  59977  13716  55208  59978  13837
-CONVEX 28397    'GT_PK(2,2)'      13837  59978  13716  36635  59979  13777
-CONVEX 28398    'GT_PK(2,2)'      13716  59974  13655  59979  37969  13777
-CONVEX 28399    'GT_PK(2,2)'      13018  59980  13147  55212  59981  13081
-CONVEX 28400    'GT_PK(2,2)'      13147  59982  13211  59981  55216  13081
-CONVEX 28401    'GT_PK(2,2)'      12823  59983  12954  59984  55219  12889
-CONVEX 28402    'GT_PK(2,2)'      12757  59985  12823  48595  59986  12690
-CONVEX 28403    'GT_PK(2,2)'      12823  59987  12756  59986  48102  12690
-CONVEX 28404    'GT_PK(2,2)'      12756  59987  12823  48099  59984  12889
-CONVEX 28405    'GT_PK(2,2)'      12891  59988  12757  59989  48597  12824
-CONVEX 28406    'GT_PK(2,2)'      12956  59990  12891  55763  59989  12824
-CONVEX 28407    'GT_PK(2,2)'      12891  59991  12823  59988  59985  12757
-CONVEX 28408    'GT_PK(2,2)'      12823  59991  12891  59983  59992  12954
-CONVEX 28409    'GT_PK(2,2)'      13085  59993  13214  59994  48610  13148
-CONVEX 28410    'GT_PK(2,2)'      13020  59995  13085  59996  59994  13148
-CONVEX 28411    'GT_PK(2,2)'      12954  59997  13085  55218  59995  13020
-CONVEX 28412    'GT_PK(2,2)'      13085  59998  13150  59993  55753  13214
-CONVEX 28413    'GT_PK(2,2)'      13525  59999  13589  60000  55220  13650
-CONVEX 28414    'GT_PK(2,2)'      13525  60000  13650  60001  55228  13588
-CONVEX 28415    'GT_PK(2,2)'      13525  60002  13462  60003  55238  13401
-CONVEX 28416    'GT_PK(2,2)'      13462  60002  13525  55245  60001  13588
-CONVEX 28417    'GT_PK(2,2)'      13521  60004  13583  60005  53744  13458
-CONVEX 28418    'GT_PK(2,2)'      13396  60006  13521  55253  60005  13458
-CONVEX 28419    'GT_PK(2,2)'      13521  60006  13396  60007  60008  13459
-CONVEX 28420    'GT_PK(2,2)'      13583  60004  13521  53746  60009  13645
-CONVEX 28421    'GT_PK(2,2)'      13645  60009  13521  39480  60010  13585
-CONVEX 28422    'GT_PK(2,2)'      13521  60007  13459  60010  48148  13585
-CONVEX 28423    'GT_PK(2,2)'      13396  60011  13333  60008  60012  13459
-CONVEX 28424    'GT_PK(2,2)'      13398  60013  13333  55256  60014  13270
-CONVEX 28425    'GT_PK(2,2)'      13333  60013  13398  60012  55257  13459
-CONVEX 28426    'GT_PK(2,2)'      13333  60015  13206  60014  48143  13270
-CONVEX 28427    'GT_PK(2,2)'      13206  60015  13333  48146  60016  13268
-CONVEX 28428    'GT_PK(2,2)'      13333  60011  13396  60016  55254  13268
-CONVEX 28429    'GT_PK(2,2)'      7076  21647  6998  55425  60017  7148
-CONVEX 28430    'GT_PK(2,2)'      6998  60018  7072  60017  55484  7148
-CONVEX 28431    'GT_PK(2,2)'      6993  60019  6918  48181  60020  6843
-CONVEX 28432    'GT_PK(2,2)'      6918  60021  6771  60020  55262  6843
-CONVEX 28433    'GT_PK(2,2)'      7072  60022  6918  55260  60019  6993
-CONVEX 28434    'GT_PK(2,2)'      6998  60023  6918  60018  60022  7072
-CONVEX 28435    'GT_PK(2,2)'      6918  60024  6846  60021  60025  6771
-CONVEX 28436    'GT_PK(2,2)'      6846  60024  6918  21645  60023  6998
-CONVEX 28437    'GT_PK(2,2)'      6622  60026  6697  48184  60027  6549
-CONVEX 28438    'GT_PK(2,2)'      6771  60028  6697  55264  60026  6622
-CONVEX 28439    'GT_PK(2,2)'      6846  60029  6697  60025  60028  6771
-CONVEX 28440    'GT_PK(2,2)'      6549  60027  6697  43197  60030  6624
-CONVEX 28441    'GT_PK(2,2)'      7208  60031  7134  60032  55272  7060
-CONVEX 28442    'GT_PK(2,2)'      7132  60033  7208  55335  60032  7060
-CONVEX 28443    'GT_PK(2,2)'      7442  60034  7286  48291  60035  7362
-CONVEX 28444    'GT_PK(2,2)'      7286  60036  7208  60035  60037  7362
-CONVEX 28445    'GT_PK(2,2)'      7208  60036  7286  60031  60038  7134
-CONVEX 28446    'GT_PK(2,2)'      7134  60038  7286  55275  60039  7213
-CONVEX 28447    'GT_PK(2,2)'      7203  60040  7275  60041  60042  7352
-CONVEX 28448    'GT_PK(2,2)'      7278  60043  7203  48298  60041  7352
-CONVEX 28449    'GT_PK(2,2)'      7127  60044  6978  60045  48270  7052
-CONVEX 28450    'GT_PK(2,2)'      6978  60044  7127  55311  60046  7054
-CONVEX 28451    'GT_PK(2,2)'      7127  60047  7203  60046  60048  7054
-CONVEX 28452    'GT_PK(2,2)'      7203  60047  7127  60040  60049  7275
-CONVEX 28453    'GT_PK(2,2)'      7422  60050  7350  21475  60051  7273
-CONVEX 28454    'GT_PK(2,2)'      7519  60052  7366  55319  60053  7442
-CONVEX 28455    'GT_PK(2,2)'      7286  60054  7366  60039  60055  7213
-CONVEX 28456    'GT_PK(2,2)'      7366  60054  7286  60053  60034  7442
-CONVEX 28457    'GT_PK(2,2)'      7366  60056  7290  60055  48287  7213
-CONVEX 28458    'GT_PK(2,2)'      7290  60056  7366  55470  60057  7445
-CONVEX 28459    'GT_PK(2,2)'      7366  60052  7519  60057  55316  7445
-CONVEX 28460    'GT_PK(2,2)'      7681  60058  7603  60059  55438  7528
-CONVEX 28461    'GT_PK(2,2)'      7829  60060  7681  60061  60062  7752
-CONVEX 28462    'GT_PK(2,2)'      7681  60063  7755  60058  55427  7603
-CONVEX 28463    'GT_PK(2,2)'      7755  60063  7681  55432  60060  7829
-CONVEX 28464    'GT_PK(2,2)'      7602  60064  7681  55478  60059  7528
-CONVEX 28465    'GT_PK(2,2)'      7681  60064  7602  60062  55496  7752
-CONVEX 28466    'GT_PK(2,2)'      8055  60065  8129  60066  55320  8174
-CONVEX 28467    'GT_PK(2,2)'      8055  60067  7984  60068  55666  7906
-CONVEX 28468    'GT_PK(2,2)'      8132  60069  8055  55656  60066  8174
-CONVEX 28469    'GT_PK(2,2)'      7984  60067  8055  55665  60069  8132
-CONVEX 28470    'GT_PK(2,2)'      8129  60070  7979  55324  60071  8052
-CONVEX 28471    'GT_PK(2,2)'      7829  60072  7979  55433  60073  7906
-CONVEX 28472    'GT_PK(2,2)'      7979  60074  8055  60073  60068  7906
-CONVEX 28473    'GT_PK(2,2)'      8055  60074  7979  60065  60070  8129
-CONVEX 28474    'GT_PK(2,2)'      7280  21609  7206  60075  55325  7131
-CONVEX 28475    'GT_PK(2,2)'      7205  60076  7280  55355  60075  7131
-CONVEX 28476    'GT_PK(2,2)'      7206  21581  7283  55328  60077  7132
-CONVEX 28477    'GT_PK(2,2)'      7208  60078  7283  60037  16572  7362
-CONVEX 28478    'GT_PK(2,2)'      7283  60078  7208  60077  60033  7132
-CONVEX 28479    'GT_PK(2,2)'      6980  60079  7129  55345  60080  7057
-CONVEX 28480    'GT_PK(2,2)'      7205  60081  7129  60082  60083  7278
-CONVEX 28481    'GT_PK(2,2)'      7129  60081  7205  60080  55354  7057
-CONVEX 28482    'GT_PK(2,2)'      7129  60084  7203  60083  60043  7278
-CONVEX 28483    'GT_PK(2,2)'      7129  60079  6980  60085  55341  7054
-CONVEX 28484    'GT_PK(2,2)'      7203  60084  7129  60048  60085  7054
-CONVEX 28485    'GT_PK(2,2)'      6611  60086  6759  55291  60087  6685
-CONVEX 28486    'GT_PK(2,2)'      6685  60087  6759  48220  60088  6833
-CONVEX 28487    'GT_PK(2,2)'      6759  60089  6908  60088  55352  6833
-CONVEX 28488    'GT_PK(2,2)'      6908  60089  6759  55343  60090  6832
-CONVEX 28489    'GT_PK(2,2)'      6759  60091  6684  60090  48238  6832
-CONVEX 28490    'GT_PK(2,2)'      6759  60086  6611  60091  55303  6684
-CONVEX 28491    'GT_PK(2,2)'      7509  60092  7355  48312  60093  7430
-CONVEX 28492    'GT_PK(2,2)'      7355  60094  7278  60093  48299  7430
-CONVEX 28493    'GT_PK(2,2)'      7355  60095  7205  60094  60082  7278
-CONVEX 28494    'GT_PK(2,2)'      7355  60096  7280  60095  60076  7205
-CONVEX 28495    'GT_PK(2,2)'      7737  60097  7664  60098  16160  7587
-CONVEX 28496    'GT_PK(2,2)'      7888  60099  7737  48308  60100  7812
-CONVEX 28497    'GT_PK(2,2)'      7737  60101  7660  60100  55370  7812
-CONVEX 28498    'GT_PK(2,2)'      7660  60101  7737  55372  60098  7587
-CONVEX 28499    'GT_PK(2,2)'      7816  60102  7888  60103  48306  7964
-CONVEX 28500    'GT_PK(2,2)'      7664  60104  7816  55366  60105  7740
-CONVEX 28501    'GT_PK(2,2)'      7816  60106  7737  60102  60099  7888
-CONVEX 28502    'GT_PK(2,2)'      7737  60106  7816  60097  60104  7664
-CONVEX 28503    'GT_PK(2,2)'      7816  60103  7964  60107  39605  7891
-CONVEX 28504    'GT_PK(2,2)'      7740  60105  7816  55363  60107  7891
-CONVEX 28505    'GT_PK(2,2)'      7907  60108  7982  21548  48483  7832
-CONVEX 28506    'GT_PK(2,2)'      7907  60109  8056  60108  55373  7982
-CONVEX 28507    'GT_PK(2,2)'      7907  60110  7985  60109  55380  8056
-CONVEX 28508    'GT_PK(2,2)'      8318  60111  8470  55397  60112  8396
-CONVEX 28509    'GT_PK(2,2)'      8470  60113  8546  60112  23214  8396
-CONVEX 28510    'GT_PK(2,2)'      8470  60114  8623  60113  23404  8546
-CONVEX 28511    'GT_PK(2,2)'      8470  60111  8318  60115  60116  8394
-CONVEX 28512    'GT_PK(2,2)'      8470  60117  8544  60114  55395  8623
-CONVEX 28513    'GT_PK(2,2)'      8544  60117  8470  55391  60115  8394
-CONVEX 28514    'GT_PK(2,2)'      8318  60118  8241  60116  60119  8394
-CONVEX 28515    'GT_PK(2,2)'      8241  60120  8133  60121  48314  8177
-CONVEX 28516    'GT_PK(2,2)'      8316  60122  8241  55661  60121  8177
-CONVEX 28517    'GT_PK(2,2)'      8241  60122  8316  60119  55389  8394
-CONVEX 28518    'GT_PK(2,2)'      8175  60123  8056  60124  55381  8133
-CONVEX 28519    'GT_PK(2,2)'      8241  60125  8175  60120  60124  8133
-CONVEX 28520    'GT_PK(2,2)'      8175  60125  8241  60126  60118  8318
-CONVEX 28521    'GT_PK(2,2)'      8175  60126  8318  60127  55396  8244
-CONVEX 28522    'GT_PK(2,2)'      8175  60127  8244  60128  39608  8131
-CONVEX 28523    'GT_PK(2,2)'      8056  60123  8175  55375  60128  8131
-CONVEX 28524    'GT_PK(2,2)'      7460  60129  7609  60130  48336  7532
-CONVEX 28525    'GT_PK(2,2)'      7383  60131  7460  55405  60130  7532
-CONVEX 28526    'GT_PK(2,2)'      7460  21531  7534  60129  55408  7609
-CONVEX 28527    'GT_PK(2,2)'      7306  21478  7232  55442  60132  7154
-CONVEX 28528    'GT_PK(2,2)'      7232  60133  7078  60132  55446  7154
-CONVEX 28529    'GT_PK(2,2)'      7452  60134  7378  55479  60135  7299
-CONVEX 28530    'GT_PK(2,2)'      7378  60136  7225  60135  55485  7299
-CONVEX 28531    'GT_PK(2,2)'      7378  60134  7452  60137  55477  7528
-CONVEX 28532    'GT_PK(2,2)'      7225  60136  7378  55481  60138  7303
-CONVEX 28533    'GT_PK(2,2)'      7455  60139  7378  55439  60137  7528
-CONVEX 28534    'GT_PK(2,2)'      7378  60139  7455  60138  55434  7303
-CONVEX 28535    'GT_PK(2,2)'      7449  60140  7526  55454  60141  7373
-CONVEX 28536    'GT_PK(2,2)'      7526  60142  7452  60141  55480  7373
-CONVEX 28537    'GT_PK(2,2)'      7452  60142  7526  55476  60143  7602
-CONVEX 28538    'GT_PK(2,2)'      7526  60144  7678  60143  55495  7602
-CONVEX 28539    'GT_PK(2,2)'      7902  60145  7977  60146  55503  8052
-CONVEX 28540    'GT_PK(2,2)'      7902  60147  7829  60148  60061  7752
-CONVEX 28541    'GT_PK(2,2)'      7827  60149  7902  55498  60148  7752
-CONVEX 28542    'GT_PK(2,2)'      7977  60145  7902  55502  60149  7827
-CONVEX 28543    'GT_PK(2,2)'      7979  60150  7902  60071  60146  8052
-CONVEX 28544    'GT_PK(2,2)'      7902  60150  7979  60147  60072  7829
-CONVEX 28545    'GT_PK(2,2)'      6466  60151  6393  60152  55533  6319
-CONVEX 28546    'GT_PK(2,2)'      6614  60153  6466  48366  60154  6539
-CONVEX 28547    'GT_PK(2,2)'      6539  60154  6466  39550  60155  6391
-CONVEX 28548    'GT_PK(2,2)'      6466  60152  6319  60155  47846  6391
-CONVEX 28549    'GT_PK(2,2)'      6393  60156  6541  59865  60157  6468
-CONVEX 28550    'GT_PK(2,2)'      6468  60157  6541  55520  60158  6616
-CONVEX 28551    'GT_PK(2,2)'      6541  60159  6689  60158  55529  6616
-CONVEX 28552    'GT_PK(2,2)'      6689  60159  6541  55532  60160  6614
-CONVEX 28553    'GT_PK(2,2)'      6541  60161  6466  60160  60153  6614
-CONVEX 28554    'GT_PK(2,2)'      6466  60161  6541  60151  60156  6393
-CONVEX 28555    'GT_PK(2,2)'      9044  60162  8895  60163  60164  8970
-CONVEX 28556    'GT_PK(2,2)'      8818  60165  8895  55564  60166  8741
-CONVEX 28557    'GT_PK(2,2)'      8895  60165  8818  60164  55566  8970
-CONVEX 28558    'GT_PK(2,2)'      8895  60162  9044  60167  55559  8968
-CONVEX 28559    'GT_PK(2,2)'      8816  60168  8895  55548  60167  8968
-CONVEX 28560    'GT_PK(2,2)'      8895  60168  8816  60166  55549  8741
-CONVEX 28561    'GT_PK(2,2)'      9119  60169  9044  60170  60163  8970
-CONVEX 28562    'GT_PK(2,2)'      9119  60171  9046  29052  59290  9195
-CONVEX 28563    'GT_PK(2,2)'      9046  60171  9119  55560  60170  8970
-CONVEX 28564    'GT_PK(2,2)'      9117  60172  9194  55732  60173  9266
-CONVEX 28565    'GT_PK(2,2)'      9044  60174  9194  55558  60172  9117
-CONVEX 28566    'GT_PK(2,2)'      9194  29046  9341  60173  59275  9266
-CONVEX 28567    'GT_PK(2,2)'      9119  29045  9194  60169  60174  9044
-CONVEX 28568    'GT_PK(2,2)'      8502  60175  8578  60176  55579  8424
-CONVEX 28569    'GT_PK(2,2)'      8349  60177  8502  55582  60176  8424
-CONVEX 28570    'GT_PK(2,2)'      8578  60175  8502  55576  60178  8655
-CONVEX 28571    'GT_PK(2,2)'      8502  60177  8349  60179  60180  8427
-CONVEX 28572    'GT_PK(2,2)'      8502  60179  8427  60181  39681  8580
-CONVEX 28573    'GT_PK(2,2)'      8655  60178  8502  39686  60181  8580
-CONVEX 28574    'GT_PK(2,2)'      8352  60182  8278  48435  60183  8191
-CONVEX 28575    'GT_PK(2,2)'      8430  60184  8278  55598  60182  8352
-CONVEX 28576    'GT_PK(2,2)'      8278  60185  8094  60183  55601  8191
-CONVEX 28577    'GT_PK(2,2)'      8353  60186  8278  60187  60184  8430
-CONVEX 28578    'GT_PK(2,2)'      8506  60188  8584  60189  39678  8661
-CONVEX 28579    'GT_PK(2,2)'      8506  60190  8430  60188  55596  8584
-CONVEX 28580    'GT_PK(2,2)'      8506  60191  8353  60190  60187  8430
-CONVEX 28581    'GT_PK(2,2)'      8583  60192  8506  55556  60189  8661
-CONVEX 28582    'GT_PK(2,2)'      8092  60193  8276  60194  55608  8162
-CONVEX 28583    'GT_PK(2,2)'      8092  60195  8021  60196  48440  7946
-CONVEX 28584    'GT_PK(2,2)'      8021  60195  8092  60197  60194  8162
-CONVEX 28585    'GT_PK(2,2)'      8020  60198  7870  60199  39726  7947
-CONVEX 28586    'GT_PK(2,2)'      8094  60200  8020  55600  60199  7947
-CONVEX 28587    'GT_PK(2,2)'      7870  60198  8020  48459  60201  7946
-CONVEX 28588    'GT_PK(2,2)'      8020  60202  8092  60201  60196  7946
-CONVEX 28589    'GT_PK(2,2)'      8023  60203  8093  30351  60204  8159
-CONVEX 28590    'GT_PK(2,2)'      7948  60205  8093  55606  60203  8023
-CONVEX 28591    'GT_PK(2,2)'      8093  60206  8021  60207  60197  8162
-CONVEX 28592    'GT_PK(2,2)'      8093  60205  7948  60206  55604  8021
-CONVEX 28593    'GT_PK(2,2)'      7197  60208  7048  55635  60209  7120
-CONVEX 28594    'GT_PK(2,2)'      7048  60210  6901  60211  47778  6972
-CONVEX 28595    'GT_PK(2,2)'      7120  60209  7048  30334  60211  6972
-CONVEX 28596    'GT_PK(2,2)'      7048  60212  6975  60210  55638  6901
-CONVEX 28597    'GT_PK(2,2)'      7048  60208  7197  60213  60214  7123
-CONVEX 28598    'GT_PK(2,2)'      6975  60212  7048  55642  60213  7123
-CONVEX 28599    'GT_PK(2,2)'      7346  60215  7269  60216  39731  7418
-CONVEX 28600    'GT_PK(2,2)'      7346  60217  7197  60215  55634  7269
-CONVEX 28601    'GT_PK(2,2)'      7494  60218  7346  48454  60216  7418
-CONVEX 28602    'GT_PK(2,2)'      7448  60219  7376  55673  60220  7525
-CONVEX 28603    'GT_PK(2,2)'      7302  60221  7376  30427  60222  7226
-CONVEX 28604    'GT_PK(2,2)'      7376  60223  7297  60222  55686  7226
-CONVEX 28605    'GT_PK(2,2)'      7297  60223  7376  55685  60219  7448
-CONVEX 28606    'GT_PK(2,2)'      7376  60221  7302  60224  39622  7454
-CONVEX 28607    'GT_PK(2,2)'      7525  60220  7376  30436  60224  7454
-CONVEX 28608    'GT_PK(2,2)'      11172  60225  11316  55702  60226  11243
-CONVEX 28609    'GT_PK(2,2)'      11316  60225  11172  60227  55693  11245
-CONVEX 28610    'GT_PK(2,2)'      11316  60227  11245  60228  30494  11389
-CONVEX 28611    'GT_PK(2,2)'      11458  60229  11316  54603  60228  11389
-CONVEX 28612    'GT_PK(2,2)'      9855  60230  10000  60231  55711  9928
-CONVEX 28613    'GT_PK(2,2)'      9855  60231  9928  60232  48555  9780
-CONVEX 28614    'GT_PK(2,2)'      9707  60233  9855  30554  60232  9780
-CONVEX 28615    'GT_PK(2,2)'      9855  60233  9707  60234  39950  9782
-CONVEX 28616    'GT_PK(2,2)'      9930  60235  9855  38168  60234  9782
-CONVEX 28617    'GT_PK(2,2)'      10000  60230  9855  55713  60235  9930
-CONVEX 28618    'GT_PK(2,2)'      10009  60236  10155  60237  47057  10081
-CONVEX 28619    'GT_PK(2,2)'      9935  60238  10009  55719  60237  10081
-CONVEX 28620    'GT_PK(2,2)'      10009  60239  10083  60236  54571  10155
-CONVEX 28621    'GT_PK(2,2)'      9335  60240  9410  60241  39942  9484
-CONVEX 28622    'GT_PK(2,2)'      9408  60242  9335  39938  60241  9484
-CONVEX 28623    'GT_PK(2,2)'      9260  60243  9335  48580  60242  9408
-CONVEX 28624    'GT_PK(2,2)'      9186  60244  9335  55735  60243  9260
-CONVEX 28625    'GT_PK(2,2)'      13592  60245  13528  60246  48592  13467
-CONVEX 28626    'GT_PK(2,2)'      13592  60247  13653  60245  55739  13528
-CONVEX 28627    'GT_PK(2,2)'      13592  60246  13467  60248  30582  13531
-CONVEX 28628    'GT_PK(2,2)'      13653  60247  13592  55741  60249  13714
-CONVEX 28629    'GT_PK(2,2)'      13654  60250  13592  59973  60248  13531
-CONVEX 28630    'GT_PK(2,2)'      13592  60250  13654  60249  59971  13714
-CONVEX 28631    'GT_PK(2,2)'      13407  60251  13344  55750  60252  13470
-CONVEX 28632    'GT_PK(2,2)'      13408  60253  13344  28447  60254  13281
-CONVEX 28633    'GT_PK(2,2)'      13344  60253  13408  60252  37966  13470
-CONVEX 28634    'GT_PK(2,2)'      13344  60255  13217  60254  39966  13281
-CONVEX 28635    'GT_PK(2,2)'      13344  60256  13279  60255  48609  13217
-CONVEX 28636    'GT_PK(2,2)'      13344  60251  13407  60256  55752  13279
-CONVEX 28637    'GT_PK(2,2)'      11594  60257  11734  60258  55789  11663
-CONVEX 28638    'GT_PK(2,2)'      11594  60259  11522  60260  55825  11452
-CONVEX 28639    'GT_PK(2,2)'      11522  60259  11594  55823  60258  11663
-CONVEX 28640    'GT_PK(2,2)'      11524  60261  11594  55772  60260  11452
-CONVEX 28641    'GT_PK(2,2)'      11594  60261  11524  60262  55774  11666
-CONVEX 28642    'GT_PK(2,2)'      11734  60257  11594  55792  60262  11666
-CONVEX 28643    'GT_PK(2,2)'      11164  60263  11308  60264  55820  11235
-CONVEX 28644    'GT_PK(2,2)'      11092  60265  11164  30767  60264  11235
-CONVEX 28645    'GT_PK(2,2)'      11020  60266  11164  40065  60265  11092
-CONVEX 28646    'GT_PK(2,2)'      11308  60267  11237  55817  60268  11379
-CONVEX 28647    'GT_PK(2,2)'      11310  60269  11237  48712  60270  11165
-CONVEX 28648    'GT_PK(2,2)'      11379  60268  11237  48713  60269  11310
-CONVEX 28649    'GT_PK(2,2)'      11164  60271  11237  60263  60267  11308
-CONVEX 28650    'GT_PK(2,2)'      6131  60272  6204  60273  55864  6279
-CONVEX 28651    'GT_PK(2,2)'      6058  60274  6131  40171  60275  6206
-CONVEX 28652    'GT_PK(2,2)'      6131  60273  6279  60275  40176  6206
-CONVEX 28653    'GT_PK(2,2)'      6204  60272  6131  55866  60276  6015
-CONVEX 28654    'GT_PK(2,2)'      6131  60277  5927  60276  23819  6015
-CONVEX 28655    'GT_PK(2,2)'      6131  60274  6058  60277  40175  5927
-CONVEX 28656    'GT_PK(2,2)'      8447  60278  8515  48807  60279  8374
-CONVEX 28657    'GT_PK(2,2)'      8574  60280  8515  55878  60278  8447
-CONVEX 28658    'GT_PK(2,2)'      8515  21249  8448  60279  48820  8374
-CONVEX 28659    'GT_PK(2,2)'      8616  60281  8690  60282  48812  8764
-CONVEX 28660    'GT_PK(2,2)'      8616  60283  8574  60281  55877  8690
-CONVEX 28661    'GT_PK(2,2)'      8616  21257  8515  60283  60280  8574
-CONVEX 28662    'GT_PK(2,2)'      6673  60284  6525  55895  60285  6600
-CONVEX 28663    'GT_PK(2,2)'      6449  60286  6525  55879  60287  6598
-CONVEX 28664    'GT_PK(2,2)'      6525  60284  6673  60287  55898  6598
-CONVEX 28665    'GT_PK(2,2)'      6229  60288  6302  40405  60289  6154
-CONVEX 28666    'GT_PK(2,2)'      6302  60290  6449  60291  55882  6374
-CONVEX 28667    'GT_PK(2,2)'      6154  60289  6302  40441  60292  6227
-CONVEX 28668    'GT_PK(2,2)'      6302  60291  6374  60292  48839  6227
-CONVEX 28669    'GT_PK(2,2)'      6594  60293  6518  48844  60294  6446
-CONVEX 28670    'GT_PK(2,2)'      6446  60294  6518  48842  60295  6372
-CONVEX 28671    'GT_PK(2,2)'      6518  60296  6443  60295  23635  6372
-CONVEX 28672    'GT_PK(2,2)'      6518  60297  6591  60296  55885  6443
-CONVEX 28673    'GT_PK(2,2)'      6893  60298  6964  55904  60299  6817
-CONVEX 28674    'GT_PK(2,2)'      6964  60300  7110  60301  55901  7035
-CONVEX 28675    'GT_PK(2,2)'      7110  60300  6964  55954  60302  7041
-CONVEX 28676    'GT_PK(2,2)'      6964  60298  6893  60302  55947  7041
-CONVEX 28677    'GT_PK(2,2)'      8362  60303  8287  34701  21141  8437
-CONVEX 28678    'GT_PK(2,2)'      8217  60304  8287  55923  60303  8362
-CONVEX 28679    'GT_PK(2,2)'      7406  60305  7483  60306  60307  7557
-CONVEX 28680    'GT_PK(2,2)'      7481  60308  7406  60309  60306  7557
-CONVEX 28681    'GT_PK(2,2)'      7406  60310  7331  60311  49104  7256
-CONVEX 28682    'GT_PK(2,2)'      7406  60308  7481  60310  58277  7331
-CONVEX 28683    'GT_PK(2,2)'      7864  60312  7711  60313  55932  7789
-CONVEX 28684    'GT_PK(2,2)'      7941  60314  7864  55939  60313  7789
-CONVEX 28685    'GT_PK(2,2)'      7864  60314  7941  60315  21172  8014
-CONVEX 28686    'GT_PK(2,2)'      7938  60316  7864  60317  60315  8014
-CONVEX 28687    'GT_PK(2,2)'      7632  60318  7709  60319  60320  7557
-CONVEX 28688    'GT_PK(2,2)'      7483  60321  7632  60307  60319  7557
-CONVEX 28689    'GT_PK(2,2)'      7061  60322  6912  60323  55980  6986
-CONVEX 28690    'GT_PK(2,2)'      7135  60324  7061  55984  60323  6986
-CONVEX 28691    'GT_PK(2,2)'      7061  60324  7135  60325  55981  7210
-CONVEX 28692    'GT_PK(2,2)'      7133  60326  7061  55988  60325  7210
-CONVEX 28693    'GT_PK(2,2)'      7059  60327  7133  60328  55987  7207
-CONVEX 28694    'GT_PK(2,2)'      7130  60329  7059  44628  60328  7207
-CONVEX 28695    'GT_PK(2,2)'      7059  60330  6981  60331  55998  6910
-CONVEX 28696    'GT_PK(2,2)'      7059  60329  7130  60330  44630  6981
-CONVEX 28697    'GT_PK(2,2)'      6984  60332  7059  60333  60331  6910
-CONVEX 28698    'GT_PK(2,2)'      7059  60332  6984  60327  60334  7133
-CONVEX 28699    'GT_PK(2,2)'      7061  60335  6984  60322  60336  6912
-CONVEX 28700    'GT_PK(2,2)'      6984  60335  7061  60334  60326  7133
-CONVEX 28701    'GT_PK(2,2)'      8418  60337  8343  60338  56010  8269
-CONVEX 28702    'GT_PK(2,2)'      8418  60339  8491  60340  52457  8570
-CONVEX 28703    'GT_PK(2,2)'      8494  60341  8418  60342  60340  8570
-CONVEX 28704    'GT_PK(2,2)'      8418  60341  8494  60337  56011  8343
-CONVEX 28705    'GT_PK(2,2)'      8418  60338  8269  60343  20576  8340
-CONVEX 28706    'GT_PK(2,2)'      8491  60339  8418  44442  60343  8340
-CONVEX 28707    'GT_PK(2,2)'      8801  60344  8649  52467  60345  8723
-CONVEX 28708    'GT_PK(2,2)'      8723  60345  8649  52453  60346  8570
-CONVEX 28709    'GT_PK(2,2)'      8649  60347  8494  60346  60342  8570
-CONVEX 28710    'GT_PK(2,2)'      8649  60348  8573  60347  56018  8494
-CONVEX 28711    'GT_PK(2,2)'      8649  60344  8801  60349  52461  8728
-CONVEX 28712    'GT_PK(2,2)'      8573  60348  8649  56016  60349  8728
-CONVEX 28713    'GT_PK(2,2)'      9040  60350  9116  60351  60352  8967
-CONVEX 28714    'GT_PK(2,2)'      9116  60353  9047  60352  60354  8967
-CONVEX 28715    'GT_PK(2,2)'      9116  60355  9265  60356  40381  9192
-CONVEX 28716    'GT_PK(2,2)'      9047  60353  9116  60357  60356  9192
-CONVEX 28717    'GT_PK(2,2)'      9040  60358  8891  56025  60359  8963
-CONVEX 28718    'GT_PK(2,2)'      8813  60360  8891  49051  60361  8740
-CONVEX 28719    'GT_PK(2,2)'      8891  60360  8813  60359  49053  8963
-CONVEX 28720    'GT_PK(2,2)'      8891  60362  8819  60361  40378  8740
-CONVEX 28721    'GT_PK(2,2)'      8891  60363  8967  60362  60364  8819
-CONVEX 28722    'GT_PK(2,2)'      8891  60358  9040  60363  60351  8967
-CONVEX 28723    'GT_PK(2,2)'      9261  60365  9188  52443  60366  9112
-CONVEX 28724    'GT_PK(2,2)'      9188  60367  9040  60366  56026  9112
-CONVEX 28725    'GT_PK(2,2)'      9188  60365  9261  60368  49085  9336
-CONVEX 28726    'GT_PK(2,2)'      9188  60369  9116  60367  60350  9040
-CONVEX 28727    'GT_PK(2,2)'      9265  60370  9188  49080  60368  9336
-CONVEX 28728    'GT_PK(2,2)'      9116  60369  9188  60355  60370  9265
-CONVEX 28729    'GT_PK(2,2)'      8821  60371  8896  49061  60372  8971
-CONVEX 28730    'GT_PK(2,2)'      8896  60373  9047  60372  60374  8971
-CONVEX 28731    'GT_PK(2,2)'      8896  60371  8821  60375  49058  8743
-CONVEX 28732    'GT_PK(2,2)'      9047  60373  8896  60354  60376  8967
-CONVEX 28733    'GT_PK(2,2)'      8819  60377  8896  40377  60375  8743
-CONVEX 28734    'GT_PK(2,2)'      8967  60376  8896  60364  60377  8819
-CONVEX 28735    'GT_PK(2,2)'      9269  60378  9416  60379  34971  9345
-CONVEX 28736    'GT_PK(2,2)'      9197  60380  9269  56031  60379  9345
-CONVEX 28737    'GT_PK(2,2)'      9269  60381  9192  60382  40382  9340
-CONVEX 28738    'GT_PK(2,2)'      9416  60378  9269  49076  60382  9340
-CONVEX 28739    'GT_PK(2,2)'      6813  60383  6890  56048  60384  6959
-CONVEX 28740    'GT_PK(2,2)'      6959  60384  6890  49099  60385  7035
-CONVEX 28741    'GT_PK(2,2)'      6890  60386  6964  60385  60301  7035
-CONVEX 28742    'GT_PK(2,2)'      6964  60386  6890  60299  60387  6817
-CONVEX 28743    'GT_PK(2,2)'      5493  60388  5419  56071  60389  5348
-CONVEX 28744    'GT_PK(2,2)'      5348  60389  5419  56067  60390  5275
-CONVEX 28745    'GT_PK(2,2)'      5345  60391  5419  35763  60392  5489
-CONVEX 28746    'GT_PK(2,2)'      5419  60391  5345  60390  35758  5275
-CONVEX 28747    'GT_PK(2,2)'      8066  60393  7910  49158  60394  7983
-CONVEX 28748    'GT_PK(2,2)'      7910  60395  7806  60394  56077  7983
-CONVEX 28749    'GT_PK(2,2)'      7910  60396  7992  60397  49150  7839
-CONVEX 28750    'GT_PK(2,2)'      7910  60393  8066  60396  49156  7992
-CONVEX 28751    'GT_PK(2,2)'      6666  60398  6737  60399  56105  6816
-CONVEX 28752    'GT_PK(2,2)'      6746  60400  6666  56088  60399  6816
-CONVEX 28753    'GT_PK(2,2)'      6666  60400  6746  60401  56089  6593
-CONVEX 28754    'GT_PK(2,2)'      6515  60402  6666  60403  60401  6593
-CONVEX 28755    'GT_PK(2,2)'      6737  60398  6666  56107  60404  6588
-CONVEX 28756    'GT_PK(2,2)'      6666  60402  6515  60404  56124  6588
-CONVEX 28757    'GT_PK(2,2)'      6442  60405  6515  60406  60403  6593
-CONVEX 28758    'GT_PK(2,2)'      6442  60407  6520  60408  49201  6370
-CONVEX 28759    'GT_PK(2,2)'      6520  60407  6442  49199  60406  6593
-CONVEX 28760    'GT_PK(2,2)'      6292  60409  6442  56164  60408  6370
-CONVEX 28761    'GT_PK(2,2)'      6515  60405  6442  56125  60410  6365
-CONVEX 28762    'GT_PK(2,2)'      6442  60409  6292  60410  56163  6365
-CONVEX 28763    'GT_PK(2,2)'      5766  60411  5914  49286  60412  5839
-CONVEX 28764    'GT_PK(2,2)'      5841  60413  5914  56145  60411  5766
-CONVEX 28765    'GT_PK(2,2)'      5914  60414  5988  60412  49320  5839
-CONVEX 28766    'GT_PK(2,2)'      5914  60415  6061  60414  49293  5988
-CONVEX 28767    'GT_PK(2,2)'      6061  60415  5914  49298  60416  5989
-CONVEX 28768    'GT_PK(2,2)'      5914  60413  5841  60416  56149  5989
-CONVEX 28769    'GT_PK(2,2)'      5842  60417  5771  49318  60418  5694
-CONVEX 28770    'GT_PK(2,2)'      5771  60419  5623  60418  56173  5694
-CONVEX 28771    'GT_PK(2,2)'      5708  60420  5777  56152  60421  5854
-CONVEX 28772    'GT_PK(2,2)'      5777  60420  5708  60422  56158  5628
-CONVEX 28773    'GT_PK(2,2)'      6144  60423  5994  56128  60424  6067
-CONVEX 28774    'GT_PK(2,2)'      6071  60425  5994  49311  60423  6144
-CONVEX 28775    'GT_PK(2,2)'      5990  60426  5918  56169  60427  5842
-CONVEX 28776    'GT_PK(2,2)'      5918  60428  5771  60427  60417  5842
-CONVEX 28777    'GT_PK(2,2)'      5771  60428  5918  60429  60430  5847
-CONVEX 28778    'GT_PK(2,2)'      5918  60426  5990  60431  56168  6067
-CONVEX 28779    'GT_PK(2,2)'      5994  60432  5918  60424  60431  6067
-CONVEX 28780    'GT_PK(2,2)'      5918  60432  5994  60430  60433  5847
-CONVEX 28781    'GT_PK(2,2)'      5475  60434  5547  56170  60435  5402
-CONVEX 28782    'GT_PK(2,2)'      5547  60436  5620  60437  49346  5474
-CONVEX 28783    'GT_PK(2,2)'      5402  60435  5547  49354  60437  5474
-CONVEX 28784    'GT_PK(2,2)'      5620  60436  5547  49334  60438  5693
-CONVEX 28785    'GT_PK(2,2)'      5547  60439  5621  60438  49328  5693
-CONVEX 28786    'GT_PK(2,2)'      5547  60434  5475  60439  56171  5621
-CONVEX 28787    'GT_PK(2,2)'      5332  60440  5405  60441  49340  5261
-CONVEX 28788    'GT_PK(2,2)'      5187  60442  5332  56180  60441  5261
-CONVEX 28789    'GT_PK(2,2)'      5476  60443  5332  56175  60444  5403
-CONVEX 28790    'GT_PK(2,2)'      5332  60443  5476  60440  56176  5405
-CONVEX 28791    'GT_PK(2,2)'      5115  60445  5045  60446  49347  4973
-CONVEX 28792    'GT_PK(2,2)'      5115  60447  5187  60445  56182  5045
-CONVEX 28793    'GT_PK(2,2)'      5043  21111  5115  56184  60446  4973
-CONVEX 28794    'GT_PK(2,2)'      5186  60448  5114  40660  60449  5044
-CONVEX 28795    'GT_PK(2,2)'      5114  60448  5186  20962  40662  5258
-CONVEX 28796    'GT_PK(2,2)'      4972  60450  4901  60451  49358  4830
-CONVEX 28797    'GT_PK(2,2)'      4972  60452  5043  60450  56183  4901
-CONVEX 28798    'GT_PK(2,2)'      4902  60453  4972  45231  60451  4830
-CONVEX 28799    'GT_PK(2,2)'      4972  60454  5114  60452  21125  5043
-CONVEX 28800    'GT_PK(2,2)'      4972  60453  4902  60455  53213  5044
-CONVEX 28801    'GT_PK(2,2)'      5114  60454  4972  60449  60455  5044
-CONVEX 28802    'GT_PK(2,2)'      3865  60456  3731  60457  56185  3799
-CONVEX 28803    'GT_PK(2,2)'      3865  60458  4000  60459  49385  3931
-CONVEX 28804    'GT_PK(2,2)'      3797  60460  3865  53776  60459  3931
-CONVEX 28805    'GT_PK(2,2)'      3731  60456  3865  56188  60460  3797
-CONVEX 28806    'GT_PK(2,2)'      3865  60457  3799  60461  49376  3934
-CONVEX 28807    'GT_PK(2,2)'      4000  60458  3865  49390  60461  3934
-CONVEX 28808    'GT_PK(2,2)'      4204  60462  4136  60463  56214  4066
-CONVEX 28809    'GT_PK(2,2)'      4133  60464  4204  56219  60463  4066
-CONVEX 28810    'GT_PK(2,2)'      4204  60464  4133  60465  60466  4272
-CONVEX 28811    'GT_PK(2,2)'      4136  60462  4204  56217  60467  4275
-CONVEX 28812    'GT_PK(2,2)'      4204  60468  4343  60467  60469  4275
-CONVEX 28813    'GT_PK(2,2)'      4343  60468  4204  60470  60465  4272
-CONVEX 28814    'GT_PK(2,2)'      4621  60471  4552  49431  60472  4480
-CONVEX 28815    'GT_PK(2,2)'      4552  60471  4621  60473  49427  4692
-CONVEX 28816    'GT_PK(2,2)'      4552  60473  4692  60474  40671  4623
-CONVEX 28817    'GT_PK(2,2)'      4483  60475  4552  56221  60474  4623
-CONVEX 28818    'GT_PK(2,2)'      4409  60476  4479  56222  60477  4549
-CONVEX 28819    'GT_PK(2,2)'      4479  60478  4619  60477  56224  4549
-CONVEX 28820    'GT_PK(2,2)'      4479  60479  4411  60480  40708  4550
-CONVEX 28821    'GT_PK(2,2)'      4619  60478  4479  59007  60480  4550
-CONVEX 28822    'GT_PK(2,2)'      4133  60481  4202  60466  60482  4272
-CONVEX 28823    'GT_PK(2,2)'      4340  60483  4409  60484  56223  4480
-CONVEX 28824    'GT_PK(2,2)'      4340  60485  4271  60483  60486  4409
-CONVEX 28825    'GT_PK(2,2)'      4202  60487  4340  60482  60488  4272
-CONVEX 28826    'GT_PK(2,2)'      4340  60487  4202  60485  60489  4271
-CONVEX 28827    'GT_PK(2,2)'      4135  60490  4203  56192  60491  4067
-CONVEX 28828    'GT_PK(2,2)'      4203  60490  4135  60492  56193  4273
-CONVEX 28829    'GT_PK(2,2)'      15045  60493  14947  56245  20930  15002
-CONVEX 28830    'GT_PK(2,2)'      14947  60493  15045  60494  56242  14996
-CONVEX 28831    'GT_PK(2,2)'      14798  60495  14694  60496  49741  14749
-CONVEX 28832    'GT_PK(2,2)'      13848  60497  13967  56339  60498  13908
-CONVEX 28833    'GT_PK(2,2)'      13967  60499  14028  60498  56332  13908
-CONVEX 28834    'GT_PK(2,2)'      13967  60500  14026  60501  40870  14087
-CONVEX 28835    'GT_PK(2,2)'      14028  60499  13967  40899  60501  14087
-CONVEX 28836    'GT_PK(2,2)'      14258  60502  14200  56309  60503  14141
-CONVEX 28837    'GT_PK(2,2)'      14141  60503  14200  40871  60504  14087
-CONVEX 28838    'GT_PK(2,2)'      14257  60505  14200  56263  60506  14315
-CONVEX 28839    'GT_PK(2,2)'      14200  60502  14258  60506  56312  14315
-CONVEX 28840    'GT_PK(2,2)'      14087  60504  14200  40901  60507  14145
-CONVEX 28841    'GT_PK(2,2)'      14200  60505  14257  60507  56357  14145
-CONVEX 28842    'GT_PK(2,2)'      5225  60508  5154  17252  60509  5298
-CONVEX 28843    'GT_PK(2,2)'      5152  60510  5225  16251  17255  5295
-CONVEX 28844    'GT_PK(2,2)'      14089  60511  14143  56335  60512  14025
-CONVEX 28845    'GT_PK(2,2)'      14143  60513  14204  20918  56353  14253
-CONVEX 28846    'GT_PK(2,2)'      14204  60513  14143  56354  60511  14089
-CONVEX 28847    'GT_PK(2,2)'      9210  60514  9283  49611  60515  9359
-CONVEX 28848    'GT_PK(2,2)'      9133  60516  9283  56378  60514  9210
-CONVEX 28849    'GT_PK(2,2)'      9359  60515  9283  24051  60517  9433
-CONVEX 28850    'GT_PK(2,2)'      9283  60516  9133  60518  60519  9208
-CONVEX 28851    'GT_PK(2,2)'      9283  60520  9357  60517  17270  9433
-CONVEX 28852    'GT_PK(2,2)'      9283  60518  9208  60520  49603  9357
-CONVEX 28853    'GT_PK(2,2)'      9133  60521  9058  60519  60522  9208
-CONVEX 28854    'GT_PK(2,2)'      9058  60523  8909  60524  49581  8984
-CONVEX 28855    'GT_PK(2,2)'      9058  60525  8985  60523  56368  8909
-CONVEX 28856    'GT_PK(2,2)'      9058  60521  9133  60525  56379  8985
-CONVEX 28857    'GT_PK(2,2)'      9135  60526  9058  52138  60524  8984
-CONVEX 28858    'GT_PK(2,2)'      9208  60522  9058  49604  60526  9135
-CONVEX 28859    'GT_PK(2,2)'      7853  60527  8004  60528  49615  7928
-CONVEX 28860    'GT_PK(2,2)'      7853  60528  7928  60529  31640  7777
-CONVEX 28861    'GT_PK(2,2)'      7853  60530  8002  60527  56400  8004
-CONVEX 28862    'GT_PK(2,2)'      8002  60530  7853  56405  60531  7852
-CONVEX 28863    'GT_PK(2,2)'      7853  60529  7777  60532  23528  7702
-CONVEX 28864    'GT_PK(2,2)'      7852  60531  7853  56385  60532  7702
-CONVEX 28865    'GT_PK(2,2)'      8455  60533  8529  60534  56388  8605
-CONVEX 28866    'GT_PK(2,2)'      8455  60535  8380  60536  56389  8305
-CONVEX 28867    'GT_PK(2,2)'      8455  60534  8605  60537  49614  8530
-CONVEX 28868    'GT_PK(2,2)'      8380  60535  8455  56394  60537  8530
-CONVEX 28869    'GT_PK(2,2)'      8454  60538  8377  60539  41012  8526
-CONVEX 28870    'GT_PK(2,2)'      8454  60540  8302  60538  41014  8377
-CONVEX 28871    'GT_PK(2,2)'      8679  60541  8602  56383  60542  8689
-CONVEX 28872    'GT_PK(2,2)'      8529  60543  8602  56387  60541  8679
-CONVEX 28873    'GT_PK(2,2)'      8454  60544  8602  60545  60543  8529
-CONVEX 28874    'GT_PK(2,2)'      8602  60546  8613  60542  56376  8689
-CONVEX 28875    'GT_PK(2,2)'      8613  60546  8602  56375  60547  8526
-CONVEX 28876    'GT_PK(2,2)'      8602  60544  8454  60547  60539  8526
-CONVEX 28877    'GT_PK(2,2)'      8229  60548  8379  56406  60549  8305
-CONVEX 28878    'GT_PK(2,2)'      8379  60550  8455  60549  60536  8305
-CONVEX 28879    'GT_PK(2,2)'      8455  60550  8379  60533  60551  8529
-CONVEX 28880    'GT_PK(2,2)'      8379  60552  8454  60551  60545  8529
-CONVEX 28881    'GT_PK(2,2)'      8379  60548  8229  60553  56410  8302
-CONVEX 28882    'GT_PK(2,2)'      8454  60552  8379  60540  60553  8302
-CONVEX 28883    'GT_PK(2,2)'      14652  60554  14601  56414  60555  14547
-CONVEX 28884    'GT_PK(2,2)'      14601  60556  14653  60557  49714  14546
-CONVEX 28885    'GT_PK(2,2)'      14547  60555  14601  19604  60558  14493
-CONVEX 28886    'GT_PK(2,2)'      14601  60557  14546  60558  31754  14493
-CONVEX 28887    'GT_PK(2,2)'      15354  16564  15396  60559  56415  15435
-CONVEX 28888    'GT_PK(2,2)'      15354  60560  15395  60561  31382  15314
-CONVEX 28889    'GT_PK(2,2)'      15395  60560  15354  31383  60559  15435
-CONVEX 28890    'GT_PK(2,2)'      15478  60562  15440  56423  60563  15518
-CONVEX 28891    'GT_PK(2,2)'      15440  60564  15480  60563  60565  15518
-CONVEX 28892    'GT_PK(2,2)'      15440  60562  15478  60566  56419  15399
-CONVEX 28893    'GT_PK(2,2)'      15440  60567  15401  60564  19893  15480
-CONVEX 28894    'GT_PK(2,2)'      14851  60568  14748  60569  56840  14801
-CONVEX 28895    'GT_PK(2,2)'      14902  60570  14851  56436  60569  14801
-CONVEX 28896    'GT_PK(2,2)'      14851  60570  14902  60571  60572  14949
-CONVEX 28897    'GT_PK(2,2)'      14851  60571  14949  60573  60574  14899
-CONVEX 28898    'GT_PK(2,2)'      14851  60573  14899  60575  24207  14799
-CONVEX 28899    'GT_PK(2,2)'      14748  60568  14851  50027  60575  14799
-CONVEX 28900    'GT_PK(2,2)'      14997  60576  15046  60577  49659  15092
-CONVEX 28901    'GT_PK(2,2)'      14997  60578  14949  60576  60579  15046
-CONVEX 28902    'GT_PK(2,2)'      14949  60578  14997  60574  60580  14899
-CONVEX 28903    'GT_PK(2,2)'      14997  60577  15092  60581  16527  15044
-CONVEX 28904    'GT_PK(2,2)'      14997  60582  14948  60580  31737  14899
-CONVEX 28905    'GT_PK(2,2)'      14948  60582  14997  31741  60581  15044
-CONVEX 28906    'GT_PK(2,2)'      15522  60583  15445  56428  60584  15486
-CONVEX 28907    'GT_PK(2,2)'      15445  60583  15522  60585  60586  15483
-CONVEX 28908    'GT_PK(2,2)'      15449  60587  15367  56887  60588  15409
-CONVEX 28909    'GT_PK(2,2)'      15409  60588  15367  60589  60590  15327
-CONVEX 28910    'GT_PK(2,2)'      15367  60591  15282  60590  19196  15327
-CONVEX 28911    'GT_PK(2,2)'      15522  60592  15558  60586  60593  15483
-CONVEX 28912    'GT_PK(2,2)'      15558  60594  15519  60593  19901  15483
-CONVEX 28913    'GT_PK(2,2)'      15628  60595  15558  41538  60596  15596
-CONVEX 28914    'GT_PK(2,2)'      15558  60592  15522  60596  56427  15596
-CONVEX 28915    'GT_PK(2,2)'      15558  60595  15628  60597  41536  15591
-CONVEX 28916    'GT_PK(2,2)'      15519  60594  15558  60598  60597  15591
-CONVEX 28917    'GT_PK(2,2)'      15519  60599  15554  19896  60600  15480
-CONVEX 28918    'GT_PK(2,2)'      15480  60600  15554  60565  60601  15518
-CONVEX 28919    'GT_PK(2,2)'      15554  60602  15591  60603  32044  15623
-CONVEX 28920    'GT_PK(2,2)'      15554  60599  15519  60602  60598  15591
-CONVEX 28921    'GT_PK(2,2)'      15590  60604  15554  32057  60603  15623
-CONVEX 28922    'GT_PK(2,2)'      15518  60601  15554  49647  60604  15590
-CONVEX 28923    'GT_PK(2,2)'      15095  60605  15048  60606  56425  15001
-CONVEX 28924    'GT_PK(2,2)'      15050  60607  15095  56430  60606  15001
-CONVEX 28925    'GT_PK(2,2)'      15095  60607  15050  60608  60609  15142
-CONVEX 28926    'GT_PK(2,2)'      14906  60610  15003  50083  60611  14954
-CONVEX 28927    'GT_PK(2,2)'      15003  60612  15050  60611  56429  14954
-CONVEX 28928    'GT_PK(2,2)'      15003  60610  14906  19635  56892  14956
-CONVEX 28929    'GT_PK(2,2)'      15191  19855  15233  60613  60614  15142
-CONVEX 28930    'GT_PK(2,2)'      14949  60615  14999  60579  60616  15046
-CONVEX 28931    'GT_PK(2,2)'      14902  60617  14999  60572  60615  14949
-CONVEX 28932    'GT_PK(2,2)'      15046  60616  14999  49658  60618  15093
-CONVEX 28933    'GT_PK(2,2)'      14999  60617  14902  60619  56434  14952
-CONVEX 28934    'GT_PK(2,2)'      14999  60620  15048  60618  60621  15093
-CONVEX 28935    'GT_PK(2,2)'      15048  60620  14999  56424  60619  14952
-CONVEX 28936    'GT_PK(2,2)'      13324  60622  13261  56461  60623  13387
-CONVEX 28937    'GT_PK(2,2)'      13261  60624  13134  60625  41086  13197
-CONVEX 28938    'GT_PK(2,2)'      13261  60626  13199  60624  60627  13134
-CONVEX 28939    'GT_PK(2,2)'      13261  60622  13324  60626  60628  13199
-CONVEX 28940    'GT_PK(2,2)'      13261  60625  13197  60629  41934  13322
-CONVEX 28941    'GT_PK(2,2)'      13387  60623  13261  49772  60629  13322
-CONVEX 28942    'GT_PK(2,2)'      13071  60630  13008  60631  56463  12942
-CONVEX 28943    'GT_PK(2,2)'      13199  60632  13071  60627  60633  13134
-CONVEX 28944    'GT_PK(2,2)'      13136  60634  13071  60635  60632  13199
-CONVEX 28945    'GT_PK(2,2)'      13071  60634  13136  60630  19466  13008
-CONVEX 28946    'GT_PK(2,2)'      13071  60636  13007  60633  56466  13134
-CONVEX 28947    'GT_PK(2,2)'      13007  60636  13071  56464  60631  12942
-CONVEX 28948    'GT_PK(2,2)'      14705  60637  14758  60638  56484  14653
-CONVEX 28949    'GT_PK(2,2)'      14705  60639  14652  60640  56411  14757
-CONVEX 28950    'GT_PK(2,2)'      14705  60640  14757  60641  49643  14808
-CONVEX 28951    'GT_PK(2,2)'      14758  60637  14705  56487  60641  14808
-CONVEX 28952    'GT_PK(2,2)'      14601  60642  14705  60556  60638  14653
-CONVEX 28953    'GT_PK(2,2)'      14705  60642  14601  60639  60554  14652
-CONVEX 28954    'GT_PK(2,2)'      14896  60643  14946  60644  56250  14849
-CONVEX 28955    'GT_PK(2,2)'      14797  60645  14896  56498  60644  14849
-CONVEX 28956    'GT_PK(2,2)'      14896  60645  14797  60646  60647  14848
-CONVEX 28957    'GT_PK(2,2)'      14947  60648  14896  20953  60646  14848
-CONVEX 28958    'GT_PK(2,2)'      14946  60643  14896  56237  60649  14996
-CONVEX 28959    'GT_PK(2,2)'      14896  60648  14947  60649  60494  14996
-CONVEX 28960    'GT_PK(2,2)'      14797  60650  14745  60647  60651  14848
-CONVEX 28961    'GT_PK(2,2)'      14745  60652  14643  60653  56507  14694
-CONVEX 28962    'GT_PK(2,2)'      14745  60650  14797  60654  56499  14695
-CONVEX 28963    'GT_PK(2,2)'      14643  60652  14745  56502  60654  14695
-CONVEX 28964    'GT_PK(2,2)'      14798  60655  14745  60495  60653  14694
-CONVEX 28965    'GT_PK(2,2)'      14745  60655  14798  60651  20959  14848
-CONVEX 28966    'GT_PK(2,2)'      15052  60656  15106  56510  60657  15146
-CONVEX 28967    'GT_PK(2,2)'      15106  60656  15052  60658  56514  15007
-CONVEX 28968    'GT_PK(2,2)'      15059  19441  15106  56525  60658  15007
-CONVEX 28969    'GT_PK(2,2)'      15330  60659  15288  60660  56533  15371
-CONVEX 28970    'GT_PK(2,2)'      15330  60660  15371  60661  56235  15412
-CONVEX 28971    'GT_PK(2,2)'      15244  60662  15330  60663  60664  15285
-CONVEX 28972    'GT_PK(2,2)'      15288  60659  15330  56532  60662  15244
-CONVEX 28973    'GT_PK(2,2)'      15330  60665  15368  60664  40778  15285
-CONVEX 28974    'GT_PK(2,2)'      15368  60665  15330  49486  60661  15412
-CONVEX 28975    'GT_PK(2,2)'      14568  60666  14620  60667  56550  14509
-CONVEX 28976    'GT_PK(2,2)'      14568  60668  14510  60669  27764  14621
-CONVEX 28977    'GT_PK(2,2)'      14676  60670  14568  46070  60669  14621
-CONVEX 28978    'GT_PK(2,2)'      14620  60666  14568  56549  60670  14676
-CONVEX 28979    'GT_PK(2,2)'      14568  60671  14456  60668  41209  14510
-CONVEX 28980    'GT_PK(2,2)'      14568  60667  14509  60671  41211  14456
-CONVEX 28981    'GT_PK(2,2)'      14669  60672  14612  56556  60673  14560
-CONVEX 28982    'GT_PK(2,2)'      14560  60673  14612  41236  60674  14505
-CONVEX 28983    'GT_PK(2,2)'      14612  60675  14559  60674  49826  14505
-CONVEX 28984    'GT_PK(2,2)'      14612  60676  14667  60675  49823  14559
-CONVEX 28985    'GT_PK(2,2)'      14667  60676  14612  49822  60677  14721
-CONVEX 28986    'GT_PK(2,2)'      14612  60672  14669  60677  56554  14721
-CONVEX 28987    'GT_PK(2,2)'      14504  60678  14395  60679  56557  14451
-CONVEX 28988    'GT_PK(2,2)'      14504  60679  14451  60680  49825  14559
-CONVEX 28989    'GT_PK(2,2)'      14504  60680  14559  60681  49824  14611
-CONVEX 28990    'GT_PK(2,2)'      14558  60682  14504  49817  60681  14611
-CONVEX 28991    'GT_PK(2,2)'      14340  60683  14450  49829  60684  14394
-CONVEX 28992    'GT_PK(2,2)'      14395  60685  14450  56564  60683  14340
-CONVEX 28993    'GT_PK(2,2)'      14450  60686  14503  60684  36698  14394
-CONVEX 28994    'GT_PK(2,2)'      14504  60687  14450  60678  60685  14395
-CONVEX 28995    'GT_PK(2,2)'      14450  60688  14558  60686  49814  14503
-CONVEX 28996    'GT_PK(2,2)'      14450  60687  14504  60688  60682  14558
-CONVEX 28997    'GT_PK(2,2)'      14342  60689  14285  60690  56567  14397
-CONVEX 28998    'GT_PK(2,2)'      14342  60690  14397  60691  49844  14452
-CONVEX 28999    'GT_PK(2,2)'      14396  60692  14342  56575  60691  14452
-CONVEX 29000    'GT_PK(2,2)'      14342  60692  14396  60693  56572  14284
-CONVEX 29001    'GT_PK(2,2)'      14342  60693  14284  60694  41232  14228
-CONVEX 29002    'GT_PK(2,2)'      14285  60689  14342  56570  60694  14228
-CONVEX 29003    'GT_PK(2,2)'      14711  60695  14606  60696  56583  14660
-CONVEX 29004    'GT_PK(2,2)'      14711  60697  14659  60695  56579  14606
-CONVEX 29005    'GT_PK(2,2)'      14554  60698  14607  56584  19414  14660
-CONVEX 29006    'GT_PK(2,2)'      14661  19413  14607  60699  60700  14555
-CONVEX 29007    'GT_PK(2,2)'      14500  60701  14447  60702  56585  14555
-CONVEX 29008    'GT_PK(2,2)'      14607  60703  14500  60700  60702  14555
-CONVEX 29009    'GT_PK(2,2)'      14500  60703  14607  60704  60698  14554
-CONVEX 29010    'GT_PK(2,2)'      14500  60704  14554  60705  56581  14446
-CONVEX 29011    'GT_PK(2,2)'      14391  60706  14500  49856  60705  14446
-CONVEX 29012    'GT_PK(2,2)'      14447  60701  14500  56590  60706  14391
-CONVEX 29013    'GT_PK(2,2)'      14769  60707  14873  19428  60708  14819
-CONVEX 29014    'GT_PK(2,2)'      14873  60707  14769  60709  60710  14821
-CONVEX 29015    'GT_PK(2,2)'      13181  60711  13306  60712  41291  13245
-CONVEX 29016    'GT_PK(2,2)'      13116  60713  13181  56591  60714  13054
-CONVEX 29017    'GT_PK(2,2)'      13118  60715  13181  56594  60712  13245
-CONVEX 29018    'GT_PK(2,2)'      13181  60715  13118  60714  56595  13054
-CONVEX 29019    'GT_PK(2,2)'      12987  60716  12922  56598  60717  12857
-CONVEX 29020    'GT_PK(2,2)'      12857  60717  12922  56606  60718  12792
-CONVEX 29021    'GT_PK(2,2)'      12859  60719  12922  49892  60720  12989
-CONVEX 29022    'GT_PK(2,2)'      12922  60719  12859  60718  49893  12792
-CONVEX 29023    'GT_PK(2,2)'      13052  60721  13116  60722  56592  12989
-CONVEX 29024    'GT_PK(2,2)'      12922  60723  13052  60720  60722  12989
-CONVEX 29025    'GT_PK(2,2)'      13052  60723  12922  60724  60716  12987
-CONVEX 29026    'GT_PK(2,2)'      13052  60724  12987  60725  56603  13114
-CONVEX 29027    'GT_PK(2,2)'      12725  60726  12790  56604  60727  12857
-CONVEX 29028    'GT_PK(2,2)'      12790  60728  12723  60729  41737  12855
-CONVEX 29029    'GT_PK(2,2)'      12723  60728  12790  41840  60730  12658
-CONVEX 29030    'GT_PK(2,2)'      12790  60726  12725  60730  56608  12658
-CONVEX 29031    'GT_PK(2,2)'      12920  60731  12790  56616  60729  12855
-CONVEX 29032    'GT_PK(2,2)'      12857  60727  12790  56600  60731  12920
-CONVEX 29033    'GT_PK(2,2)'      13368  60732  13433  56617  60733  13496
-CONVEX 29034    'GT_PK(2,2)'      13561  60734  13433  41285  60735  13497
-CONVEX 29035    'GT_PK(2,2)'      13433  60734  13561  60733  41283  13496
-CONVEX 29036    'GT_PK(2,2)'      13241  60736  13179  49902  60737  13114
-CONVEX 29037    'GT_PK(2,2)'      13179  60738  13052  60737  60725  13114
-CONVEX 29038    'GT_PK(2,2)'      13052  60738  13179  60721  60739  13116
-CONVEX 29039    'GT_PK(2,2)'      13921  60740  13801  60741  56620  13862
-CONVEX 29040    'GT_PK(2,2)'      13980  60742  13921  32021  60743  14042
-CONVEX 29041    'GT_PK(2,2)'      13921  60742  13980  60744  32019  13860
-CONVEX 29042    'GT_PK(2,2)'      13801  60740  13921  56624  60744  13860
-CONVEX 29043    'GT_PK(2,2)'      13925  60745  13985  56628  60746  13862
-CONVEX 29044    'GT_PK(2,2)'      13921  60747  13985  60743  60748  14042
-CONVEX 29045    'GT_PK(2,2)'      13985  60747  13921  60746  60741  13862
-CONVEX 29046    'GT_PK(2,2)'      13985  60749  14102  60748  41357  14042
-CONVEX 29047    'GT_PK(2,2)'      13985  60750  14043  60749  41450  14102
-CONVEX 29048    'GT_PK(2,2)'      13985  60745  13925  60750  56625  14043
-CONVEX 29049    'GT_PK(2,2)'      14273  60751  14217  56637  60752  14161
-CONVEX 29050    'GT_PK(2,2)'      14161  60752  14217  41451  60753  14102
-CONVEX 29051    'GT_PK(2,2)'      14217  60754  14160  60753  41356  14102
-CONVEX 29052    'GT_PK(2,2)'      14217  60755  14272  60754  49935  14160
-CONVEX 29053    'GT_PK(2,2)'      15875  60756  15843  56677  60757  15888
-CONVEX 29054    'GT_PK(2,2)'      15843  60758  15862  60757  56672  15888
-CONVEX 29055    'GT_PK(2,2)'      15843  60759  15789  60760  60761  15814
-CONVEX 29056    'GT_PK(2,2)'      15862  60758  15843  56676  60760  15814
-CONVEX 29057    'GT_PK(2,2)'      15890  60762  15870  56682  19406  15912
-CONVEX 29058    'GT_PK(2,2)'      15870  60762  15890  60763  56685  15841
-CONVEX 29059    'GT_PK(2,2)'      15820  60764  15870  60765  60763  15841
-CONVEX 29060    'GT_PK(2,2)'      15375  60766  15336  60767  56692  15418
-CONVEX 29061    'GT_PK(2,2)'      15336  60766  15375  56698  60768  15290
-CONVEX 29062    'GT_PK(2,2)'      15375  60769  15333  60768  60770  15290
-CONVEX 29063    'GT_PK(2,2)'      15370  60771  15331  60772  56689  15413
-CONVEX 29064    'GT_PK(2,2)'      15370  60773  15409  60774  60589  15327
-CONVEX 29065    'GT_PK(2,2)'      15452  60775  15370  60776  60772  15413
-CONVEX 29066    'GT_PK(2,2)'      15370  60775  15452  60773  56885  15409
-CONVEX 29067    'GT_PK(2,2)'      15286  60777  15370  19194  60774  15327
-CONVEX 29068    'GT_PK(2,2)'      15370  60777  15286  60771  60778  15331
-CONVEX 29069    'GT_PK(2,2)'      15289  60779  15333  60780  60781  15373
-CONVEX 29070    'GT_PK(2,2)'      15331  60782  15289  56688  60780  15373
-CONVEX 29071    'GT_PK(2,2)'      15248  60783  15295  56696  60784  15336
-CONVEX 29072    'GT_PK(2,2)'      15380  60785  15295  60786  60787  15340
-CONVEX 29073    'GT_PK(2,2)'      15295  60785  15380  60784  56691  15336
-CONVEX 29074    'GT_PK(2,2)'      15340  60787  15295  60788  60789  15254
-CONVEX 29075    'GT_PK(2,2)'      15295  60790  15205  60789  50064  15254
-CONVEX 29076    'GT_PK(2,2)'      15295  60783  15248  60790  56701  15205
-CONVEX 29077    'GT_PK(2,2)'      15492  60791  15532  60792  60793  15566
-CONVEX 29078    'GT_PK(2,2)'      15529  60794  15492  56707  60792  15566
-CONVEX 29079    'GT_PK(2,2)'      15452  60795  15491  56884  60796  15528
-CONVEX 29080    'GT_PK(2,2)'      15491  60797  15565  60796  49963  15528
-CONVEX 29081    'GT_PK(2,2)'      15491  60798  15529  60797  56708  15565
-CONVEX 29082    'GT_PK(2,2)'      15491  60795  15452  60799  60776  15413
-CONVEX 29083    'GT_PK(2,2)'      15671  60800  15604  60801  60802  15640
-CONVEX 29084    'GT_PK(2,2)'      15532  60803  15604  60793  60804  15566
-CONVEX 29085    'GT_PK(2,2)'      15604  60805  15571  60802  56754  15640
-CONVEX 29086    'GT_PK(2,2)'      15571  60805  15604  60806  60803  15532
-CONVEX 29087    'GT_PK(2,2)'      15635  60807  15602  60808  56706  15566
-CONVEX 29088    'GT_PK(2,2)'      15604  60809  15635  60804  60808  15566
-CONVEX 29089    'GT_PK(2,2)'      15635  60809  15604  60810  60800  15671
-CONVEX 29090    'GT_PK(2,2)'      15602  60807  15635  56711  60811  15670
-CONVEX 29091    'GT_PK(2,2)'      15676  60812  15706  49988  60813  15640
-CONVEX 29092    'GT_PK(2,2)'      15706  60814  15671  60813  60801  15640
-CONVEX 29093    'GT_PK(2,2)'      15706  60815  15740  60816  49969  15766
-CONVEX 29094    'GT_PK(2,2)'      15740  60815  15706  49980  60812  15676
-CONVEX 29095    'GT_PK(2,2)'      15733  60817  15706  60818  60816  15766
-CONVEX 29096    'GT_PK(2,2)'      15706  60817  15733  60814  60819  15671
-CONVEX 29097    'GT_PK(2,2)'      15650  60820  15716  60821  56748  15685
-CONVEX 29098    'GT_PK(2,2)'      15716  60820  15650  56712  60822  15678
-CONVEX 29099    'GT_PK(2,2)'      15616  60823  15650  60824  60821  15685
-CONVEX 29100    'GT_PK(2,2)'      15650  60823  15616  60825  60826  15580
-CONVEX 29101    'GT_PK(2,2)'      15650  60827  15610  60822  60828  15678
-CONVEX 29102    'GT_PK(2,2)'      15610  60827  15650  56767  60825  15580
-CONVEX 29103    'GT_PK(2,2)'      15533  60829  15605  53515  60830  15572
-CONVEX 29104    'GT_PK(2,2)'      15791  60831  15734  53721  18527  15759
-CONVEX 29105    'GT_PK(2,2)'      15850  60832  15891  19294  60833  15874
-CONVEX 29106    'GT_PK(2,2)'      15850  60834  15830  60835  49982  15873
-CONVEX 29107    'GT_PK(2,2)'      15891  60832  15850  56731  60835  15873
-CONVEX 29108    'GT_PK(2,2)'      15931  60836  15916  60837  56728  15896
-CONVEX 29109    'GT_PK(2,2)'      15931  60837  15896  60838  56722  15920
-CONVEX 29110    'GT_PK(2,2)'      15931  60839  15955  60840  56719  15947
-CONVEX 29111    'GT_PK(2,2)'      15916  60836  15931  56727  60840  15947
-CONVEX 29112    'GT_PK(2,2)'      15931  60838  15920  60841  36686  15950
-CONVEX 29113    'GT_PK(2,2)'      15955  60839  15931  56720  60841  15950
-CONVEX 29114    'GT_PK(2,2)'      15938  60842  15942  19299  56667  15912
-CONVEX 29115    'GT_PK(2,2)'      15938  60843  15945  60844  56736  401
-CONVEX 29116    'GT_PK(2,2)'      15938  60844  401  60845  60846  399
-CONVEX 29117    'GT_PK(2,2)'      15942  60842  15938  56671  60845  399
-CONVEX 29118    'GT_PK(2,2)'      15945  60847  15915  56733  60848  15925
-CONVEX 29119    'GT_PK(2,2)'      15891  60849  15915  60833  19404  15874
-CONVEX 29120    'GT_PK(2,2)'      15915  60849  15891  60848  56732  15925
-CONVEX 29121    'GT_PK(2,2)'      15938  19297  15915  60843  60847  15945
-CONVEX 29122    'GT_PK(2,2)'      15746  60850  15774  60851  56742  15714
-CONVEX 29123    'GT_PK(2,2)'      15746  60852  15717  60853  56739  15777
-CONVEX 29124    'GT_PK(2,2)'      15652  60854  15616  60855  60824  15685
-CONVEX 29125    'GT_PK(2,2)'      15616  60854  15652  60856  60857  15582
-CONVEX 29126    'GT_PK(2,2)'      15684  60858  15718  56746  60859  15747
-CONVEX 29127    'GT_PK(2,2)'      15748  60860  15718  56749  60861  15685
-CONVEX 29128    'GT_PK(2,2)'      15718  60862  15652  60861  60855  15685
-CONVEX 29129    'GT_PK(2,2)'      15652  60862  15718  60863  60858  15684
-CONVEX 29130    'GT_PK(2,2)'      15718  60864  15779  60859  60865  15747
-CONVEX 29131    'GT_PK(2,2)'      15779  60864  15718  60866  60860  15748
-CONVEX 29132    'GT_PK(2,2)'      15880  60867  15857  36682  60868  15832
-CONVEX 29133    'GT_PK(2,2)'      15833  60869  15857  56751  60870  15879
-CONVEX 29134    'GT_PK(2,2)'      15901  60871  15857  45929  60867  15880
-CONVEX 29135    'GT_PK(2,2)'      15879  60870  15857  49984  60871  15901
-CONVEX 29136    'GT_PK(2,2)'      15496  60872  15571  60873  60806  15532
-CONVEX 29137    'GT_PK(2,2)'      15496  60874  15418  60875  56694  15460
-CONVEX 29138    'GT_PK(2,2)'      15717  60876  15683  56745  60877  15651
-CONVEX 29139    'GT_PK(2,2)'      15683  60878  15614  60877  60879  15651
-CONVEX 29140    'GT_PK(2,2)'      15614  60878  15683  56771  60880  15646
-CONVEX 29141    'GT_PK(2,2)'      15746  60881  15683  60852  60876  15717
-CONVEX 29142    'GT_PK(2,2)'      15646  60880  15683  56758  60882  15714
-CONVEX 29143    'GT_PK(2,2)'      15683  60881  15746  60882  60851  15714
-CONVEX 29144    'GT_PK(2,2)'      15610  60883  15642  60828  60884  15678
-CONVEX 29145    'GT_PK(2,2)'      15642  60883  15610  60885  56766  15572
-CONVEX 29146    'GT_PK(2,2)'      15605  60886  15642  60830  60885  15572
-CONVEX 29147    'GT_PK(2,2)'      15642  60886  15605  60887  60888  15672
-CONVEX 29148    'GT_PK(2,2)'      15467  60889  15424  60890  56812  15503
-CONVEX 29149    'GT_PK(2,2)'      15508  60891  15544  60892  60893  15582
-CONVEX 29150    'GT_PK(2,2)'      15616  60894  15544  60826  60895  15580
-CONVEX 29151    'GT_PK(2,2)'      15544  60894  15616  60893  60856  15582
-CONVEX 29152    'GT_PK(2,2)'      15580  60895  15544  56762  60896  15503
-CONVEX 29153    'GT_PK(2,2)'      15544  60897  15467  60896  60890  15503
-CONVEX 29154    'GT_PK(2,2)'      15467  60897  15544  60898  60891  15508
-CONVEX 29155    'GT_PK(2,2)'      15507  60899  15581  60900  60901  15541
-CONVEX 29156    'GT_PK(2,2)'      15614  60902  15581  60879  60903  15651
-CONVEX 29157    'GT_PK(2,2)'      15581  60902  15614  60901  56768  15541
-CONVEX 29158    'GT_PK(2,2)'      15380  60904  15422  56695  60905  15460
-CONVEX 29159    'GT_PK(2,2)'      15422  60906  15501  60905  60907  15460
-CONVEX 29160    'GT_PK(2,2)'      15422  60904  15380  18201  60786  15340
-CONVEX 29161    'GT_PK(2,2)'      15465  60908  15507  60909  60900  15541
-CONVEX 29162    'GT_PK(2,2)'      15501  60910  15465  56772  60909  15541
-CONVEX 29163    'GT_PK(2,2)'      15422  18199  15465  60906  60910  15501
-CONVEX 29164    'GT_PK(2,2)'      15161  60911  15211  50065  60912  15254
-CONVEX 29165    'GT_PK(2,2)'      15211  60913  15165  60914  16416  15257
-CONVEX 29166    'GT_PK(2,2)'      15299  18205  15340  60915  60788  15254
-CONVEX 29167    'GT_PK(2,2)'      15343  18204  15299  56774  60916  15257
-CONVEX 29168    'GT_PK(2,2)'      15211  60917  15299  60912  60915  15254
-CONVEX 29169    'GT_PK(2,2)'      15299  60917  15211  60916  60914  15257
-CONVEX 29170    'GT_PK(2,2)'      14663  60918  14608  56779  60919  14556
-CONVEX 29171    'GT_PK(2,2)'      14608  60920  14661  60921  60699  14555
-CONVEX 29172    'GT_PK(2,2)'      14556  60919  14608  41369  60922  14501
-CONVEX 29173    'GT_PK(2,2)'      14608  60921  14555  60922  56586  14501
-CONVEX 29174    'GT_PK(2,2)'      14931  18208  14977  60923  60924  14876
-CONVEX 29175    'GT_PK(2,2)'      14931  60925  14878  18215  41365  14976
-CONVEX 29176    'GT_PK(2,2)'      14878  60925  14931  41376  60926  14825
-CONVEX 29177    'GT_PK(2,2)'      14931  60923  14876  60926  49992  14825
-CONVEX 29178    'GT_PK(2,2)'      14977  18416  14927  60924  60927  14876
-CONVEX 29179    'GT_PK(2,2)'      14876  60927  14927  49994  60928  14821
-CONVEX 29180    'GT_PK(2,2)'      14927  60929  14873  60928  60709  14821
-CONVEX 29181    'GT_PK(2,2)'      14873  60929  14927  60930  18499  14975
-CONVEX 29182    'GT_PK(2,2)'      15424  60931  15386  56829  60932  15342
-CONVEX 29183    'GT_PK(2,2)'      15467  60933  15386  60889  60931  15424
-CONVEX 29184    'GT_PK(2,2)'      15386  60934  15300  60932  60935  15342
-CONVEX 29185    'GT_PK(2,2)'      15300  60934  15386  16401  60936  15345
-CONVEX 29186    'GT_PK(2,2)'      15387  60937  15343  60938  56775  15302
-CONVEX 29187    'GT_PK(2,2)'      15345  60939  15387  16407  60938  15302
-CONVEX 29188    'GT_PK(2,2)'      15455  60940  15376  59191  60941  15417
-CONVEX 29189    'GT_PK(2,2)'      15417  60941  15376  53694  60942  15335
-CONVEX 29190    'GT_PK(2,2)'      15376  60943  15292  60942  56826  15335
-CONVEX 29191    'GT_PK(2,2)'      15252  60944  15296  50017  60945  15208
-CONVEX 29192    'GT_PK(2,2)'      15337  60946  15296  56832  60944  15252
-CONVEX 29193    'GT_PK(2,2)'      15296  60947  15382  60948  56828  15342
-CONVEX 29194    'GT_PK(2,2)'      15296  60946  15337  60947  56837  15382
-CONVEX 29195    'GT_PK(2,2)'      14594  60949  14698  60950  56838  14646
-CONVEX 29196    'GT_PK(2,2)'      14487  60951  14594  41420  60952  14540
-CONVEX 29197    'GT_PK(2,2)'      14594  60950  14646  60952  50021  14540
-CONVEX 29198    'GT_PK(2,2)'      14594  60951  14487  60953  41412  14542
-CONVEX 29199    'GT_PK(2,2)'      14594  60953  14542  60954  41511  14648
-CONVEX 29200    'GT_PK(2,2)'      14698  60949  14594  56843  60954  14648
-CONVEX 29201    'GT_PK(2,2)'      14812  60955  14863  60956  56865  14760
-CONVEX 29202    'GT_PK(2,2)'      14812  60956  14760  60957  50060  14709
-CONVEX 29203    'GT_PK(2,2)'      14762  60958  14812  50061  60957  14709
-CONVEX 29204    'GT_PK(2,2)'      14863  60955  14812  56858  60959  14918
-CONVEX 29205    'GT_PK(2,2)'      14922  60960  14968  60961  60962  14869
-CONVEX 29206    'GT_PK(2,2)'      14818  60963  14922  60964  60961  14869
-CONVEX 29207    'GT_PK(2,2)'      14922  60963  14818  60965  60966  14871
-CONVEX 29208    'GT_PK(2,2)'      14970  60967  14922  60968  60965  14871
-CONVEX 29209    'GT_PK(2,2)'      15112  60969  15017  60970  56868  15065
-CONVEX 29210    'GT_PK(2,2)'      15157  60971  15112  56873  60970  15065
-CONVEX 29211    'GT_PK(2,2)'      15112  60972  15202  60973  60974  15155
-CONVEX 29212    'GT_PK(2,2)'      15202  60972  15112  56704  60971  15157
-CONVEX 29213    'GT_PK(2,2)'      14920  60975  14815  60976  60977  14869
-CONVEX 29214    'GT_PK(2,2)'      14968  60978  14920  60962  60976  14869
-CONVEX 29215    'GT_PK(2,2)'      14920  60979  15017  60980  60981  14966
-CONVEX 29216    'GT_PK(2,2)'      15017  60979  14920  56867  60978  14968
-CONVEX 29217    'GT_PK(2,2)'      14710  60982  14815  60983  60984  14762
-CONVEX 29218    'GT_PK(2,2)'      14710  60983  14762  60985  50062  14658
-CONVEX 29219    'GT_PK(2,2)'      14605  60986  14710  41472  60985  14658
-CONVEX 29220    'GT_PK(2,2)'      14659  60987  14710  56577  60986  14605
-CONVEX 29221    'GT_PK(2,2)'      14924  60988  14970  60989  60968  14871
-CONVEX 29222    'GT_PK(2,2)'      14924  60989  14871  60990  60991  14819
-CONVEX 29223    'GT_PK(2,2)'      14873  60992  14924  60708  60990  14819
-CONVEX 29224    'GT_PK(2,2)'      14924  60992  14873  60993  60930  14975
-CONVEX 29225    'GT_PK(2,2)'      14924  60993  14975  60994  60995  15022
-CONVEX 29226    'GT_PK(2,2)'      14970  60988  14924  18322  60994  15022
-CONVEX 29227    'GT_PK(2,2)'      14968  60996  15019  56869  60997  15065
-CONVEX 29228    'GT_PK(2,2)'      15019  18414  15114  60997  56872  15065
-CONVEX 29229    'GT_PK(2,2)'      14922  60998  15019  60960  60996  14968
-CONVEX 29230    'GT_PK(2,2)'      15019  60998  14922  18320  60967  14970
-CONVEX 29231    'GT_PK(2,2)'      15728  60999  15667  61000  56877  15705
-CONVEX 29232    'GT_PK(2,2)'      15764  61001  15728  56911  61000  15705
-CONVEX 29233    'GT_PK(2,2)'      15728  61001  15764  61002  61003  15786
-CONVEX 29234    'GT_PK(2,2)'      15667  60999  15728  56878  61004  15699
-CONVEX 29235    'GT_PK(2,2)'      15015  61005  14964  61006  56857  14918
-CONVEX 29236    'GT_PK(2,2)'      14966  61007  15015  61008  61006  14918
-CONVEX 29237    'GT_PK(2,2)'      15062  61009  15110  61010  18820  15153
-CONVEX 29238    'GT_PK(2,2)'      15062  61011  15015  61009  61012  15110
-CONVEX 29239    'GT_PK(2,2)'      15062  61013  15010  61014  50075  14964
-CONVEX 29240    'GT_PK(2,2)'      15015  61011  15062  61005  61014  14964
-CONVEX 29241    'GT_PK(2,2)'      15837  61015  15815  61016  61017  15786
-CONVEX 29242    'GT_PK(2,2)'      15815  61015  15837  61018  56912  15863
-CONVEX 29243    'GT_PK(2,2)'      15815  61018  15863  61019  56919  15846
-CONVEX 29244    'GT_PK(2,2)'      15794  61020  15815  56906  61019  15846
-CONVEX 29245    'GT_PK(2,2)'      15735  61021  15768  61022  56853  15697
-CONVEX 29246    'GT_PK(2,2)'      15735  61023  15794  61021  56907  15768
-CONVEX 29247    'GT_PK(2,2)'      15668  61024  15735  50105  61022  15697
-CONVEX 29248    'GT_PK(2,2)'      15735  61024  15668  61025  50108  15699
-CONVEX 29249    'GT_PK(2,2)'      15764  61026  15824  61003  61027  15786
-CONVEX 29250    'GT_PK(2,2)'      15824  61028  15837  61027  61016  15786
-CONVEX 29251    'GT_PK(2,2)'      15824  61026  15764  61029  56909  15789
-CONVEX 29252    'GT_PK(2,2)'      15843  61030  15824  60759  61029  15789
-CONVEX 29253    'GT_PK(2,2)'      15837  61028  15824  56914  61031  15875
-CONVEX 29254    'GT_PK(2,2)'      15824  61030  15843  61031  60756  15875
-CONVEX 29255    'GT_PK(2,2)'      12497  61032  12428  56926  61033  12563
-CONVEX 29256    'GT_PK(2,2)'      12563  61033  12428  41587  61034  12495
-CONVEX 29257    'GT_PK(2,2)'      12359  61035  12428  42033  61036  12293
-CONVEX 29258    'GT_PK(2,2)'      12428  61035  12359  61034  42040  12495
-CONVEX 29259    'GT_PK(2,2)'      12362  61037  12431  61038  50151  12295
-CONVEX 29260    'GT_PK(2,2)'      12362  61039  12497  61037  56925  12431
-CONVEX 29261    'GT_PK(2,2)'      12362  61038  12295  61040  41588  12226
-CONVEX 29262    'GT_PK(2,2)'      12362  61041  12428  61039  61032  12497
-CONVEX 29263    'GT_PK(2,2)'      12362  61040  12226  61042  32076  12293
-CONVEX 29264    'GT_PK(2,2)'      12428  61041  12362  61036  61042  12293
-CONVEX 29265    'GT_PK(2,2)'      10311  61043  10238  61044  56931  10162
-CONVEX 29266    'GT_PK(2,2)'      10311  61044  10162  61045  41598  10235
-CONVEX 29267    'GT_PK(2,2)'      10384  61046  10311  41610  61045  10235
-CONVEX 29268    'GT_PK(2,2)'      10457  61047  10311  56936  61046  10384
-CONVEX 29269    'GT_PK(2,2)'      10238  61043  10311  56929  61048  10387
-CONVEX 29270    'GT_PK(2,2)'      10311  61047  10457  61048  56934  10387
-CONVEX 29271    'GT_PK(2,2)'      10590  16267  10519  61049  61050  10444
-CONVEX 29272    'GT_PK(2,2)'      11163  61051  11093  61052  56959  11019
-CONVEX 29273    'GT_PK(2,2)'      11307  61053  11163  50190  61054  11234
-CONVEX 29274    'GT_PK(2,2)'      11163  61055  11091  61054  50176  11234
-CONVEX 29275    'GT_PK(2,2)'      11091  61055  11163  50173  61052  11019
-CONVEX 29276    'GT_PK(2,2)'      11236  61056  11307  61057  50188  11378
-CONVEX 29277    'GT_PK(2,2)'      11093  61058  11236  56955  61059  11166
-CONVEX 29278    'GT_PK(2,2)'      11236  61060  11163  61056  61053  11307
-CONVEX 29279    'GT_PK(2,2)'      11163  61060  11236  61051  61058  11093
-CONVEX 29280    'GT_PK(2,2)'      11309  61061  11236  32117  61057  11378
-CONVEX 29281    'GT_PK(2,2)'      11236  61061  11309  61059  61062  11166
-CONVEX 29282    'GT_PK(2,2)'      11664  61063  11735  61064  56964  11595
-CONVEX 29283    'GT_PK(2,2)'      11523  61065  11664  61066  61064  11595
-CONVEX 29284    'GT_PK(2,2)'      11664  61067  11592  61068  50222  11732
-CONVEX 29285    'GT_PK(2,2)'      11664  61065  11523  61067  50215  11592
-CONVEX 29286    'GT_PK(2,2)'      12013  61069  11875  50251  61070  11943
-CONVEX 29287    'GT_PK(2,2)'      11735  61071  11875  56966  61072  11807
-CONVEX 29288    'GT_PK(2,2)'      11807  61072  11875  50191  61073  11945
-CONVEX 29289    'GT_PK(2,2)'      11875  61069  12013  61073  50256  11945
-CONVEX 29290    'GT_PK(2,2)'      10877  61074  10950  61075  56958  11022
-CONVEX 29291    'GT_PK(2,2)'      10950  61074  10877  50184  61076  10804
-CONVEX 29292    'GT_PK(2,2)'      10877  61077  10732  61076  52408  10804
-CONVEX 29293    'GT_PK(2,2)'      10806  61078  10880  61079  18068  10735
-CONVEX 29294    'GT_PK(2,2)'      10877  61080  10806  61077  61081  10732
-CONVEX 29295    'GT_PK(2,2)'      11024  61082  10952  52407  61083  11096
-CONVEX 29296    'GT_PK(2,2)'      10880  61084  10952  16080  61082  11024
-CONVEX 29297    'GT_PK(2,2)'      10806  61085  10952  61078  61084  10880
-CONVEX 29298    'GT_PK(2,2)'      10952  61086  11022  61083  32096  11096
-CONVEX 29299    'GT_PK(2,2)'      10952  61087  10877  61086  61075  11022
-CONVEX 29300    'GT_PK(2,2)'      10952  61085  10806  61087  61080  10877
-CONVEX 29301    'GT_PK(2,2)'      11383  61088  11456  56967  61089  11314
-CONVEX 29302    'GT_PK(2,2)'      11314  61089  11456  50198  61090  11388
-CONVEX 29303    'GT_PK(2,2)'      11456  61091  11528  61090  32125  11388
-CONVEX 29304    'GT_PK(2,2)'      11456  61092  11598  61091  32113  11528
-CONVEX 29305    'GT_PK(2,2)'      11239  61093  11168  61094  52406  11096
-CONVEX 29306    'GT_PK(2,2)'      11380  61095  11239  56976  61096  11309
-CONVEX 29307    'GT_PK(2,2)'      11166  61097  11239  32097  61094  11096
-CONVEX 29308    'GT_PK(2,2)'      11309  61096  11239  61062  61097  11166
-CONVEX 29309    'GT_PK(2,2)'      11312  61098  11383  61099  56968  11241
-CONVEX 29310    'GT_PK(2,2)'      11168  61100  11312  50201  61099  11241
-CONVEX 29311    'GT_PK(2,2)'      11239  61101  11312  61093  61100  11168
-CONVEX 29312    'GT_PK(2,2)'      11312  61101  11239  61102  61095  11380
-CONVEX 29313    'GT_PK(2,2)'      11653  61103  11723  61104  56979  11794
-CONVEX 29314    'GT_PK(2,2)'      11514  61105  11653  32215  61106  11585
-CONVEX 29315    'GT_PK(2,2)'      11653  61105  11514  61107  32220  11582
-CONVEX 29316    'GT_PK(2,2)'      11723  61103  11653  56984  61107  11582
-CONVEX 29317    'GT_PK(2,2)'      11585  61106  11653  32202  61108  11725
-CONVEX 29318    'GT_PK(2,2)'      11653  61104  11794  61108  50245  11725
-CONVEX 29319    'GT_PK(2,2)'      11770  61109  11839  61110  61111  11699
-CONVEX 29320    'GT_PK(2,2)'      11908  61112  11839  56996  61113  11978
-CONVEX 29321    'GT_PK(2,2)'      11839  61114  11768  61111  50257  11699
-CONVEX 29322    'GT_PK(2,2)'      11839  61112  11908  61114  56993  11768
-CONVEX 29323    'GT_PK(2,2)'      12048  61115  11910  52014  61116  11980
-CONVEX 29324    'GT_PK(2,2)'      11910  61115  12048  61117  52015  11978
-CONVEX 29325    'GT_PK(2,2)'      11839  61118  11910  61113  61117  11978
-CONVEX 29326    'GT_PK(2,2)'      11910  61118  11839  61119  61109  11770
-CONVEX 29327    'GT_PK(2,2)'      11629  61120  11770  61121  61110  11699
-CONVEX 29328    'GT_PK(2,2)'      11558  61122  11629  50267  61121  11699
-CONVEX 29329    'GT_PK(2,2)'      11629  61122  11558  61123  57006  11488
-CONVEX 29330    'GT_PK(2,2)'      11560  61124  11629  57000  61123  11488
-CONVEX 29331    'GT_PK(2,2)'      11629  61124  11560  61125  57002  11701
-CONVEX 29332    'GT_PK(2,2)'      11770  61120  11629  61126  61125  11701
-CONVEX 29333    'GT_PK(2,2)'      12391  61127  12255  61128  57011  12324
-CONVEX 29334    'GT_PK(2,2)'      12391  61129  12526  61130  41718  12458
-CONVEX 29335    'GT_PK(2,2)'      12391  61130  12458  61131  50279  12322
-CONVEX 29336    'GT_PK(2,2)'      12255  61127  12391  57015  61131  12322
-CONVEX 29337    'GT_PK(2,2)'      12391  61132  12460  61129  57018  12526
-CONVEX 29338    'GT_PK(2,2)'      12460  61132  12391  57016  61128  12324
-CONVEX 29339    'GT_PK(2,2)'      11059  61133  11202  57071  61134  11132
-CONVEX 29340    'GT_PK(2,2)'      11202  61135  11345  61136  50300  11275
-CONVEX 29341    'GT_PK(2,2)'      11132  61134  11202  50305  61136  11275
-CONVEX 29342    'GT_PK(2,2)'      11345  61135  11202  57035  61137  11273
-CONVEX 29343    'GT_PK(2,2)'      11202  61138  11131  61137  41780  11273
-CONVEX 29344    'GT_PK(2,2)'      11202  61133  11059  61138  57069  11131
-CONVEX 29345    'GT_PK(2,2)'      11767  61139  11696  57096  61140  11836
-CONVEX 29346    'GT_PK(2,2)'      11696  61141  11555  61142  57088  11625
-CONVEX 29347    'GT_PK(2,2)'      11555  61141  11696  57090  61143  11626
-CONVEX 29348    'GT_PK(2,2)'      11696  61139  11767  61143  57100  11626
-CONVEX 29349    'GT_PK(2,2)'      11766  61144  11696  50355  61142  11625
-CONVEX 29350    'GT_PK(2,2)'      11696  61144  11766  61140  50353  11836
-CONVEX 29351    'GT_PK(2,2)'      13506  61145  13444  57114  61146  13566
-CONVEX 29352    'GT_PK(2,2)'      13444  61147  13320  61148  50437  13382
-CONVEX 29353    'GT_PK(2,2)'      13566  61146  13444  31961  61149  13504
-CONVEX 29354    'GT_PK(2,2)'      13444  61148  13382  61149  32600  13504
-CONVEX 29355    'GT_PK(2,2)'      13320  61150  13385  50434  61151  13259
-CONVEX 29356    'GT_PK(2,2)'      13385  61152  13506  61153  57116  13447
-CONVEX 29357    'GT_PK(2,2)'      13444  61154  13385  61147  61150  13320
-CONVEX 29358    'GT_PK(2,2)'      13385  61154  13444  61152  61145  13506
-CONVEX 29359    'GT_PK(2,2)'      13385  61153  13447  61155  49771  13322
-CONVEX 29360    'GT_PK(2,2)'      13259  61151  13385  41935  61155  13322
-CONVEX 29361    'GT_PK(2,2)'      11661  61156  11802  50223  61157  11732
-CONVEX 29362    'GT_PK(2,2)'      11802  61158  11873  61157  61159  11732
-CONVEX 29363    'GT_PK(2,2)'      11873  61158  11802  57143  61160  11940
-CONVEX 29364    'GT_PK(2,2)'      11940  61160  11802  61161  61162  11869
-CONVEX 29365    'GT_PK(2,2)'      11869  61162  11802  32208  61163  11730
-CONVEX 29366    'GT_PK(2,2)'      11802  61156  11661  61163  50220  11730
-CONVEX 29367    'GT_PK(2,2)'      12008  61164  11940  61165  61161  11869
-CONVEX 29368    'GT_PK(2,2)'      12008  61166  12076  61167  50491  12147
-CONVEX 29369    'GT_PK(2,2)'      12078  61168  12008  57149  61167  12147
-CONVEX 29370    'GT_PK(2,2)'      12008  61168  12078  61164  57148  11940
-CONVEX 29371    'GT_PK(2,2)'      11938  61169  12008  41701  61165  11869
-CONVEX 29372    'GT_PK(2,2)'      12076  61166  12008  50490  61169  11938
-CONVEX 29373    'GT_PK(2,2)'      852  61170  928  61171  57205  890
-CONVEX 29374    'GT_PK(2,2)'      852  61171  890  61172  57262  816
-CONVEX 29375    'GT_PK(2,2)'      782  61173  852  50543  61172  816
-CONVEX 29376    'GT_PK(2,2)'      928  61170  852  57178  61174  889
-CONVEX 29377    'GT_PK(2,2)'      766  61175  801  61176  50517  838
-CONVEX 29378    'GT_PK(2,2)'      766  61177  731  61175  57170  801
-CONVEX 29379    'GT_PK(2,2)'      766  61178  732  61179  42121  699
-CONVEX 29380    'GT_PK(2,2)'      731  61177  766  57172  61179  699
-CONVEX 29381    'GT_PK(2,2)'      1169  61180  1123  57250  61181  1213
-CONVEX 29382    'GT_PK(2,2)'      1123  61182  1167  61181  50541  1213
-CONVEX 29383    'GT_PK(2,2)'      966  61183  1007  57176  61184  928
-CONVEX 29384    'GT_PK(2,2)'      967  61185  1007  57206  61186  1049
-CONVEX 29385    'GT_PK(2,2)'      1007  61185  967  61184  57204  928
-CONVEX 29386    'GT_PK(2,2)'      1007  61183  966  61187  57179  1048
-CONVEX 29387    'GT_PK(2,2)'      922  61188  960  57195  61189  1002
-CONVEX 29388    'GT_PK(2,2)'      998  61190  960  50535  61191  920
-CONVEX 29389    'GT_PK(2,2)'      960  61192  883  61191  50593  920
-CONVEX 29390    'GT_PK(2,2)'      960  61188  922  61192  57192  883
-CONVEX 29391    'GT_PK(2,2)'      1089  61193  1046  57701  61194  1130
-CONVEX 29392    'GT_PK(2,2)'      1046  61195  1086  61194  57196  1130
-CONVEX 29393    'GT_PK(2,2)'      1046  61193  1089  61196  57164  1004
-CONVEX 29394    'GT_PK(2,2)'      1086  61195  1046  61197  61198  1002
-CONVEX 29395    'GT_PK(2,2)'      964  61199  1046  57187  61196  1004
-CONVEX 29396    'GT_PK(2,2)'      1046  61199  964  61198  57194  1002
-CONVEX 29397    'GT_PK(2,2)'      1042  61200  1086  61201  61197  1002
-CONVEX 29398    'GT_PK(2,2)'      1042  61202  960  61203  61190  998
-CONVEX 29399    'GT_PK(2,2)'      960  61202  1042  61189  61201  1002
-CONVEX 29400    'GT_PK(2,2)'      1086  61200  1042  57199  61204  1127
-CONVEX 29401    'GT_PK(2,2)'      810  61205  849  61206  61207  777
-CONVEX 29402    'GT_PK(2,2)'      847  61208  810  57245  61209  775
-CONVEX 29403    'GT_PK(2,2)'      810  61208  847  61210  57191  886
-CONVEX 29404    'GT_PK(2,2)'      849  61205  810  57208  61210  886
-CONVEX 29405    'GT_PK(2,2)'      740  61211  674  61212  57151  706
-CONVEX 29406    'GT_PK(2,2)'      740  61213  709  61211  57210  674
-CONVEX 29407    'GT_PK(2,2)'      740  61212  706  61214  50586  775
-CONVEX 29408    'GT_PK(2,2)'      709  61213  740  57216  61215  777
-CONVEX 29409    'GT_PK(2,2)'      810  61216  740  61209  61214  775
-CONVEX 29410    'GT_PK(2,2)'      740  61216  810  61215  61206  777
-CONVEX 29411    'GT_PK(2,2)'      680  61217  746  61218  57213  714
-CONVEX 29412    'GT_PK(2,2)'      622  61219  680  32741  61220  653
-CONVEX 29413    'GT_PK(2,2)'      680  61218  714  61220  32742  653
-CONVEX 29414    'GT_PK(2,2)'      746  61217  680  57214  61221  709
-CONVEX 29415    'GT_PK(2,2)'      680  61219  622  61222  50500  647
-CONVEX 29416    'GT_PK(2,2)'      709  61221  680  57211  61222  647
-CONVEX 29417    'GT_PK(2,2)'      849  61223  815  61207  61224  777
-CONVEX 29418    'GT_PK(2,2)'      815  61225  746  61224  57215  777
-CONVEX 29419    'GT_PK(2,2)'      815  61223  849  61226  57209  889
-CONVEX 29420    'GT_PK(2,2)'      852  61227  815  61174  61226  889
-CONVEX 29421    'GT_PK(2,2)'      746  61225  815  57212  61228  782
-CONVEX 29422    'GT_PK(2,2)'      815  61227  852  61228  61173  782
-CONVEX 29423    'GT_PK(2,2)'      556  61229  612  61230  57155  590
-CONVEX 29424    'GT_PK(2,2)'      536  61231  556  57233  61230  590
-CONVEX 29425    'GT_PK(2,2)'      612  61229  556  57153  61232  579
-CONVEX 29426    'GT_PK(2,2)'      556  61233  528  61232  57228  579
-CONVEX 29427    'GT_PK(2,2)'      528  61233  556  57226  61234  506
-CONVEX 29428    'GT_PK(2,2)'      556  61231  536  61234  57231  506
-CONVEX 29429    'GT_PK(2,2)'      611  61235  670  57238  61236  638
-CONVEX 29430    'GT_PK(2,2)'      670  61237  702  61236  57239  638
-CONVEX 29431    'GT_PK(2,2)'      670  61235  611  61238  57234  644
-CONVEX 29432    'GT_PK(2,2)'      702  61237  670  61239  61240  736
-CONVEX 29433    'GT_PK(2,2)'      670  61241  704  61240  50672  736
-CONVEX 29434    'GT_PK(2,2)'      670  61238  644  61241  50578  704
-CONVEX 29435    'GT_PK(2,2)'      772  61242  809  61243  57242  738
-CONVEX 29436    'GT_PK(2,2)'      772  61244  702  61245  61239  736
-CONVEX 29437    'GT_PK(2,2)'      702  61244  772  57241  61243  738
-CONVEX 29438    'GT_PK(2,2)'      806  61246  772  50675  61245  736
-CONVEX 29439    'GT_PK(2,2)'      844  61247  772  50589  61246  806
-CONVEX 29440    'GT_PK(2,2)'      809  61242  772  57247  61247  844
-CONVEX 29441    'GT_PK(2,2)'      1174  61248  1265  32820  61249  1215
-CONVEX 29442    'GT_PK(2,2)'      1225  61250  1265  57266  61248  1174
-CONVEX 29443    'GT_PK(2,2)'      1265  61251  1308  61249  42188  1215
-CONVEX 29444    'GT_PK(2,2)'      1265  61250  1225  61252  61253  1317
-CONVEX 29445    'GT_PK(2,2)'      1308  61251  1265  32779  61254  1359
-CONVEX 29446    'GT_PK(2,2)'      1265  61252  1317  61254  57264  1359
-CONVEX 29447    'GT_PK(2,2)'      1225  61255  1270  61253  61256  1317
-CONVEX 29448    'GT_PK(2,2)'      1319  61257  1270  32774  61258  1228
-CONVEX 29449    'GT_PK(2,2)'      1270  61259  1180  61258  50626  1228
-CONVEX 29450    'GT_PK(2,2)'      1270  61255  1225  61259  57268  1180
-CONVEX 29451    'GT_PK(2,2)'      1365  61260  1270  42182  61257  1319
-CONVEX 29452    'GT_PK(2,2)'      1317  61256  1270  57265  61260  1365
-CONVEX 29453    'GT_PK(2,2)'      7510  61261  7584  61262  57308  7441
-CONVEX 29454    'GT_PK(2,2)'      7510  61262  7441  61263  50765  7365
-CONVEX 29455    'GT_PK(2,2)'      7436  61264  7510  32941  61263  7365
-CONVEX 29456    'GT_PK(2,2)'      7579  61265  7510  42332  61264  7436
-CONVEX 29457    'GT_PK(2,2)'      7730  61266  7653  50784  61267  7800
-CONVEX 29458    'GT_PK(2,2)'      7584  61268  7653  57300  61266  7730
-CONVEX 29459    'GT_PK(2,2)'      7800  61267  7653  50761  61269  7714
-CONVEX 29460    'GT_PK(2,2)'      7510  61270  7653  61261  61268  7584
-CONVEX 29461    'GT_PK(2,2)'      7653  61271  7579  61269  42328  7714
-CONVEX 29462    'GT_PK(2,2)'      7653  61270  7510  61271  61265  7579
-CONVEX 29463    'GT_PK(2,2)'      5038  61272  5110  50831  61273  5181
-CONVEX 29464    'GT_PK(2,2)'      4967  16281  5110  57331  61272  5038
-CONVEX 29465    'GT_PK(2,2)'      5181  61273  5110  57341  61274  5252
-CONVEX 29466    'GT_PK(2,2)'      4969  61275  4828  61276  33126  4899
-CONVEX 29467    'GT_PK(2,2)'      5041  18060  4969  42508  61276  4899
-CONVEX 29468    'GT_PK(2,2)'      4898  61277  4826  61278  50835  4757
-CONVEX 29469    'GT_PK(2,2)'      4898  16310  4967  61277  57333  4826
-CONVEX 29470    'GT_PK(2,2)'      4828  61279  4898  33122  61278  4757
-CONVEX 29471    'GT_PK(2,2)'      4969  16309  4898  61275  61279  4828
-CONVEX 29472    'GT_PK(2,2)'      5755  61280  5684  50851  61281  5830
-CONVEX 29473    'GT_PK(2,2)'      5684  61282  5540  61283  61284  5612
-CONVEX 29474    'GT_PK(2,2)'      5610  61285  5684  61286  61280  5755
-CONVEX 29475    'GT_PK(2,2)'      5684  61285  5610  61282  57350  5540
-CONVEX 29476    'GT_PK(2,2)'      5757  61287  5684  57345  61283  5612
-CONVEX 29477    'GT_PK(2,2)'      5684  61287  5757  61281  57343  5830
-CONVEX 29478    'GT_PK(2,2)'      5467  61288  5540  61289  57334  5394
-CONVEX 29479    'GT_PK(2,2)'      5324  61290  5467  57338  61289  5394
-CONVEX 29480    'GT_PK(2,2)'      5540  61288  5467  61284  61291  5612
-CONVEX 29481    'GT_PK(2,2)'      5467  61290  5324  61292  57339  5396
-CONVEX 29482    'GT_PK(2,2)'      5467  61293  5542  61291  50840  5612
-CONVEX 29483    'GT_PK(2,2)'      5542  61293  5467  50843  61292  5396
-CONVEX 29484    'GT_PK(2,2)'      5977  61294  6051  57351  61295  5902
-CONVEX 29485    'GT_PK(2,2)'      6124  61296  6051  42418  61297  6198
-CONVEX 29486    'GT_PK(2,2)'      6198  61297  6051  33010  61298  6125
-CONVEX 29487    'GT_PK(2,2)'      6051  61294  5977  61298  57355  6125
-CONVEX 29488    'GT_PK(2,2)'      5976  61299  6051  57358  61296  6124
-CONVEX 29489    'GT_PK(2,2)'      6051  61299  5976  61295  61300  5902
-CONVEX 29490    'GT_PK(2,2)'      5683  61301  5609  61302  57360  5538
-CONVEX 29491    'GT_PK(2,2)'      5610  61303  5683  57348  61302  5538
-CONVEX 29492    'GT_PK(2,2)'      5683  61303  5610  61304  61286  5755
-CONVEX 29493    'GT_PK(2,2)'      5681  61305  5754  50860  61306  5827
-CONVEX 29494    'GT_PK(2,2)'      5609  61307  5754  57362  61305  5681
-CONVEX 29495    'GT_PK(2,2)'      5827  61306  5754  50857  61308  5900
-CONVEX 29496    'GT_PK(2,2)'      5683  61309  5754  61301  61307  5609
-CONVEX 29497    'GT_PK(2,2)'      5107  61310  5178  57386  61311  5251
-CONVEX 29498    'GT_PK(2,2)'      3460  61312  3527  61313  57396  3395
-CONVEX 29499    'GT_PK(2,2)'      3460  61314  3393  61315  50966  3525
-CONVEX 29500    'GT_PK(2,2)'      3460  61315  3525  61316  33194  3592
-CONVEX 29501    'GT_PK(2,2)'      3527  61312  3460  57400  61316  3592
-CONVEX 29502    'GT_PK(2,2)'      3460  61313  3395  61317  61318  3330
-CONVEX 29503    'GT_PK(2,2)'      3393  61314  3460  50972  61317  3330
-CONVEX 29504    'GT_PK(2,2)'      3201  61319  3266  57427  61320  3332
-CONVEX 29505    'GT_PK(2,2)'      3266  61321  3395  61320  50964  3332
-CONVEX 29506    'GT_PK(2,2)'      3395  61321  3266  61318  61322  3330
-CONVEX 29507    'GT_PK(2,2)'      3266  61323  3199  61322  57414  3330
-CONVEX 29508    'GT_PK(2,2)'      3199  61323  3266  57421  61324  3137
-CONVEX 29509    'GT_PK(2,2)'      3266  61319  3201  61324  57425  3137
-CONVEX 29510    'GT_PK(2,2)'      3463  61325  3526  51014  61326  3396
-CONVEX 29511    'GT_PK(2,2)'      3526  61327  3461  61326  61328  3396
-CONVEX 29512    'GT_PK(2,2)'      3461  61327  3526  52902  61329  3591
-CONVEX 29513    'GT_PK(2,2)'      3526  61330  3658  61329  57443  3591
-CONVEX 29514    'GT_PK(2,2)'      3792  61331  3725  57433  61332  3660
-CONVEX 29515    'GT_PK(2,2)'      3725  61331  3792  61333  57383  3858
-CONVEX 29516    'GT_PK(2,2)'      3725  61333  3858  61334  50896  3790
-CONVEX 29517    'GT_PK(2,2)'      3658  61335  3725  57442  61334  3790
-CONVEX 29518    'GT_PK(2,2)'      3331  61336  3269  61337  57459  3396
-CONVEX 29519    'GT_PK(2,2)'      3461  61338  3331  61328  61337  3396
-CONVEX 29520    'GT_PK(2,2)'      3203  61339  3270  57412  61340  3141
-CONVEX 29521    'GT_PK(2,2)'      3270  61341  3205  61340  57460  3141
-CONVEX 29522    'GT_PK(2,2)'      3270  61339  3203  61342  57408  3334
-CONVEX 29523    'GT_PK(2,2)'      3205  61341  3270  57465  61343  3333
-CONVEX 29524    'GT_PK(2,2)'      3398  61344  3270  57450  61342  3334
-CONVEX 29525    'GT_PK(2,2)'      3333  61343  3270  51015  61344  3398
-CONVEX 29526    'GT_PK(2,2)'      3329  61345  3459  57466  61346  3392
-CONVEX 29527    'GT_PK(2,2)'      3459  61347  3524  61348  61349  3589
-CONVEX 29528    'GT_PK(2,2)'      3394  61350  3461  61351  52900  3524
-CONVEX 29529    'GT_PK(2,2)'      3459  61352  3394  61347  61351  3524
-CONVEX 29530    'GT_PK(2,2)'      3394  61352  3459  61353  61345  3329
-CONVEX 29531    'GT_PK(2,2)'      3394  61354  3331  61350  61338  3461
-CONVEX 29532    'GT_PK(2,2)'      3394  61353  3329  61355  61356  3267
-CONVEX 29533    'GT_PK(2,2)'      3331  61354  3394  61357  61355  3267
-CONVEX 29534    'GT_PK(2,2)'      3202  61358  3140  61359  61360  3267
-CONVEX 29535    'GT_PK(2,2)'      3329  61361  3202  61356  61359  3267
-CONVEX 29536    'GT_PK(2,2)'      3138  61362  3202  52989  61363  3265
-CONVEX 29537    'GT_PK(2,2)'      3202  61361  3329  61363  57467  3265
-CONVEX 29538    'GT_PK(2,2)'      3140  61364  3204  61360  61365  3267
-CONVEX 29539    'GT_PK(2,2)'      3204  61366  3331  61365  61357  3267
-CONVEX 29540    'GT_PK(2,2)'      3331  61366  3204  61336  61367  3269
-CONVEX 29541    'GT_PK(2,2)'      3269  61367  3204  57464  61368  3142
-CONVEX 29542    'GT_PK(2,2)'      3204  61369  3079  61368  51025  3142
-CONVEX 29543    'GT_PK(2,2)'      3204  61364  3140  61369  57468  3079
-CONVEX 29544    'GT_PK(2,2)'      3656  61370  3721  61371  44943  3589
-CONVEX 29545    'GT_PK(2,2)'      3656  61372  3788  61370  57473  3721
-CONVEX 29546    'GT_PK(2,2)'      3788  61372  3656  57478  61373  3723
-CONVEX 29547    'GT_PK(2,2)'      3524  61374  3656  61349  61371  3589
-CONVEX 29548    'GT_PK(2,2)'      3656  61374  3524  61375  52901  3591
-CONVEX 29549    'GT_PK(2,2)'      3723  61373  3656  57444  61375  3591
-CONVEX 29550    'GT_PK(2,2)'      3140  61376  3078  57470  61377  3015
-CONVEX 29551    'GT_PK(2,2)'      3078  61378  2952  61377  57486  3015
-CONVEX 29552    'GT_PK(2,2)'      3078  61379  3202  61380  61362  3138
-CONVEX 29553    'GT_PK(2,2)'      3202  61379  3078  61358  61376  3140
-CONVEX 29554    'GT_PK(2,2)'      2822  61381  2887  61382  57483  2760
-CONVEX 29555    'GT_PK(2,2)'      2886  61383  2822  51023  61384  2759
-CONVEX 29556    'GT_PK(2,2)'      2759  61384  2822  25067  61385  2697
-CONVEX 29557    'GT_PK(2,2)'      2822  61382  2760  61385  51021  2697
-CONVEX 29558    'GT_PK(2,2)'      2887  61386  2950  57487  61387  3015
-CONVEX 29559    'GT_PK(2,2)'      2950  61388  3079  61387  57469  3015
-CONVEX 29560    'GT_PK(2,2)'      3079  61388  2950  51024  61389  3013
-CONVEX 29561    'GT_PK(2,2)'      2950  61390  2886  61389  57492  3013
-CONVEX 29562    'GT_PK(2,2)'      2950  61391  2822  61390  61383  2886
-CONVEX 29563    'GT_PK(2,2)'      2822  61391  2950  61381  61386  2887
-CONVEX 29564    'GT_PK(2,2)'      2947  61392  2883  50978  61393  3009
-CONVEX 29565    'GT_PK(2,2)'      2819  61394  2883  57497  61392  2947
-CONVEX 29566    'GT_PK(2,2)'      2883  61394  2819  61395  57508  2756
-CONVEX 29567    'GT_PK(2,2)'      2693  61396  2569  57503  61397  2630
-CONVEX 29568    'GT_PK(2,2)'      2569  61398  2509  61397  42586  2630
-CONVEX 29569    'GT_PK(2,2)'      2449  61399  2569  51047  61400  2510
-CONVEX 29570    'GT_PK(2,2)'      2569  61399  2449  61398  51043  2509
-CONVEX 29571    'GT_PK(2,2)'      2631  61401  2694  61402  57505  2570
-CONVEX 29572    'GT_PK(2,2)'      2631  61403  2569  61404  61396  2693
-CONVEX 29573    'GT_PK(2,2)'      2631  61404  2693  61405  61406  2756
-CONVEX 29574    'GT_PK(2,2)'      2694  61401  2631  57509  61405  2756
-CONVEX 29575    'GT_PK(2,2)'      2631  61402  2570  61407  42560  2510
-CONVEX 29576    'GT_PK(2,2)'      2569  61403  2631  61400  61407  2510
-CONVEX 29577    'GT_PK(2,2)'      2388  61408  2330  61409  57510  2446
-CONVEX 29578    'GT_PK(2,2)'      2331  61410  2388  57517  61411  2448
-CONVEX 29579    'GT_PK(2,2)'      2330  61408  2388  57523  61412  2271
-CONVEX 29580    'GT_PK(2,2)'      2388  61410  2331  61412  57515  2271
-CONVEX 29581    'GT_PK(2,2)'      2448  61411  2388  42544  61413  2508
-CONVEX 29582    'GT_PK(2,2)'      2388  61409  2446  61413  42602  2508
-CONVEX 29583    'GT_PK(2,2)'      2096  61414  2039  57552  61415  1984
-CONVEX 29584    'GT_PK(2,2)'      1929  61416  2039  51301  61417  1985
-CONVEX 29585    'GT_PK(2,2)'      1984  61415  2039  57547  61416  1929
-CONVEX 29586    'GT_PK(2,2)'      2039  61418  2097  61417  57543  1985
-CONVEX 29587    'GT_PK(2,2)'      2097  61418  2039  57540  61419  2152
-CONVEX 29588    'GT_PK(2,2)'      2039  61414  2096  61419  57551  2152
-CONVEX 29589    'GT_PK(2,2)'      2154  61420  2210  61421  57561  2098
-CONVEX 29590    'GT_PK(2,2)'      2154  61422  2097  61423  57541  2209
-CONVEX 29591    'GT_PK(2,2)'      2268  61424  2154  61425  61423  2209
-CONVEX 29592    'GT_PK(2,2)'      2210  61420  2154  57563  61424  2268
-CONVEX 29593    'GT_PK(2,2)'      2154  61421  2098  61426  57538  2040
-CONVEX 29594    'GT_PK(2,2)'      2097  61422  2154  57542  61426  2040
-CONVEX 29595    'GT_PK(2,2)'      3427  61427  3559  57595  61428  3492
-CONVEX 29596    'GT_PK(2,2)'      3559  61429  3624  61430  57605  3691
-CONVEX 29597    'GT_PK(2,2)'      3559  61427  3427  61431  57600  3491
-CONVEX 29598    'GT_PK(2,2)'      3624  61429  3559  57603  61431  3491
-CONVEX 29599    'GT_PK(2,2)'      3626  61432  3559  42668  61430  3691
-CONVEX 29600    'GT_PK(2,2)'      3492  61428  3559  57587  61432  3626
-CONVEX 29601    'GT_PK(2,2)'      3365  61433  3496  57609  61434  3432
-CONVEX 29602    'GT_PK(2,2)'      3496  61435  3562  61436  51119  3629
-CONVEX 29603    'GT_PK(2,2)'      3564  61437  3496  51146  61436  3629
-CONVEX 29604    'GT_PK(2,2)'      3432  61434  3496  51163  61437  3564
-CONVEX 29605    'GT_PK(2,2)'      3430  61438  3365  61439  57608  3300
-CONVEX 29606    'GT_PK(2,2)'      3430  61440  3363  61441  51096  3494
-CONVEX 29607    'GT_PK(2,2)'      3430  61439  3300  61440  51129  3363
-CONVEX 29608    'GT_PK(2,2)'      3562  61442  3430  57590  61441  3494
-CONVEX 29609    'GT_PK(2,2)'      3496  61443  3430  61435  61442  3562
-CONVEX 29610    'GT_PK(2,2)'      3430  61443  3496  61438  61433  3365
-CONVEX 29611    'GT_PK(2,2)'      3764  61444  3899  57615  61445  3833
-CONVEX 29612    'GT_PK(2,2)'      3899  61446  3966  61447  25165  4035
-CONVEX 29613    'GT_PK(2,2)'      3899  61448  3831  61446  42689  3966
-CONVEX 29614    'GT_PK(2,2)'      3899  61444  3764  61448  57613  3831
-CONVEX 29615    'GT_PK(2,2)'      3968  61449  3899  42700  61447  4035
-CONVEX 29616    'GT_PK(2,2)'      3833  61445  3899  51140  61449  3968
-CONVEX 29617    'GT_PK(2,2)'      3106  61450  3235  61451  51128  3170
-CONVEX 29618    'GT_PK(2,2)'      3043  61452  3106  57632  61451  3170
-CONVEX 29619    'GT_PK(2,2)'      3106  61453  3169  61450  61454  3235
-CONVEX 29620    'GT_PK(2,2)'      3169  61453  3106  59432  61455  3041
-CONVEX 29621    'GT_PK(2,2)'      2855  61456  2792  61457  46609  2730
-CONVEX 29622    'GT_PK(2,2)'      2791  61458  2855  61459  61457  2730
-CONVEX 29623    'GT_PK(2,2)'      2855  61458  2791  61460  27524  2916
-CONVEX 29624    'GT_PK(2,2)'      2856  61461  2918  57627  61462  2980
-CONVEX 29625    'GT_PK(2,2)'      2918  61463  3043  61462  57633  2980
-CONVEX 29626    'GT_PK(2,2)'      2918  61461  2856  61464  57630  2792
-CONVEX 29627    'GT_PK(2,2)'      2855  61465  2918  61456  61464  2792
-CONVEX 29628    'GT_PK(2,2)'      3768  61466  3903  61467  61468  3837
-CONVEX 29629    'GT_PK(2,2)'      4039  61469  3903  51176  61470  3970
-CONVEX 29630    'GT_PK(2,2)'      3903  61469  4039  61471  51179  3972
-CONVEX 29631    'GT_PK(2,2)'      3837  61468  3903  51182  61471  3972
-CONVEX 29632    'GT_PK(2,2)'      3835  61472  3901  61473  51173  3970
-CONVEX 29633    'GT_PK(2,2)'      3903  61474  3835  61470  61473  3970
-CONVEX 29634    'GT_PK(2,2)'      3835  61474  3903  61475  61466  3768
-CONVEX 29635    'GT_PK(2,2)'      3835  61475  3768  61476  57635  3700
-CONVEX 29636    'GT_PK(2,2)'      3766  61477  3835  57623  61476  3700
-CONVEX 29637    'GT_PK(2,2)'      3835  61477  3766  61472  57620  3901
-CONVEX 29638    'GT_PK(2,2)'      3569  61478  3702  57648  61479  3637
-CONVEX 29639    'GT_PK(2,2)'      3702  61480  3768  61481  61467  3837
-CONVEX 29640    'GT_PK(2,2)'      3702  61478  3569  61482  51192  3635
-CONVEX 29641    'GT_PK(2,2)'      3768  61480  3702  57634  61482  3635
-CONVEX 29642    'GT_PK(2,2)'      3637  61479  3702  42736  61483  3770
-CONVEX 29643    'GT_PK(2,2)'      3702  61481  3837  61483  51181  3770
-CONVEX 29644    'GT_PK(2,2)'      3119  61484  2991  57636  61485  3054
-CONVEX 29645    'GT_PK(2,2)'      2866  61486  2991  54205  61487  2929
-CONVEX 29646    'GT_PK(2,2)'      2991  61488  3056  61487  51219  2929
-CONVEX 29647    'GT_PK(2,2)'      2991  61484  3119  61488  57640  3056
-CONVEX 29648    'GT_PK(2,2)'      2991  61486  2866  61489  42713  2927
-CONVEX 29649    'GT_PK(2,2)'      3054  61485  2991  51183  61489  2927
-CONVEX 29650    'GT_PK(2,2)'      3370  61490  3436  61491  57641  3502
-CONVEX 29651    'GT_PK(2,2)'      3307  61492  3370  42730  61493  3438
-CONVEX 29652    'GT_PK(2,2)'      3370  61491  3502  61493  51190  3438
-CONVEX 29653    'GT_PK(2,2)'      3242  61494  3370  51209  61492  3307
-CONVEX 29654    'GT_PK(2,2)'      3633  61495  3500  57619  61496  3566
-CONVEX 29655    'GT_PK(2,2)'      3500  61497  3436  61498  61499  3369
-CONVEX 29656    'GT_PK(2,2)'      3500  61495  3633  61500  57617  3567
-CONVEX 29657    'GT_PK(2,2)'      3436  61497  3500  57642  61500  3567
-CONVEX 29658    'GT_PK(2,2)'      3500  61501  3434  61496  57655  3566
-CONVEX 29659    'GT_PK(2,2)'      3434  61501  3500  57658  61498  3369
-CONVEX 29660    'GT_PK(2,2)'      2985  61502  3050  57651  61503  2924
-CONVEX 29661    'GT_PK(2,2)'      3050  61504  2987  61503  59436  2924
-CONVEX 29662    'GT_PK(2,2)'      2987  61504  3050  46670  61505  3115
-CONVEX 29663    'GT_PK(2,2)'      3050  61506  3177  61505  51211  3115
-CONVEX 29664    'GT_PK(2,2)'      3111  18034  2984  61507  46640  3047
-CONVEX 29665    'GT_PK(2,2)'      1770  61508  1715  61509  51276  1668
-CONVEX 29666    'GT_PK(2,2)'      1770  61510  1820  61508  57670  1715
-CONVEX 29667    'GT_PK(2,2)'      1721  61511  1770  42832  61509  1668
-CONVEX 29668    'GT_PK(2,2)'      1820  61510  1770  57671  61512  1870
-CONVEX 29669    'GT_PK(2,2)'      1770  61513  1819  61512  61514  1870
-CONVEX 29670    'GT_PK(2,2)'      1819  61513  1770  61515  61511  1721
-CONVEX 29671    'GT_PK(2,2)'      1819  61516  1768  61517  61518  1868
-CONVEX 29672    'GT_PK(2,2)'      1768  61519  1671  61520  37629  1720
-CONVEX 29673    'GT_PK(2,2)'      1768  61521  1721  61519  42833  1671
-CONVEX 29674    'GT_PK(2,2)'      1768  61516  1819  61521  61515  1721
-CONVEX 29675    'GT_PK(2,2)'      1814  61522  1768  57679  61520  1720
-CONVEX 29676    'GT_PK(2,2)'      1768  61522  1814  61518  57673  1868
-CONVEX 29677    'GT_PK(2,2)'      1923  61523  1979  61524  42835  1870
-CONVEX 29678    'GT_PK(2,2)'      1819  61525  1923  61514  61524  1870
-CONVEX 29679    'GT_PK(2,2)'      1979  61523  1923  42842  61526  2033
-CONVEX 29680    'GT_PK(2,2)'      1923  61527  1977  61526  57680  2033
-CONVEX 29681    'GT_PK(2,2)'      1923  61525  1819  61528  61517  1868
-CONVEX 29682    'GT_PK(2,2)'      1977  61527  1923  57684  61528  1868
-CONVEX 29683    'GT_PK(2,2)'      2383  61529  2327  57691  61530  2267
-CONVEX 29684    'GT_PK(2,2)'      2327  61531  2268  61532  61425  2209
-CONVEX 29685    'GT_PK(2,2)'      2267  61530  2327  51348  61532  2209
-CONVEX 29686    'GT_PK(2,2)'      2268  61531  2327  57555  61533  2384
-CONVEX 29687    'GT_PK(2,2)'      2327  61534  2443  61533  51312  2384
-CONVEX 29688    'GT_PK(2,2)'      2327  61529  2383  61534  57695  2443
-CONVEX 29689    'GT_PK(2,2)'      1220  61535  1130  61536  57197  1173
-CONVEX 29690    'GT_PK(2,2)'      1220  61537  1176  61535  57700  1130
-CONVEX 29691    'GT_PK(2,2)'      1176  61537  1220  57712  61538  1266
-CONVEX 29692    'GT_PK(2,2)'      1262  61539  1220  57705  61536  1173
-CONVEX 29693    'GT_PK(2,2)'      1312  61540  1360  61541  17972  1266
-CONVEX 29694    'GT_PK(2,2)'      1220  61542  1312  61538  61541  1266
-CONVEX 29695    'GT_PK(2,2)'      1312  61542  1220  61543  61539  1262
-CONVEX 29696    'GT_PK(2,2)'      1312  61543  1262  61544  57703  1355
-CONVEX 29697    'GT_PK(2,2)'      1312  61544  1355  61545  42156  1405
-CONVEX 29698    'GT_PK(2,2)'      1360  61540  1312  57697  61545  1405
-CONVEX 29699    'GT_PK(2,2)'      1134  61546  1179  61547  61548  1224
-CONVEX 29700    'GT_PK(2,2)'      1223  61549  1179  57711  61550  1133
-CONVEX 29701    'GT_PK(2,2)'      1091  61551  1048  61552  57166  1133
-CONVEX 29702    'GT_PK(2,2)'      1179  61553  1091  61550  61552  1133
-CONVEX 29703    'GT_PK(2,2)'      1091  61553  1179  61554  61546  1134
-CONVEX 29704    'GT_PK(2,2)'      1091  61554  1134  61555  57707  1049
-CONVEX 29705    'GT_PK(2,2)'      1091  61556  1007  61551  61187  1048
-CONVEX 29706    'GT_PK(2,2)'      1007  61556  1091  61186  61555  1049
-CONVEX 29707    'GT_PK(2,2)'      1090  61557  1177  57162  61558  1131
-CONVEX 29708    'GT_PK(2,2)'      1134  61559  1177  57706  61557  1090
-CONVEX 29709    'GT_PK(2,2)'      1177  61560  1221  61558  42118  1131
-CONVEX 29710    'GT_PK(2,2)'      1177  61559  1134  61561  61547  1224
-CONVEX 29711    'GT_PK(2,2)'      1177  61562  1267  61560  61563  1221
-CONVEX 29712    'GT_PK(2,2)'      1267  61562  1177  17937  61561  1224
-CONVEX 29713    'GT_PK(2,2)'      1560  61564  1507  61565  57713  1608
-CONVEX 29714    'GT_PK(2,2)'      1610  61566  1560  50547  61567  1662
-CONVEX 29715    'GT_PK(2,2)'      1560  61565  1608  61567  51376  1662
-CONVEX 29716    'GT_PK(2,2)'      1560  61566  1610  61568  42128  1509
-CONVEX 29717    'GT_PK(2,2)'      1458  61569  1560  61570  61568  1509
-CONVEX 29718    'GT_PK(2,2)'      1507  61564  1560  61571  61569  1458
-CONVEX 29719    'GT_PK(2,2)'      1987  61572  2042  61573  57716  1932
-CONVEX 29720    'GT_PK(2,2)'      2041  61574  1987  42597  61575  1931
-CONVEX 29721    'GT_PK(2,2)'      1987  61574  2041  61576  42593  2099
-CONVEX 29722    'GT_PK(2,2)'      2042  61572  1987  57719  61576  2099
-CONVEX 29723    'GT_PK(2,2)'      1987  61577  1878  61575  57731  1931
-CONVEX 29724    'GT_PK(2,2)'      1987  61573  1932  61577  51387  1878
-CONVEX 29725    'GT_PK(2,2)'      5006  61578  4935  61579  57733  4863
-CONVEX 29726    'GT_PK(2,2)'      4933  61580  5006  55081  61579  4863
-CONVEX 29727    'GT_PK(2,2)'      5006  61580  4933  61581  61582  5075
-CONVEX 29728    'GT_PK(2,2)'      5006  61583  5077  61578  57737  4935
-CONVEX 29729    'GT_PK(2,2)'      5077  61584  5150  57738  61585  5007
-CONVEX 29730    'GT_PK(2,2)'      5007  61585  5150  51390  61586  5078
-CONVEX 29731    'GT_PK(2,2)'      5078  61586  5150  51535  61587  5223
-CONVEX 29732    'GT_PK(2,2)'      5150  61588  5294  61587  47873  5223
-CONVEX 29733    'GT_PK(2,2)'      5365  61589  5221  39098  61590  5292
-CONVEX 29734    'GT_PK(2,2)'      5221  61591  5150  61592  61584  5077
-CONVEX 29735    'GT_PK(2,2)'      5294  61593  5221  47800  61589  5365
-CONVEX 29736    'GT_PK(2,2)'      5150  61591  5221  61588  61593  5294
-CONVEX 29737    'GT_PK(2,2)'      8087  61594  7935  61595  57742  8011
-CONVEX 29738    'GT_PK(2,2)'      8087  61596  8193  61597  33531  8288
-CONVEX 29739    'GT_PK(2,2)'      8193  61596  8087  33529  61595  8011
-CONVEX 29740    'GT_PK(2,2)'      7857  61598  8009  51409  61599  7931
-CONVEX 29741    'GT_PK(2,2)'      7935  61600  8009  57741  61598  7857
-CONVEX 29742    'GT_PK(2,2)'      7931  61599  8009  51405  61601  8086
-CONVEX 29743    'GT_PK(2,2)'      8087  61602  8009  61594  61600  7935
-CONVEX 29744    'GT_PK(2,2)'      5616  61603  5689  57776  61604  5761
-CONVEX 29745    'GT_PK(2,2)'      5689  61605  5835  61604  57781  5761
-CONVEX 29746    'GT_PK(2,2)'      5689  61603  5616  61606  57772  5545
-CONVEX 29747    'GT_PK(2,2)'      5835  61605  5689  57779  61607  5760
-CONVEX 29748    'GT_PK(2,2)'      5615  61608  5689  57754  61606  5545
-CONVEX 29749    'GT_PK(2,2)'      5689  61608  5615  61607  57756  5760
-CONVEX 29750    'GT_PK(2,2)'      5381  61609  5452  61610  51665  5527
-CONVEX 29751    'GT_PK(2,2)'      5452  61609  5381  51664  61611  5309
-CONVEX 29752    'GT_PK(2,2)'      5810  61612  5737  61613  57800  5664
-CONVEX 29753    'GT_PK(2,2)'      5810  61614  5882  61615  51556  5958
-CONVEX 29754    'GT_PK(2,2)'      5883  61616  5810  43200  61615  5958
-CONVEX 29755    'GT_PK(2,2)'      5737  61612  5810  57804  61616  5883
-CONVEX 29756    'GT_PK(2,2)'      5810  61617  5735  61614  43208  5882
-CONVEX 29757    'GT_PK(2,2)'      5810  61613  5664  61617  55049  5735
-CONVEX 29758    'GT_PK(2,2)'      6176  61618  6029  57823  61619  6102
-CONVEX 29759    'GT_PK(2,2)'      5954  61620  6029  59859  61621  5880
-CONVEX 29760    'GT_PK(2,2)'      6029  61620  5954  61619  59852  6102
-CONVEX 29761    'GT_PK(2,2)'      6029  61622  5956  61621  51554  5880
-CONVEX 29762    'GT_PK(2,2)'      5956  61622  6029  51561  61623  6104
-CONVEX 29763    'GT_PK(2,2)'      6029  61618  6176  61623  57821  6104
-CONVEX 29764    'GT_PK(2,2)'      4321  61624  4389  57835  61625  4459
-CONVEX 29765    'GT_PK(2,2)'      4389  61626  4528  61625  57842  4459
-CONVEX 29766    'GT_PK(2,2)'      4389  61624  4321  61627  57833  4250
-CONVEX 29767    'GT_PK(2,2)'      4528  61626  4389  57844  61628  4457
-CONVEX 29768    'GT_PK(2,2)'      4319  61629  4389  42650  61627  4250
-CONVEX 29769    'GT_PK(2,2)'      4457  61628  4389  57839  61629  4319
-CONVEX 29770    'GT_PK(2,2)'      5966  61630  5890  61631  51611  6039
-CONVEX 29771    'GT_PK(2,2)'      5966  61632  5819  61630  57845  5890
-CONVEX 29772    'GT_PK(2,2)'      6114  61633  5966  33933  61631  6039
-CONVEX 29773    'GT_PK(2,2)'      5819  61632  5966  57848  61634  5892
-CONVEX 29774    'GT_PK(2,2)'      5966  61633  6114  61635  33929  6041
-CONVEX 29775    'GT_PK(2,2)'      5892  61634  5966  51623  61635  6041
-CONVEX 29776    'GT_PK(2,2)'      5311  61636  5383  17831  61637  5239
-CONVEX 29777    'GT_PK(2,2)'      5239  61637  5383  51516  61638  5313
-CONVEX 29778    'GT_PK(2,2)'      5313  61638  5383  57788  61639  5456
-CONVEX 29779    'GT_PK(2,2)'      5383  61640  5529  61639  57859  5456
-CONVEX 29780    'GT_PK(2,2)'      7537  61641  7611  57900  61642  7461
-CONVEX 29781    'GT_PK(2,2)'      7687  61643  7611  25724  61644  7760
-CONVEX 29782    'GT_PK(2,2)'      7535  61645  7611  58474  61643  7687
-CONVEX 29783    'GT_PK(2,2)'      7611  61645  7535  61642  58475  7461
-CONVEX 29784    'GT_PK(2,2)'      7689  61646  7537  61647  57899  7614
-CONVEX 29785    'GT_PK(2,2)'      7689  61648  7762  61649  51779  7837
-CONVEX 29786    'GT_PK(2,2)'      7762  61648  7689  51778  61647  7614
-CONVEX 29787    'GT_PK(2,2)'      7689  61649  7837  61650  51786  7760
-CONVEX 29788    'GT_PK(2,2)'      7611  61651  7689  61644  61650  7760
-CONVEX 29789    'GT_PK(2,2)'      7689  61651  7611  61646  61641  7537
-CONVEX 29790    'GT_PK(2,2)'      11056  61652  10986  61653  61654  11130
-CONVEX 29791    'GT_PK(2,2)'      10986  61655  10840  61656  51878  10914
-CONVEX 29792    'GT_PK(2,2)'      10840  61655  10986  57957  61657  10912
-CONVEX 29793    'GT_PK(2,2)'      10986  61652  11056  61657  57946  10912
-CONVEX 29794    'GT_PK(2,2)'      11058  61658  10986  57951  61656  10914
-CONVEX 29795    'GT_PK(2,2)'      10986  61658  11058  61654  57948  11130
-CONVEX 29796    'GT_PK(2,2)'      11201  61659  11272  61660  50313  11128
-CONVEX 29797    'GT_PK(2,2)'      11056  61661  11201  57945  61660  11128
-CONVEX 29798    'GT_PK(2,2)'      11272  61659  11201  51872  61662  11344
-CONVEX 29799    'GT_PK(2,2)'      11201  61661  11056  61663  61653  11130
-CONVEX 29800    'GT_PK(2,2)'      11201  61664  11274  61662  57010  11344
-CONVEX 29801    'GT_PK(2,2)'      11201  61663  11130  61664  51866  11274
-CONVEX 29802    'GT_PK(2,2)'      10768  61665  10694  57954  61666  10623
-CONVEX 29803    'GT_PK(2,2)'      10838  61667  10694  57962  61665  10768
-CONVEX 29804    'GT_PK(2,2)'      10623  61666  10694  43676  61668  10547
-CONVEX 29805    'GT_PK(2,2)'      10694  61667  10838  61669  57960  10767
-CONVEX 29806    'GT_PK(2,2)'      10694  61670  10622  61668  51851  10547
-CONVEX 29807    'GT_PK(2,2)'      10694  61669  10767  61670  51875  10622
-CONVEX 29808    'GT_PK(2,2)'      9823  61671  9974  57974  61672  9901
-CONVEX 29809    'GT_PK(2,2)'      9974  61673  10123  61674  43685  10050
-CONVEX 29810    'GT_PK(2,2)'      9901  61672  9974  51939  61674  10050
-CONVEX 29811    'GT_PK(2,2)'      10123  61673  9974  43697  61675  10046
-CONVEX 29812    'GT_PK(2,2)'      9974  61676  9896  61675  57969  10046
-CONVEX 29813    'GT_PK(2,2)'      9974  61671  9823  61676  57972  9896
-CONVEX 29814    'GT_PK(2,2)'      10349  61677  10497  61678  58024  10422
-CONVEX 29815    'GT_PK(2,2)'      9980  61679  10052  61680  61681  10128
-CONVEX 29816    'GT_PK(2,2)'      10052  61682  10201  61681  61683  10128
-CONVEX 29817    'GT_PK(2,2)'      10052  61679  9980  61684  58008  9904
-CONVEX 29818    'GT_PK(2,2)'      10201  61682  10052  17825  61685  10126
-CONVEX 29819    'GT_PK(2,2)'      10052  61686  9977  61685  51937  10126
-CONVEX 29820    'GT_PK(2,2)'      9977  61686  10052  51934  61684  9904
-CONVEX 29821    'GT_PK(2,2)'      10204  61687  10351  61688  61689  10279
-CONVEX 29822    'GT_PK(2,2)'      10354  61690  10206  61691  61692  10279
-CONVEX 29823    'GT_PK(2,2)'      10206  61690  10354  61693  61694  10281
-CONVEX 29824    'GT_PK(2,2)'      10354  61695  10428  61694  51952  10281
-CONVEX 29825    'GT_PK(2,2)'      10643  61696  10570  61697  58023  10497
-CONVEX 29826    'GT_PK(2,2)'      10788  61698  10643  51945  61699  10714
-CONVEX 29827    'GT_PK(2,2)'      10643  61700  10568  61699  58021  10714
-CONVEX 29828    'GT_PK(2,2)'      10568  61700  10643  61701  61697  10497
-CONVEX 29829    'GT_PK(2,2)'      10718  61702  10645  58019  61703  10790
-CONVEX 29830    'GT_PK(2,2)'      10572  17811  10645  58011  61702  10718
-CONVEX 29831    'GT_PK(2,2)'      10716  61704  10788  61705  51942  10860
-CONVEX 29832    'GT_PK(2,2)'      10716  61706  10645  61707  17812  10570
-CONVEX 29833    'GT_PK(2,2)'      10716  61708  10643  61704  61698  10788
-CONVEX 29834    'GT_PK(2,2)'      10643  61708  10716  61696  61707  10570
-CONVEX 29835    'GT_PK(2,2)'      10716  61705  10860  61709  43762  10790
-CONVEX 29836    'GT_PK(2,2)'      10645  61706  10716  61703  61709  10790
-CONVEX 29837    'GT_PK(2,2)'      10276  61710  10204  61711  61712  10128
-CONVEX 29838    'GT_PK(2,2)'      10276  61713  10349  61714  61678  10422
-CONVEX 29839    'GT_PK(2,2)'      10351  61715  10276  17731  61714  10422
-CONVEX 29840    'GT_PK(2,2)'      10276  61715  10351  61710  61687  10204
-CONVEX 29841    'GT_PK(2,2)'      10201  61716  10276  61683  61711  10128
-CONVEX 29842    'GT_PK(2,2)'      10349  61713  10276  17828  61716  10201
-CONVEX 29843    'GT_PK(2,2)'      10131  61717  10204  61718  61688  10279
-CONVEX 29844    'GT_PK(2,2)'      10206  61719  10131  61692  61718  10279
-CONVEX 29845    'GT_PK(2,2)'      10204  61720  10055  61712  61721  10128
-CONVEX 29846    'GT_PK(2,2)'      10055  61722  9980  61721  61680  10128
-CONVEX 29847    'GT_PK(2,2)'      9980  61722  10055  58010  61723  9907
-CONVEX 29848    'GT_PK(2,2)'      9907  61723  10055  58007  61724  9982
-CONVEX 29849    'GT_PK(2,2)'      10055  61725  10131  61724  61726  9982
-CONVEX 29850    'GT_PK(2,2)'      10131  61725  10055  61717  61720  10204
-CONVEX 29851    'GT_PK(2,2)'      10057  61727  9984  61728  58026  9909
-CONVEX 29852    'GT_PK(2,2)'      10057  61729  10131  61730  61719  10206
-CONVEX 29853    'GT_PK(2,2)'      10057  61728  9909  61731  51932  9982
-CONVEX 29854    'GT_PK(2,2)'      10131  61729  10057  61726  61731  9982
-CONVEX 29855    'GT_PK(2,2)'      9984  61732  10059  58027  61733  9912
-CONVEX 29856    'GT_PK(2,2)'      10059  61734  9987  61733  58035  9912
-CONVEX 29857    'GT_PK(2,2)'      9987  61734  10059  58038  61735  10135
-CONVEX 29858    'GT_PK(2,2)'      10059  61736  10208  61735  58042  10135
-CONVEX 29859    'GT_PK(2,2)'      10428  61737  10504  51951  61738  10356
-CONVEX 29860    'GT_PK(2,2)'      10504  61739  10430  61738  58032  10356
-CONVEX 29861    'GT_PK(2,2)'      10430  61739  10504  51947  61740  10577
-CONVEX 29862    'GT_PK(2,2)'      10504  61741  10650  61740  58046  10577
-CONVEX 29863    'GT_PK(2,2)'      11207  61742  11278  51986  61743  11135
-CONVEX 29864    'GT_PK(2,2)'      11278  61744  11205  61743  51982  11135
-CONVEX 29865    'GT_PK(2,2)'      11278  61745  11348  61744  58049  11205
-CONVEX 29866    'GT_PK(2,2)'      10551  61746  10482  58055  61747  10628
-CONVEX 29867    'GT_PK(2,2)'      10407  61748  10482  52001  61749  10333
-CONVEX 29868    'GT_PK(2,2)'      10333  61749  10482  34455  61750  10404
-CONVEX 29869    'GT_PK(2,2)'      10482  61746  10551  61750  58054  10404
-CONVEX 29870    'GT_PK(2,2)'      10482  61748  10407  61751  51999  10554
-CONVEX 29871    'GT_PK(2,2)'      10628  61747  10482  52009  61751  10554
-CONVEX 29872    'GT_PK(2,2)'      11001  61752  11071  61753  58074  11145
-CONVEX 29873    'GT_PK(2,2)'      10855  61754  11001  58071  61755  10930
-CONVEX 29874    'GT_PK(2,2)'      10930  61755  11001  51916  61756  11073
-CONVEX 29875    'GT_PK(2,2)'      11001  61753  11145  61756  52020  11073
-CONVEX 29876    'GT_PK(2,2)'      10928  61757  10855  61758  58069  10783
-CONVEX 29877    'GT_PK(2,2)'      10853  61759  10928  61760  61758  10783
-CONVEX 29878    'GT_PK(2,2)'      10928  61761  11001  61757  61754  10855
-CONVEX 29879    'GT_PK(2,2)'      11001  61761  10928  61752  61762  11071
-CONVEX 29880    'GT_PK(2,2)'      10853  61763  10709  58086  61764  10781
-CONVEX 29881    'GT_PK(2,2)'      10709  61765  10563  61766  25657  10636
-CONVEX 29882    'GT_PK(2,2)'      10781  61764  10709  58085  61766  10636
-CONVEX 29883    'GT_PK(2,2)'      10563  61765  10709  25976  61767  10638
-CONVEX 29884    'GT_PK(2,2)'      10709  61768  10783  61767  51907  10638
-CONVEX 29885    'GT_PK(2,2)'      10709  61763  10853  61768  61760  10783
-CONVEX 29886    'GT_PK(2,2)'      10338  61769  10190  58094  61770  10264
-CONVEX 29887    'GT_PK(2,2)'      10041  61771  10190  58119  61772  10117
-CONVEX 29888    'GT_PK(2,2)'      10266  61773  10192  61774  58109  10117
-CONVEX 29889    'GT_PK(2,2)'      10190  61775  10266  61772  61774  10117
-CONVEX 29890    'GT_PK(2,2)'      10266  61775  10190  61776  61769  10338
-CONVEX 29891    'GT_PK(2,2)'      10188  61777  10115  52045  61778  10039
-CONVEX 29892    'GT_PK(2,2)'      10115  61779  9966  61778  58115  10039
-CONVEX 29893    'GT_PK(2,2)'      10115  61777  10188  61780  52047  10264
-CONVEX 29894    'GT_PK(2,2)'      9966  61779  10115  58128  61781  10041
-CONVEX 29895    'GT_PK(2,2)'      10190  61782  10115  61770  61780  10264
-CONVEX 29896    'GT_PK(2,2)'      10115  61782  10190  61781  61771  10041
-CONVEX 29897    'GT_PK(2,2)'      8667  61783  8600  58143  61784  8735
-CONVEX 29898    'GT_PK(2,2)'      8735  61784  8600  33945  61785  8664
-CONVEX 29899    'GT_PK(2,2)'      8451  61786  8600  58139  61787  8525
-CONVEX 29900    'GT_PK(2,2)'      8600  61783  8667  61787  58146  8525
-CONVEX 29901    'GT_PK(2,2)'      8600  61788  8524  61785  34056  8664
-CONVEX 29902    'GT_PK(2,2)'      8600  61786  8451  61788  58137  8524
-CONVEX 29903    'GT_PK(2,2)'      10019  61789  9870  61790  58196  9947
-CONVEX 29904    'GT_PK(2,2)'      10094  61791  10019  52081  61790  9947
-CONVEX 29905    'GT_PK(2,2)'      10169  61792  10019  58171  61791  10094
-CONVEX 29906    'GT_PK(2,2)'      9637  61793  9566  61794  58209  9719
-CONVEX 29907    'GT_PK(2,2)'      9637  61795  9792  61796  58197  9710
-CONVEX 29908    'GT_PK(2,2)'      9792  61795  9637  58199  61794  9719
-CONVEX 29909    'GT_PK(2,2)'      9566  61793  9637  58189  61797  9483
-CONVEX 29910    'GT_PK(2,2)'      9483  61797  9637  43967  61798  9554
-CONVEX 29911    'GT_PK(2,2)'      9637  61796  9710  61798  52099  9554
-CONVEX 29912    'GT_PK(2,2)'      9353  61799  9276  58225  61800  9203
-CONVEX 29913    'GT_PK(2,2)'      9276  61801  9125  61800  58219  9203
-CONVEX 29914    'GT_PK(2,2)'      9200  61802  9276  52124  61803  9351
-CONVEX 29915    'GT_PK(2,2)'      9125  61801  9276  52144  61802  9200
-CONVEX 29916    'GT_PK(2,2)'      9429  61804  9579  61805  58227  9503
-CONVEX 29917    'GT_PK(2,2)'      9429  61806  9353  61807  58226  9278
-CONVEX 29918    'GT_PK(2,2)'      9353  61806  9429  61808  61805  9503
-CONVEX 29919    'GT_PK(2,2)'      9429  61807  9278  61809  34670  9355
-CONVEX 29920    'GT_PK(2,2)'      9429  61809  9355  61810  34711  9505
-CONVEX 29921    'GT_PK(2,2)'      9579  61804  9429  58232  61810  9505
-CONVEX 29922    'GT_PK(2,2)'      9567  61811  9495  61812  58247  9420
-CONVEX 29923    'GT_PK(2,2)'      9567  61813  9639  61814  44352  9714
-CONVEX 29924    'GT_PK(2,2)'      9639  61813  9567  44355  61815  9491
-CONVEX 29925    'GT_PK(2,2)'      9567  61812  9420  61815  52160  9491
-CONVEX 29926    'GT_PK(2,2)'      9495  61816  9642  58249  61817  9571
-CONVEX 29927    'GT_PK(2,2)'      9717  61818  9642  44055  61819  9789
-CONVEX 29928    'GT_PK(2,2)'      9642  61818  9717  61817  44056  9571
-CONVEX 29929    'GT_PK(2,2)'      9789  61819  9642  24413  61820  9714
-CONVEX 29930    'GT_PK(2,2)'      9642  61821  9567  61820  61814  9714
-CONVEX 29931    'GT_PK(2,2)'      9567  61821  9642  61811  61816  9495
-CONVEX 29932    'GT_PK(2,2)'      9352  61822  9202  58262  61823  9275
-CONVEX 29933    'GT_PK(2,2)'      9126  61824  9202  58253  61825  9052
-CONVEX 29934    'GT_PK(2,2)'      9202  61824  9126  61823  58246  9275
-CONVEX 29935    'GT_PK(2,2)'      9202  61826  9127  61825  34676  9052
-CONVEX 29936    'GT_PK(2,2)'      9277  61827  9204  61828  58271  9127
-CONVEX 29937    'GT_PK(2,2)'      9202  61829  9277  61826  61828  9127
-CONVEX 29938    'GT_PK(2,2)'      9277  61829  9202  17521  61822  9352
-CONVEX 29939    'GT_PK(2,2)'      9425  61830  9574  58263  61831  9500
-CONVEX 29940    'GT_PK(2,2)'      9722  61832  9574  58265  61833  9646
-CONVEX 29941    'GT_PK(2,2)'      9574  61834  9499  61833  34678  9646
-CONVEX 29942    'GT_PK(2,2)'      9574  61830  9425  61834  58260  9499
-CONVEX 29943    'GT_PK(2,2)'      9500  61835  9650  17529  61836  9576
-CONVEX 29944    'GT_PK(2,2)'      9574  61837  9650  61831  61835  9500
-CONVEX 29945    'GT_PK(2,2)'      9650  61837  9574  17431  61832  9722
-CONVEX 29946    'GT_PK(2,2)'      7481  61838  7630  58279  61839  7555
-CONVEX 29947    'GT_PK(2,2)'      7630  61838  7481  61840  60309  7557
-CONVEX 29948    'GT_PK(2,2)'      7709  61841  7630  60320  61840  7557
-CONVEX 29949    'GT_PK(2,2)'      7786  61842  7630  58280  61841  7709
-CONVEX 29950    'GT_PK(2,2)'      7939  61843  8015  61844  58283  8115
-CONVEX 29951    'GT_PK(2,2)'      8015  61843  7939  61845  61846  7861
-CONVEX 29952    'GT_PK(2,2)'      8019  61847  7939  52193  61844  8115
-CONVEX 29953    'GT_PK(2,2)'      7939  61847  8019  61848  52195  7863
-CONVEX 29954    'GT_PK(2,2)'      8015  61849  7937  58285  61850  8104
-CONVEX 29955    'GT_PK(2,2)'      7937  61849  8015  61851  61845  7861
-CONVEX 29956    'GT_PK(2,2)'      7786  61852  7937  61853  61851  7861
-CONVEX 29957    'GT_PK(2,2)'      7937  61852  7786  61854  58281  7862
-CONVEX 29958    'GT_PK(2,2)'      7706  61855  7629  61856  58286  7555
-CONVEX 29959    'GT_PK(2,2)'      7630  61857  7706  61839  61856  7555
-CONVEX 29960    'GT_PK(2,2)'      7706  61858  7786  61859  61853  7861
-CONVEX 29961    'GT_PK(2,2)'      7706  61857  7630  61858  61842  7786
-CONVEX 29962    'GT_PK(2,2)'      8753  61860  8829  61861  58205  8677
-CONVEX 29963    'GT_PK(2,2)'      8597  61862  8753  58290  61861  8677
-CONVEX 29964    'GT_PK(2,2)'      8829  61860  8753  58202  61863  8903
-CONVEX 29965    'GT_PK(2,2)'      8753  61862  8597  61864  58293  8675
-CONVEX 29966    'GT_PK(2,2)'      8903  61863  8753  43979  61865  8827
-CONVEX 29967    'GT_PK(2,2)'      8753  61864  8675  61865  44074  8827
-CONVEX 29968    'GT_PK(2,2)'      10522  61866  10374  17379  61867  10446
-CONVEX 29969    'GT_PK(2,2)'      10522  61868  10595  61869  56948  10449
-CONVEX 29970    'GT_PK(2,2)'      10374  61866  10522  58326  61869  10449
-CONVEX 29971    'GT_PK(2,2)'      10152  61870  10226  52253  61871  10300
-CONVEX 29972    'GT_PK(2,2)'      10226  61872  10374  61871  58325  10300
-CONVEX 29973    'GT_PK(2,2)'      10368  61873  10295  61874  58327  10220
-CONVEX 29974    'GT_PK(2,2)'      10368  61875  10293  61876  58383  10442
-CONVEX 29975    'GT_PK(2,2)'      10293  61875  10368  58380  61874  10220
-CONVEX 29976    'GT_PK(2,2)'      10295  61873  10368  61877  61878  10444
-CONVEX 29977    'GT_PK(2,2)'      10971  61879  11047  61880  58347  10902
-CONVEX 29978    'GT_PK(2,2)'      10825  61881  10971  52225  61880  10902
-CONVEX 29979    'GT_PK(2,2)'      10971  61882  10897  61883  58295  11041
-CONVEX 29980    'GT_PK(2,2)'      10897  61882  10971  58298  61881  10825
-CONVEX 29981    'GT_PK(2,2)'      10371  61884  10519  61885  17292  10446
-CONVEX 29982    'GT_PK(2,2)'      10371  17290  10295  61886  61877  10444
-CONVEX 29983    'GT_PK(2,2)'      10519  61884  10371  61050  61886  10444
-CONVEX 29984    'GT_PK(2,2)'      10516  61887  10590  61888  61049  10444
-CONVEX 29985    'GT_PK(2,2)'      10368  61889  10516  61878  61888  10444
-CONVEX 29986    'GT_PK(2,2)'      10587  61890  10516  58391  61891  10442
-CONVEX 29987    'GT_PK(2,2)'      10516  61889  10368  61891  61876  10442
-CONVEX 29988    'GT_PK(2,2)'      9177  61892  9252  58434  61893  9103
-CONVEX 29989    'GT_PK(2,2)'      9252  61892  9177  61894  58436  9325
-CONVEX 29990    'GT_PK(2,2)'      9103  61893  9252  52481  61895  9179
-CONVEX 29991    'GT_PK(2,2)'      9252  61896  9329  61895  58410  9179
-CONVEX 29992    'GT_PK(2,2)'      9404  61897  9551  58411  61898  9479
-CONVEX 29993    'GT_PK(2,2)'      9627  61899  9551  20530  61900  9700
-CONVEX 29994    'GT_PK(2,2)'      9479  61898  9551  44454  61899  9627
-CONVEX 29995    'GT_PK(2,2)'      9551  61901  9624  61900  26364  9700
-CONVEX 29996    'GT_PK(2,2)'      9551  61902  9476  61901  61903  9624
-CONVEX 29997    'GT_PK(2,2)'      9551  61897  9404  61902  58415  9476
-CONVEX 29998    'GT_PK(2,2)'      9471  61904  9398  44476  61905  9322
-CONVEX 29999    'GT_PK(2,2)'      9398  61906  9249  61905  61907  9322
-CONVEX 30000    'GT_PK(2,2)'      9398  61904  9471  61908  44471  9546
-CONVEX 30001    'GT_PK(2,2)'      9249  61906  9398  58437  61909  9325
-CONVEX 30002    'GT_PK(2,2)'      9473  61910  9398  58418  61908  9546
-CONVEX 30003    'GT_PK(2,2)'      9398  61910  9473  61909  61911  9325
-CONVEX 30004    'GT_PK(2,2)'      9697  61912  9549  35056  61913  9621
-CONVEX 30005    'GT_PK(2,2)'      9549  61914  9473  61913  58417  9621
-CONVEX 30006    'GT_PK(2,2)'      9549  61912  9697  61915  35054  9624
-CONVEX 30007    'GT_PK(2,2)'      9476  61916  9549  61903  61915  9624
-CONVEX 30008    'GT_PK(2,2)'      9173  61917  9247  61918  58420  9322
-CONVEX 30009    'GT_PK(2,2)'      9020  61919  9173  52483  61920  9099
-CONVEX 30010    'GT_PK(2,2)'      9249  61921  9173  61907  61918  9322
-CONVEX 30011    'GT_PK(2,2)'      9173  61921  9249  61920  58439  9099
-CONVEX 30012    'GT_PK(2,2)'      8941  61922  9094  58431  61923  9020
-CONVEX 30013    'GT_PK(2,2)'      9094  61924  9173  61923  61919  9020
-CONVEX 30014    'GT_PK(2,2)'      9173  61924  9094  61917  61925  9247
-CONVEX 30015    'GT_PK(2,2)'      9247  61925  9094  58422  61926  9169
-CONVEX 30016    'GT_PK(2,2)'      9169  61926  9094  51919  61927  9015
-CONVEX 30017    'GT_PK(2,2)'      9094  61922  8941  61927  58425  9015
-CONVEX 30018    'GT_PK(2,2)'      3249  61928  3376  61929  58478  3312
-CONVEX 30019    'GT_PK(2,2)'      3184  61930  3249  58824  61929  3312
-CONVEX 30020    'GT_PK(2,2)'      3249  61930  3184  61931  58820  3122
-CONVEX 30021    'GT_PK(2,2)'      3376  61928  3249  58834  61932  3314
-CONVEX 30022    'GT_PK(2,2)'      3425  61933  3487  61934  17707  3358
-CONVEX 30023    'GT_PK(2,2)'      3296  61935  3425  58494  61934  3358
-CONVEX 30024    'GT_PK(2,2)'      3425  61936  3361  61937  61938  3490
-CONVEX 30025    'GT_PK(2,2)'      3361  61936  3425  58497  61935  3296
-CONVEX 30026    'GT_PK(2,2)'      5852  61939  5999  61940  26538  5925
-CONVEX 30027    'GT_PK(2,2)'      5781  61941  5852  58498  61942  5707
-CONVEX 30028    'GT_PK(2,2)'      5779  61943  5852  56072  61940  5925
-CONVEX 30029    'GT_PK(2,2)'      5852  61943  5779  61942  56074  5707
-CONVEX 30030    'GT_PK(2,2)'      5856  61944  5710  61945  52649  5784
-CONVEX 30031    'GT_PK(2,2)'      5856  61946  5781  61944  58500  5710
-CONVEX 30032    'GT_PK(2,2)'      5856  61945  5784  61947  44752  5931
-CONVEX 30033    'GT_PK(2,2)'      5154  61948  5081  61949  58521  5012
-CONVEX 30034    'GT_PK(2,2)'      5154  61950  5227  60509  58611  5298
-CONVEX 30035    'GT_PK(2,2)'      5220  61951  5076  61952  58534  5149
-CONVEX 30036    'GT_PK(2,2)'      5293  61953  5220  16243  61952  5149
-CONVEX 30037    'GT_PK(2,2)'      5220  61953  5293  61954  58539  5364
-CONVEX 30038    'GT_PK(2,2)'      5220  61954  5364  61955  52698  5291
-CONVEX 30039    'GT_PK(2,2)'      5220  61955  5291  61956  35220  5147
-CONVEX 30040    'GT_PK(2,2)'      5076  61951  5220  58538  61956  5147
-CONVEX 30041    'GT_PK(2,2)'      3630  61957  3565  58549  61958  3697
-CONVEX 30042    'GT_PK(2,2)'      3501  61959  3565  58546  61960  3435
-CONVEX 30043    'GT_PK(2,2)'      3565  61961  3499  61960  56664  3435
-CONVEX 30044    'GT_PK(2,2)'      3499  61961  3565  61962  61957  3630
-CONVEX 30045    'GT_PK(2,2)'      3565  61963  3632  61958  58568  3697
-CONVEX 30046    'GT_PK(2,2)'      3632  61963  3565  58570  61959  3501
-CONVEX 30047    'GT_PK(2,2)'      3499  61964  3563  59485  54261  3433
-CONVEX 30048    'GT_PK(2,2)'      3563  61964  3499  61965  61962  3630
-CONVEX 30049    'GT_PK(2,2)'      3695  61966  3762  61967  52721  3828
-CONVEX 30050    'GT_PK(2,2)'      3695  61968  3630  61966  58548  3762
-CONVEX 30051    'GT_PK(2,2)'      3695  61969  3563  61968  61965  3630
-CONVEX 30052    'GT_PK(2,2)'      3760  61970  3695  58562  61967  3828
-CONVEX 30053    'GT_PK(2,2)'      3695  61970  3760  61971  58566  3628
-CONVEX 30054    'GT_PK(2,2)'      3563  61969  3695  54260  61971  3628
-CONVEX 30055    'GT_PK(2,2)'      3112  54314  3173  61972  61973  3048
-CONVEX 30056    'GT_PK(2,2)'      3237  61974  3173  61975  54315  3301
-CONVEX 30057    'GT_PK(2,2)'      3048  61973  3173  52625  61976  3109
-CONVEX 30058    'GT_PK(2,2)'      3173  61974  3237  61976  58560  3109
-CONVEX 30059    'GT_PK(2,2)'      2988  61977  3051  58553  61978  2926
-CONVEX 30060    'GT_PK(2,2)'      3051  61977  2988  61979  58557  3114
-CONVEX 30061    'GT_PK(2,2)'      2986  61980  3112  61981  61972  3048
-CONVEX 30062    'GT_PK(2,2)'      2923  61982  2986  52626  61981  3048
-CONVEX 30063    'GT_PK(2,2)'      2863  61983  2986  52618  61982  2923
-CONVEX 30064    'GT_PK(2,2)'      2986  61983  2863  61984  52616  2926
-CONVEX 30065    'GT_PK(2,2)'      3051  61985  2986  61978  61984  2926
-CONVEX 30066    'GT_PK(2,2)'      2986  61985  3051  61980  61986  3112
-CONVEX 30067    'GT_PK(2,2)'      3051  61987  3176  61986  56257  3112
-CONVEX 30068    'GT_PK(2,2)'      3241  56662  3176  61988  61989  3114
-CONVEX 30069    'GT_PK(2,2)'      3176  61987  3051  61989  61979  3114
-CONVEX 30070    'GT_PK(2,2)'      3053  61990  3178  58558  61991  3114
-CONVEX 30071    'GT_PK(2,2)'      3178  61992  3241  61991  61988  3114
-CONVEX 30072    'GT_PK(2,2)'      3241  61992  3178  59484  61993  3306
-CONVEX 30073    'GT_PK(2,2)'      3178  61990  3053  61994  58552  3116
-CONVEX 30074    'GT_PK(2,2)'      3243  61995  3178  52710  61994  3116
-CONVEX 30075    'GT_PK(2,2)'      3178  61995  3243  61993  58541  3306
-CONVEX 30076    'GT_PK(2,2)'      3428  61996  3493  61997  61998  3558
-CONVEX 30077    'GT_PK(2,2)'      3490  61999  3428  52613  61997  3558
-CONVEX 30078    'GT_PK(2,2)'      3428  62000  3361  62001  58496  3299
-CONVEX 30079    'GT_PK(2,2)'      3361  62000  3428  61938  61999  3490
-CONVEX 30080    'GT_PK(2,2)'      3364  62002  3237  54013  61975  3301
-CONVEX 30081    'GT_PK(2,2)'      3428  62003  3364  61996  53786  3493
-CONVEX 30082    'GT_PK(2,2)'      3237  62002  3364  58561  62004  3299
-CONVEX 30083    'GT_PK(2,2)'      3364  62003  3428  62004  62001  3299
-CONVEX 30084    'GT_PK(2,2)'      3561  54264  3628  62005  58567  3692
-CONVEX 30085    'GT_PK(2,2)'      3625  62006  3690  62007  52610  3558
-CONVEX 30086    'GT_PK(2,2)'      3493  62008  3625  61998  62007  3558
-CONVEX 30087    'GT_PK(2,2)'      3690  62006  3625  52605  62009  3757
-CONVEX 30088    'GT_PK(2,2)'      3561  62010  3625  54014  62008  3493
-CONVEX 30089    'GT_PK(2,2)'      3625  62011  3692  62009  52717  3757
-CONVEX 30090    'GT_PK(2,2)'      3625  62010  3561  62011  62005  3692
-CONVEX 30091    'GT_PK(2,2)'      5742  62012  5815  58602  62013  5669
-CONVEX 30092    'GT_PK(2,2)'      5815  62012  5742  49456  58603  5888
-CONVEX 30093    'GT_PK(2,2)'      6182  62014  6035  52760  49566  6110
-CONVEX 30094    'GT_PK(2,2)'      6035  62014  6182  62015  52762  6108
-CONVEX 30095    'GT_PK(2,2)'      6035  62015  6108  62016  41570  5960
-CONVEX 30096    'GT_PK(2,2)'      5886  49568  6035  62017  62016  5960
-CONVEX 30097    'GT_PK(2,2)'      5813  62018  5886  17166  62017  5960
-CONVEX 30098    'GT_PK(2,2)'      5815  62019  5740  62013  45848  5669
-CONVEX 30099    'GT_PK(2,2)'      5740  62019  5815  62020  49943  5886
-CONVEX 30100    'GT_PK(2,2)'      5740  62021  5813  46483  45337  5667
-CONVEX 30101    'GT_PK(2,2)'      5813  62021  5740  62018  62020  5886
-CONVEX 30102    'GT_PK(2,2)'      5600  47042  5528  52744  62022  5455
-CONVEX 30103    'GT_PK(2,2)'      5528  62023  5382  62022  58599  5455
-CONVEX 30104    'GT_PK(2,2)'      5525  46486  5453  58604  62024  5598
-CONVEX 30105    'GT_PK(2,2)'      5382  62025  5453  58597  46494  5310
-CONVEX 30106    'GT_PK(2,2)'      5453  62026  5528  62024  47355  5598
-CONVEX 30107    'GT_PK(2,2)'      5528  62026  5453  62023  62025  5382
-CONVEX 30108    'GT_PK(2,2)'      5448  62027  5375  17235  44869  5304
-CONVEX 30109    'GT_PK(2,2)'      5448  17219  5521  62027  58607  5375
-CONVEX 30110    'GT_PK(2,2)'      5227  62028  5156  58613  62029  5300
-CONVEX 30111    'GT_PK(2,2)'      5156  62030  5014  62031  52778  5086
-CONVEX 30112    'GT_PK(2,2)'      5156  62031  5086  62032  52802  5229
-CONVEX 30113    'GT_PK(2,2)'      5300  62029  5156  52767  62032  5229
-CONVEX 30114    'GT_PK(2,2)'      6177  62033  6105  35529  62034  6252
-CONVEX 30115    'GT_PK(2,2)'      6030  62035  6105  58617  62033  6177
-CONVEX 30116    'GT_PK(2,2)'      6105  41573  6179  62034  44843  6252
-CONVEX 30117    'GT_PK(2,2)'      5665  45338  5811  62036  58619  5736
-CONVEX 30118    'GT_PK(2,2)'      5665  62036  5736  62037  44839  5591
-CONVEX 30119    'GT_PK(2,2)'      5521  17206  5665  58605  62037  5591
-CONVEX 30120    'GT_PK(2,2)'      5957  62038  6030  62039  58616  5881
-CONVEX 30121    'GT_PK(2,2)'      5811  17191  5957  58618  62039  5881
-CONVEX 30122    'GT_PK(2,2)'      5957  41571  6105  62038  62035  6030
-CONVEX 30123    'GT_PK(2,2)'      4950  62040  4881  58642  62041  5023
-CONVEX 30124    'GT_PK(2,2)'      4809  41522  4881  58630  62040  4950
-CONVEX 30125    'GT_PK(2,2)'      4881  62042  4952  62041  58649  5023
-CONVEX 30126    'GT_PK(2,2)'      4952  62042  4881  58650  40966  4811
-CONVEX 30127    'GT_PK(2,2)'      5021  62043  4948  58629  62044  4879
-CONVEX 30128    'GT_PK(2,2)'      5091  62045  4948  58656  62043  5021
-CONVEX 30129    'GT_PK(2,2)'      4879  62044  4948  52897  62046  4807
-CONVEX 30130    'GT_PK(2,2)'      4948  62045  5091  62047  58654  5019
-CONVEX 30131    'GT_PK(2,2)'      4948  62048  4877  62046  44867  4807
-CONVEX 30132    'GT_PK(2,2)'      4948  62047  5019  62048  58626  4877
-CONVEX 30133    'GT_PK(2,2)'      5025  62049  5167  62050  58662  5095
-CONVEX 30134    'GT_PK(2,2)'      5025  62051  4952  62052  58651  4883
-CONVEX 30135    'GT_PK(2,2)'      4952  62051  5025  58648  62050  5095
-CONVEX 30136    'GT_PK(2,2)'      4954  62053  5025  35536  62052  4883
-CONVEX 30137    'GT_PK(2,2)'      5025  62053  4954  62054  35534  5097
-CONVEX 30138    'GT_PK(2,2)'      5167  62049  5025  58666  62054  5097
-CONVEX 30139    'GT_PK(2,2)'      3522  62055  3457  62056  58687  3392
-CONVEX 30140    'GT_PK(2,2)'      3522  62057  3459  62058  61348  3589
-CONVEX 30141    'GT_PK(2,2)'      3459  62057  3522  61346  62056  3392
-CONVEX 30142    'GT_PK(2,2)'      3654  62059  3522  44944  62058  3589
-CONVEX 30143    'GT_PK(2,2)'      3457  62060  3587  58684  62061  3520
-CONVEX 30144    'GT_PK(2,2)'      3520  62061  3587  52948  62062  3652
-CONVEX 30145    'GT_PK(2,2)'      3587  62063  3719  62062  52934  3652
-CONVEX 30146    'GT_PK(2,2)'      3719  62063  3587  52931  62064  3654
-CONVEX 30147    'GT_PK(2,2)'      3587  62065  3522  62064  62059  3654
-CONVEX 30148    'GT_PK(2,2)'      3522  62065  3587  62055  62060  3457
-CONVEX 30149    'GT_PK(2,2)'      3130  62066  3067  62067  58711  3005
-CONVEX 30150    'GT_PK(2,2)'      3130  62068  3194  62069  58677  3257
-CONVEX 30151    'GT_PK(2,2)'      3130  62067  3005  62070  58710  3069
-CONVEX 30152    'GT_PK(2,2)'      3194  62068  3130  58680  62070  3069
-CONVEX 30153    'GT_PK(2,2)'      3320  62071  3192  58682  62072  3257
-CONVEX 30154    'GT_PK(2,2)'      3192  62073  3130  62072  62069  3257
-CONVEX 30155    'GT_PK(2,2)'      3130  62073  3192  62066  62074  3067
-CONVEX 30156    'GT_PK(2,2)'      3067  62074  3192  58716  62075  3128
-CONVEX 30157    'GT_PK(2,2)'      3128  62075  3192  53016  62076  3255
-CONVEX 30158    'GT_PK(2,2)'      3192  62071  3320  62076  58848  3255
-CONVEX 30159    'GT_PK(2,2)'      3577  40642  3513  62077  53147  3644
-CONVEX 30160    'GT_PK(2,2)'      3709  40742  3577  37792  62077  3644
-CONVEX 30161    'GT_PK(2,2)'      3511  40930  3576  62078  62079  3445
-CONVEX 30162    'GT_PK(2,2)'      3380  40648  3511  58720  62078  3445
-CONVEX 30163    'GT_PK(2,2)'      3124  62080  3186  58726  62081  3061
-CONVEX 30164    'GT_PK(2,2)'      3186  62082  3122  62081  53130  3061
-CONVEX 30165    'GT_PK(2,2)'      3249  62083  3186  61932  62084  3314
-CONVEX 30166    'GT_PK(2,2)'      3186  62083  3249  62082  61931  3122
-CONVEX 30167    'GT_PK(2,2)'      3378  62085  3251  58730  62086  3316
-CONVEX 30168    'GT_PK(2,2)'      3251  62087  3188  62086  58732  3316
-CONVEX 30169    'GT_PK(2,2)'      3188  62087  3251  58736  62088  3124
-CONVEX 30170    'GT_PK(2,2)'      3251  62089  3186  62088  62080  3124
-CONVEX 30171    'GT_PK(2,2)'      3251  62085  3378  62090  58836  3314
-CONVEX 30172    'GT_PK(2,2)'      3186  62089  3251  62084  62090  3314
-CONVEX 30173    'GT_PK(2,2)'      2941  40631  2882  62091  62092  3003
-CONVEX 30174    'GT_PK(2,2)'      3003  62092  2882  58714  62093  2944
-CONVEX 30175    'GT_PK(2,2)'      2882  62094  2824  62093  45064  2944
-CONVEX 30176    'GT_PK(2,2)'      2882  40610  2764  62094  53026  2824
-CONVEX 30177    'GT_PK(2,2)'      3065  62095  3003  62096  58715  3128
-CONVEX 30178    'GT_PK(2,2)'      3065  62097  2941  62095  62091  3003
-CONVEX 30179    'GT_PK(2,2)'      3190  62098  3065  53014  62096  3128
-CONVEX 30180    'GT_PK(2,2)'      2941  62097  3065  58742  62099  3001
-CONVEX 30181    'GT_PK(2,2)'      3065  62100  3126  62099  58725  3001
-CONVEX 30182    'GT_PK(2,2)'      3126  62100  3065  58722  62098  3190
-CONVEX 30183    'GT_PK(2,2)'      2526  62101  2643  58751  62102  2583
-CONVEX 30184    'GT_PK(2,2)'      2643  40608  2701  62102  53065  2583
-CONVEX 30185    'GT_PK(2,2)'      2643  62101  2526  62103  58764  2585
-CONVEX 30186    'GT_PK(2,2)'      2704  40150  2643  58743  62103  2585
-CONVEX 30187    'GT_PK(2,2)'      1735  62104  1786  58775  62105  1840
-CONVEX 30188    'GT_PK(2,2)'      1786  62104  1735  62106  58778  1682
-CONVEX 30189    'GT_PK(2,2)'      1786  62107  1732  62108  58795  1838
-CONVEX 30190    'GT_PK(2,2)'      1732  62107  1786  53095  62106  1682
-CONVEX 30191    'GT_PK(2,2)'      1893  62109  1944  62110  58802  2002
-CONVEX 30192    'GT_PK(2,2)'      1893  62110  2002  62111  53079  1948
-CONVEX 30193    'GT_PK(2,2)'      1840  62112  1893  58784  62111  1948
-CONVEX 30194    'GT_PK(2,2)'      1786  62113  1893  62105  62112  1840
-CONVEX 30195    'GT_PK(2,2)'      1944  62109  1893  58772  62114  1838
-CONVEX 30196    'GT_PK(2,2)'      1893  62113  1786  62114  62108  1838
-CONVEX 30197    'GT_PK(2,2)'      1951  62115  2061  58787  62116  2007
-CONVEX 30198    'GT_PK(2,2)'      2061  62117  2120  62116  53058  2007
-CONVEX 30199    'GT_PK(2,2)'      2120  62117  2061  53060  62118  2174
-CONVEX 30200    'GT_PK(2,2)'      2061  62119  2116  62118  45100  2174
-CONVEX 30201    'GT_PK(2,2)'      2061  62120  2005  62119  53088  2116
-CONVEX 30202    'GT_PK(2,2)'      2061  62115  1951  62120  58789  2005
-CONVEX 30203    'GT_PK(2,2)'      2464  62121  2346  58804  62122  2403
-CONVEX 30204    'GT_PK(2,2)'      2346  62123  2287  62124  53116  2225
-CONVEX 30205    'GT_PK(2,2)'      2287  62123  2346  53077  62125  2405
-CONVEX 30206    'GT_PK(2,2)'      2346  62121  2464  62125  58808  2405
-CONVEX 30207    'GT_PK(2,2)'      2282  62126  2346  53103  62124  2225
-CONVEX 30208    'GT_PK(2,2)'      2403  62122  2346  53110  62126  2282
-CONVEX 30209    'GT_PK(2,2)'      2811  38538  2754  58810  62127  2874
-CONVEX 30210    'GT_PK(2,2)'      2754  62128  2814  62127  58816  2874
-CONVEX 30211    'GT_PK(2,2)'      2814  62128  2754  58814  38523  2698
-CONVEX 30212    'GT_PK(2,2)'      3509  62129  3640  62130  58827  3574
-CONVEX 30213    'GT_PK(2,2)'      3443  62131  3509  58830  62130  3574
-CONVEX 30214    'GT_PK(2,2)'      3509  62131  3443  62132  58835  3378
-CONVEX 30215    'GT_PK(2,2)'      3509  62132  3378  62133  58731  3445
-CONVEX 30216    'GT_PK(2,2)'      3576  62134  3509  62079  62133  3445
-CONVEX 30217    'GT_PK(2,2)'      3640  62129  3509  58829  62134  3576
-CONVEX 30218    'GT_PK(2,2)'      3775  62135  3843  62136  53135  3908
-CONVEX 30219    'GT_PK(2,2)'      3775  40739  3709  62135  37790  3843
-CONVEX 30220    'GT_PK(2,2)'      3775  62137  3841  40745  35338  3707
-CONVEX 30221    'GT_PK(2,2)'      3775  62136  3908  62137  45168  3841
-CONVEX 30222    'GT_PK(2,2)'      3977  62138  4044  53136  62139  3908
-CONVEX 30223    'GT_PK(2,2)'      4044  62140  4181  62141  58840  4111
-CONVEX 30224    'GT_PK(2,2)'      4113  62142  4044  58841  62138  3977
-CONVEX 30225    'GT_PK(2,2)'      4044  62142  4113  62140  58845  4181
-CONVEX 30226    'GT_PK(2,2)'      3975  62143  4044  35703  62141  4111
-CONVEX 30227    'GT_PK(2,2)'      3908  62139  4044  45167  62143  3975
-CONVEX 30228    'GT_PK(2,2)'      3449  62144  3382  62145  58847  3320
-CONVEX 30229    'GT_PK(2,2)'      3449  62146  3515  62147  58852  3579
-CONVEX 30230    'GT_PK(2,2)'      3513  62148  3449  53146  62147  3579
-CONVEX 30231    'GT_PK(2,2)'      3382  62144  3449  40645  62148  3513
-CONVEX 30232    'GT_PK(2,2)'      3515  62146  3449  53145  62149  3384
-CONVEX 30233    'GT_PK(2,2)'      3449  62145  3320  62149  58683  3384
-CONVEX 30234    'GT_PK(2,2)'      3848  38087  3781  62150  58849  3715
-CONVEX 30235    'GT_PK(2,2)'      3848  62150  3715  62151  52944  3783
-CONVEX 30236    'GT_PK(2,2)'      3579  62152  3711  53148  38068  3644
-CONVEX 30237    'GT_PK(2,2)'      3646  37778  3711  58853  62152  3579
-CONVEX 30238    'GT_PK(2,2)'      3916  62153  4052  62154  58860  3983
-CONVEX 30239    'GT_PK(2,2)'      3916  62155  3848  62156  62151  3783
-CONVEX 30240    'GT_PK(2,2)'      3848  62155  3916  38072  62154  3983
-CONVEX 30241    'GT_PK(2,2)'      3850  62157  3916  44949  62156  3783
-CONVEX 30242    'GT_PK(2,2)'      3985  62158  3916  58873  62157  3850
-CONVEX 30243    'GT_PK(2,2)'      4052  62153  3916  58858  62158  3985
-CONVEX 30244    'GT_PK(2,2)'      4460  62159  4322  53159  62160  4392
-CONVEX 30245    'GT_PK(2,2)'      4322  62161  4253  62160  58869  4392
-CONVEX 30246    'GT_PK(2,2)'      4322  62162  4390  62163  52818  4251
-CONVEX 30247    'GT_PK(2,2)'      4322  62159  4460  62162  53165  4390
-CONVEX 30248    'GT_PK(2,2)'      4322  62164  4185  62161  37738  4253
-CONVEX 30249    'GT_PK(2,2)'      4115  17161  4185  53153  62165  4251
-CONVEX 30250    'GT_PK(2,2)'      4185  62164  4322  62165  62163  4251
-CONVEX 30251    'GT_PK(2,2)'      4054  62166  3918  62167  58875  3987
-CONVEX 30252    'GT_PK(2,2)'      4054  62168  4123  62169  62170  4191
-CONVEX 30253    'GT_PK(2,2)'      4123  62168  4054  62171  62167  3987
-CONVEX 30254    'GT_PK(2,2)'      4121  62172  4054  58689  62169  4191
-CONVEX 30255    'GT_PK(2,2)'      4054  62172  4121  62173  58857  3985
-CONVEX 30256    'GT_PK(2,2)'      3918  62166  4054  58872  62173  3985
-CONVEX 30257    'GT_PK(2,2)'      4193  37615  4261  62174  52958  4330
-CONVEX 30258    'GT_PK(2,2)'      4191  62175  4259  52856  62176  4328
-CONVEX 30259    'GT_PK(2,2)'      4123  62177  4259  62170  62175  4191
-CONVEX 30260    'GT_PK(2,2)'      4259  62178  4398  62176  52842  4328
-CONVEX 30261    'GT_PK(2,2)'      4193  62179  4259  62180  62177  4123
-CONVEX 30262    'GT_PK(2,2)'      4259  62181  4330  62178  44973  4398
-CONVEX 30263    'GT_PK(2,2)'      4259  62179  4193  62181  62174  4330
-CONVEX 30264    'GT_PK(2,2)'      4056  62182  3987  62183  53167  3920
-CONVEX 30265    'GT_PK(2,2)'      4056  62184  4123  62182  62171  3987
-CONVEX 30266    'GT_PK(2,2)'      4056  37611  4193  62184  62180  4123
-CONVEX 30267    'GT_PK(2,2)'      4056  62183  3920  37614  45195  3989
-CONVEX 30268    'GT_PK(2,2)'      3273  62185  3209  62186  58885  3145
-CONVEX 30269    'GT_PK(2,2)'      3273  62186  3145  62187  53185  3210
-CONVEX 30270    'GT_PK(2,2)'      3273  62188  3403  62189  37041  3337
-CONVEX 30271    'GT_PK(2,2)'      3209  62185  3273  58887  62189  3337
-CONVEX 30272    'GT_PK(2,2)'      3273  62190  3338  62188  53181  3403
-CONVEX 30273    'GT_PK(2,2)'      3338  62190  3273  53177  62187  3210
-CONVEX 30274    'GT_PK(2,2)'      2360  62191  2421  58904  62192  2478
-CONVEX 30275    'GT_PK(2,2)'      2478  62192  2421  53197  62193  2540
-CONVEX 30276    'GT_PK(2,2)'      2366  62194  2421  58916  62195  2303
-CONVEX 30277    'GT_PK(2,2)'      2421  62191  2360  62195  58939  2303
-CONVEX 30278    'GT_PK(2,2)'      2421  62196  2484  62193  58920  2540
-CONVEX 30279    'GT_PK(2,2)'      2484  62196  2421  62197  62194  2366
-CONVEX 30280    'GT_PK(2,2)'      2136  62198  2250  62199  58917  2187
-CONVEX 30281    'GT_PK(2,2)'      2136  62200  2025  62201  58947  2085
-CONVEX 30282    'GT_PK(2,2)'      2136  62201  2085  62202  53205  2196
-CONVEX 30283    'GT_PK(2,2)'      2250  62198  2136  58931  62202  2196
-CONVEX 30284    'GT_PK(2,2)'      2429  62203  2312  62204  58927  2372
-CONVEX 30285    'GT_PK(2,2)'      2484  62205  2429  58921  62206  2547
-CONVEX 30286    'GT_PK(2,2)'      2429  62205  2484  62207  62197  2366
-CONVEX 30287    'GT_PK(2,2)'      2312  62203  2429  58932  62207  2366
-CONVEX 30288    'GT_PK(2,2)'      2429  62208  2490  62206  58926  2547
-CONVEX 30289    'GT_PK(2,2)'      2490  62208  2429  58922  62204  2372
-CONVEX 30290    'GT_PK(2,2)'      2128  62209  2074  58943  62210  2187
-CONVEX 30291    'GT_PK(2,2)'      2074  62211  2136  62210  62199  2187
-CONVEX 30292    'GT_PK(2,2)'      2136  62211  2074  62200  62212  2025
-CONVEX 30293    'GT_PK(2,2)'      2025  62212  2074  58945  62213  1965
-CONVEX 30294    'GT_PK(2,2)'      1965  62213  2074  20781  62214  2016
-CONVEX 30295    'GT_PK(2,2)'      2074  62209  2128  62214  58935  2016
-CONVEX 30296    'GT_PK(2,2)'      5049  37591  4977  36533  58962  4908
-CONVEX 30297    'GT_PK(2,2)'      5192  37583  5049  58981  36534  5122
-CONVEX 30298    'GT_PK(2,2)'      5550  62215  5406  58993  37236  5479
-CONVEX 30299    'GT_PK(2,2)'      5477  62216  5406  58986  62215  5550
-CONVEX 30300    'GT_PK(2,2)'      5333  37239  5406  37477  62216  5477
-CONVEX 30301    'GT_PK(2,2)'      5052  35929  4909  62217  58996  4983
-CONVEX 30302    'GT_PK(2,2)'      5052  62218  5197  36253  58978  5122
-CONVEX 30303    'GT_PK(2,2)'      5197  62218  5052  53211  62219  5127
-CONVEX 30304    'GT_PK(2,2)'      5052  62217  4983  62219  53239  5127
-CONVEX 30305    'GT_PK(2,2)'      4909  36980  4837  58995  62220  4767
-CONVEX 30306    'GT_PK(2,2)'      4767  62220  4837  53248  62221  4695
-CONVEX 30307    'GT_PK(2,2)'      4837  62222  4766  62221  58957  4695
-CONVEX 30308    'GT_PK(2,2)'      4766  62222  4837  58953  36255  4908
-CONVEX 30309    'GT_PK(2,2)'      4764  62223  4624  62224  62225  4694
-CONVEX 30310    'GT_PK(2,2)'      4835  62226  4764  58951  62227  4905
-CONVEX 30311    'GT_PK(2,2)'      4764  62228  4836  62227  58965  4905
-CONVEX 30312    'GT_PK(2,2)'      4836  62228  4764  58961  62224  4694
-CONVEX 30313    'GT_PK(2,2)'      4484  62229  4624  62230  62231  4553
-CONVEX 30314    'GT_PK(2,2)'      4416  62232  4484  53266  62233  4345
-CONVEX 30315    'GT_PK(2,2)'      4486  62234  4554  53274  62235  4416
-CONVEX 30316    'GT_PK(2,2)'      4554  62236  4484  62235  62232  4416
-CONVEX 30317    'GT_PK(2,2)'      4484  62236  4554  62229  62237  4624
-CONVEX 30318    'GT_PK(2,2)'      4624  62237  4554  62225  62238  4694
-CONVEX 30319    'GT_PK(2,2)'      4554  62239  4625  62238  58959  4694
-CONVEX 30320    'GT_PK(2,2)'      4554  62234  4486  62239  62240  4625
-CONVEX 30321    'GT_PK(2,2)'      4482  62241  4414  62242  62243  4553
-CONVEX 30322    'GT_PK(2,2)'      4484  62244  4414  62233  62245  4345
-CONVEX 30323    'GT_PK(2,2)'      4414  62244  4484  62243  62230  4553
-CONVEX 30324    'GT_PK(2,2)'      4414  62246  4276  62245  56210  4345
-CONVEX 30325    'GT_PK(2,2)'      4276  62246  4414  49398  62247  4344
-CONVEX 30326    'GT_PK(2,2)'      4414  62241  4482  62247  58999  4344
-CONVEX 30327    'GT_PK(2,2)'      4622  62248  4763  62249  59000  4691
-CONVEX 30328    'GT_PK(2,2)'      4622  62250  4482  62251  62242  4553
-CONVEX 30329    'GT_PK(2,2)'      4622  62249  4691  62252  53257  4551
-CONVEX 30330    'GT_PK(2,2)'      4482  62250  4622  58998  62252  4551
-CONVEX 30331    'GT_PK(2,2)'      4624  62253  4693  62231  62254  4553
-CONVEX 30332    'GT_PK(2,2)'      4693  62255  4622  62254  62251  4553
-CONVEX 30333    'GT_PK(2,2)'      4622  62255  4693  62248  62256  4763
-CONVEX 30334    'GT_PK(2,2)'      4763  62256  4693  59003  62257  4835
-CONVEX 30335    'GT_PK(2,2)'      4693  62258  4764  62257  62226  4835
-CONVEX 30336    'GT_PK(2,2)'      4764  62258  4693  62223  62253  4624
-CONVEX 30337    'GT_PK(2,2)'      4488  62259  4556  59036  62260  4417
-CONVEX 30338    'GT_PK(2,2)'      4556  62261  4486  62260  53276  4417
-CONVEX 30339    'GT_PK(2,2)'      4486  62261  4556  62240  62262  4625
-CONVEX 30340    'GT_PK(2,2)'      4625  62262  4556  58958  62263  4695
-CONVEX 30341    'GT_PK(2,2)'      4556  62264  4626  62263  53247  4695
-CONVEX 30342    'GT_PK(2,2)'      4556  62259  4488  62264  59032  4626
-CONVEX 30343    'GT_PK(2,2)'      1638  62265  1535  59068  62266  1585
-CONVEX 30344    'GT_PK(2,2)'      1585  62266  1535  59063  62267  1482
-CONVEX 30345    'GT_PK(2,2)'      1535  62268  1586  62269  59048  1487
-CONVEX 30346    'GT_PK(2,2)'      1535  62265  1638  62268  59066  1586
-CONVEX 30347    'GT_PK(2,2)'      1436  62270  1535  59041  62269  1487
-CONVEX 30348    'GT_PK(2,2)'      1535  62270  1436  62267  59040  1482
-CONVEX 30349    'GT_PK(2,2)'      1563  62271  1614  59085  62272  1669
-CONVEX 30350    'GT_PK(2,2)'      1722  62273  1614  45509  62274  1667
-CONVEX 30351    'GT_PK(2,2)'      1669  62272  1614  45512  62273  1722
-CONVEX 30352    'GT_PK(2,2)'      1614  62275  1562  62274  27050  1667
-CONVEX 30353    'GT_PK(2,2)'      1562  62275  1614  45526  62276  1510
-CONVEX 30354    'GT_PK(2,2)'      1614  62271  1563  62276  59083  1510
-CONVEX 30355    'GT_PK(2,2)'      15525  62277  15490  62278  59158  15447
-CONVEX 30356    'GT_PK(2,2)'      15485  62279  15525  59124  62278  15447
-CONVEX 30357    'GT_PK(2,2)'      15525  62279  15485  62280  59129  15560
-CONVEX 30358    'GT_PK(2,2)'      15490  62277  15525  59122  62281  15564
-CONVEX 30359    'GT_PK(2,2)'      15598  62282  15525  53646  62280  15560
-CONVEX 30360    'GT_PK(2,2)'      15525  62282  15598  62281  53610  15564
-CONVEX 30361    'GT_PK(2,2)'      15194  35927  15241  62283  45691  15151
-CONVEX 30362    'GT_PK(2,2)'      15194  62283  15151  62284  45668  15105
-CONVEX 30363    'GT_PK(2,2)'      15149  32890  15194  59133  62284  15105
-CONVEX 30364    'GT_PK(2,2)'      15192  32888  15149  62285  59134  15102
-CONVEX 30365    'GT_PK(2,2)'      15279  32887  15192  59137  62286  15234
-CONVEX 30366    'GT_PK(2,2)'      15192  62287  15144  62286  36463  15234
-CONVEX 30367    'GT_PK(2,2)'      15144  62287  15192  36467  62285  15102
-CONVEX 30368    'GT_PK(2,2)'      15761  62288  15736  59138  62289  15793
-CONVEX 30369    'GT_PK(2,2)'      15771  62290  15736  45694  62291  15709
-CONVEX 30370    'GT_PK(2,2)'      15793  62289  15736  53564  62290  15771
-CONVEX 30371    'GT_PK(2,2)'      15736  62292  15674  62291  36716  15709
-CONVEX 30372    'GT_PK(2,2)'      15674  62292  15736  36725  62293  15703
-CONVEX 30373    'GT_PK(2,2)'      15736  62288  15761  62293  59141  15703
-CONVEX 30374    'GT_PK(2,2)'      15787  32843  15757  53622  62294  15729
-CONVEX 30375    'GT_PK(2,2)'      15729  62294  15757  45826  31513  15696
-CONVEX 30376    'GT_PK(2,2)'      14110  31244  14224  59190  62295  14168
-CONVEX 30377    'GT_PK(2,2)'      14168  62295  14224  59187  62296  14280
-CONVEX 30378    'GT_PK(2,2)'      14224  62297  14338  62296  19623  14280
-CONVEX 30379    'GT_PK(2,2)'      14224  31217  14281  62297  36691  14338
-CONVEX 30380    'GT_PK(2,2)'      12601  21862  12534  62298  55187  12669
-CONVEX 30381    'GT_PK(2,2)'      12734  62299  12601  59199  62298  12669
-CONVEX 30382    'GT_PK(2,2)'      12601  62299  12734  62300  59198  12667
-CONVEX 30383    'GT_PK(2,2)'      12601  62300  12667  21869  36888  12532
-CONVEX 30384    'GT_PK(2,2)'      13639  62301  13702  59210  62302  13763
-CONVEX 30385    'GT_PK(2,2)'      13702  62303  13641  62304  36828  13764
-CONVEX 30386    'GT_PK(2,2)'      13702  62304  13764  62305  46033  13824
-CONVEX 30387    'GT_PK(2,2)'      13763  62302  13702  53742  62305  13824
-CONVEX 30388    'GT_PK(2,2)'      13514  62306  13639  62307  59209  13577
-CONVEX 30389    'GT_PK(2,2)'      13514  62307  13577  62308  36817  13450
-CONVEX 30390    'GT_PK(2,2)'      13388  62309  13514  36774  62308  13450
-CONVEX 30391    'GT_PK(2,2)'      13452  62310  13514  46058  62309  13388
-CONVEX 30392    'GT_PK(2,2)'      13641  62311  13578  36834  62312  13516
-CONVEX 30393    'GT_PK(2,2)'      13514  62313  13578  62306  62314  13639
-CONVEX 30394    'GT_PK(2,2)'      13702  62315  13578  62303  62311  13641
-CONVEX 30395    'GT_PK(2,2)'      13578  62315  13702  62314  62301  13639
-CONVEX 30396    'GT_PK(2,2)'      13578  62316  13452  62312  46056  13516
-CONVEX 30397    'GT_PK(2,2)'      13578  62313  13514  62316  62310  13452
-CONVEX 30398    'GT_PK(2,2)'      9263  62317  9107  62318  59256  9180
-CONVEX 30399    'GT_PK(2,2)'      9338  29223  9263  59260  62318  9180
-CONVEX 30400    'GT_PK(2,2)'      9107  62317  9263  59258  62319  9187
-CONVEX 30401    'GT_PK(2,2)'      9263  31215  9342  62319  53922  9187
-CONVEX 30402    'GT_PK(2,2)'      9417  29053  9344  16752  59274  9492
-CONVEX 30403    'GT_PK(2,2)'      9043  62320  9118  62321  59281  9196
-CONVEX 30404    'GT_PK(2,2)'      8890  62322  9043  46383  62323  8969
-CONVEX 30405    'GT_PK(2,2)'      9043  62322  8890  62324  46387  8965
-CONVEX 30406    'GT_PK(2,2)'      9118  62320  9043  59284  62324  8965
-CONVEX 30407    'GT_PK(2,2)'      9043  62325  9120  62323  59291  8969
-CONVEX 30408    'GT_PK(2,2)'      9120  62325  9043  59286  62321  9196
-CONVEX 30409    'GT_PK(2,2)'      11613  62326  11684  59302  62327  11755
-CONVEX 30410    'GT_PK(2,2)'      11755  62327  11684  46394  62328  11826
-CONVEX 30411    'GT_PK(2,2)'      11684  62329  11753  62328  37545  11826
-CONVEX 30412    'GT_PK(2,2)'      11684  62326  11613  62330  62331  11543
-CONVEX 30413    'GT_PK(2,2)'      11753  62329  11684  37549  62332  11615
-CONVEX 30414    'GT_PK(2,2)'      11684  62330  11543  62332  59300  11615
-CONVEX 30415    'GT_PK(2,2)'      11613  62333  11472  62331  62334  11543
-CONVEX 30416    'GT_PK(2,2)'      11472  62335  11332  62336  46405  11403
-CONVEX 30417    'GT_PK(2,2)'      11543  62334  11472  59299  62336  11403
-CONVEX 30418    'GT_PK(2,2)'      11332  62335  11472  46410  62337  11401
-CONVEX 30419    'GT_PK(2,2)'      11472  62338  11542  62337  53965  11401
-CONVEX 30420    'GT_PK(2,2)'      11472  62333  11613  62338  59303  11542
-CONVEX 30421    'GT_PK(2,2)'      1620  62339  1670  37630  62340  1720
-CONVEX 30422    'GT_PK(2,2)'      1570  62341  1670  59322  62339  1620
-CONVEX 30423    'GT_PK(2,2)'      1670  62342  1761  62340  57678  1720
-CONVEX 30424    'GT_PK(2,2)'      1670  62343  1710  62342  59333  1761
-CONVEX 30425    'GT_PK(2,2)'      1670  62341  1570  62344  62345  1617
-CONVEX 30426    'GT_PK(2,2)'      1710  62343  1670  59338  62344  1617
-CONVEX 30427    'GT_PK(2,2)'      1519  62346  1567  62347  59325  1617
-CONVEX 30428    'GT_PK(2,2)'      1570  62348  1519  62345  62347  1617
-CONVEX 30429    'GT_PK(2,2)'      1467  62349  1519  46520  62350  1423
-CONVEX 30430    'GT_PK(2,2)'      1567  62346  1519  59331  62349  1467
-CONVEX 30431    'GT_PK(2,2)'      1519  62351  1468  62350  54338  1423
-CONVEX 30432    'GT_PK(2,2)'      1519  62348  1570  62351  59324  1468
-CONVEX 30433    'GT_PK(2,2)'      1865  62352  1974  28590  46600  1920
-CONVEX 30434    'GT_PK(2,2)'      1974  62352  1865  54156  16665  1918
-CONVEX 30435    'GT_PK(2,2)'      1863  16671  1755  46573  62353  1807
-CONVEX 30436    'GT_PK(2,2)'      1755  62354  1700  62353  54094  1807
-CONVEX 30437    'GT_PK(2,2)'      1755  28337  1649  62354  59346  1700
-CONVEX 30438    'GT_PK(2,2)'      1604  62355  1706  59329  62356  1658
-CONVEX 30439    'GT_PK(2,2)'      1706  29042  1759  62356  59336  1658
-CONVEX 30440    'GT_PK(2,2)'      1550  62357  1652  59349  62358  1604
-CONVEX 30441    'GT_PK(2,2)'      1652  62359  1706  62358  62355  1604
-CONVEX 30442    'GT_PK(2,2)'      1706  62359  1652  28587  28336  1758
-CONVEX 30443    'GT_PK(2,2)'      1652  62357  1550  28584  59352  1599
-CONVEX 30444    'GT_PK(2,2)'      858  28334  785  59360  16179  823
-CONVEX 30445    'GT_PK(2,2)'      576  28261  47  62360  62361  49
-CONVEX 30446    'GT_PK(2,2)'      603  62362  576  46768  62360  49
-CONVEX 30447    'GT_PK(2,2)'      634  62363  603  62364  62365  663
-CONVEX 30448    'GT_PK(2,2)'      696  16185  634  59356  62364  663
-CONVEX 30449    'GT_PK(2,2)'      634  16661  576  62363  62362  603
-CONVEX 30450    'GT_PK(2,2)'      763  62366  727  62367  54322  796
-CONVEX 30451    'GT_PK(2,2)'      763  16067  696  62366  59354  727
-CONVEX 30452    'GT_PK(2,2)'      862  62368  898  16038  59359  823
-CONVEX 30453    'GT_PK(2,2)'      898  62368  862  59523  28250  939
-CONVEX 30454    'GT_PK(2,2)'      981  28221  1063  62369  54348  1019
-CONVEX 30455    'GT_PK(2,2)'      939  28249  981  59519  62369  1019
-CONVEX 30456    'GT_PK(2,2)'      2486  28094  2606  59372  62370  2546
-CONVEX 30457    'GT_PK(2,2)'      2728  62371  2606  54061  28095  2666
-CONVEX 30458    'GT_PK(2,2)'      2606  62371  2728  62372  59421  2667
-CONVEX 30459    'GT_PK(2,2)'      2546  62370  2606  62373  62372  2667
-CONVEX 30460    'GT_PK(2,2)'      2370  27950  2254  62374  54151  2311
-CONVEX 30461    'GT_PK(2,2)'      2428  62375  2370  54170  62374  2311
-CONVEX 30462    'GT_PK(2,2)'      2370  62375  2428  62376  59428  2488
-CONVEX 30463    'GT_PK(2,2)'      2430  27890  2370  62377  62376  2488
-CONVEX 30464    'GT_PK(2,2)'      2608  62378  2549  59425  62379  2488
-CONVEX 30465    'GT_PK(2,2)'      2549  62380  2430  62379  62377  2488
-CONVEX 30466    'GT_PK(2,2)'      2430  62380  2549  59405  62381  2491
-CONVEX 30467    'GT_PK(2,2)'      2549  62378  2608  62382  54166  2670
-CONVEX 30468    'GT_PK(2,2)'      2549  62383  2610  62381  59396  2491
-CONVEX 30469    'GT_PK(2,2)'      2610  62383  2549  59398  62382  2670
-CONVEX 30470    'GT_PK(2,2)'      2791  62384  2669  27476  62385  2729
-CONVEX 30471    'GT_PK(2,2)'      2548  62386  2669  59423  62387  2608
-CONVEX 30472    'GT_PK(2,2)'      2608  62387  2669  54167  62388  2730
-CONVEX 30473    'GT_PK(2,2)'      2669  62384  2791  62388  61459  2730
-CONVEX 30474    'GT_PK(2,2)'      2729  62389  2607  59419  62390  2667
-CONVEX 30475    'GT_PK(2,2)'      2607  62391  2548  62392  59427  2487
-CONVEX 30476    'GT_PK(2,2)'      2669  62393  2607  62385  62389  2729
-CONVEX 30477    'GT_PK(2,2)'      2607  62393  2669  62391  62386  2548
-CONVEX 30478    'GT_PK(2,2)'      2607  62394  2546  62390  62373  2667
-CONVEX 30479    'GT_PK(2,2)'      2546  62394  2607  59369  62392  2487
-CONVEX 30480    'GT_PK(2,2)'      2916  27523  2978  62395  62396  3041
-CONVEX 30481    'GT_PK(2,2)'      2978  27467  3105  62396  59431  3041
-CONVEX 30482    'GT_PK(2,2)'      3169  62397  3298  61454  62398  3235
-CONVEX 30483    'GT_PK(2,2)'      3429  62399  3298  51104  62400  3362
-CONVEX 30484    'GT_PK(2,2)'      3298  62399  3429  62401  51095  3363
-CONVEX 30485    'GT_PK(2,2)'      3235  62398  3298  51130  62401  3363
-CONVEX 30486    'GT_PK(2,2)'      3233  62402  3169  62403  59430  3105
-CONVEX 30487    'GT_PK(2,2)'      3233  62404  3167  62405  54176  3297
-CONVEX 30488    'GT_PK(2,2)'      3233  62403  3105  62404  27469  3167
-CONVEX 30489    'GT_PK(2,2)'      3362  62406  3233  57598  62405  3297
-CONVEX 30490    'GT_PK(2,2)'      3298  62407  3233  62400  62406  3362
-CONVEX 30491    'GT_PK(2,2)'      3233  62407  3298  62402  62397  3169
-CONVEX 30492    'GT_PK(2,2)'      2202  27440  2260  54241  62408  2146
-CONVEX 30493    'GT_PK(2,2)'      2260  62409  2203  62408  59458  2146
-CONVEX 30494    'GT_PK(2,2)'      2260  27228  2377  62410  59453  2320
-CONVEX 30495    'GT_PK(2,2)'      2203  62409  2260  59455  62410  2320
-CONVEX 30496    'GT_PK(2,2)'      658  62411  630  54257  62412  53
-CONVEX 30497    'GT_PK(2,2)'      692  62413  630  59464  62411  658
-CONVEX 30498    'GT_PK(2,2)'      630  62413  692  62414  59463  663
-CONVEX 30499    'GT_PK(2,2)'      53  62412  630  62415  62416  51
-CONVEX 30500    'GT_PK(2,2)'      630  62417  603  62416  46769  51
-CONVEX 30501    'GT_PK(2,2)'      603  62417  630  62365  62414  663
-CONVEX 30502    'GT_PK(2,2)'      1298  62418  1206  59477  62419  1251
-CONVEX 30503    'GT_PK(2,2)'      1118  62420  1206  28331  62421  1162
-CONVEX 30504    'GT_PK(2,2)'      1160  62422  1206  46715  62420  1118
-CONVEX 30505    'GT_PK(2,2)'      1251  62419  1206  46732  62422  1160
-CONVEX 30506    'GT_PK(2,2)'      1253  62423  1298  62424  59476  1346
-CONVEX 30507    'GT_PK(2,2)'      1301  62425  1253  59469  62424  1346
-CONVEX 30508    'GT_PK(2,2)'      1253  62425  1301  62426  59473  1208
-CONVEX 30509    'GT_PK(2,2)'      1253  62426  1208  62427  59468  1162
-CONVEX 30510    'GT_PK(2,2)'      1206  62428  1253  62421  62427  1162
-CONVEX 30511    'GT_PK(2,2)'      1253  62428  1206  62423  62418  1298
-CONVEX 30512    'GT_PK(2,2)'      59  62429  61  59482  62430  730
-CONVEX 30513    'GT_PK(2,2)'      61  62431  764  62430  59492  730
-CONVEX 30514    'GT_PK(2,2)'      764  62431  61  59488  62432  63
-CONVEX 30515    'GT_PK(2,2)'      5225  60510  5152  62433  62434  5081
-CONVEX 30516    'GT_PK(2,2)'      5154  60508  5225  61948  62433  5081
-CONVEX 30517    'GT_PK(2,2)'      5439  17254  5513  16220  58608  5584
-CONVEX 30518    'GT_PK(2,2)'      837  27226  800  62435  59489  874
-CONVEX 30519    'GT_PK(2,2)'      837  62435  874  62436  54302  913
-CONVEX 30520    'GT_PK(2,2)'      837  62436  913  62437  46701  881
-CONVEX 30521    'GT_PK(2,2)'      813  27176  837  54308  62437  881
-CONVEX 30522    'GT_PK(2,2)'      834  24774  763  27165  62367  796
-CONVEX 30523    'GT_PK(2,2)'      1021  62438  1057  62439  59501  1102
-CONVEX 30524    'GT_PK(2,2)'      1021  62440  985  62441  26911  942
-CONVEX 30525    'GT_PK(2,2)'      1057  62442  978  59504  62443  1009
-CONVEX 30526    'GT_PK(2,2)'      1009  62443  978  54311  62444  933
-CONVEX 30527    'GT_PK(2,2)'      978  62445  901  62444  59494  933
-CONVEX 30528    'GT_PK(2,2)'      901  62445  978  26921  62446  942
-CONVEX 30529    'GT_PK(2,2)'      978  62447  1021  62446  62441  942
-CONVEX 30530    'GT_PK(2,2)'      1021  62447  978  62438  62442  1057
-CONVEX 30531    'GT_PK(2,2)'      525  24365  39  62448  62449  41
-CONVEX 30532    'GT_PK(2,2)'      5081  62434  5152  58522  17279  5010
-CONVEX 30533    'GT_PK(2,2)'      5084  62450  5156  62451  62028  5227
-CONVEX 30534    'GT_PK(2,2)'      5156  62450  5084  62030  62452  5014
-CONVEX 30535    'GT_PK(2,2)'      524  16585  525  62453  62448  41
-CONVEX 30536    'GT_PK(2,2)'      524  62453  41  62454  62455  43
-CONVEX 30537    'GT_PK(2,2)'      549  16582  524  59506  62454  43
-CONVEX 30538    'GT_PK(2,2)'      1235  62456  1194  62457  62458  1148
-CONVEX 30539    'GT_PK(2,2)'      1235  62459  1272  62460  46787  1323
-CONVEX 30540    'GT_PK(2,2)'      1235  62461  1188  62459  59528  1272
-CONVEX 30541    'GT_PK(2,2)'      1188  62461  1235  59525  62457  1148
-CONVEX 30542    'GT_PK(2,2)'      1372  62462  1282  54102  62463  1323
-CONVEX 30543    'GT_PK(2,2)'      1282  62464  1235  62463  62460  1323
-CONVEX 30544    'GT_PK(2,2)'      1235  62464  1282  62456  62465  1194
-CONVEX 30545    'GT_PK(2,2)'      1194  62465  1282  59535  62466  1240
-CONVEX 30546    'GT_PK(2,2)'      1240  62466  1282  59540  62467  1328
-CONVEX 30547    'GT_PK(2,2)'      1282  62462  1372  62467  54106  1328
-CONVEX 30548    'GT_PK(2,2)'      1194  62468  1108  62458  62469  1148
-CONVEX 30549    'GT_PK(2,2)'      1108  62470  1151  24031  59552  1067
-CONVEX 30550    'GT_PK(2,2)'      1151  62470  1108  59534  62468  1194
-CONVEX 30551    'GT_PK(2,2)'      1148  62471  1064  59527  62472  1102
-CONVEX 30552    'GT_PK(2,2)'      1064  62473  1021  62472  62439  1102
-CONVEX 30553    'GT_PK(2,2)'      1021  62473  1064  62440  24005  985
-CONVEX 30554    'GT_PK(2,2)'      1108  24029  1064  62469  62471  1148
-CONVEX 30555    'GT_PK(2,2)'      14793  62474  14690  62475  59590  14743
-CONVEX 30556    'GT_PK(2,2)'      14844  62476  14793  23876  62475  14743
-CONVEX 30557    'GT_PK(2,2)'      14793  62477  14892  62478  59578  14842
-CONVEX 30558    'GT_PK(2,2)'      14793  62476  14844  62477  59599  14892
-CONVEX 30559    'GT_PK(2,2)'      14636  62479  14741  59585  62480  14687
-CONVEX 30560    'GT_PK(2,2)'      14690  62481  14741  59589  62479  14636
-CONVEX 30561    'GT_PK(2,2)'      14687  62480  14741  46852  62482  14791
-CONVEX 30562    'GT_PK(2,2)'      14793  62483  14741  62474  62481  14690
-CONVEX 30563    'GT_PK(2,2)'      14791  62482  14741  54384  62484  14842
-CONVEX 30564    'GT_PK(2,2)'      14741  62483  14793  62484  62478  14842
-CONVEX 30565    'GT_PK(2,2)'      15132  62485  15085  59591  62486  15038
-CONVEX 30566    'GT_PK(2,2)'      15037  62487  15085  46883  62488  15130
-CONVEX 30567    'GT_PK(2,2)'      15085  62489  15177  62488  45893  15130
-CONVEX 30568    'GT_PK(2,2)'      15085  62485  15132  62489  59595  15177
-CONVEX 30569    'GT_PK(2,2)'      14990  62490  14943  62491  59596  15038
-CONVEX 30570    'GT_PK(2,2)'      14990  62492  15085  62493  62487  15037
-CONVEX 30571    'GT_PK(2,2)'      15085  62492  14990  62486  62491  15038
-CONVEX 30572    'GT_PK(2,2)'      14941  62494  14990  59576  62493  15037
-CONVEX 30573    'GT_PK(2,2)'      14990  62494  14941  62495  59577  14892
-CONVEX 30574    'GT_PK(2,2)'      14943  62490  14990  59600  62495  14892
-CONVEX 30575    'GT_PK(2,2)'      14250  62496  14307  62497  59608  14195
-CONVEX 30576    'GT_PK(2,2)'      14250  62498  14192  62499  54417  14305
-CONVEX 30577    'GT_PK(2,2)'      14364  62500  14250  62501  62499  14305
-CONVEX 30578    'GT_PK(2,2)'      14250  62500  14364  62496  59612  14307
-CONVEX 30579    'GT_PK(2,2)'      14137  62502  14250  59613  62497  14195
-CONVEX 30580    'GT_PK(2,2)'      14250  62502  14137  62498  59615  14192
-CONVEX 30581    'GT_PK(2,2)'      14364  62503  14419  59610  62504  14475
-CONVEX 30582    'GT_PK(2,2)'      14475  62504  14419  54408  62505  14528
-CONVEX 30583    'GT_PK(2,2)'      14419  62506  14472  62505  54412  14528
-CONVEX 30584    'GT_PK(2,2)'      14472  62506  14419  54416  62507  14362
-CONVEX 30585    'GT_PK(2,2)'      14362  62507  14419  46893  62508  14305
-CONVEX 30586    'GT_PK(2,2)'      14419  62503  14364  62508  62501  14305
-CONVEX 30587    'GT_PK(2,2)'      14942  23825  14891  59621  23895  14989
-CONVEX 30588    'GT_PK(2,2)'      14895  62509  14943  23886  59598  14844
-CONVEX 30589    'GT_PK(2,2)'      14895  23878  14845  62510  62511  14944
-CONVEX 30590    'GT_PK(2,2)'      14895  62510  14944  62512  46903  14992
-CONVEX 30591    'GT_PK(2,2)'      14943  62509  14895  59597  62512  14992
-CONVEX 30592    'GT_PK(2,2)'      14893  62513  14845  23827  62514  14792
-CONVEX 30593    'GT_PK(2,2)'      14845  62513  14893  62511  62515  14944
-CONVEX 30594    'GT_PK(2,2)'      14944  62515  14893  46905  62516  14991
-CONVEX 30595    'GT_PK(2,2)'      14893  23817  14942  62516  59622  14991
-CONVEX 30596    'GT_PK(2,2)'      14845  23887  14742  62514  62517  14792
-CONVEX 30597    'GT_PK(2,2)'      14742  62518  14689  62517  62519  14792
-CONVEX 30598    'GT_PK(2,2)'      14742  23868  14691  62520  37942  14637
-CONVEX 30599    'GT_PK(2,2)'      14689  62518  14742  59632  62520  14637
-CONVEX 30600    'GT_PK(2,2)'      14686  16578  14740  59629  62521  14635
-CONVEX 30601    'GT_PK(2,2)'      14740  62522  14689  62521  59633  14635
-CONVEX 30602    'GT_PK(2,2)'      14689  62522  14740  62519  23828  14792
-CONVEX 30603    'GT_PK(2,2)'      12910  62523  12975  62524  47147  13040
-CONVEX 30604    'GT_PK(2,2)'      12973  62525  12910  59645  62524  13040
-CONVEX 30605    'GT_PK(2,2)'      12975  62523  12910  47144  62526  12844
-CONVEX 30606    'GT_PK(2,2)'      12910  62525  12973  62527  59642  12841
-CONVEX 30607    'GT_PK(2,2)'      12910  62528  12777  62526  59639  12844
-CONVEX 30608    'GT_PK(2,2)'      12777  62528  12910  59634  62527  12841
-CONVEX 30609    'GT_PK(2,2)'      13299  62529  13362  59666  62530  13424
-CONVEX 30610    'GT_PK(2,2)'      13426  62531  13362  46992  62532  13300
-CONVEX 30611    'GT_PK(2,2)'      13362  62533  13236  62532  46965  13300
-CONVEX 30612    'GT_PK(2,2)'      13362  62529  13299  62533  59670  13236
-CONVEX 30613    'GT_PK(2,2)'      13362  62531  13426  62534  46995  13488
-CONVEX 30614    'GT_PK(2,2)'      13424  62530  13362  54465  62534  13488
-CONVEX 30615    'GT_PK(2,2)'      12707  62535  12838  62536  54591  12772
-CONVEX 30616    'GT_PK(2,2)'      12707  23815  12775  62535  59700  12838
-CONVEX 30617    'GT_PK(2,2)'      12707  62537  12639  23738  47149  12572
-CONVEX 30618    'GT_PK(2,2)'      12707  62536  12772  62537  54576  12639
-CONVEX 30619    'GT_PK(2,2)'      11597  62538  11455  62539  62540  11527
-CONVEX 30620    'GT_PK(2,2)'      11597  62541  11669  62542  59713  11738
-CONVEX 30621    'GT_PK(2,2)'      11669  62541  11597  62543  62539  11527
-CONVEX 30622    'GT_PK(2,2)'      11597  62542  11738  62544  37827  11668
-CONVEX 30623    'GT_PK(2,2)'      11525  62545  11597  55769  62544  11668
-CONVEX 30624    'GT_PK(2,2)'      11455  62538  11597  59712  62545  11525
-CONVEX 30625    'GT_PK(2,2)'      11457  62546  11387  62547  62548  11529
-CONVEX 30626    'GT_PK(2,2)'      11316  62549  11387  60226  62550  11243
-CONVEX 30627    'GT_PK(2,2)'      11387  62551  11458  62548  54600  11529
-CONVEX 30628    'GT_PK(2,2)'      11387  62549  11316  62551  60229  11458
-CONVEX 30629    'GT_PK(2,2)'      11385  62552  11457  62553  62554  11527
-CONVEX 30630    'GT_PK(2,2)'      11455  62555  11385  62540  62553  11527
-CONVEX 30631    'GT_PK(2,2)'      11385  62556  11313  62557  55837  11242
-CONVEX 30632    'GT_PK(2,2)'      11385  62555  11455  62556  59711  11313
-CONVEX 30633    'GT_PK(2,2)'      11243  62558  11315  55700  62559  11170
-CONVEX 30634    'GT_PK(2,2)'      11385  62560  11315  62552  62561  11457
-CONVEX 30635    'GT_PK(2,2)'      11387  62562  11315  62550  62558  11243
-CONVEX 30636    'GT_PK(2,2)'      11315  62562  11387  62561  62546  11457
-CONVEX 30637    'GT_PK(2,2)'      11170  62559  11315  39876  62563  11242
-CONVEX 30638    'GT_PK(2,2)'      11315  62560  11385  62563  62557  11242
-CONVEX 30639    'GT_PK(2,2)'      11457  62564  11599  62554  62565  11527
-CONVEX 30640    'GT_PK(2,2)'      11599  62566  11669  62565  62543  11527
-CONVEX 30641    'GT_PK(2,2)'      11669  62566  11599  59715  62567  11739
-CONVEX 30642    'GT_PK(2,2)'      11599  62564  11457  62568  62547  11529
-CONVEX 30643    'GT_PK(2,2)'      11599  62568  11529  62569  47223  11671
-CONVEX 30644    'GT_PK(2,2)'      11739  62567  11599  59709  62569  11671
-CONVEX 30645    'GT_PK(2,2)'      2015  62570  1960  18371  62571  1905
-CONVEX 30646    'GT_PK(2,2)'      1960  62572  1852  62571  59741  1905
-CONVEX 30647    'GT_PK(2,2)'      1852  62572  1960  59744  62573  1909
-CONVEX 30648    'GT_PK(2,2)'      2073  62574  1960  22159  62570  2015
-CONVEX 30649    'GT_PK(2,2)'      2017  62575  1960  47291  62574  2073
-CONVEX 30650    'GT_PK(2,2)'      1909  62573  1960  54643  62575  2017
-CONVEX 30651    'GT_PK(2,2)'      8070  62576  7996  59769  62577  8147
-CONVEX 30652    'GT_PK(2,2)'      7922  62578  7996  54752  62579  7846
-CONVEX 30653    'GT_PK(2,2)'      7996  62580  7919  62579  59766  7846
-CONVEX 30654    'GT_PK(2,2)'      7996  62576  8070  62580  59772  7919
-CONVEX 30655    'GT_PK(2,2)'      8147  62577  7996  54731  62581  8071
-CONVEX 30656    'GT_PK(2,2)'      7996  62578  7922  62581  54751  8071
-CONVEX 30657    'GT_PK(2,2)'      8070  62582  8145  59771  62583  7994
-CONVEX 30658    'GT_PK(2,2)'      8145  62584  8236  62585  54732  8216
-CONVEX 30659    'GT_PK(2,2)'      8236  62584  8145  54741  62586  8214
-CONVEX 30660    'GT_PK(2,2)'      8145  62582  8070  62586  59770  8214
-CONVEX 30661    'GT_PK(2,2)'      8067  62587  8145  54725  62585  8216
-CONVEX 30662    'GT_PK(2,2)'      7994  62583  8145  59761  62587  8067
-CONVEX 30663    'GT_PK(2,2)'      6133  23521  6060  62588  22450  5985
-CONVEX 30664    'GT_PK(2,2)'      6059  62589  6133  38714  62588  5985
-CONVEX 30665    'GT_PK(2,2)'      6207  62590  6133  29499  62589  6059
-CONVEX 30666    'GT_PK(2,2)'      6282  62591  6355  62592  54874  6429
-CONVEX 30667    'GT_PK(2,2)'      6357  23735  6282  59802  62592  6429
-CONVEX 30668    'GT_PK(2,2)'      6355  62591  6282  54866  62593  6207
-CONVEX 30669    'GT_PK(2,2)'      6282  23519  6133  62593  62590  6207
-CONVEX 30670    'GT_PK(2,2)'      5625  62594  5482  59812  62595  5552
-CONVEX 30671    'GT_PK(2,2)'      5409  62596  5482  54812  62597  5339
-CONVEX 30672    'GT_PK(2,2)'      5482  62596  5409  62595  54808  5552
-CONVEX 30673    'GT_PK(2,2)'      5339  62597  5482  29464  62598  5411
-CONVEX 30674    'GT_PK(2,2)'      5482  62599  5554  62598  54807  5411
-CONVEX 30675    'GT_PK(2,2)'      5482  62594  5625  62599  59815  5554
-CONVEX 30676    'GT_PK(2,2)'      5851  62600  5923  62601  59816  5997
-CONVEX 30677    'GT_PK(2,2)'      5706  62602  5851  47509  62603  5780
-CONVEX 30678    'GT_PK(2,2)'      5851  62602  5706  62604  47512  5778
-CONVEX 30679    'GT_PK(2,2)'      5923  62600  5851  59820  62604  5778
-CONVEX 30680    'GT_PK(2,2)'      5851  62605  5926  62603  54917  5780
-CONVEX 30681    'GT_PK(2,2)'      5851  62601  5997  62605  54923  5926
-CONVEX 30682    'GT_PK(2,2)'      5649  62606  5576  54975  62607  5504
-CONVEX 30683    'GT_PK(2,2)'      5576  62608  5430  62607  59831  5504
-CONVEX 30684    'GT_PK(2,2)'      5576  62606  5649  62609  62610  5721
-CONVEX 30685    'GT_PK(2,2)'      5430  62608  5576  59832  62611  5505
-CONVEX 30686    'GT_PK(2,2)'      5576  62612  5650  62611  59827  5505
-CONVEX 30687    'GT_PK(2,2)'      5650  62612  5576  47835  62609  5721
-CONVEX 30688    'GT_PK(2,2)'      5867  62613  6014  59834  62614  5943
-CONVEX 30689    'GT_PK(2,2)'      6014  62615  6090  62614  54972  5943
-CONVEX 30690    'GT_PK(2,2)'      6014  62616  6164  62615  54984  6090
-CONVEX 30691    'GT_PK(2,2)'      6164  62616  6014  54980  62617  6088
-CONVEX 30692    'GT_PK(2,2)'      6014  62618  5941  62617  54973  6088
-CONVEX 30693    'GT_PK(2,2)'      6014  62613  5867  62618  62619  5941
-CONVEX 30694    'GT_PK(2,2)'      5794  62620  5865  62621  59836  5941
-CONVEX 30695    'GT_PK(2,2)'      5649  62622  5794  62610  62623  5721
-CONVEX 30696    'GT_PK(2,2)'      5794  62622  5649  62624  54977  5719
-CONVEX 30697    'GT_PK(2,2)'      5865  62620  5794  59840  62624  5719
-CONVEX 30698    'GT_PK(2,2)'      5794  62625  5867  62623  59835  5721
-CONVEX 30699    'GT_PK(2,2)'      5867  62625  5794  62619  62621  5941
-CONVEX 30700    'GT_PK(2,2)'      6100  62626  6027  62627  59850  5951
-CONVEX 30701    'GT_PK(2,2)'      6247  62628  6100  59862  62629  6173
-CONVEX 30702    'GT_PK(2,2)'      6100  62628  6247  62630  55004  6174
-CONVEX 30703    'GT_PK(2,2)'      6027  62626  6100  59848  62630  6174
-CONVEX 30704    'GT_PK(2,2)'      6024  62631  6100  55005  62627  5951
-CONVEX 30705    'GT_PK(2,2)'      6100  62631  6024  62629  59873  6173
-CONVEX 30706    'GT_PK(2,2)'      5226  62632  5153  62633  62634  5297
-CONVEX 30707    'GT_PK(2,2)'      5153  62635  5224  62634  59886  5297
-CONVEX 30708    'GT_PK(2,2)'      5080  62636  5153  51530  62637  5011
-CONVEX 30709    'GT_PK(2,2)'      5224  62635  5153  59890  62636  5080
-CONVEX 30710    'GT_PK(2,2)'      5013  62638  5082  59895  62639  5155
-CONVEX 30711    'GT_PK(2,2)'      5082  62640  5226  62639  62641  5155
-CONVEX 30712    'GT_PK(2,2)'      5082  62638  5013  62642  59893  4940
-CONVEX 30713    'GT_PK(2,2)'      5082  62643  5153  62640  62632  5226
-CONVEX 30714    'GT_PK(2,2)'      5082  62642  4940  62644  33890  5011
-CONVEX 30715    'GT_PK(2,2)'      5153  62643  5082  62637  62644  5011
-CONVEX 30716    'GT_PK(2,2)'      5226  62645  5299  62641  62646  5155
-CONVEX 30717    'GT_PK(2,2)'      5155  62646  5299  55043  62647  5228
-CONVEX 30718    'GT_PK(2,2)'      5372  62648  5299  55058  62649  5443
-CONVEX 30719    'GT_PK(2,2)'      5299  62648  5372  62647  55065  5228
-CONVEX 30720    'GT_PK(2,2)'      5516  62650  5370  59882  62651  5442
-CONVEX 30721    'GT_PK(2,2)'      5370  62652  5297  62651  55035  5442
-CONVEX 30722    'GT_PK(2,2)'      5370  62653  5226  62652  62633  5297
-CONVEX 30723    'GT_PK(2,2)'      5370  62654  5299  62653  62645  5226
-CONVEX 30724    'GT_PK(2,2)'      5370  62650  5516  62655  59885  5443
-CONVEX 30725    'GT_PK(2,2)'      5299  62654  5370  62649  62655  5443
-CONVEX 30726    'GT_PK(2,2)'      4861  62656  5004  59899  62657  4933
-CONVEX 30727    'GT_PK(2,2)'      4933  62657  5004  61582  62658  5075
-CONVEX 30728    'GT_PK(2,2)'      5004  23514  5146  62658  55084  5075
-CONVEX 30729    'GT_PK(2,2)'      4931  62659  4861  62660  59896  4789
-CONVEX 30730    'GT_PK(2,2)'      5002  22335  4931  39164  62661  4859
-CONVEX 30731    'GT_PK(2,2)'      4931  62660  4789  62661  47944  4859
-CONVEX 30732    'GT_PK(2,2)'      4931  23517  5004  62659  62656  4861
-CONVEX 30733    'GT_PK(2,2)'      11646  62662  11718  55090  62663  11788
-CONVEX 30734    'GT_PK(2,2)'      11577  62664  11718  59907  62662  11646
-CONVEX 30735    'GT_PK(2,2)'      11718  62665  11859  62663  47984  11788
-CONVEX 30736    'GT_PK(2,2)'      11718  62664  11577  62666  59908  11648
-CONVEX 30737    'GT_PK(2,2)'      11859  62665  11718  47988  62667  11789
-CONVEX 30738    'GT_PK(2,2)'      11718  62666  11648  62667  59903  11789
-CONVEX 30739    'GT_PK(2,2)'      11148  62668  11004  55107  62669  11076
-CONVEX 30740    'GT_PK(2,2)'      11004  22115  10932  62669  59913  11076
-CONVEX 30741    'GT_PK(2,2)'      11074  62670  11004  55115  62668  11148
-CONVEX 30742    'GT_PK(2,2)'      11004  62670  11074  22332  55119  10931
-CONVEX 30743    'GT_PK(2,2)'      12054  62671  11916  62672  59926  11986
-CONVEX 30744    'GT_PK(2,2)'      12054  62672  11986  62673  62674  12125
-CONVEX 30745    'GT_PK(2,2)'      12054  62675  12123  62676  48066  11984
-CONVEX 30746    'GT_PK(2,2)'      11916  62671  12054  59924  62676  11984
-CONVEX 30747    'GT_PK(2,2)'      11986  62677  12056  62674  62678  12125
-CONVEX 30748    'GT_PK(2,2)'      11918  62679  12056  59941  62677  11986
-CONVEX 30749    'GT_PK(2,2)'      12056  62679  11918  62680  59943  11988
-CONVEX 30750    'GT_PK(2,2)'      12056  62681  12195  62678  59962  12125
-CONVEX 30751    'GT_PK(2,2)'      12127  62682  12056  59951  62680  11988
-CONVEX 30752    'GT_PK(2,2)'      12056  62682  12127  62681  59954  12195
-CONVEX 30753    'GT_PK(2,2)'      12399  62683  12263  62684  59964  12332
-CONVEX 30754    'GT_PK(2,2)'      12468  62685  12399  59956  62684  12332
-CONVEX 30755    'GT_PK(2,2)'      12399  62685  12468  21860  59958  12534
-CONVEX 30756    'GT_PK(2,2)'      12263  62683  12399  62686  22113  12330
-CONVEX 30757    'GT_PK(2,2)'      12261  62687  12193  59965  62688  12330
-CONVEX 30758    'GT_PK(2,2)'      12263  62689  12193  59963  62690  12125
-CONVEX 30759    'GT_PK(2,2)'      12193  62689  12263  62688  62686  12330
-CONVEX 30760    'GT_PK(2,2)'      12193  62691  12054  62690  62673  12125
-CONVEX 30761    'GT_PK(2,2)'      12193  62687  12261  62692  59969  12123
-CONVEX 30762    'GT_PK(2,2)'      12054  62691  12193  62675  62692  12123
-CONVEX 30763    'GT_PK(2,2)'      13083  62693  13018  62694  55213  12953
-CONVEX 30764    'GT_PK(2,2)'      13083  21685  13147  62693  59980  13018
-CONVEX 30765    'GT_PK(2,2)'      13020  62695  13083  48105  62694  12953
-CONVEX 30766    'GT_PK(2,2)'      13083  62695  13020  21844  59996  13148
-CONVEX 30767    'GT_PK(2,2)'      13211  62696  13275  55217  62697  13338
-CONVEX 30768    'GT_PK(2,2)'      13147  21683  13275  59982  62696  13211
-CONVEX 30769    'GT_PK(2,2)'      13275  62698  13403  62697  62699  13338
-CONVEX 30770    'GT_PK(2,2)'      13275  21849  13340  62698  48120  13403
-CONVEX 30771    'GT_PK(2,2)'      13085  62700  13021  59998  62701  13150
-CONVEX 30772    'GT_PK(2,2)'      13021  62702  12956  62703  48621  13086
-CONVEX 30773    'GT_PK(2,2)'      13150  62701  13021  55756  62703  13086
-CONVEX 30774    'GT_PK(2,2)'      13021  62704  12891  62702  59990  12956
-CONVEX 30775    'GT_PK(2,2)'      12891  62704  13021  59992  62705  12954
-CONVEX 30776    'GT_PK(2,2)'      13021  62700  13085  62705  59997  12954
-CONVEX 30777    'GT_PK(2,2)'      13525  62706  13464  59999  62707  13589
-CONVEX 30778    'GT_PK(2,2)'      13464  62708  13403  62709  39454  13527
-CONVEX 30779    'GT_PK(2,2)'      13589  62707  13464  55223  62709  13527
-CONVEX 30780    'GT_PK(2,2)'      13403  62708  13464  62699  62710  13338
-CONVEX 30781    'GT_PK(2,2)'      13464  62711  13401  62710  48094  13338
-CONVEX 30782    'GT_PK(2,2)'      13464  62706  13525  62711  60003  13401
-CONVEX 30783    'GT_PK(2,2)'      6773  62712  6700  62713  33892  6624
-CONVEX 30784    'GT_PK(2,2)'      6700  62712  6773  51597  21680  6850
-CONVEX 30785    'GT_PK(2,2)'      6697  62714  6773  60030  62713  6624
-CONVEX 30786    'GT_PK(2,2)'      6773  62714  6697  21612  60029  6846
-CONVEX 30787    'GT_PK(2,2)'      7127  62715  7201  60049  62716  7275
-CONVEX 30788    'GT_PK(2,2)'      7201  62717  7350  62716  62718  7275
-CONVEX 30789    'GT_PK(2,2)'      7201  62715  7127  62719  60045  7052
-CONVEX 30790    'GT_PK(2,2)'      7350  62717  7201  60051  62720  7273
-CONVEX 30791    'GT_PK(2,2)'      7201  62721  7125  62720  21405  7273
-CONVEX 30792    'GT_PK(2,2)'      7201  62719  7052  62721  48259  7125
-CONVEX 30793    'GT_PK(2,2)'      7350  62722  7426  62718  62723  7275
-CONVEX 30794    'GT_PK(2,2)'      7275  62723  7426  60042  62724  7352
-CONVEX 30795    'GT_PK(2,2)'      7504  62725  7426  55308  62726  7580
-CONVEX 30796    'GT_PK(2,2)'      7426  62725  7504  62724  55304  7352
-CONVEX 30797    'GT_PK(2,2)'      7501  62727  7422  62728  48444  7576
-CONVEX 30798    'GT_PK(2,2)'      7501  62729  7350  62727  60050  7422
-CONVEX 30799    'GT_PK(2,2)'      7654  62730  7501  55614  62728  7576
-CONVEX 30800    'GT_PK(2,2)'      7501  62731  7426  62729  62722  7350
-CONVEX 30801    'GT_PK(2,2)'      7501  62730  7654  62732  48443  7580
-CONVEX 30802    'GT_PK(2,2)'      7426  62731  7501  62726  62732  7580
-CONVEX 30803    'GT_PK(2,2)'      7432  62733  7509  16151  55371  7587
-CONVEX 30804    'GT_PK(2,2)'      7432  62734  7355  62733  60092  7509
-CONVEX 30805    'GT_PK(2,2)'      7355  62734  7432  60096  21582  7280
-CONVEX 30806    'GT_PK(2,2)'      7907  21549  7834  60110  62735  7985
-CONVEX 30807    'GT_PK(2,2)'      7985  62735  7834  55378  62736  7908
-CONVEX 30808    'GT_PK(2,2)'      7834  62737  7757  62736  55415  7908
-CONVEX 30809    'GT_PK(2,2)'      7757  62737  7834  55413  21544  7686
-CONVEX 30810    'GT_PK(2,2)'      7308  62738  7383  62739  55406  7233
-CONVEX 30811    'GT_PK(2,2)'      7308  21485  7460  62738  60131  7383
-CONVEX 30812    'GT_PK(2,2)'      7078  62740  7157  55443  62741  7004
-CONVEX 30813    'GT_PK(2,2)'      7232  62742  7157  60133  62740  7078
-CONVEX 30814    'GT_PK(2,2)'      7308  62743  7157  21534  62742  7232
-CONVEX 30815    'GT_PK(2,2)'      7004  62741  7157  33917  62744  7081
-CONVEX 30816    'GT_PK(2,2)'      7157  62745  7233  62744  43283  7081
-CONVEX 30817    'GT_PK(2,2)'      7157  62743  7308  62745  62739  7233
-CONVEX 30818    'GT_PK(2,2)'      7599  62746  7526  62747  60140  7449
-CONVEX 30819    'GT_PK(2,2)'      7599  62748  7674  62749  55447  7749
-CONVEX 30820    'GT_PK(2,2)'      7678  62750  7599  55494  62749  7749
-CONVEX 30821    'GT_PK(2,2)'      7526  62746  7599  60144  62750  7678
-CONVEX 30822    'GT_PK(2,2)'      7674  62748  7599  55452  62751  7523
-CONVEX 30823    'GT_PK(2,2)'      7599  62747  7449  62751  55475  7523
-CONVEX 30824    'GT_PK(2,2)'      8353  62752  8429  62753  62754  8276
-CONVEX 30825    'GT_PK(2,2)'      8429  62755  8583  62756  48405  8503
-CONVEX 30826    'GT_PK(2,2)'      8429  62757  8506  62755  60192  8583
-CONVEX 30827    'GT_PK(2,2)'      8506  62757  8429  60191  62752  8353
-CONVEX 30828    'GT_PK(2,2)'      8351  62758  8429  55611  62756  8503
-CONVEX 30829    'GT_PK(2,2)'      8429  62758  8351  62754  55607  8276
-CONVEX 30830    'GT_PK(2,2)'      8278  62759  8166  60185  62760  8094
-CONVEX 30831    'GT_PK(2,2)'      8353  62761  8166  60186  62759  8278
-CONVEX 30832    'GT_PK(2,2)'      8166  62762  8020  62760  60200  8094
-CONVEX 30833    'GT_PK(2,2)'      8166  62761  8353  62763  62753  8276
-CONVEX 30834    'GT_PK(2,2)'      8092  62764  8166  60193  62763  8276
-CONVEX 30835    'GT_PK(2,2)'      8020  62762  8166  60202  62764  8092
-CONVEX 30836    'GT_PK(2,2)'      8273  62765  8093  62766  60207  8162
-CONVEX 30837    'GT_PK(2,2)'      8273  62767  8351  62768  55610  8427
-CONVEX 30838    'GT_PK(2,2)'      8351  62767  8273  55609  62766  8162
-CONVEX 30839    'GT_PK(2,2)'      8349  62769  8273  60180  62768  8427
-CONVEX 30840    'GT_PK(2,2)'      8273  62769  8349  62770  55580  8159
-CONVEX 30841    'GT_PK(2,2)'      8093  62765  8273  60204  62770  8159
-CONVEX 30842    'GT_PK(2,2)'      7420  62771  7494  62772  48450  7574
-CONVEX 30843    'GT_PK(2,2)'      7420  62773  7346  62771  60218  7494
-CONVEX 30844    'GT_PK(2,2)'      7420  62772  7574  21467  48447  7498
-CONVEX 30845    'GT_PK(2,2)'      7197  62774  7271  60214  21415  7123
-CONVEX 30846    'GT_PK(2,2)'      7346  62775  7271  60217  62774  7197
-CONVEX 30847    'GT_PK(2,2)'      7420  21465  7271  62773  62775  7346
-CONVEX 30848    'GT_PK(2,2)'      10009  62776  9936  60239  62777  10083
-CONVEX 30849    'GT_PK(2,2)'      9936  21267  9863  62778  38153  10011
-CONVEX 30850    'GT_PK(2,2)'      10083  62777  9936  54573  62778  10011
-CONVEX 30851    'GT_PK(2,2)'      9787  62779  9935  16691  55720  9860
-CONVEX 30852    'GT_PK(2,2)'      9641  16750  9492  62780  59269  9568
-CONVEX 30853    'GT_PK(2,2)'      9716  21394  9641  59264  62780  9568
-CONVEX 30854    'GT_PK(2,2)'      9862  62781  10009  62782  60238  9935
-CONVEX 30855    'GT_PK(2,2)'      9787  62783  9862  62779  62782  9935
-CONVEX 30856    'GT_PK(2,2)'      9862  62783  9787  21273  29220  9713
-CONVEX 30857    'GT_PK(2,2)'      9862  21395  9936  62781  62776  10009
-CONVEX 30858    'GT_PK(2,2)'      9335  62784  9262  60240  62785  9410
-CONVEX 30859    'GT_PK(2,2)'      9189  62786  9262  48573  62787  9113
-CONVEX 30860    'GT_PK(2,2)'      9262  62788  9186  62787  55736  9113
-CONVEX 30861    'GT_PK(2,2)'      9262  62784  9335  62788  60244  9186
-CONVEX 30862    'GT_PK(2,2)'      9410  62785  9262  39945  62789  9337
-CONVEX 30863    'GT_PK(2,2)'      9262  62786  9189  62789  48571  9337
-CONVEX 30864    'GT_PK(2,2)'      11094  62790  11237  62791  60271  11164
-CONVEX 30865    'GT_PK(2,2)'      10949  62792  11094  55831  62793  11020
-CONVEX 30866    'GT_PK(2,2)'      11094  62791  11164  62793  60266  11020
-CONVEX 30867    'GT_PK(2,2)'      11094  62792  10949  62794  55827  11021
-CONVEX 30868    'GT_PK(2,2)'      11094  62794  11021  62795  55813  11165
-CONVEX 30869    'GT_PK(2,2)'      11237  62790  11094  60270  62795  11165
-CONVEX 30870    'GT_PK(2,2)'      8837  62796  8687  49600  62797  8764
-CONVEX 30871    'GT_PK(2,2)'      8687  21255  8616  62797  60282  8764
-CONVEX 30872    'GT_PK(2,2)'      8612  21247  8687  48832  62798  8762
-CONVEX 30873    'GT_PK(2,2)'      8687  62796  8837  62798  49601  8762
-CONVEX 30874    'GT_PK(2,2)'      6377  62799  6229  62800  40404  6305
-CONVEX 30875    'GT_PK(2,2)'      6377  62801  6525  62802  60286  6449
-CONVEX 30876    'GT_PK(2,2)'      6377  62803  6302  62799  60288  6229
-CONVEX 30877    'GT_PK(2,2)'      6302  62803  6377  60290  62802  6449
-CONVEX 30878    'GT_PK(2,2)'      6525  62804  6452  60285  62805  6600
-CONVEX 30879    'GT_PK(2,2)'      6452  62806  6305  62807  23631  6379
-CONVEX 30880    'GT_PK(2,2)'      6452  62808  6377  62806  62800  6305
-CONVEX 30881    'GT_PK(2,2)'      6377  62808  6452  62801  62804  6525
-CONVEX 30882    'GT_PK(2,2)'      6527  62809  6452  40213  62807  6379
-CONVEX 30883    'GT_PK(2,2)'      6600  62805  6452  48851  62809  6527
-CONVEX 30884    'GT_PK(2,2)'      6667  62810  6813  62811  56050  6739
-CONVEX 30885    'GT_PK(2,2)'      6667  62811  6739  62812  56047  6591
-CONVEX 30886    'GT_PK(2,2)'      6518  62813  6667  60297  62812  6591
-CONVEX 30887    'GT_PK(2,2)'      6667  62813  6518  62814  60293  6594
-CONVEX 30888    'GT_PK(2,2)'      7938  62815  8013  62816  62817  7862
-CONVEX 30889    'GT_PK(2,2)'      8013  62818  8217  62819  55925  8104
-CONVEX 30890    'GT_PK(2,2)'      8013  62820  7937  62817  61854  7862
-CONVEX 30891    'GT_PK(2,2)'      7937  62820  8013  61850  62819  8104
-CONVEX 30892    'GT_PK(2,2)'      8098  62821  8287  62822  60304  8217
-CONVEX 30893    'GT_PK(2,2)'      8013  62823  8098  62818  62822  8217
-CONVEX 30894    'GT_PK(2,2)'      8098  62823  8013  62824  62815  7938
-CONVEX 30895    'GT_PK(2,2)'      8098  62824  7938  62825  60317  8014
-CONVEX 30896    'GT_PK(2,2)'      8215  62826  8098  21166  62825  8014
-CONVEX 30897    'GT_PK(2,2)'      8098  62826  8215  62821  21139  8287
-CONVEX 30898    'GT_PK(2,2)'      7406  62827  7333  60305  62828  7483
-CONVEX 30899    'GT_PK(2,2)'      7333  62829  7183  62830  49111  7258
-CONVEX 30900    'GT_PK(2,2)'      7183  62829  7333  49110  62831  7256
-CONVEX 30901    'GT_PK(2,2)'      7333  62827  7406  62831  60311  7256
-CONVEX 30902    'GT_PK(2,2)'      7333  62830  7258  62832  48871  7408
-CONVEX 30903    'GT_PK(2,2)'      7483  62828  7333  62833  62832  7408
-CONVEX 30904    'GT_PK(2,2)'      7787  62834  7632  62835  62836  7711
-CONVEX 30905    'GT_PK(2,2)'      7864  62837  7787  60312  62835  7711
-CONVEX 30906    'GT_PK(2,2)'      7787  62837  7864  62838  60316  7938
-CONVEX 30907    'GT_PK(2,2)'      7787  62838  7938  62839  62816  7862
-CONVEX 30908    'GT_PK(2,2)'      7709  62840  7787  58282  62839  7862
-CONVEX 30909    'GT_PK(2,2)'      7632  62834  7787  60318  62840  7709
-CONVEX 30910    'GT_PK(2,2)'      7632  62841  7558  62836  62842  7711
-CONVEX 30911    'GT_PK(2,2)'      7484  62843  7558  48869  62844  7408
-CONVEX 30912    'GT_PK(2,2)'      7558  62845  7483  62844  62833  7408
-CONVEX 30913    'GT_PK(2,2)'      7558  62841  7632  62845  60321  7483
-CONVEX 30914    'GT_PK(2,2)'      7636  62846  7558  55930  62843  7484
-CONVEX 30915    'GT_PK(2,2)'      7711  62842  7558  55931  62846  7636
-CONVEX 30916    'GT_PK(2,2)'      6836  62847  6688  62848  57896  6764
-CONVEX 30917    'GT_PK(2,2)'      6912  62849  6836  55979  62848  6764
-CONVEX 30918    'GT_PK(2,2)'      6984  62850  6836  60336  62849  6912
-CONVEX 30919    'GT_PK(2,2)'      6836  62850  6984  62851  60333  6910
-CONVEX 30920    'GT_PK(2,2)'      6761  62852  6836  56000  62851  6910
-CONVEX 30921    'GT_PK(2,2)'      6688  62847  6836  57892  62852  6761
-CONVEX 30922    'GT_PK(2,2)'      9121  62853  9197  62854  56028  9048
-CONVEX 30923    'GT_PK(2,2)'      9121  62855  9269  62853  60380  9197
-CONVEX 30924    'GT_PK(2,2)'      9121  62854  9048  62856  49063  8971
-CONVEX 30925    'GT_PK(2,2)'      9269  62855  9121  60381  62857  9192
-CONVEX 30926    'GT_PK(2,2)'      9121  62858  9047  62857  60357  9192
-CONVEX 30927    'GT_PK(2,2)'      9047  62858  9121  60374  62856  8971
-CONVEX 30928    'GT_PK(2,2)'      6742  62859  6890  62860  60383  6813
-CONVEX 30929    'GT_PK(2,2)'      6742  62861  6667  62862  62814  6594
-CONVEX 30930    'GT_PK(2,2)'      6667  62861  6742  62810  62860  6813
-CONVEX 30931    'GT_PK(2,2)'      6669  62863  6742  55886  62862  6594
-CONVEX 30932    'GT_PK(2,2)'      6742  62863  6669  62864  55891  6817
-CONVEX 30933    'GT_PK(2,2)'      6890  62859  6742  60387  62864  6817
-CONVEX 30934    'GT_PK(2,2)'      5564  62865  5419  62866  60388  5493
-CONVEX 30935    'GT_PK(2,2)'      5564  62867  5710  62868  58501  5635
-CONVEX 30936    'GT_PK(2,2)'      5564  62868  5635  62869  49124  5489
-CONVEX 30937    'GT_PK(2,2)'      5419  62865  5564  60392  62869  5489
-CONVEX 30938    'GT_PK(2,2)'      5710  62867  5564  52651  62870  5639
-CONVEX 30939    'GT_PK(2,2)'      5564  62866  5493  62870  56069  5639
-CONVEX 30940    'GT_PK(2,2)'      7910  62871  7732  60395  62872  7806
-CONVEX 30941    'GT_PK(2,2)'      7732  62873  7570  62874  49138  7641
-CONVEX 30942    'GT_PK(2,2)'      7806  62872  7732  56080  62874  7641
-CONVEX 30943    'GT_PK(2,2)'      7732  62875  7665  62873  40472  7570
-CONVEX 30944    'GT_PK(2,2)'      7665  62875  7732  40477  62876  7839
-CONVEX 30945    'GT_PK(2,2)'      7732  62871  7910  62876  60397  7839
-CONVEX 30946    'GT_PK(2,2)'      5699  62877  5771  62878  60429  5847
-CONVEX 30947    'GT_PK(2,2)'      5699  62879  5777  62880  60422  5628
-CONVEX 30948    'GT_PK(2,2)'      5777  62879  5699  62881  62878  5847
-CONVEX 30949    'GT_PK(2,2)'      5771  62877  5699  60419  62882  5623
-CONVEX 30950    'GT_PK(2,2)'      5699  62880  5628  62883  49304  5551
-CONVEX 30951    'GT_PK(2,2)'      5623  62882  5699  56179  62883  5551
-CONVEX 30952    'GT_PK(2,2)'      5924  62884  5994  62885  60425  6071
-CONVEX 30953    'GT_PK(2,2)'      5924  62886  6001  62887  40722  5854
-CONVEX 30954    'GT_PK(2,2)'      5924  62885  6071  62886  49312  6001
-CONVEX 30955    'GT_PK(2,2)'      5777  62888  5924  60421  62887  5854
-CONVEX 30956    'GT_PK(2,2)'      5924  62888  5777  62889  62881  5847
-CONVEX 30957    'GT_PK(2,2)'      5994  62884  5924  60433  62889  5847
-CONVEX 30958    'GT_PK(2,2)'      5259  62890  5332  62891  60442  5187
-CONVEX 30959    'GT_PK(2,2)'      5115  21109  5259  60447  62891  5187
-CONVEX 30960    'GT_PK(2,2)'      5259  20971  5330  62892  49351  5403
-CONVEX 30961    'GT_PK(2,2)'      5332  62890  5259  60444  62892  5403
-CONVEX 30962    'GT_PK(2,2)'      4275  62893  4415  49424  62894  4347
-CONVEX 30963    'GT_PK(2,2)'      4343  62895  4415  60469  62893  4275
-CONVEX 30964    'GT_PK(2,2)'      4415  62895  4343  62896  62897  4483
-CONVEX 30965    'GT_PK(2,2)'      4415  62896  4483  62898  56220  4555
-CONVEX 30966    'GT_PK(2,2)'      4415  62899  4487  62894  49415  4347
-CONVEX 30967    'GT_PK(2,2)'      4415  62898  4555  62899  49419  4487
-CONVEX 30968    'GT_PK(2,2)'      4341  62900  4479  62901  60476  4409
-CONVEX 30969    'GT_PK(2,2)'      4341  62902  4203  62903  60492  4273
-CONVEX 30970    'GT_PK(2,2)'      4341  62903  4273  62904  49383  4411
-CONVEX 30971    'GT_PK(2,2)'      4479  62900  4341  60479  62904  4411
-CONVEX 30972    'GT_PK(2,2)'      4271  62905  4341  60486  62901  4409
-CONVEX 30973    'GT_PK(2,2)'      4203  62902  4341  62906  62905  4271
-CONVEX 30974    'GT_PK(2,2)'      4065  62907  4202  62908  60481  4133
-CONVEX 30975    'GT_PK(2,2)'      4065  62908  4133  62909  56218  3997
-CONVEX 30976    'GT_PK(2,2)'      4065  62909  3997  62910  59221  3929
-CONVEX 30977    'GT_PK(2,2)'      3998  62911  4065  53774  62910  3929
-CONVEX 30978    'GT_PK(2,2)'      4202  62912  4134  60489  62913  4271
-CONVEX 30979    'GT_PK(2,2)'      4203  62914  4134  60491  62915  4067
-CONVEX 30980    'GT_PK(2,2)'      4134  62914  4203  62913  62906  4271
-CONVEX 30981    'GT_PK(2,2)'      4134  62916  3998  62915  40711  4067
-CONVEX 30982    'GT_PK(2,2)'      4134  62917  4065  62916  62911  3998
-CONVEX 30983    'GT_PK(2,2)'      4065  62917  4134  62907  62912  4202
-CONVEX 30984    'GT_PK(2,2)'      4343  62918  4412  62897  62919  4483
-CONVEX 30985    'GT_PK(2,2)'      4412  62920  4340  62921  60484  4480
-CONVEX 30986    'GT_PK(2,2)'      4412  62918  4343  62922  60470  4272
-CONVEX 30987    'GT_PK(2,2)'      4340  62920  4412  60488  62922  4272
-CONVEX 30988    'GT_PK(2,2)'      4552  62923  4412  60472  62921  4480
-CONVEX 30989    'GT_PK(2,2)'      4412  62923  4552  62919  60475  4483
-CONVEX 30990    'GT_PK(2,2)'      14804  62924  14855  49727  62925  14749
-CONVEX 30991    'GT_PK(2,2)'      14855  20954  14798  62925  60496  14749
-CONVEX 30992    'GT_PK(2,2)'      14908  62926  14855  56495  62924  14804
-CONVEX 30993    'GT_PK(2,2)'      14955  20935  14855  56488  62926  14908
-CONVEX 30994    'GT_PK(2,2)'      13907  62927  13967  62928  60497  13848
-CONVEX 30995    'GT_PK(2,2)'      13907  62929  13847  62930  49516  13965
-CONVEX 30996    'GT_PK(2,2)'      14026  62931  13907  40868  62930  13965
-CONVEX 30997    'GT_PK(2,2)'      13967  62927  13907  60500  62931  14026
-CONVEX 30998    'GT_PK(2,2)'      13907  62932  13786  62929  56289  13847
-CONVEX 30999    'GT_PK(2,2)'      13907  62928  13848  62932  56282  13786
-CONVEX 31000    'GT_PK(2,2)'      13975  62933  304  49557  62934  302
-CONVEX 31001    'GT_PK(2,2)'      14069  62935  304  56348  62933  13975
-CONVEX 31002    'GT_PK(2,2)'      306  62936  304  20928  62935  14069
-CONVEX 31003    'GT_PK(2,2)'      5084  62937  5154  62938  61949  5012
-CONVEX 31004    'GT_PK(2,2)'      4941  62939  5084  58527  62938  5012
-CONVEX 31005    'GT_PK(2,2)'      5084  62939  4941  62452  58525  5014
-CONVEX 31006    'GT_PK(2,2)'      5154  62937  5084  61950  62451  5227
-CONVEX 31007    'GT_PK(2,2)'      14082  20923  14069  62940  56350  13970
-CONVEX 31008    'GT_PK(2,2)'      14082  62940  13970  62941  56327  14025
-CONVEX 31009    'GT_PK(2,2)'      14143  20916  14082  60512  62941  14025
-CONVEX 31010    'GT_PK(2,2)'      15228  20794  15270  31670  62942  15314
-CONVEX 31011    'GT_PK(2,2)'      15270  16558  15354  62942  60561  15314
-CONVEX 31012    'GT_PK(2,2)'      15229  62943  15184  62944  56432  15273
-CONVEX 31013    'GT_PK(2,2)'      15315  16145  15229  62945  62944  15273
-CONVEX 31014    'GT_PK(2,2)'      15229  15995  15139  62943  49654  15184
-CONVEX 31015    'GT_PK(2,2)'      15396  16566  15355  56417  62946  15438
-CONVEX 31016    'GT_PK(2,2)'      15438  62946  15355  56420  62947  15399
-CONVEX 31017    'GT_PK(2,2)'      15355  16143  15315  62947  62948  15399
-CONVEX 31018    'GT_PK(2,2)'      15230  16474  15317  56433  62949  15273
-CONVEX 31019    'GT_PK(2,2)'      15365  62950  15403  19860  20773  15321
-CONVEX 31020    'GT_PK(2,2)'      15403  62951  15445  20772  60585  15483
-CONVEX 31021    'GT_PK(2,2)'      15445  62951  15403  62952  62950  15365
-CONVEX 31022    'GT_PK(2,2)'      15359  62953  15440  62954  60566  15399
-CONVEX 31023    'GT_PK(2,2)'      15440  62953  15359  60567  62955  15401
-CONVEX 31024    'GT_PK(2,2)'      15359  62956  15317  62955  20787  15401
-CONVEX 31025    'GT_PK(2,2)'      15317  62956  15359  62949  62957  15273
-CONVEX 31026    'GT_PK(2,2)'      15359  62958  15315  62957  62945  15273
-CONVEX 31027    'GT_PK(2,2)'      15315  62958  15359  62948  62954  15399
-CONVEX 31028    'GT_PK(2,2)'      15367  62959  15325  60591  62960  15282
-CONVEX 31029    'GT_PK(2,2)'      15325  19891  15237  62960  62961  15282
-CONVEX 31030    'GT_PK(2,2)'      15408  62962  15445  62963  62952  15365
-CONVEX 31031    'GT_PK(2,2)'      15325  62964  15408  19858  62963  15365
-CONVEX 31032    'GT_PK(2,2)'      15408  62964  15325  62965  62959  15367
-CONVEX 31033    'GT_PK(2,2)'      15408  62965  15367  62966  60587  15449
-CONVEX 31034    'GT_PK(2,2)'      15408  62966  15449  62967  50074  15486
-CONVEX 31035    'GT_PK(2,2)'      15445  62962  15408  60584  62967  15486
-CONVEX 31036    'GT_PK(2,2)'      15186  62968  15095  62969  60608  15142
-CONVEX 31037    'GT_PK(2,2)'      15233  16525  15186  60614  62969  15142
-CONVEX 31038    'GT_PK(2,2)'      15140  62970  15230  62971  56431  15184
-CONVEX 31039    'GT_PK(2,2)'      15095  62972  15140  60605  62973  15048
-CONVEX 31040    'GT_PK(2,2)'      15140  62974  15186  62970  16420  15230
-CONVEX 31041    'GT_PK(2,2)'      15186  62974  15140  62968  62972  15095
-CONVEX 31042    'GT_PK(2,2)'      15140  62971  15184  62975  49655  15093
-CONVEX 31043    'GT_PK(2,2)'      15048  62973  15140  60621  62975  15093
-CONVEX 31044    'GT_PK(2,2)'      15098  19851  15191  62976  60613  15142
-CONVEX 31045    'GT_PK(2,2)'      15050  62977  15098  60609  62976  15142
-CONVEX 31046    'GT_PK(2,2)'      15003  19501  15098  60612  62977  15050
-CONVEX 31047    'GT_PK(2,2)'      15150  19238  15193  41485  19641  15103
-CONVEX 31048    'GT_PK(2,2)'      15237  19638  15193  62961  19200  15282
-CONVEX 31049    'GT_PK(2,2)'      13263  62978  13136  62979  60635  13199
-CONVEX 31050    'GT_PK(2,2)'      13263  62980  13324  62981  56460  13389
-CONVEX 31051    'GT_PK(2,2)'      13324  62980  13263  60628  62979  13199
-CONVEX 31052    'GT_PK(2,2)'      13326  62982  13263  49700  62981  13389
-CONVEX 31053    'GT_PK(2,2)'      13201  62983  13265  19475  56453  13138
-CONVEX 31054    'GT_PK(2,2)'      13201  62984  13326  62983  49702  13265
-CONVEX 31055    'GT_PK(2,2)'      13201  62985  13263  62984  62982  13326
-CONVEX 31056    'GT_PK(2,2)'      13263  62985  13201  62978  19471  13136
-CONVEX 31057    'GT_PK(2,2)'      15106  19464  15197  60657  62986  15146
-CONVEX 31058    'GT_PK(2,2)'      15146  62986  15197  49750  62987  15236
-CONVEX 31059    'GT_PK(2,2)'      15236  62987  15197  31760  62988  15285
-CONVEX 31060    'GT_PK(2,2)'      15197  19445  15244  62988  60663  15285
-CONVEX 31061    'GT_PK(2,2)'      14767  62989  14711  19417  60696  14660
-CONVEX 31062    'GT_PK(2,2)'      14711  62989  14767  62990  62991  14818
-CONVEX 31063    'GT_PK(2,2)'      14871  62992  14767  60991  19420  14819
-CONVEX 31064    'GT_PK(2,2)'      14818  62991  14767  60966  62992  14871
-CONVEX 31065    'GT_PK(2,2)'      14716  62993  14770  62994  49993  14821
-CONVEX 31066    'GT_PK(2,2)'      14769  62995  14716  60710  62994  14821
-CONVEX 31067    'GT_PK(2,2)'      14716  62996  14663  62993  56776  14770
-CONVEX 31068    'GT_PK(2,2)'      14716  62995  14769  62997  19419  14661
-CONVEX 31069    'GT_PK(2,2)'      14608  62998  14716  60920  62997  14661
-CONVEX 31070    'GT_PK(2,2)'      14716  62998  14608  62996  60918  14663
-CONVEX 31071    'GT_PK(2,2)'      13370  62999  13241  63000  49901  13305
-CONVEX 31072    'GT_PK(2,2)'      13435  63001  13370  46128  63000  13305
-CONVEX 31073    'GT_PK(2,2)'      13370  63001  13435  63002  46137  13497
-CONVEX 31074    'GT_PK(2,2)'      13433  63003  13370  60735  63002  13497
-CONVEX 31075    'GT_PK(2,2)'      13304  63004  13179  63005  60736  13241
-CONVEX 31076    'GT_PK(2,2)'      13370  63006  13304  62999  63005  13241
-CONVEX 31077    'GT_PK(2,2)'      13304  63007  13433  63008  60732  13368
-CONVEX 31078    'GT_PK(2,2)'      13304  63006  13370  63007  63003  13433
-CONVEX 31079    'GT_PK(2,2)'      13243  63009  13181  63010  60713  13116
-CONVEX 31080    'GT_PK(2,2)'      13179  63011  13243  60739  63010  13116
-CONVEX 31081    'GT_PK(2,2)'      13181  63009  13243  60711  63012  13306
-CONVEX 31082    'GT_PK(2,2)'      13304  63013  13243  63004  63011  13179
-CONVEX 31083    'GT_PK(2,2)'      13243  63014  13368  63012  56619  13306
-CONVEX 31084    'GT_PK(2,2)'      13243  63013  13304  63014  63008  13368
-CONVEX 31085    'GT_PK(2,2)'      14330  63015  14217  63016  60751  14273
-CONVEX 31086    'GT_PK(2,2)'      14384  63017  14330  56899  63018  14440
-CONVEX 31087    'GT_PK(2,2)'      14330  63017  14384  63019  56895  14272
-CONVEX 31088    'GT_PK(2,2)'      14217  63015  14330  60755  63019  14272
-CONVEX 31089    'GT_PK(2,2)'      14330  63020  14386  63018  31923  14440
-CONVEX 31090    'GT_PK(2,2)'      14330  63016  14273  63020  56639  14386
-CONVEX 31091    'GT_PK(2,2)'      15856  19410  15870  63021  60764  15820
-CONVEX 31092    'GT_PK(2,2)'      15856  63021  15820  19271  56687  15802
-CONVEX 31093    'GT_PK(2,2)'      15286  63022  15243  60778  63023  15331
-CONVEX 31094    'GT_PK(2,2)'      15243  18533  15289  63023  60782  15331
-CONVEX 31095    'GT_PK(2,2)'      15198  63024  15243  19198  63022  15286
-CONVEX 31096    'GT_PK(2,2)'      15243  63024  15198  19191  63025  15153
-CONVEX 31097    'GT_PK(2,2)'      15333  63026  15247  60770  63027  15290
-CONVEX 31098    'GT_PK(2,2)'      15289  18531  15247  60779  63026  15333
-CONVEX 31099    'GT_PK(2,2)'      15247  63028  15202  63027  56700  15290
-CONVEX 31100    'GT_PK(2,2)'      15202  63028  15247  60974  18817  15155
-CONVEX 31101    'GT_PK(2,2)'      15333  63029  15414  60781  63030  15373
-CONVEX 31102    'GT_PK(2,2)'      15375  63031  15414  60769  63029  15333
-CONVEX 31103    'GT_PK(2,2)'      15454  63032  15492  63033  60794  15529
-CONVEX 31104    'GT_PK(2,2)'      15491  63034  15454  60798  63033  15529
-CONVEX 31105    'GT_PK(2,2)'      15454  63034  15491  63035  60799  15413
-CONVEX 31106    'GT_PK(2,2)'      15454  63036  15414  63032  63037  15492
-CONVEX 31107    'GT_PK(2,2)'      15373  63038  15454  56690  63035  15413
-CONVEX 31108    'GT_PK(2,2)'      15414  63036  15454  63030  63038  15373
-CONVEX 31109    'GT_PK(2,2)'      15790  63039  15841  63040  56675  15814
-CONVEX 31110    'GT_PK(2,2)'      15790  63041  15733  63042  60818  15766
-CONVEX 31111    'GT_PK(2,2)'      15820  63043  15790  56686  63042  15766
-CONVEX 31112    'GT_PK(2,2)'      15790  63043  15820  63039  60765  15841
-CONVEX 31113    'GT_PK(2,2)'      15789  63044  15758  60761  63045  15814
-CONVEX 31114    'GT_PK(2,2)'      15732  63046  15758  56910  63044  15789
-CONVEX 31115    'GT_PK(2,2)'      15758  63047  15790  63045  63040  15814
-CONVEX 31116    'GT_PK(2,2)'      15790  63047  15758  63041  63048  15733
-CONVEX 31117    'GT_PK(2,2)'      15698  63049  15635  63050  60810  15671
-CONVEX 31118    'GT_PK(2,2)'      15733  63051  15698  60819  63050  15671
-CONVEX 31119    'GT_PK(2,2)'      15758  63052  15698  63048  63051  15733
-CONVEX 31120    'GT_PK(2,2)'      15635  63049  15698  60811  63053  15670
-CONVEX 31121    'GT_PK(2,2)'      15698  63054  15732  63053  56855  15670
-CONVEX 31122    'GT_PK(2,2)'      15698  63052  15758  63054  63046  15732
-CONVEX 31123    'GT_PK(2,2)'      15567  63055  15605  63056  60829  15533
-CONVEX 31124    'GT_PK(2,2)'      15567  63056  15533  63057  53517  15493
-CONVEX 31125    'GT_PK(2,2)'      15531  63058  15567  59195  63057  15493
-CONVEX 31126    'GT_PK(2,2)'      15567  63058  15531  63059  53712  15601
-CONVEX 31127    'GT_PK(2,2)'      15605  63060  15636  60888  18528  15672
-CONVEX 31128    'GT_PK(2,2)'      15567  63061  15636  63055  63060  15605
-CONVEX 31129    'GT_PK(2,2)'      15669  18504  15636  53715  63062  15601
-CONVEX 31130    'GT_PK(2,2)'      15636  63061  15567  63062  63059  15601
-CONVEX 31131    'GT_PK(2,2)'      15765  63063  15734  63064  60831  15791
-CONVEX 31132    'GT_PK(2,2)'      15765  63064  15791  63065  53722  15818
-CONVEX 31133    'GT_PK(2,2)'      15765  63066  15800  63067  49967  15742
-CONVEX 31134    'GT_PK(2,2)'      15765  63065  15818  63066  36709  15800
-CONVEX 31135    'GT_PK(2,2)'      15801  63068  15746  63069  60853  15777
-CONVEX 31136    'GT_PK(2,2)'      15746  63068  15801  60850  19245  15774
-CONVEX 31137    'GT_PK(2,2)'      15830  63070  15801  63071  63069  15777
-CONVEX 31138    'GT_PK(2,2)'      15850  19244  15801  60834  63070  15830
-CONVEX 31139    'GT_PK(2,2)'      15747  63072  15805  56740  63073  15777
-CONVEX 31140    'GT_PK(2,2)'      15779  63074  15805  60865  63072  15747
-CONVEX 31141    'GT_PK(2,2)'      15805  63075  15830  63073  63071  15777
-CONVEX 31142    'GT_PK(2,2)'      15830  63075  15805  49981  63076  15854
-CONVEX 31143    'GT_PK(2,2)'      15805  63077  15833  63076  56752  15854
-CONVEX 31144    'GT_PK(2,2)'      15805  63074  15779  63077  63078  15833
-CONVEX 31145    'GT_PK(2,2)'      15806  63079  15748  63080  56750  15778
-CONVEX 31146    'GT_PK(2,2)'      15806  63081  15779  63079  60866  15748
-CONVEX 31147    'GT_PK(2,2)'      15806  63080  15778  63082  49966  15832
-CONVEX 31148    'GT_PK(2,2)'      15779  63081  15806  63078  63083  15833
-CONVEX 31149    'GT_PK(2,2)'      15857  63084  15806  60868  63082  15832
-CONVEX 31150    'GT_PK(2,2)'      15806  63084  15857  63083  60869  15833
-CONVEX 31151    'GT_PK(2,2)'      15492  63085  15456  60791  63086  15532
-CONVEX 31152    'GT_PK(2,2)'      15456  63087  15496  63086  60873  15532
-CONVEX 31153    'GT_PK(2,2)'      15414  63088  15456  63037  63085  15492
-CONVEX 31154    'GT_PK(2,2)'      15496  63087  15456  60874  63089  15418
-CONVEX 31155    'GT_PK(2,2)'      15456  63090  15375  63089  60767  15418
-CONVEX 31156    'GT_PK(2,2)'      15456  63088  15414  63090  63031  15375
-CONVEX 31157    'GT_PK(2,2)'      15496  63091  15537  60872  63092  15571
-CONVEX 31158    'GT_PK(2,2)'      15608  63093  15537  56757  63094  15576
-CONVEX 31159    'GT_PK(2,2)'      15571  63092  15537  56753  63093  15608
-CONVEX 31160    'GT_PK(2,2)'      15537  63095  15501  63094  56773  15576
-CONVEX 31161    'GT_PK(2,2)'      15501  63095  15537  60907  63096  15460
-CONVEX 31162    'GT_PK(2,2)'      15537  63091  15496  63096  60875  15460
-CONVEX 31163    'GT_PK(2,2)'      15642  63097  15707  60884  63098  15678
-CONVEX 31164    'GT_PK(2,2)'      15765  63099  15707  63063  63100  15734
-CONVEX 31165    'GT_PK(2,2)'      15734  63100  15707  18511  63101  15672
-CONVEX 31166    'GT_PK(2,2)'      15707  63097  15642  63101  60887  15672
-CONVEX 31167    'GT_PK(2,2)'      15678  63098  15707  56714  63102  15742
-CONVEX 31168    'GT_PK(2,2)'      15707  63099  15765  63102  63067  15742
-CONVEX 31169    'GT_PK(2,2)'      15545  63103  15581  63104  60899  15507
-CONVEX 31170    'GT_PK(2,2)'      15545  63105  15508  63106  60892  15582
-CONVEX 31171    'GT_PK(2,2)'      15508  63105  15545  63107  63108  15469
-CONVEX 31172    'GT_PK(2,2)'      15545  63104  15507  63108  63109  15469
-CONVEX 31173    'GT_PK(2,2)'      15652  63110  15617  60857  63111  15582
-CONVEX 31174    'GT_PK(2,2)'      15617  63112  15545  63111  63106  15582
-CONVEX 31175    'GT_PK(2,2)'      15545  63112  15617  63103  63113  15581
-CONVEX 31176    'GT_PK(2,2)'      15581  63113  15617  60903  63114  15651
-CONVEX 31177    'GT_PK(2,2)'      15617  63115  15684  63114  56744  15651
-CONVEX 31178    'GT_PK(2,2)'      15617  63110  15652  63115  60863  15684
-CONVEX 31179    'GT_PK(2,2)'      14975  18501  15072  60995  63116  15022
-CONVEX 31180    'GT_PK(2,2)'      15118  63117  15211  18409  60911  15161
-CONVEX 31181    'GT_PK(2,2)'      15118  63118  15165  63117  60913  15211
-CONVEX 31182    'GT_PK(2,2)'      15118  63119  15072  63118  16326  15165
-CONVEX 31183    'GT_PK(2,2)'      15072  63119  15118  63116  18324  15022
-CONVEX 31184    'GT_PK(2,2)'      15164  16118  15122  50015  18218  15073
-CONVEX 31185    'GT_PK(2,2)'      15387  63120  15427  60937  18206  15343
-CONVEX 31186    'GT_PK(2,2)'      15427  63120  15387  63121  63122  15469
-CONVEX 31187    'GT_PK(2,2)'      15507  63123  15427  63109  63121  15469
-CONVEX 31188    'GT_PK(2,2)'      15465  18197  15427  60908  63123  15507
-CONVEX 31189    'GT_PK(2,2)'      15428  63124  15386  63125  60933  15467
-CONVEX 31190    'GT_PK(2,2)'      15387  63126  15428  63122  63127  15469
-CONVEX 31191    'GT_PK(2,2)'      15386  63124  15428  60936  63128  15345
-CONVEX 31192    'GT_PK(2,2)'      15428  63126  15387  63128  60939  15345
-CONVEX 31193    'GT_PK(2,2)'      15428  63129  15508  63127  63107  15469
-CONVEX 31194    'GT_PK(2,2)'      15428  63125  15467  63129  60898  15508
-CONVEX 31195    'GT_PK(2,2)'      15334  63130  15378  63131  56835  15293
-CONVEX 31196    'GT_PK(2,2)'      15376  63132  15334  60943  63133  15292
-CONVEX 31197    'GT_PK(2,2)'      15249  63134  15334  56819  63131  15293
-CONVEX 31198    'GT_PK(2,2)'      15292  63133  15334  56825  63134  15249
-CONVEX 31199    'GT_PK(2,2)'      15416  63135  15376  63136  60940  15455
-CONVEX 31200    'GT_PK(2,2)'      15416  63136  15455  63137  59194  15493
-CONVEX 31201    'GT_PK(2,2)'      15334  63138  15416  63130  63139  15378
-CONVEX 31202    'GT_PK(2,2)'      15416  63138  15334  63135  63132  15376
-CONVEX 31203    'GT_PK(2,2)'      15457  63140  15416  53518  63137  15493
-CONVEX 31204    'GT_PK(2,2)'      15416  63140  15457  63139  53511  15378
-CONVEX 31205    'GT_PK(2,2)'      15255  16124  15164  63141  50014  15208
-CONVEX 31206    'GT_PK(2,2)'      15296  63142  15255  60945  63141  15208
-CONVEX 31207    'GT_PK(2,2)'      15300  16123  15255  60935  63143  15342
-CONVEX 31208    'GT_PK(2,2)'      15255  63142  15296  63143  60948  15342
-CONVEX 31209    'GT_PK(2,2)'      14920  63144  14866  60975  63145  14815
-CONVEX 31210    'GT_PK(2,2)'      14812  63146  14866  60959  63147  14918
-CONVEX 31211    'GT_PK(2,2)'      14866  63148  14966  63147  61008  14918
-CONVEX 31212    'GT_PK(2,2)'      14866  63144  14920  63148  60980  14966
-CONVEX 31213    'GT_PK(2,2)'      14815  63145  14866  60984  63149  14762
-CONVEX 31214    'GT_PK(2,2)'      14866  63146  14812  63149  60958  14762
-CONVEX 31215    'GT_PK(2,2)'      14710  63150  14764  60982  63151  14815
-CONVEX 31216    'GT_PK(2,2)'      14764  63152  14711  63153  62990  14818
-CONVEX 31217    'GT_PK(2,2)'      14711  63152  14764  60697  63154  14659
-CONVEX 31218    'GT_PK(2,2)'      14764  63150  14710  63154  60987  14659
-CONVEX 31219    'GT_PK(2,2)'      14815  63151  14764  60977  63155  14869
-CONVEX 31220    'GT_PK(2,2)'      14764  63153  14818  63155  60964  14869
-CONVEX 31221    'GT_PK(2,2)'      15017  63156  15063  60981  63157  14966
-CONVEX 31222    'GT_PK(2,2)'      15063  63158  15015  63157  61007  14966
-CONVEX 31223    'GT_PK(2,2)'      15015  63158  15063  61012  63159  15110
-CONVEX 31224    'GT_PK(2,2)'      15112  63160  15063  60969  63156  15017
-CONVEX 31225    'GT_PK(2,2)'      15110  63159  15063  19190  63161  15155
-CONVEX 31226    'GT_PK(2,2)'      15063  63160  15112  63161  60973  15155
-CONVEX 31227    'GT_PK(2,2)'      15107  63162  15062  63163  61010  15153
-CONVEX 31228    'GT_PK(2,2)'      15107  63164  15198  63165  19236  15150
-CONVEX 31229    'GT_PK(2,2)'      15198  63164  15107  63025  63163  15153
-CONVEX 31230    'GT_PK(2,2)'      15107  63165  15150  63166  41483  15057
-CONVEX 31231    'GT_PK(2,2)'      15010  63167  15107  50080  63166  15057
-CONVEX 31232    'GT_PK(2,2)'      15062  63162  15107  61013  63167  15010
-CONVEX 31233    'GT_PK(2,2)'      15815  63168  15760  61017  63169  15786
-CONVEX 31234    'GT_PK(2,2)'      15760  63170  15735  63171  61025  15699
-CONVEX 31235    'GT_PK(2,2)'      15760  63168  15815  63172  61020  15794
-CONVEX 31236    'GT_PK(2,2)'      15735  63170  15760  61023  63172  15794
-CONVEX 31237    'GT_PK(2,2)'      15728  63173  15760  61004  63171  15699
-CONVEX 31238    'GT_PK(2,2)'      15760  63173  15728  63169  61002  15786
-CONVEX 31239    'GT_PK(2,2)'      10816  18080  10887  56941  18117  10960
-CONVEX 31240    'GT_PK(2,2)'      11171  63174  11028  41654  16087  11098
-CONVEX 31241    'GT_PK(2,2)'      11101  18142  11028  50196  63174  11171
-CONVEX 31242    'GT_PK(2,2)'      11664  63175  11804  61063  63176  11735
-CONVEX 31243    'GT_PK(2,2)'      11875  63177  11804  61070  63178  11943
-CONVEX 31244    'GT_PK(2,2)'      11804  63177  11875  63176  61071  11735
-CONVEX 31245    'GT_PK(2,2)'      11804  63179  11873  63178  57142  11943
-CONVEX 31246    'GT_PK(2,2)'      11873  63179  11804  61159  63180  11732
-CONVEX 31247    'GT_PK(2,2)'      11804  63175  11664  63180  61068  11732
-CONVEX 31248    'GT_PK(2,2)'      11526  63181  11456  63182  61088  11383
-CONVEX 31249    'GT_PK(2,2)'      11667  63183  11526  56965  63184  11595
-CONVEX 31250    'GT_PK(2,2)'      11526  63183  11667  63185  56961  11598
-CONVEX 31251    'GT_PK(2,2)'      11456  63181  11526  61092  63185  11598
-CONVEX 31252    'GT_PK(2,2)'      11312  63186  11453  61098  63187  11383
-CONVEX 31253    'GT_PK(2,2)'      11526  63188  11453  63184  63189  11595
-CONVEX 31254    'GT_PK(2,2)'      11453  63188  11526  63187  63182  11383
-CONVEX 31255    'GT_PK(2,2)'      11453  63190  11523  63189  61066  11595
-CONVEX 31256    'GT_PK(2,2)'      11453  63191  11380  63190  56978  11523
-CONVEX 31257    'GT_PK(2,2)'      11453  63186  11312  63191  61102  11380
-CONVEX 31258    'GT_PK(2,2)'      11910  63192  11841  61116  63193  11980
-CONVEX 31259    'GT_PK(2,2)'      11841  63194  11701  63195  51884  11772
-CONVEX 31260    'GT_PK(2,2)'      11841  63196  11770  63194  61126  11701
-CONVEX 31261    'GT_PK(2,2)'      11841  63192  11910  63196  61119  11770
-CONVEX 31262    'GT_PK(2,2)'      11912  63197  11841  55176  63195  11772
-CONVEX 31263    'GT_PK(2,2)'      11841  63197  11912  63193  55177  11980
-CONVEX 31264    'GT_PK(2,2)'      802  63198  766  63199  61176  838
-CONVEX 31265    'GT_PK(2,2)'      802  63200  876  63201  50522  841
-CONVEX 31266    'GT_PK(2,2)'      876  63200  802  50518  63199  838
-CONVEX 31267    'GT_PK(2,2)'      768  63202  802  50503  63201  841
-CONVEX 31268    'GT_PK(2,2)'      802  63202  768  63203  50506  732
-CONVEX 31269    'GT_PK(2,2)'      766  63198  802  61178  63203  732
-CONVEX 31270    'GT_PK(2,2)'      1167  63204  1079  50539  63205  1122
-CONVEX 31271    'GT_PK(2,2)'      1123  63206  1079  61182  63204  1167
-CONVEX 31272    'GT_PK(2,2)'      1079  63207  1036  63205  32831  1122
-CONVEX 31273    'GT_PK(2,2)'      1079  63206  1123  63208  63209  1037
-CONVEX 31274    'GT_PK(2,2)'      1079  63210  995  63207  42125  1036
-CONVEX 31275    'GT_PK(2,2)'      1079  63208  1037  63210  57175  995
-CONVEX 31276    'GT_PK(2,2)'      1042  63211  1082  61204  63212  1127
-CONVEX 31277    'GT_PK(2,2)'      1127  63212  1082  50598  63213  1169
-CONVEX 31278    'GT_PK(2,2)'      1082  63214  1123  63213  61180  1169
-CONVEX 31279    'GT_PK(2,2)'      1123  63214  1082  63209  63215  1037
-CONVEX 31280    'GT_PK(2,2)'      1037  63215  1082  57174  63216  998
-CONVEX 31281    'GT_PK(2,2)'      1082  63211  1042  63216  61203  998
-CONVEX 31282    'GT_PK(2,2)'      5182  63217  5326  63218  42413  5252
-CONVEX 31283    'GT_PK(2,2)'      5110  16279  5182  61274  63218  5252
-CONVEX 31284    'GT_PK(2,2)'      5326  63217  5182  33057  18067  5254
-CONVEX 31285    'GT_PK(2,2)'      5829  63219  5976  63220  57357  5900
-CONVEX 31286    'GT_PK(2,2)'      5754  63221  5829  61308  63220  5900
-CONVEX 31287    'GT_PK(2,2)'      5829  63221  5754  63222  61309  5683
-CONVEX 31288    'GT_PK(2,2)'      5829  63222  5683  63223  61304  5755
-CONVEX 31289    'GT_PK(2,2)'      5902  63224  5829  50849  63223  5755
-CONVEX 31290    'GT_PK(2,2)'      5976  63219  5829  61300  63224  5902
-CONVEX 31291    'GT_PK(2,2)'      5178  63225  5323  61311  63226  5251
-CONVEX 31292    'GT_PK(2,2)'      5395  63227  5323  57395  63228  5466
-CONVEX 31293    'GT_PK(2,2)'      5323  63227  5395  63226  57391  5251
-CONVEX 31294    'GT_PK(2,2)'      5466  63228  5323  33618  63229  5393
-CONVEX 31295    'GT_PK(2,2)'      5323  63230  5248  63229  57390  5393
-CONVEX 31296    'GT_PK(2,2)'      5323  63225  5178  63230  63231  5248
-CONVEX 31297    'GT_PK(2,2)'      5178  63232  5105  63231  63233  5248
-CONVEX 31298    'GT_PK(2,2)'      5248  63233  5105  57389  63234  5176
-CONVEX 31299    'GT_PK(2,2)'      5105  63235  5033  63234  51484  5176
-CONVEX 31300    'GT_PK(2,2)'      5033  63235  5105  50888  63236  4962
-CONVEX 31301    'GT_PK(2,2)'      5035  63237  5107  63238  57387  4964
-CONVEX 31302    'GT_PK(2,2)'      5035  63239  5178  63237  61310  5107
-CONVEX 31303    'GT_PK(2,2)'      4893  63240  5035  25041  63238  4964
-CONVEX 31304    'GT_PK(2,2)'      5035  63241  5105  63239  63232  5178
-CONVEX 31305    'GT_PK(2,2)'      5035  63240  4893  63242  33075  4962
-CONVEX 31306    'GT_PK(2,2)'      5105  63241  5035  63236  63242  4962
-CONVEX 31307    'GT_PK(2,2)'      3528  63243  3593  51009  63244  3463
-CONVEX 31308    'GT_PK(2,2)'      3593  63245  3526  63244  61325  3463
-CONVEX 31309    'GT_PK(2,2)'      3593  63243  3528  63246  57455  3660
-CONVEX 31310    'GT_PK(2,2)'      3526  63245  3593  61330  63247  3658
-CONVEX 31311    'GT_PK(2,2)'      3725  63248  3593  61332  63246  3660
-CONVEX 31312    'GT_PK(2,2)'      3593  63248  3725  63247  61335  3658
-CONVEX 31313    'GT_PK(2,2)'      3078  63249  3014  61378  63250  2952
-CONVEX 31314    'GT_PK(2,2)'      2889  63251  3014  53037  63252  2953
-CONVEX 31315    'GT_PK(2,2)'      2952  63250  3014  57481  63251  2889
-CONVEX 31316    'GT_PK(2,2)'      2953  63252  3014  45041  63253  3075
-CONVEX 31317    'GT_PK(2,2)'      3014  63254  3138  63253  52988  3075
-CONVEX 31318    'GT_PK(2,2)'      3014  63249  3078  63254  61380  3138
-CONVEX 31319    'GT_PK(2,2)'      2818  63255  2883  63256  61395  2756
-CONVEX 31320    'GT_PK(2,2)'      2818  63257  2755  63258  57498  2881
-CONVEX 31321    'GT_PK(2,2)'      2693  63259  2818  61406  63256  2756
-CONVEX 31322    'GT_PK(2,2)'      2818  63259  2693  63257  57502  2755
-CONVEX 31323    'GT_PK(2,2)'      2945  63260  2881  63261  42555  3008
-CONVEX 31324    'GT_PK(2,2)'      2883  63262  2945  61393  63263  3009
-CONVEX 31325    'GT_PK(2,2)'      2945  63264  2818  63260  63258  2881
-CONVEX 31326    'GT_PK(2,2)'      2818  63264  2945  63255  63262  2883
-CONVEX 31327    'GT_PK(2,2)'      2945  63265  3074  63263  42540  3009
-CONVEX 31328    'GT_PK(2,2)'      2945  63261  3008  63265  50980  3074
-CONVEX 31329    'GT_PK(2,2)'      2979  63266  3106  63267  61452  3043
-CONVEX 31330    'GT_PK(2,2)'      2918  63268  2979  61463  63267  3043
-CONVEX 31331    'GT_PK(2,2)'      3106  63266  2979  61455  63269  3041
-CONVEX 31332    'GT_PK(2,2)'      2979  63268  2918  63270  61465  2855
-CONVEX 31333    'GT_PK(2,2)'      2979  63271  2916  63269  62395  3041
-CONVEX 31334    'GT_PK(2,2)'      2979  63270  2855  63271  61460  2916
-CONVEX 31335    'GT_PK(2,2)'      3303  63272  3174  57652  63273  3238
-CONVEX 31336    'GT_PK(2,2)'      3174  63274  3111  63275  61507  3047
-CONVEX 31337    'GT_PK(2,2)'      3174  63275  3047  63276  51093  3110
-CONVEX 31338    'GT_PK(2,2)'      3238  63273  3174  51156  63276  3110
-CONVEX 31339    'GT_PK(2,2)'      3113  63277  3050  18058  61502  2985
-CONVEX 31340    'GT_PK(2,2)'      3177  63278  3113  51207  18030  3242
-CONVEX 31341    'GT_PK(2,2)'      3050  63277  3113  61506  63278  3177
-CONVEX 31342    'GT_PK(2,2)'      3436  63279  3305  61499  63280  3369
-CONVEX 31343    'GT_PK(2,2)'      3305  63281  3370  18029  61494  3242
-CONVEX 31344    'GT_PK(2,2)'      3370  63281  3305  61490  63279  3436
-CONVEX 31345    'GT_PK(2,2)'      3240  63282  3303  63283  57657  3369
-CONVEX 31346    'GT_PK(2,2)'      3305  18033  3240  63280  63283  3369
-CONVEX 31347    'GT_PK(2,2)'      3240  63284  3174  63282  63272  3303
-CONVEX 31348    'GT_PK(2,2)'      3174  63284  3240  63274  18021  3111
-CONVEX 31349    'GT_PK(2,2)'      1221  63285  1313  42116  63286  1263
-CONVEX 31350    'GT_PK(2,2)'      1267  63287  1313  61563  63285  1221
-CONVEX 31351    'GT_PK(2,2)'      1263  63286  1313  36095  63288  1358
-CONVEX 31352    'GT_PK(2,2)'      1313  63287  1267  63289  17938  1362
-CONVEX 31353    'GT_PK(2,2)'      1313  63290  1409  63288  36117  1358
-CONVEX 31354    'GT_PK(2,2)'      1313  63289  1362  63290  57709  1409
-CONVEX 31355    'GT_PK(2,2)'      1363  17969  1410  63291  63292  1458
-CONVEX 31356    'GT_PK(2,2)'      1410  17970  1360  63293  57696  1453
-CONVEX 31357    'GT_PK(2,2)'      1507  63294  1410  57715  63293  1453
-CONVEX 31358    'GT_PK(2,2)'      1410  63294  1507  63292  61571  1458
-CONVEX 31359    'GT_PK(2,2)'      1179  63295  1268  61548  17934  1224
-CONVEX 31360    'GT_PK(2,2)'      1268  63295  1179  18009  61549  1223
-CONVEX 31361    'GT_PK(2,2)'      1362  17943  1411  57708  63296  1457
-CONVEX 31362    'GT_PK(2,2)'      1411  17941  1363  63297  63291  1458
-CONVEX 31363    'GT_PK(2,2)'      1457  63296  1411  32731  63298  1509
-CONVEX 31364    'GT_PK(2,2)'      1411  63297  1458  63298  61570  1509
-CONVEX 31365    'GT_PK(2,2)'      5006  63299  5148  61583  63300  5077
-CONVEX 31366    'GT_PK(2,2)'      5221  63301  5148  61590  63302  5292
-CONVEX 31367    'GT_PK(2,2)'      5148  63301  5221  63300  61592  5077
-CONVEX 31368    'GT_PK(2,2)'      5148  63303  5219  63302  55078  5292
-CONVEX 31369    'GT_PK(2,2)'      5219  63303  5148  55085  63304  5075
-CONVEX 31370    'GT_PK(2,2)'      5148  63299  5006  63304  61581  5075
-CONVEX 31371    'GT_PK(2,2)'      8198  63305  8291  63306  43373  8086
-CONVEX 31372    'GT_PK(2,2)'      8009  63307  8198  61601  63306  8086
-CONVEX 31373    'GT_PK(2,2)'      8198  63307  8009  63308  61602  8087
-CONVEX 31374    'GT_PK(2,2)'      8198  63308  8087  63309  61597  8288
-CONVEX 31375    'GT_PK(2,2)'      8369  63310  8198  42985  63309  8288
-CONVEX 31376    'GT_PK(2,2)'      8291  63305  8198  43368  63310  8369
-CONVEX 31377    'GT_PK(2,2)'      5237  63311  5381  17932  63312  5311
-CONVEX 31378    'GT_PK(2,2)'      5381  63311  5237  61611  63313  5309
-CONVEX 31379    'GT_PK(2,2)'      5164  63314  5237  51633  17844  5094
-CONVEX 31380    'GT_PK(2,2)'      5237  63314  5164  63313  51634  5309
-CONVEX 31381    'GT_PK(2,2)'      5454  63315  5383  63316  61636  5311
-CONVEX 31382    'GT_PK(2,2)'      5599  63317  5454  43316  63318  5527
-CONVEX 31383    'GT_PK(2,2)'      5529  63319  5454  57857  63317  5599
-CONVEX 31384    'GT_PK(2,2)'      5383  63315  5454  61640  63319  5529
-CONVEX 31385    'GT_PK(2,2)'      5454  63320  5381  63318  61610  5527
-CONVEX 31386    'GT_PK(2,2)'      5381  63320  5454  63312  63316  5311
-CONVEX 31387    'GT_PK(2,2)'      10420  63321  10568  63322  61701  10497
-CONVEX 31388    'GT_PK(2,2)'      10349  17827  10420  61677  63322  10497
-CONVEX 31389    'GT_PK(2,2)'      10420  17823  10347  63323  43712  10495
-CONVEX 31390    'GT_PK(2,2)'      10568  63321  10420  58022  63323  10495
-CONVEX 31391    'GT_PK(2,2)'      10351  17813  10425  61689  63324  10279
-CONVEX 31392    'GT_PK(2,2)'      10425  63325  10354  63324  61691  10279
-CONVEX 31393    'GT_PK(2,2)'      10502  63326  10572  63327  58012  10647
-CONVEX 31394    'GT_PK(2,2)'      10354  63328  10502  61695  63329  10428
-CONVEX 31395    'GT_PK(2,2)'      10502  63330  10425  63326  17735  10572
-CONVEX 31396    'GT_PK(2,2)'      10425  63330  10502  63325  63328  10354
-CONVEX 31397    'GT_PK(2,2)'      10133  63331  10059  63332  61732  9984
-CONVEX 31398    'GT_PK(2,2)'      10133  63333  10206  63334  61693  10281
-CONVEX 31399    'GT_PK(2,2)'      10208  63335  10133  58040  63334  10281
-CONVEX 31400    'GT_PK(2,2)'      10059  63331  10133  61736  63335  10208
-CONVEX 31401    'GT_PK(2,2)'      10133  63336  10057  63333  61730  10206
-CONVEX 31402    'GT_PK(2,2)'      10057  63336  10133  61727  63332  9984
-CONVEX 31403    'GT_PK(2,2)'      10575  63337  10504  63338  61737  10428
-CONVEX 31404    'GT_PK(2,2)'      10720  63339  10575  43749  63340  10647
-CONVEX 31405    'GT_PK(2,2)'      10650  63341  10575  58044  63339  10720
-CONVEX 31406    'GT_PK(2,2)'      10504  63337  10575  61741  63341  10650
-CONVEX 31407    'GT_PK(2,2)'      10575  63342  10502  63340  63327  10647
-CONVEX 31408    'GT_PK(2,2)'      10502  63342  10575  63329  63338  10428
-CONVEX 31409    'GT_PK(2,2)'      11350  63343  11278  63344  61742  11207
-CONVEX 31410    'GT_PK(2,2)'      11350  63344  11207  63345  51988  11280
-CONVEX 31411    'GT_PK(2,2)'      11350  63346  11423  63347  39328  11492
-CONVEX 31412    'GT_PK(2,2)'      11423  63346  11350  34458  63345  11280
-CONVEX 31413    'GT_PK(2,2)'      11348  63348  11421  58050  63349  11490
-CONVEX 31414    'GT_PK(2,2)'      11278  63350  11421  61745  63348  11348
-CONVEX 31415    'GT_PK(2,2)'      11490  63349  11421  51882  63351  11562
-CONVEX 31416    'GT_PK(2,2)'      11350  63352  11421  63343  63350  11278
-CONVEX 31417    'GT_PK(2,2)'      11562  63351  11421  34471  63353  11492
-CONVEX 31418    'GT_PK(2,2)'      11421  63352  11350  63353  63347  11492
-CONVEX 31419    'GT_PK(2,2)'      10999  63354  10928  63355  61759  10853
-CONVEX 31420    'GT_PK(2,2)'      10999  63356  11069  63357  52038  11143
-CONVEX 31421    'GT_PK(2,2)'      11071  63358  10999  58073  63357  11143
-CONVEX 31422    'GT_PK(2,2)'      10928  63354  10999  61762  63358  11071
-CONVEX 31423    'GT_PK(2,2)'      10999  63359  10925  63356  52033  11069
-CONVEX 31424    'GT_PK(2,2)'      10999  63355  10853  63359  58087  10925
-CONVEX 31425    'GT_PK(2,2)'      10266  63360  10340  61773  63361  10192
-CONVEX 31426    'GT_PK(2,2)'      10340  63362  10269  63361  58102  10192
-CONVEX 31427    'GT_PK(2,2)'      10415  63363  10340  43688  63364  10490
-CONVEX 31428    'GT_PK(2,2)'      10269  63362  10340  58106  63363  10415
-CONVEX 31429    'GT_PK(2,2)'      10412  63365  10338  63366  58095  10487
-CONVEX 31430    'GT_PK(2,2)'      10412  63367  10266  63365  61776  10338
-CONVEX 31431    'GT_PK(2,2)'      10560  63368  10412  58090  63366  10487
-CONVEX 31432    'GT_PK(2,2)'      10412  63369  10340  63367  63360  10266
-CONVEX 31433    'GT_PK(2,2)'      10412  63368  10560  63370  58091  10490
-CONVEX 31434    'GT_PK(2,2)'      10340  63369  10412  63364  63370  10490
-CONVEX 31435    'GT_PK(2,2)'      10019  63371  9943  61789  63372  9870
-CONVEX 31436    'GT_PK(2,2)'      9943  63373  10016  63374  52093  9864
-CONVEX 31437    'GT_PK(2,2)'      9792  63375  9943  58198  63374  9864
-CONVEX 31438    'GT_PK(2,2)'      9943  63375  9792  63372  58200  9870
-CONVEX 31439    'GT_PK(2,2)'      10016  63376  10091  52089  63377  10163
-CONVEX 31440    'GT_PK(2,2)'      10091  63378  10019  63379  61792  10169
-CONVEX 31441    'GT_PK(2,2)'      9943  63380  10091  63373  63376  10016
-CONVEX 31442    'GT_PK(2,2)'      10091  63380  9943  63378  63371  10019
-CONVEX 31443    'GT_PK(2,2)'      10091  63381  10242  63377  43954  10163
-CONVEX 31444    'GT_PK(2,2)'      10091  63379  10169  63381  58174  10242
-CONVEX 31445    'GT_PK(2,2)'      9427  63382  9276  63383  61799  9353
-CONVEX 31446    'GT_PK(2,2)'      9427  63384  9577  63385  58234  9501
-CONVEX 31447    'GT_PK(2,2)'      9427  63385  9501  63386  44016  9351
-CONVEX 31448    'GT_PK(2,2)'      9276  63382  9427  61803  63386  9351
-CONVEX 31449    'GT_PK(2,2)'      9427  63383  9353  63387  61808  9503
-CONVEX 31450    'GT_PK(2,2)'      9577  63384  9427  58236  63387  9503
-CONVEX 31451    'GT_PK(2,2)'      9277  17537  9354  61827  63388  9204
-CONVEX 31452    'GT_PK(2,2)'      9354  17525  9502  63389  52177  9428
-CONVEX 31453    'GT_PK(2,2)'      9354  63389  9428  63390  34710  9279
-CONVEX 31454    'GT_PK(2,2)'      9204  63388  9354  58274  63390  9279
-CONVEX 31455    'GT_PK(2,2)'      9650  17454  9725  61836  63391  9576
-CONVEX 31456    'GT_PK(2,2)'      9725  63392  9651  63391  52176  9576
-CONVEX 31457    'GT_PK(2,2)'      9801  63393  9725  58268  17435  9871
-CONVEX 31458    'GT_PK(2,2)'      9725  63393  9801  63392  58266  9651
-CONVEX 31459    'GT_PK(2,2)'      7939  63394  7785  61846  63395  7861
-CONVEX 31460    'GT_PK(2,2)'      7785  63396  7706  63395  61859  7861
-CONVEX 31461    'GT_PK(2,2)'      7706  63396  7785  61855  63397  7629
-CONVEX 31462    'GT_PK(2,2)'      7629  63397  7785  58289  63398  7707
-CONVEX 31463    'GT_PK(2,2)'      7785  63399  7863  63398  52188  7707
-CONVEX 31464    'GT_PK(2,2)'      7785  63394  7939  63399  61848  7863
-CONVEX 31465    'GT_PK(2,2)'      10522  17378  10668  61868  18073  10595
-CONVEX 31466    'GT_PK(2,2)'      10073  17291  10150  58385  63400  10001
-CONVEX 31467    'GT_PK(2,2)'      10078  63401  10152  63402  52256  10005
-CONVEX 31468    'GT_PK(2,2)'      10078  63403  10226  63401  61870  10152
-CONVEX 31469    'GT_PK(2,2)'      9931  63404  10078  26311  63402  10005
-CONVEX 31470    'GT_PK(2,2)'      10078  63405  10150  63403  63406  10226
-CONVEX 31471    'GT_PK(2,2)'      10001  63407  10078  52404  63404  9931
-CONVEX 31472    'GT_PK(2,2)'      10150  63405  10078  63400  63407  10001
-CONVEX 31473    'GT_PK(2,2)'      10374  63408  10297  61867  63409  10446
-CONVEX 31474    'GT_PK(2,2)'      10226  63410  10297  61872  63408  10374
-CONVEX 31475    'GT_PK(2,2)'      10150  17287  10297  63406  63410  10226
-CONVEX 31476    'GT_PK(2,2)'      10297  17288  10371  63409  61885  10446
-CONVEX 31477    'GT_PK(2,2)'      10971  63411  11118  61879  63412  11047
-CONVEX 31478    'GT_PK(2,2)'      11261  63413  11118  52349  63414  11188
-CONVEX 31479    'GT_PK(2,2)'      11118  63415  11041  63414  58338  11188
-CONVEX 31480    'GT_PK(2,2)'      11118  63411  10971  63415  61883  11041
-CONVEX 31481    'GT_PK(2,2)'      11190  63416  11118  52354  63413  11261
-CONVEX 31482    'GT_PK(2,2)'      11047  63412  11118  58349  63416  11190
-CONVEX 31483    'GT_PK(2,2)'      10516  63417  10662  61887  63418  10590
-CONVEX 31484    'GT_PK(2,2)'      10590  63418  10662  16269  63419  10735
-CONVEX 31485    'GT_PK(2,2)'      10662  63420  10806  63419  61079  10735
-CONVEX 31486    'GT_PK(2,2)'      10806  63420  10662  61081  63421  10732
-CONVEX 31487    'GT_PK(2,2)'      10662  63422  10587  63421  58388  10732
-CONVEX 31488    'GT_PK(2,2)'      10662  63417  10516  63422  61890  10587
-CONVEX 31489    'GT_PK(2,2)'      9549  63423  9401  61914  63424  9473
-CONVEX 31490    'GT_PK(2,2)'      9473  63424  9401  61911  63425  9325
-CONVEX 31491    'GT_PK(2,2)'      9401  63426  9252  63425  61894  9325
-CONVEX 31492    'GT_PK(2,2)'      9252  63426  9401  61896  63427  9329
-CONVEX 31493    'GT_PK(2,2)'      9329  63427  9401  58416  63428  9476
-CONVEX 31494    'GT_PK(2,2)'      9401  63423  9549  63428  61916  9476
-CONVEX 31495    'GT_PK(2,2)'      3487  63429  3555  17704  63430  3620
-CONVEX 31496    'GT_PK(2,2)'      3425  63431  3555  61933  63429  3487
-CONVEX 31497    'GT_PK(2,2)'      3555  63432  3687  63430  59024  3620
-CONVEX 31498    'GT_PK(2,2)'      3555  63431  3425  63433  61937  3490
-CONVEX 31499    'GT_PK(2,2)'      3555  63433  3490  63434  52612  3623
-CONVEX 31500    'GT_PK(2,2)'      3687  63432  3555  59025  63434  3623
-CONVEX 31501    'GT_PK(2,2)'      6003  63435  5856  63436  61947  5931
-CONVEX 31502    'GT_PK(2,2)'      6003  63437  6151  63438  23638  6074
-CONVEX 31503    'GT_PK(2,2)'      6003  63439  6078  63437  40442  6151
-CONVEX 31504    'GT_PK(2,2)'      6078  63439  6003  52642  63436  5931
-CONVEX 31505    'GT_PK(2,2)'      5856  63440  5928  61946  63441  5781
-CONVEX 31506    'GT_PK(2,2)'      5852  63442  5928  61939  63443  5999
-CONVEX 31507    'GT_PK(2,2)'      5928  63442  5852  63441  61941  5781
-CONVEX 31508    'GT_PK(2,2)'      5999  63443  5928  26542  63444  6074
-CONVEX 31509    'GT_PK(2,2)'      5928  63445  6003  63444  63438  6074
-CONVEX 31510    'GT_PK(2,2)'      6003  63445  5928  63435  63440  5856
-
-END MESH STRUCTURE DESCRIPTION
diff --git a/tests/meshes/disc_P2_h0_5.mesh~HEAD b/tests/meshes/disc_P2_h0_5.mesh
similarity index 100%
rename from tests/meshes/disc_P2_h0_5.mesh~HEAD
rename to tests/meshes/disc_P2_h0_5.mesh
diff --git a/tests/meshes/disc_P2_h0_5.mesh~upstream b/tests/meshes/disc_P2_h0_5.mesh~upstream
deleted file mode 100644
index 3d336e3..0000000
--- a/tests/meshes/disc_P2_h0_5.mesh~upstream
+++ /dev/null
@@ -1,34173 +0,0 @@
-% GETFEM MESH FILE 
-% GETFEM VERSION 1.7-20040316
-
-
-
-BEGIN POINTS LIST
-
-  POINT  0  0  0
-  POINT  1  0  20
-  POINT  2  -20  20
-  POINT  3  20  20
-  POINT  4  0  40
-  POINT  5  -3.925267706391183  0.3889757168789734
-  POINT  6  -3.393447908521591  0.2899895575328461
-  POINT  7  -2.871503610589661  0.2072117356286632
-  POINT  8  -2.357596788101533  0.1394426669385189
-  POINT  9  -1.852518268235864  0.08598041067718637
-  POINT  10  -1.358846112711384  0.04621496226031552
-  POINT  11  -0.8812349667593994  0.01942380748371099
-  POINT  12  -0.428258497994294  0.004585658591870781
-  POINT  13  0.4282574574200934  0.004585637564734894
-  POINT  14  0.8812329339088804  0.01942372029805302
-  POINT  15  1.358843385447715  0.04621478077706326
-  POINT  16  1.852515053641195  0.08598011797971976
-  POINT  17  2.357593243732609  0.1394422549760903
-  POINT  18  2.87149986606232  0.2072112040224492
-  POINT  19  3.39344409521913  0.289988916153879
-  POINT  20  3.92526399782122  0.3889749824193937
-  POINT  21  -5.472525325513536  0.7632781752811888
-  POINT  22  -4.960706423517471  0.624980212147585
-  POINT  23  -4.472449625422334  0.506483273968756
-  POINT  24  -4.123891558457113  0.8208242380522315
-  POINT  25  -3.580244558163909  0.7474784508741179
-  POINT  26  -3.057588493610937  0.6784684605499594
-  POINT  27  -2.544808766179167  0.6179426444276176
-  POINT  28  -2.037245715686499  0.5687681378902625
-  POINT  29  -1.532722627320942  0.5316735738604459
-  POINT  30  -1.028681047838484  0.5057774700298575
-  POINT  31  -0.5200261128344786  0.4881357722019436
-  POINT  32  -1.165314944248652e-06  0.4816376076621087
-  POINT  33  0.5200239335534603  0.4881358566295644
-  POINT  34  1.028678847676312  0.5057775902236615
-  POINT  35  1.532720305814984  0.5316736023234672
-  POINT  36  2.037243256395945  0.5687680438990518
-  POINT  37  2.544806185731976  0.6179424275482488
-  POINT  38  3.057585831576547  0.6784681086525124
-  POINT  39  3.58024190083697  0.747477920276181
-  POINT  40  4.123889059794891  0.8208235032040192
-  POINT  41  4.472446227941179  0.5064825009112858
-  POINT  42  4.960703221615524  0.6249794003109654
-  POINT  43  5.472522443549758  0.7632773620151186
-  POINT  44  -6.825847463913582  1.200856232280548
-  POINT  45  -6.365836490629004  1.040144363034394
-  POINT  46  -5.911005070105848  0.8934561132909995
-  POINT  47  -5.156689119346203  1.088401093519141
-  POINT  48  -4.662221205972728  1.038925294485449
-  POINT  49  -4.248399942059624  1.252376767902376
-  POINT  50  -3.7550562212609  1.197325165174705
-  POINT  51  -3.251600794889922  1.146607315762836
-  POINT  52  -2.748671865383204  1.09479303462856
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-  POINT  22852  -1.625007836972112  17.17389638206591
-
-END POINTS LIST
-
-
-
-BEGIN MESH STRUCTURE DESCRIPTION
-
-CONVEX 0    GT_PK(2,2)      2453  5775  2374  5776  5777  2454
-CONVEX 1    GT_PK(2,2)      2534  5778  2453  5779  5780  2533
-CONVEX 2    GT_PK(2,2)      2534  5778  2453  5781  5776  2454
-CONVEX 3    GT_PK(2,2)      2612  5782  2692  5783  5784  2771
-CONVEX 4    GT_PK(2,2)      2613  5785  2534  5786  5787  2614
-CONVEX 5    GT_PK(2,2)      2613  5786  2614  5788  5789  2693
-CONVEX 6    GT_PK(2,2)      2613  5790  2692  5788  5791  2693
-CONVEX 7    GT_PK(2,2)      2613  5785  2534  5792  5779  2533
-CONVEX 8    GT_PK(2,2)      2613  5793  2612  5792  5794  2533
-CONVEX 9    GT_PK(2,2)      2613  5793  2612  5790  5782  2692
-CONVEX 10    GT_PK(2,2)      926  5795  993  5796  5797  992
-CONVEX 11    GT_PK(2,2)      4029  5798  3952  5799  5800  3876
-CONVEX 12    GT_PK(2,2)      5743  5801  5763  5802  5803  5762
-CONVEX 13    GT_PK(2,2)      5414  5804  5415  5805  5806  5464
-CONVEX 14    GT_PK(2,2)      5191  5807  5130  5808  5809  5190
-CONVEX 15    GT_PK(2,2)      5132  5810  5192  5811  5812  5193
-CONVEX 16    GT_PK(2,2)      5701  5813  5702  5814  5815  5667
-CONVEX 17    GT_PK(2,2)      5701  5813  5702  5816  5817  5732
-CONVEX 18    GT_PK(2,2)      5026  5818  4964  5819  5820  4963
-CONVEX 19    GT_PK(2,2)      5025  5821  5026  5822  5819  4963
-CONVEX 20    GT_PK(2,2)      5025  5821  5026  5823  5824  5087
-CONVEX 21    GT_PK(2,2)      5642  5825  5676  5826  5827  5641
-CONVEX 22    GT_PK(2,2)      5709  5828  5678  5829  5830  5708
-CONVEX 23    GT_PK(2,2)      5709  5828  5678  5831  5832  5679
-CONVEX 24    GT_PK(2,2)      5675  5833  5676  5834  5827  5641
-CONVEX 25    GT_PK(2,2)      5758  5835  5757  5836  5837  5732
-CONVEX 26    GT_PK(2,2)      5758  5838  5702  5839  5840  5733
-CONVEX 27    GT_PK(2,2)      5758  5838  5702  5836  5817  5732
-CONVEX 28    GT_PK(2,2)      2375  5841  2374  5842  5777  2454
-CONVEX 29    GT_PK(2,2)      2375  5843  2294  5841  5844  2374
-CONVEX 30    GT_PK(2,2)      2694  5845  2614  5846  5847  2615
-CONVEX 31    GT_PK(2,2)      2694  5845  2614  5848  5789  2693
-CONVEX 32    GT_PK(2,2)      12  5849  11  5850  5851  31
-CONVEX 33    GT_PK(2,2)      2142  5852  2220  5853  5854  2141
-CONVEX 34    GT_PK(2,2)      2219  5855  2220  5856  5854  2141
-CONVEX 35    GT_PK(2,2)      2219  5857  2218  5858  5859  2298
-CONVEX 36    GT_PK(2,2)      2183  5860  2184  5861  5862  2262
-CONVEX 37    GT_PK(2,2)      4527  5863  4528  5864  5865  4455
-CONVEX 38    GT_PK(2,2)      4526  5866  4527  5867  5868  4598
-CONVEX 39    GT_PK(2,2)      3466  5869  3467  5870  5871  3546
-CONVEX 40    GT_PK(2,2)      3933  5872  4009  5873  5874  4010
-CONVEX 41    GT_PK(2,2)      4158  5875  4157  5876  5877  4232
-CONVEX 42    GT_PK(2,2)      2508  5878  2588  5879  5880  2509
-CONVEX 43    GT_PK(2,2)      2508  5878  2588  5881  5882  2587
-CONVEX 44    GT_PK(2,2)      2907  5883  2987  5884  5885  2908
-CONVEX 45    GT_PK(2,2)      3547  5886  3467  5887  5871  3546
-CONVEX 46    GT_PK(2,2)      3007  5888  2927  5889  5890  3006
-CONVEX 47    GT_PK(2,2)      2923  5891  3002  5892  5893  2922
-CONVEX 48    GT_PK(2,2)      3552  5894  3553  5895  5896  3631
-CONVEX 49    GT_PK(2,2)      2372  5897  2293  5898  5899  2373
-CONVEX 50    GT_PK(2,2)      2372  5900  2292  5897  5901  2293
-CONVEX 51    GT_PK(2,2)      2372  5900  2292  5902  5903  2371
-CONVEX 52    GT_PK(2,2)      2850  5904  2691  5905  5906  2770
-CONVEX 53    GT_PK(2,2)      2690  5907  2691  5908  5906  2770
-CONVEX 54    GT_PK(2,2)      2690  5907  2691  5909  5910  2611
-CONVEX 55    GT_PK(2,2)      1824  5911  1900  5912  5913  1901
-CONVEX 56    GT_PK(2,2)      2968  5914  2969  5915  5916  1
-CONVEX 57    GT_PK(2,2)      4211  5917  4210  5918  5919  4284
-CONVEX 58    GT_PK(2,2)      4211  5917  4210  5920  5921  4136
-CONVEX 59    GT_PK(2,2)      5740  5922  5741  5923  5924  5760
-CONVEX 60    GT_PK(2,2)      5740  5923  5760  5925  5926  5759
-CONVEX 61    GT_PK(2,2)      5761  5927  5741  5928  5924  5760
-CONVEX 62    GT_PK(2,2)      1113  5929  1183  5930  5931  1112
-CONVEX 63    GT_PK(2,2)      27  5932  8  5933  5934  7
-CONVEX 64    GT_PK(2,2)      198  5935  158  5936  5937  199
-CONVEX 65    GT_PK(2,2)      576  5938  634  5939  5940  575
-CONVEX 66    GT_PK(2,2)      576  5938  634  5941  5942  635
-CONVEX 67    GT_PK(2,2)      821  5943  758  5944  5945  759
-CONVEX 68    GT_PK(2,2)      519  5946  576  5947  5939  575
-CONVEX 69    GT_PK(2,2)      761  5948  700  5949  5950  762
-CONVEX 70    GT_PK(2,2)      633  5951  634  5952  5953  694
-CONVEX 71    GT_PK(2,2)      633  5951  634  5954  5940  575
-CONVEX 72    GT_PK(2,2)      764  5955  763  5956  5957  702
-CONVEX 73    GT_PK(2,2)      764  5955  763  5958  5959  826
-CONVEX 74    GT_PK(2,2)      14  5960  33  5961  5962  13
-CONVEX 75    GT_PK(2,2)      32  5963  13  5964  5965  0
-CONVEX 76    GT_PK(2,2)      32  5966  33  5963  5962  13
-CONVEX 77    GT_PK(2,2)      32  5967  12  5964  5968  0
-CONVEX 78    GT_PK(2,2)      32  5967  12  5969  5850  31
-CONVEX 79    GT_PK(2,2)      4769  5970  4768  5971  5972  4700
-CONVEX 80    GT_PK(2,2)      4769  5970  4768  5973  5974  4835
-CONVEX 81    GT_PK(2,2)      5362  5975  5363  5976  5977  5415
-CONVEX 82    GT_PK(2,2)      5362  5978  5414  5976  5804  5415
-CONVEX 83    GT_PK(2,2)      5362  5978  5414  5979  5980  5361
-CONVEX 84    GT_PK(2,2)      5413  5981  5414  5982  5980  5361
-CONVEX 85    GT_PK(2,2)      5413  5983  5512  5984  5985  5464
-CONVEX 86    GT_PK(2,2)      5413  5981  5414  5984  5805  5464
-CONVEX 87    GT_PK(2,2)      5511  5986  5462  5987  5988  5557
-CONVEX 88    GT_PK(2,2)      5251  5989  5192  5990  5812  5193
-CONVEX 89    GT_PK(2,2)      5251  5991  5252  5990  5992  5193
-CONVEX 90    GT_PK(2,2)      5309  5993  5363  5994  5995  5310
-CONVEX 91    GT_PK(2,2)      5133  5996  5132  5997  5811  5193
-CONVEX 92    GT_PK(2,2)      5133  5996  5132  5998  5999  5071
-CONVEX 93    GT_PK(2,2)      5253  6000  5309  6001  5994  5310
-CONVEX 94    GT_PK(2,2)      5253  6000  5309  6002  6003  5252
-CONVEX 95    GT_PK(2,2)      5253  6004  5254  6001  6005  5310
-CONVEX 96    GT_PK(2,2)      5253  6006  5195  6004  6007  5254
-CONVEX 97    GT_PK(2,2)      5510  6008  5462  6009  5988  5557
-CONVEX 98    GT_PK(2,2)      5510  6010  5556  6009  6011  5557
-CONVEX 99    GT_PK(2,2)      5510  6010  5556  6012  6013  5509
-CONVEX 100    GT_PK(2,2)      5299  6014  5354  6015  6016  5300
-CONVEX 101    GT_PK(2,2)      5299  6017  5243  6018  6019  5242
-CONVEX 102    GT_PK(2,2)      5299  6017  5243  6015  6020  5300
-CONVEX 103    GT_PK(2,2)      4941  6021  5004  6022  6023  5005
-CONVEX 104    GT_PK(2,2)      5249  6024  5248  6025  6026  5190
-CONVEX 105    GT_PK(2,2)      5249  6027  5191  6025  5808  5190
-CONVEX 106    GT_PK(2,2)      5131  6028  5191  6029  6030  5192
-CONVEX 107    GT_PK(2,2)      5131  6031  5132  6029  5810  5192
-CONVEX 108    GT_PK(2,2)      5131  6028  5191  6032  5807  5130
-CONVEX 109    GT_PK(2,2)      5295  6033  5296  6034  6035  5350
-CONVEX 110    GT_PK(2,2)      5145  6036  5144  6037  6038  5084
-CONVEX 111    GT_PK(2,2)      5147  6039  5148  6040  6041  5087
-CONVEX 112    GT_PK(2,2)      5147  6042  5146  6043  6044  5205
-CONVEX 113    GT_PK(2,2)      5086  6045  5025  6046  5823  5087
-CONVEX 114    GT_PK(2,2)      5086  6047  5147  6046  6040  5087
-CONVEX 115    GT_PK(2,2)      5086  6047  5147  6048  6042  5146
-CONVEX 116    GT_PK(2,2)      4962  6049  5025  6050  5822  4963
-CONVEX 117    GT_PK(2,2)      4962  6051  4899  6050  6052  4963
-CONVEX 118    GT_PK(2,2)      4962  6051  4899  6053  6054  4898
-CONVEX 119    GT_PK(2,2)      5365  6055  5364  6056  6057  5416
-CONVEX 120    GT_PK(2,2)      5366  6058  5365  6059  6060  5313
-CONVEX 121    GT_PK(2,2)      5366  6061  5465  6062  6063  5416
-CONVEX 122    GT_PK(2,2)      5366  6058  5365  6062  6056  5416
-CONVEX 123    GT_PK(2,2)      5677  6064  5676  6065  6066  5708
-CONVEX 124    GT_PK(2,2)      5677  6067  5642  6064  5825  5676
-CONVEX 125    GT_PK(2,2)      5677  6067  5642  6068  6069  5643
-CONVEX 126    GT_PK(2,2)      5677  6070  5678  6065  5830  5708
-CONVEX 127    GT_PK(2,2)      5677  6070  5678  6068  6071  5643
-CONVEX 128    GT_PK(2,2)      5710  6072  5709  6073  5831  5679
-CONVEX 129    GT_PK(2,2)      5640  6074  5675  6075  5834  5641
-CONVEX 130    GT_PK(2,2)      5640  6076  5603  6075  6077  5641
-CONVEX 131    GT_PK(2,2)      5518  6078  5519  6079  6080  5562
-CONVEX 132    GT_PK(2,2)      5518  6081  5561  6079  6082  5562
-CONVEX 133    GT_PK(2,2)      5602  6083  5603  6084  6085  5562
-CONVEX 134    GT_PK(2,2)      5602  6086  5561  6084  6082  5562
-CONVEX 135    GT_PK(2,2)      5602  6087  5640  6088  6089  5639
-CONVEX 136    GT_PK(2,2)      5602  6087  5640  6083  6076  5603
-CONVEX 137    GT_PK(2,2)      5602  6090  5601  6088  6091  5639
-CONVEX 138    GT_PK(2,2)      5602  6090  5601  6086  6092  5561
-CONVEX 139    GT_PK(2,2)      5563  6093  5519  6094  6080  5562
-CONVEX 140    GT_PK(2,2)      5563  6095  5603  6094  6085  5562
-CONVEX 141    GT_PK(2,2)      5373  6096  5424  6097  6098  5423
-CONVEX 142    GT_PK(2,2)      5373  6099  5372  6097  6100  5423
-CONVEX 143    GT_PK(2,2)      5319  6101  5372  6102  6103  5371
-CONVEX 144    GT_PK(2,2)      5422  6104  5421  6105  6106  5470
-CONVEX 145    GT_PK(2,2)      5422  6104  5421  6107  6108  5371
-CONVEX 146    GT_PK(2,2)      5422  6109  5372  6110  6100  5423
-CONVEX 147    GT_PK(2,2)      5422  6109  5372  6107  6103  5371
-CONVEX 148    GT_PK(2,2)      5703  6111  5702  6112  5840  5733
-CONVEX 149    GT_PK(2,2)      5703  6113  5734  6112  6114  5733
-CONVEX 150    GT_PK(2,2)      5593  6115  5549  6116  6117  5592
-CONVEX 151    GT_PK(2,2)      5752  6118  5751  6119  6120  5771
-CONVEX 152    GT_PK(2,2)      5768  6121  5769  6122  6123  5749
-CONVEX 153    GT_PK(2,2)      5770  6124  5751  6125  6120  5771
-CONVEX 154    GT_PK(2,2)      5750  6126  5769  6127  6123  5749
-CONVEX 155    GT_PK(2,2)      5750  6128  5725  6129  6130  5751
-CONVEX 156    GT_PK(2,2)      5750  6131  5770  6129  6124  5751
-CONVEX 157    GT_PK(2,2)      5750  6131  5770  6126  6132  5769
-CONVEX 158    GT_PK(2,2)      2295  6133  2375  6134  5843  2294
-CONVEX 159    GT_PK(2,2)      2295  6133  2375  6135  6136  2296
-CONVEX 160    GT_PK(2,2)      2295  6134  2294  6137  6138  2215
-CONVEX 161    GT_PK(2,2)      2456  6139  2536  6140  6141  2457
-CONVEX 162    GT_PK(2,2)      2297  6142  2218  6143  5859  2298
-CONVEX 163    GT_PK(2,2)      2216  6144  2295  6145  6137  2215
-CONVEX 164    GT_PK(2,2)      2216  6144  2295  6146  6135  2296
-CONVEX 165    GT_PK(2,2)      1326  6147  1254  6148  6149  1253
-CONVEX 166    GT_PK(2,2)      1327  6150  1326  6151  6152  1399
-CONVEX 167    GT_PK(2,2)      1327  6150  1326  6153  6147  1254
-CONVEX 168    GT_PK(2,2)      2949  6154  3028  6155  6156  3029
-CONVEX 169    GT_PK(2,2)      1914  6157  1992  6158  6159  1991
-CONVEX 170    GT_PK(2,2)      4106  6160  4030  6161  6162  4031
-CONVEX 171    GT_PK(2,2)      5143  6163  5202  6164  6165  5201
-CONVEX 172    GT_PK(2,2)      5143  6163  5202  6166  6167  5144
-CONVEX 173    GT_PK(2,2)      5021  6168  5020  6169  6170  4958
-CONVEX 174    GT_PK(2,2)      5021  6168  5020  6171  6172  5082
-CONVEX 175    GT_PK(2,2)      4617  6173  4547  6174  6175  4618
-CONVEX 176    GT_PK(2,2)      4687  6176  4617  6177  6174  4618
-CONVEX 177    GT_PK(2,2)      2773  6178  2694  6179  5848  2693
-CONVEX 178    GT_PK(2,2)      2773  6178  2694  6180  6181  2774
-CONVEX 179    GT_PK(2,2)      2851  6182  2771  6183  6184  2
-CONVEX 180    GT_PK(2,2)      2851  6185  2929  6183  6186  2
-CONVEX 181    GT_PK(2,2)      2853  6187  2773  6188  6180  2774
-CONVEX 182    GT_PK(2,2)      2853  6187  2773  6189  6190  2852
-CONVEX 183    GT_PK(2,2)      2930  6191  2851  6192  6185  2929
-CONVEX 184    GT_PK(2,2)      2930  6191  2851  6193  6194  2852
-CONVEX 185    GT_PK(2,2)      3487  6195  3488  6196  6197  3408
-CONVEX 186    GT_PK(2,2)      3487  6198  3565  6199  6200  3486
-CONVEX 187    GT_PK(2,2)      122  6201  87  6202  6203  88
-CONVEX 188    GT_PK(2,2)      2063  6204  2142  6205  5853  2141
-CONVEX 189    GT_PK(2,2)      2259  6206  2260  6207  6208  2181
-CONVEX 190    GT_PK(2,2)      2182  6209  2260  6210  6208  2181
-CONVEX 191    GT_PK(2,2)      2263  6211  2184  6212  5862  2262
-CONVEX 192    GT_PK(2,2)      2185  6213  2263  6214  6211  2184
-CONVEX 193    GT_PK(2,2)      2185  6213  2263  6215  6216  2264
-CONVEX 194    GT_PK(2,2)      4874  6217  4939  6218  6219  4938
-CONVEX 195    GT_PK(2,2)      4874  6217  4939  6220  6221  4875
-CONVEX 196    GT_PK(2,2)      4806  6222  4805  6223  6224  4737
-CONVEX 197    GT_PK(2,2)      4739  6225  4669  6226  6227  4670
-CONVEX 198    GT_PK(2,2)      5002  6228  4939  6229  6219  4938
-CONVEX 199    GT_PK(2,2)      5116  6230  5115  6231  6232  5054
-CONVEX 200    GT_PK(2,2)      4991  6233  4992  6234  6235  5054
-CONVEX 201    GT_PK(2,2)      5053  6236  5115  6237  6232  5054
-CONVEX 202    GT_PK(2,2)      5053  6238  4991  6237  6234  5054
-CONVEX 203    GT_PK(2,2)      4589  6239  4518  6240  6241  4590
-CONVEX 204    GT_PK(2,2)      4589  6239  4518  6242  6243  4517
-CONVEX 205    GT_PK(2,2)      4929  6244  4865  6245  6246  4864
-CONVEX 206    GT_PK(2,2)      4929  6244  4865  6247  6248  4930
-CONVEX 207    GT_PK(2,2)      4597  6249  4526  6250  5867  4598
-CONVEX 208    GT_PK(2,2)      4597  6251  4667  6252  6253  4596
-CONVEX 209    GT_PK(2,2)      4454  6254  4527  6255  5864  4455
-CONVEX 210    GT_PK(2,2)      4454  6256  4526  6254  5866  4527
-CONVEX 211    GT_PK(2,2)      4454  6256  4526  6257  6258  4453
-CONVEX 212    GT_PK(2,2)      4454  6259  4382  6255  6260  4455
-CONVEX 213    GT_PK(2,2)      4668  6261  4667  6262  6263  4737
-CONVEX 214    GT_PK(2,2)      4668  6264  4669  6265  6266  4598
-CONVEX 215    GT_PK(2,2)      4668  6267  4597  6265  6250  4598
-CONVEX 216    GT_PK(2,2)      4668  6267  4597  6261  6251  4667
-CONVEX 217    GT_PK(2,2)      4736  6268  4805  6269  6224  4737
-CONVEX 218    GT_PK(2,2)      4736  6270  4667  6269  6263  4737
-CONVEX 219    GT_PK(2,2)      4374  6271  4447  6272  6273  4446
-CONVEX 220    GT_PK(2,2)      4445  6274  4518  6275  6276  4446
-CONVEX 221    GT_PK(2,2)      4445  6274  4518  6277  6243  4517
-CONVEX 222    GT_PK(2,2)      4004  6278  4080  6279  6280  4081
-CONVEX 223    GT_PK(2,2)      4381  6281  4454  6282  6257  4453
-CONVEX 224    GT_PK(2,2)      4381  6281  4454  6283  6259  4382
-CONVEX 225    GT_PK(2,2)      4307  6284  4308  6285  6286  4234
-CONVEX 226    GT_PK(2,2)      4383  6287  4382  6288  6260  4455
-CONVEX 227    GT_PK(2,2)      3932  6289  3933  6290  5872  4009
-CONVEX 228    GT_PK(2,2)      4159  6291  4158  6292  6293  4083
-CONVEX 229    GT_PK(2,2)      4008  6294  4085  6295  6296  4009
-CONVEX 230    GT_PK(2,2)      4008  6297  3932  6295  6290  4009
-CONVEX 231    GT_PK(2,2)      4008  6297  3932  6298  6299  3931
-CONVEX 232    GT_PK(2,2)      4082  6300  4157  6301  6302  4081
-CONVEX 233    GT_PK(2,2)      4082  6303  4158  6304  6293  4083
-CONVEX 234    GT_PK(2,2)      4082  6303  4158  6300  5875  4157
-CONVEX 235    GT_PK(2,2)      4230  6305  4155  6306  6307  4229
-CONVEX 236    GT_PK(2,2)      4525  6308  4526  6309  6258  4453
-CONVEX 237    GT_PK(2,2)      4525  6310  4597  6311  6252  4596
-CONVEX 238    GT_PK(2,2)      4525  6310  4597  6308  6249  4526
-CONVEX 239    GT_PK(2,2)      2672  6312  2751  6313  6314  2671
-CONVEX 240    GT_PK(2,2)      2667  6315  2588  6316  5882  2587
-CONVEX 241    GT_PK(2,2)      2826  6317  2827  6318  6319  2747
-CONVEX 242    GT_PK(2,2)      2826  6317  2827  6320  6321  2905
-CONVEX 243    GT_PK(2,2)      2984  6322  2905  6323  6324  2985
-CONVEX 244    GT_PK(2,2)      2744  6325  2665  6326  6327  2664
-CONVEX 245    GT_PK(2,2)      2744  6325  2665  6328  6329  2745
-CONVEX 246    GT_PK(2,2)      2824  6330  2744  6331  6328  2745
-CONVEX 247    GT_PK(2,2)      2824  6330  2744  6332  6333  2823
-CONVEX 248    GT_PK(2,2)      2668  6334  2667  6335  6336  2747
-CONVEX 249    GT_PK(2,2)      2668  6334  2667  6337  6315  2588
-CONVEX 250    GT_PK(2,2)      3066  6338  3145  6339  6340  3146
-CONVEX 251    GT_PK(2,2)      3144  6341  3145  6342  6343  3224
-CONVEX 252    GT_PK(2,2)      2986  6344  2907  6345  5883  2987
-CONVEX 253    GT_PK(2,2)      2986  6346  3066  6345  6347  2987
-CONVEX 254    GT_PK(2,2)      2906  6348  2907  6349  6350  2828
-CONVEX 255    GT_PK(2,2)      2906  6351  2827  6349  6352  2828
-CONVEX 256    GT_PK(2,2)      2906  6351  2827  6353  6321  2905
-CONVEX 257    GT_PK(2,2)      2906  6354  2986  6348  6344  2907
-CONVEX 258    GT_PK(2,2)      2906  6353  2905  6355  6324  2985
-CONVEX 259    GT_PK(2,2)      2906  6354  2986  6355  6356  2985
-CONVEX 260    GT_PK(2,2)      3550  6357  3629  6358  6359  3551
-CONVEX 261    GT_PK(2,2)      3550  6360  3628  6357  6361  3629
-CONVEX 262    GT_PK(2,2)      3008  6362  3167  6363  6364  3087
-CONVEX 263    GT_PK(2,2)      3008  6365  3007  6363  6366  3087
-CONVEX 264    GT_PK(2,2)      2928  6367  3007  6368  5888  2927
-CONVEX 265    GT_PK(2,2)      2928  6369  2850  6370  6371  3
-CONVEX 266    GT_PK(2,2)      2928  6372  3008  6370  6373  3
-CONVEX 267    GT_PK(2,2)      2928  6372  3008  6367  6365  3007
-CONVEX 268    GT_PK(2,2)      3639  6374  3717  6375  6376  3718
-CONVEX 269    GT_PK(2,2)      3707  6377  3628  6378  6361  3629
-CONVEX 270    GT_PK(2,2)      3708  6379  3707  6380  6378  3629
-CONVEX 271    GT_PK(2,2)      3708  6379  3707  6381  6382  3786
-CONVEX 272    GT_PK(2,2)      3397  6383  3396  6384  6385  3317
-CONVEX 273    GT_PK(2,2)      2210  6386  2131  6387  6388  2132
-CONVEX 274    GT_PK(2,2)      2210  6386  2131  6389  6390  2209
-CONVEX 275    GT_PK(2,2)      2130  6391  2131  6392  6393  2052
-CONVEX 276    GT_PK(2,2)      2130  6391  2131  6394  6390  2209
-CONVEX 277    GT_PK(2,2)      2214  6395  2292  6396  5901  2293
-CONVEX 278    GT_PK(2,2)      2214  6397  2136  6398  6399  2213
-CONVEX 279    GT_PK(2,2)      2214  6395  2292  6398  6400  2213
-CONVEX 280    GT_PK(2,2)      2451  6401  2372  6402  5898  2373
-CONVEX 281    GT_PK(2,2)      2451  6401  2372  6403  5902  2371
-CONVEX 282    GT_PK(2,2)      2369  6404  2448  6405  6406  2449
-CONVEX 283    GT_PK(2,2)      2369  6407  2290  6408  6409  2289
-CONVEX 284    GT_PK(2,2)      2369  6410  2368  6408  6411  2289
-CONVEX 285    GT_PK(2,2)      2369  6410  2368  6404  6412  2448
-CONVEX 286    GT_PK(2,2)      2447  6413  2368  6414  6415  2367
-CONVEX 287    GT_PK(2,2)      2447  6413  2368  6416  6412  2448
-CONVEX 288    GT_PK(2,2)      2370  6417  2369  6418  6405  2449
-CONVEX 289    GT_PK(2,2)      2370  6417  2369  6419  6407  2290
-CONVEX 290    GT_PK(2,2)      2291  6420  2292  6421  5903  2371
-CONVEX 291    GT_PK(2,2)      2291  6422  2370  6421  6423  2371
-CONVEX 292    GT_PK(2,2)      2291  6422  2370  6424  6419  2290
-CONVEX 293    GT_PK(2,2)      2291  6420  2292  6425  6400  2213
-CONVEX 294    GT_PK(2,2)      2211  6426  2290  6427  6409  2289
-CONVEX 295    GT_PK(2,2)      2211  6428  2210  6429  6387  2132
-CONVEX 296    GT_PK(2,2)      2211  6428  2210  6427  6430  2289
-CONVEX 297    GT_PK(2,2)      2287  6431  2366  6432  6433  2367
-CONVEX 298    GT_PK(2,2)      3000  6434  3080  6435  6436  3079
-CONVEX 299    GT_PK(2,2)      1291  6437  1219  6438  6439  1290
-CONVEX 300    GT_PK(2,2)      1291  6437  1219  6440  6441  1220
-CONVEX 301    GT_PK(2,2)      1140  6442  1071  6443  6444  1141
-CONVEX 302    GT_PK(2,2)      2128  6445  2127  6446  6447  2206
-CONVEX 303    GT_PK(2,2)      2128  6445  2127  6448  6449  2049
-CONVEX 304    GT_PK(2,2)      2610  6450  2532  6451  6452  2611
-CONVEX 305    GT_PK(2,2)      2610  6453  2690  6451  5909  2611
-CONVEX 306    GT_PK(2,2)      2689  6454  2610  6455  6456  2609
-CONVEX 307    GT_PK(2,2)      2689  6454  2610  6457  6453  2690
-CONVEX 308    GT_PK(2,2)      1825  6458  1826  6459  6460  1749
-CONVEX 309    GT_PK(2,2)      1825  6461  1824  6462  5912  1901
-CONVEX 310    GT_PK(2,2)      1902  6463  1825  6464  6462  1901
-CONVEX 311    GT_PK(2,2)      1902  6463  1825  6465  6458  1826
-CONVEX 312    GT_PK(2,2)      2135  6466  2136  6467  6399  2213
-CONVEX 313    GT_PK(2,2)      2135  6466  2136  6468  6469  2057
-CONVEX 314    GT_PK(2,2)      1977  6470  1900  6471  5913  1901
-CONVEX 315    GT_PK(2,2)      1672  6472  1673  6473  6474  1598
-CONVEX 316    GT_PK(2,2)      3642  6475  3564  6476  6477  3563
-CONVEX 317    GT_PK(2,2)      3798  6478  3952  6479  5800  3876
-CONVEX 318    GT_PK(2,2)      3641  6480  3642  6481  6476  3563
-CONVEX 319    GT_PK(2,2)      3641  6480  3642  6482  6483  3721
-CONVEX 320    GT_PK(2,2)      4887  6484  4822  6485  6486  4821
-CONVEX 321    GT_PK(2,2)      2725  6487  2804  6488  6489  2724
-CONVEX 322    GT_PK(2,2)      2807  6490  2886  6491  6492  2887
-CONVEX 323    GT_PK(2,2)      2807  6490  2886  6493  6494  2806
-CONVEX 324    GT_PK(2,2)      2727  6495  2726  6496  6497  2806
-CONVEX 325    GT_PK(2,2)      2727  6498  2807  6496  6493  2806
-CONVEX 326    GT_PK(2,2)      2727  6498  2807  6499  6500  2728
-CONVEX 327    GT_PK(2,2)      2727  6499  2728  6501  6502  2648
-CONVEX 328    GT_PK(2,2)      3285  6503  3206  6504  6505  3205
-CONVEX 329    GT_PK(2,2)      3443  6506  3523  6507  6508  3522
-CONVEX 330    GT_PK(2,2)      3443  6506  3523  6509  6510  3444
-CONVEX 331    GT_PK(2,2)      4355  6511  4356  6512  6513  4428
-CONVEX 332    GT_PK(2,2)      3601  6514  3523  6515  6508  3522
-CONVEX 333    GT_PK(2,2)      3601  6514  3523  6516  6517  3602
-CONVEX 334    GT_PK(2,2)      5269  6518  5268  6519  6520  5323
-CONVEX 335    GT_PK(2,2)      5269  6518  5268  6521  6522  5212
-CONVEX 336    GT_PK(2,2)      5377  6523  5325  6524  6525  5378
-CONVEX 337    GT_PK(2,2)      5425  6526  5473  6527  6528  5424
-CONVEX 338    GT_PK(2,2)      5215  6529  5271  6530  6531  5214
-CONVEX 339    GT_PK(2,2)      5215  6529  5271  6532  6533  5272
-CONVEX 340    GT_PK(2,2)      5216  6534  5215  6535  6532  5272
-CONVEX 341    GT_PK(2,2)      5216  6534  5215  6536  6537  5157
-CONVEX 342    GT_PK(2,2)      5715  6538  5716  6539  6540  5685
-CONVEX 343    GT_PK(2,2)      5715  6538  5716  6541  6542  5741
-CONVEX 344    GT_PK(2,2)      5715  6543  5740  6544  6545  5714
-CONVEX 345    GT_PK(2,2)      5715  6543  5740  6541  5922  5741
-CONVEX 346    GT_PK(2,2)      5742  6546  5716  6547  6542  5741
-CONVEX 347    GT_PK(2,2)      5742  6548  5743  6549  5802  5762
-CONVEX 348    GT_PK(2,2)      5742  6548  5743  6550  6551  5717
-CONVEX 349    GT_PK(2,2)      5742  6546  5716  6550  6552  5717
-CONVEX 350    GT_PK(2,2)      5742  6553  5761  6549  6554  5762
-CONVEX 351    GT_PK(2,2)      5742  6553  5761  6547  5927  5741
-CONVEX 352    GT_PK(2,2)      1182  6555  1111  6556  6557  1112
-CONVEX 353    GT_PK(2,2)      1182  6558  1183  6556  5931  1112
-CONVEX 354    GT_PK(2,2)      1182  6559  1254  6560  6149  1253
-CONVEX 355    GT_PK(2,2)      1182  6559  1254  6558  6561  1183
-CONVEX 356    GT_PK(2,2)      1042  6562  1111  6563  6564  1041
-CONVEX 357    GT_PK(2,2)      1042  6562  1111  6565  6557  1112
-CONVEX 358    GT_PK(2,2)      836  6566  900  6567  6568  901
-CONVEX 359    GT_PK(2,2)      538  6569  539  6570  6571  597
-CONVEX 360    GT_PK(2,2)      904  6572  903  6573  6574  970
-CONVEX 361    GT_PK(2,2)      904  6575  971  6573  6576  970
-CONVEX 362    GT_PK(2,2)      28  6577  27  6578  5932  8
-CONVEX 363    GT_PK(2,2)      197  6579  241  6580  6581  240
-CONVEX 364    GT_PK(2,2)      197  6579  241  6582  6583  198
-CONVEX 365    GT_PK(2,2)      115  6584  81  6585  6586  80
-CONVEX 366    GT_PK(2,2)      324  6587  323  6588  6589  275
-CONVEX 367    GT_PK(2,2)      186  6590  185  6591  6592  145
-CONVEX 368    GT_PK(2,2)      186  6590  185  6593  6594  229
-CONVEX 369    GT_PK(2,2)      186  6595  146  6591  6596  145
-CONVEX 370    GT_PK(2,2)      186  6595  146  6597  6598  187
-CONVEX 371    GT_PK(2,2)      144  6599  185  6600  6592  145
-CONVEX 372    GT_PK(2,2)      144  6599  185  6601  6602  184
-CONVEX 373    GT_PK(2,2)      74  6603  73  6604  6605  44
-CONVEX 374    GT_PK(2,2)      49  6606  79  6607  6608  80
-CONVEX 375    GT_PK(2,2)      114  6609  79  6610  6608  80
-CONVEX 376    GT_PK(2,2)      114  6611  115  6610  6585  80
-CONVEX 377    GT_PK(2,2)      114  6611  115  6612  6613  152
-CONVEX 378    GT_PK(2,2)      233  6614  189  6615  6616  232
-CONVEX 379    GT_PK(2,2)      190  6617  233  6618  6614  189
-CONVEX 380    GT_PK(2,2)      188  6619  189  6620  6616  232
-CONVEX 381    GT_PK(2,2)      48  6621  49  6622  6606  79
-CONVEX 382    GT_PK(2,2)      78  6623  77  6624  6625  112
-CONVEX 383    GT_PK(2,2)      78  6626  48  6627  6622  79
-CONVEX 384    GT_PK(2,2)      76  6628  46  6629  6630  77
-CONVEX 385    GT_PK(2,2)      76  6631  45  6628  6632  46
-CONVEX 386    GT_PK(2,2)      332  6633  284  6634  6635  283
-CONVEX 387    GT_PK(2,2)      2140  6636  2219  6637  5856  2141
-CONVEX 388    GT_PK(2,2)      2140  6636  2219  6638  5857  2218
-CONVEX 389    GT_PK(2,2)      1613  6639  1538  6640  6641  1539
-CONVEX 390    GT_PK(2,2)      1613  6639  1538  6642  6643  1612
-CONVEX 391    GT_PK(2,2)      1688  6644  1613  6645  6642  1612
-CONVEX 392    GT_PK(2,2)      1608  6646  1684  6647  6648  1683
-CONVEX 393    GT_PK(2,2)      1606  6649  1532  6650  6651  1531
-CONVEX 394    GT_PK(2,2)      1606  6652  1605  6650  6653  1531
-CONVEX 395    GT_PK(2,2)      1606  6652  1605  6654  6655  1681
-CONVEX 396    GT_PK(2,2)      695  6656  634  6657  5942  635
-CONVEX 397    GT_PK(2,2)      695  6656  634  6658  5953  694
-CONVEX 398    GT_PK(2,2)      695  6659  756  6658  6660  694
-CONVEX 399    GT_PK(2,2)      1079  6661  1010  6662  6663  1011
-CONVEX 400    GT_PK(2,2)      820  6664  821  6665  5943  758
-CONVEX 401    GT_PK(2,2)      820  6666  883  6667  6668  819
-CONVEX 402    GT_PK(2,2)      882  6669  883  6670  6668  819
-CONVEX 403    GT_PK(2,2)      884  6671  820  6672  6664  821
-CONVEX 404    GT_PK(2,2)      884  6671  820  6673  6666  883
-CONVEX 405    GT_PK(2,2)      518  6674  519  6675  5947  575
-CONVEX 406    GT_PK(2,2)      464  6676  518  6677  6678  463
-CONVEX 407    GT_PK(2,2)      464  6676  518  6679  6674  519
-CONVEX 408    GT_PK(2,2)      520  6680  519  6681  5946  576
-CONVEX 409    GT_PK(2,2)      520  6682  466  6683  6684  521
-CONVEX 410    GT_PK(2,2)      314  6685  362  6686  6687  313
-CONVEX 411    GT_PK(2,2)      413  6688  362  6689  6690  412
-CONVEX 412    GT_PK(2,2)      413  6691  314  6692  6693  363
-CONVEX 413    GT_PK(2,2)      413  6691  314  6688  6685  362
-CONVEX 414    GT_PK(2,2)      701  6694  700  6695  5950  762
-CONVEX 415    GT_PK(2,2)      701  6696  641  6694  6697  700
-CONVEX 416    GT_PK(2,2)      701  6696  641  6698  6699  702
-CONVEX 417    GT_PK(2,2)      701  6700  763  6695  6701  762
-CONVEX 418    GT_PK(2,2)      701  6700  763  6698  5957  702
-CONVEX 419    GT_PK(2,2)      760  6702  698  6703  6704  759
-CONVEX 420    GT_PK(2,2)      580  6705  639  6706  6707  581
-CONVEX 421    GT_PK(2,2)      580  6705  639  6708  6709  638
-CONVEX 422    GT_PK(2,2)      640  6710  641  6711  6697  700
-CONVEX 423    GT_PK(2,2)      640  6712  639  6711  6713  700
-CONVEX 424    GT_PK(2,2)      640  6712  639  6714  6707  581
-CONVEX 425    GT_PK(2,2)      699  6715  639  6716  6709  638
-CONVEX 426    GT_PK(2,2)      699  6717  698  6716  6718  638
-CONVEX 427    GT_PK(2,2)      699  6719  761  6720  5948  700
-CONVEX 428    GT_PK(2,2)      699  6715  639  6720  6713  700
-CONVEX 429    GT_PK(2,2)      699  6721  760  6719  6722  761
-CONVEX 430    GT_PK(2,2)      699  6721  760  6717  6702  698
-CONVEX 431    GT_PK(2,2)      524  6723  523  6724  6725  468
-CONVEX 432    GT_PK(2,2)      524  6726  580  6727  6706  581
-CONVEX 433    GT_PK(2,2)      524  6726  580  6723  6728  523
-CONVEX 434    GT_PK(2,2)      869  6729  806  6730  6731  870
-CONVEX 435    GT_PK(2,2)      869  6729  806  6732  6733  805
-CONVEX 436    GT_PK(2,2)      999  6734  932  6735  6736  933
-CONVEX 437    GT_PK(2,2)      1072  6737  1073  6738  6739  1142
-CONVEX 438    GT_PK(2,2)      1072  6740  1141  6738  6741  1142
-CONVEX 439    GT_PK(2,2)      1072  6742  1071  6740  6444  1141
-CONVEX 440    GT_PK(2,2)      406  6743  407  6744  6745  459
-CONVEX 441    GT_PK(2,2)      693  6746  633  6747  5952  694
-CONVEX 442    GT_PK(2,2)      827  6748  891  6749  6750  890
-CONVEX 443    GT_PK(2,2)      827  6751  826  6749  6752  890
-CONVEX 444    GT_PK(2,2)      827  6753  764  6751  5958  826
-CONVEX 445    GT_PK(2,2)      824  6754  761  6755  5949  762
-CONVEX 446    GT_PK(2,2)      1524  6756  1451  6757  6758  1379
-CONVEX 447    GT_PK(2,2)      1305  6759  1234  6760  6761  1233
-CONVEX 448    GT_PK(2,2)      1305  6762  1306  6759  6763  1234
-CONVEX 449    GT_PK(2,2)      57  6764  32  6765  5969  31
-CONVEX 450    GT_PK(2,2)      57  6766  87  6767  6203  88
-CONVEX 451    GT_PK(2,2)      5256  6768  5255  6769  6770  5311
-CONVEX 452    GT_PK(2,2)      5256  6771  5257  6769  6772  5311
-CONVEX 453    GT_PK(2,2)      5312  6773  5365  6774  6060  5313
-CONVEX 454    GT_PK(2,2)      5312  6773  5365  6775  6055  5364
-CONVEX 455    GT_PK(2,2)      5312  6775  5364  6776  6777  5311
-CONVEX 456    GT_PK(2,2)      5312  6778  5257  6776  6772  5311
-CONVEX 457    GT_PK(2,2)      4900  6779  4899  6780  6781  4835
-CONVEX 458    GT_PK(2,2)      4900  6782  4964  6783  5820  4963
-CONVEX 459    GT_PK(2,2)      4900  6779  4899  6783  6052  4963
-CONVEX 460    GT_PK(2,2)      4834  6784  4899  6785  6054  4898
-CONVEX 461    GT_PK(2,2)      4834  6786  4768  6787  5974  4835
-CONVEX 462    GT_PK(2,2)      4834  6784  4899  6787  6781  4835
-CONVEX 463    GT_PK(2,2)      5151  6788  5150  6789  6790  5090
-CONVEX 464    GT_PK(2,2)      5088  6791  5148  6792  6041  5087
-CONVEX 465    GT_PK(2,2)      5088  6793  5026  6792  5824  5087
-CONVEX 466    GT_PK(2,2)      5463  6794  5413  6795  5983  5512
-CONVEX 467    GT_PK(2,2)      5463  6796  5511  6795  6797  5512
-CONVEX 468    GT_PK(2,2)      5463  6796  5511  6798  5986  5462
-CONVEX 469    GT_PK(2,2)      5308  6799  5309  6800  6003  5252
-CONVEX 470    GT_PK(2,2)      5308  6801  5251  6800  5991  5252
-CONVEX 471    GT_PK(2,2)      5308  6802  5362  6803  5975  5363
-CONVEX 472    GT_PK(2,2)      5308  6799  5309  6803  5993  5363
-CONVEX 473    GT_PK(2,2)      5072  6804  5133  6805  5998  5071
-CONVEX 474    GT_PK(2,2)      5072  6804  5133  6806  6807  5134
-CONVEX 475    GT_PK(2,2)      5194  6808  5133  6809  6807  5134
-CONVEX 476    GT_PK(2,2)      5194  6810  5195  6809  6811  5134
-CONVEX 477    GT_PK(2,2)      5194  6812  5253  6810  6006  5195
-CONVEX 478    GT_PK(2,2)      5194  6808  5133  6813  5997  5193
-CONVEX 479    GT_PK(2,2)      5194  6814  5252  6813  5992  5193
-CONVEX 480    GT_PK(2,2)      5194  6812  5253  6814  6002  5252
-CONVEX 481    GT_PK(2,2)      4949  6815  4950  6816  6817  4885
-CONVEX 482    GT_PK(2,2)      5135  6818  5195  6819  6811  5134
-CONVEX 483    GT_PK(2,2)      5353  6820  5299  6821  6014  5354
-CONVEX 484    GT_PK(2,2)      4942  6822  4941  6823  6022  5005
-CONVEX 485    GT_PK(2,2)      4942  6824  5006  6823  6825  5005
-CONVEX 486    GT_PK(2,2)      4940  6826  4941  6827  6021  5004
-CONVEX 487    GT_PK(2,2)      4940  6826  4941  6828  6829  4876
-CONVEX 488    GT_PK(2,2)      4940  6830  4875  6828  6831  4876
-CONVEX 489    GT_PK(2,2)      4940  6832  4939  6830  6221  4875
-CONVEX 490    GT_PK(2,2)      5127  6833  5066  6834  6835  5065
-CONVEX 491    GT_PK(2,2)      5067  6836  5004  6837  6023  5005
-CONVEX 492    GT_PK(2,2)      5067  6838  5066  6836  6839  5004
-CONVEX 493    GT_PK(2,2)      5250  6840  5251  6841  5989  5192
-CONVEX 494    GT_PK(2,2)      5250  6842  5191  6841  6030  5192
-CONVEX 495    GT_PK(2,2)      5250  6843  5249  6842  6027  5191
-CONVEX 496    GT_PK(2,2)      5250  6843  5249  6844  6845  5306
-CONVEX 497    GT_PK(2,2)      5069  6846  5131  6847  6032  5130
-CONVEX 498    GT_PK(2,2)      5069  6848  5006  6849  6850  5007
-CONVEX 499    GT_PK(2,2)      5070  6851  5132  6852  5999  5071
-CONVEX 500    GT_PK(2,2)      5070  6853  5131  6851  6031  5132
-CONVEX 501    GT_PK(2,2)      5070  6854  5069  6855  6849  5007
-CONVEX 502    GT_PK(2,2)      5070  6854  5069  6853  6846  5131
-CONVEX 503    GT_PK(2,2)      5355  6856  5354  6857  6016  5300
-CONVEX 504    GT_PK(2,2)      5303  6858  5357  6859  6860  5302
-CONVEX 505    GT_PK(2,2)      5303  6858  5357  6861  6862  5358
-CONVEX 506    GT_PK(2,2)      5305  6863  5249  6864  6024  5248
-CONVEX 507    GT_PK(2,2)      5305  6863  5249  6865  6845  5306
-CONVEX 508    GT_PK(2,2)      5244  6866  5243  6867  6020  5300
-CONVEX 509    GT_PK(2,2)      5298  6868  5299  6869  6018  5242
-CONVEX 510    GT_PK(2,2)      5298  6870  5353  6868  6820  5299
-CONVEX 511    GT_PK(2,2)      5240  6871  5297  6872  6873  5296
-CONVEX 512    GT_PK(2,2)      5293  6874  5237  6875  6876  5294
-CONVEX 513    GT_PK(2,2)      5293  6877  5347  6878  6879  5292
-CONVEX 514    GT_PK(2,2)      5349  6880  5295  6881  6034  5350
-CONVEX 515    GT_PK(2,2)      5349  6880  5295  6882  6883  5294
-CONVEX 516    GT_PK(2,2)      5238  6884  5237  6885  6886  5179
-CONVEX 517    GT_PK(2,2)      5238  6884  5237  6887  6876  5294
-CONVEX 518    GT_PK(2,2)      5238  6888  5295  6887  6883  5294
-CONVEX 519    GT_PK(2,2)      5291  6889  5235  6890  6891  5292
-CONVEX 520    GT_PK(2,2)      5698  6892  5663  6893  6894  5664
-CONVEX 521    GT_PK(2,2)      5697  6895  5698  6896  6897  5728
-CONVEX 522    GT_PK(2,2)      5697  6895  5698  6898  6892  5663
-CONVEX 523    GT_PK(2,2)      5731  6899  5700  6900  6901  5730
-CONVEX 524    GT_PK(2,2)      5731  6902  5757  6903  5837  5732
-CONVEX 525    GT_PK(2,2)      5731  6904  5701  6903  5816  5732
-CONVEX 526    GT_PK(2,2)      5731  6899  5700  6904  6905  5701
-CONVEX 527    GT_PK(2,2)      5731  6902  5757  6906  6907  5756
-CONVEX 528    GT_PK(2,2)      5450  6908  5400  6909  6910  5451
-CONVEX 529    GT_PK(2,2)      5668  6911  5703  6912  6913  5669
-CONVEX 530    GT_PK(2,2)      5668  6914  5702  6915  5815  5667
-CONVEX 531    GT_PK(2,2)      5668  6911  5703  6914  6111  5702
-CONVEX 532    GT_PK(2,2)      5499  6916  5450  6917  6909  5451
-CONVEX 533    GT_PK(2,2)      5499  6916  5450  6918  6919  5498
-CONVEX 534    GT_PK(2,2)      5548  6920  5549  6921  6117  5592
-CONVEX 535    GT_PK(2,2)      5203  6922  5145  6923  6036  5144
-CONVEX 536    GT_PK(2,2)      5203  6924  5202  6923  6167  5144
-CONVEX 537    GT_PK(2,2)      5203  6924  5202  6925  6926  5259
-CONVEX 538    GT_PK(2,2)      5203  6927  5260  6925  6928  5259
-CONVEX 539    GT_PK(2,2)      5085  6929  5086  6930  6048  5146
-CONVEX 540    GT_PK(2,2)      5085  6931  5023  6932  6933  5084
-CONVEX 541    GT_PK(2,2)      5085  6934  5145  6932  6037  5084
-CONVEX 542    GT_PK(2,2)      5085  6934  5145  6930  6935  5146
-CONVEX 543    GT_PK(2,2)      5024  6936  4962  6937  6049  5025
-CONVEX 544    GT_PK(2,2)      5024  6938  5086  6937  6045  5025
-CONVEX 545    GT_PK(2,2)      5024  6939  5085  6940  6931  5023
-CONVEX 546    GT_PK(2,2)      5024  6939  5085  6938  6929  5086
-CONVEX 547    GT_PK(2,2)      5314  6941  5260  6942  6943  5315
-CONVEX 548    GT_PK(2,2)      5314  6944  5366  6945  6059  5313
-CONVEX 549    GT_PK(2,2)      5314  6945  5313  6946  6947  5259
-CONVEX 550    GT_PK(2,2)      5314  6941  5260  6946  6928  5259
-CONVEX 551    GT_PK(2,2)      5367  6948  5314  6949  6942  5315
-CONVEX 552    GT_PK(2,2)      5367  6948  5314  6950  6944  5366
-CONVEX 553    GT_PK(2,2)      5606  6951  5607  6952  6953  5566
-CONVEX 554    GT_PK(2,2)      5606  6952  5566  6954  6955  5565
-CONVEX 555    GT_PK(2,2)      5522  6956  5566  6957  6955  5565
-CONVEX 556    GT_PK(2,2)      5522  6958  5523  6956  6959  5566
-CONVEX 557    GT_PK(2,2)      5524  6960  5523  6961  6962  5477
-CONVEX 558    GT_PK(2,2)      5560  6963  5601  6964  6965  5600
-CONVEX 559    GT_PK(2,2)      5560  6963  5601  6966  6092  5561
-CONVEX 560    GT_PK(2,2)      5559  6967  5560  6968  6964  5600
-CONVEX 561    GT_PK(2,2)      5559  6967  5560  6969  6970  5516
-CONVEX 562    GT_PK(2,2)      5520  6971  5473  6972  6973  5519
-CONVEX 563    GT_PK(2,2)      5520  6974  5563  6972  6093  5519
-CONVEX 564    GT_PK(2,2)      5605  6975  5606  6976  6954  5565
-CONVEX 565    GT_PK(2,2)      5605  6977  5642  6978  6069  5643
-CONVEX 566    GT_PK(2,2)      5605  6975  5606  6978  6979  5643
-CONVEX 567    GT_PK(2,2)      5604  6980  5603  6981  6077  5641
-CONVEX 568    GT_PK(2,2)      5604  6982  5563  6980  6095  5603
-CONVEX 569    GT_PK(2,2)      5604  6983  5642  6981  5826  5641
-CONVEX 570    GT_PK(2,2)      5604  6984  5605  6983  6977  5642
-CONVEX 571    GT_PK(2,2)      5513  6985  5466  6986  6987  5418
-CONVEX 572    GT_PK(2,2)      5419  6988  5468  6989  6990  5420
-CONVEX 573    GT_PK(2,2)      5515  6991  5559  6992  6993  5558
-CONVEX 574    GT_PK(2,2)      5515  6991  5559  6994  6969  5516
-CONVEX 575    GT_PK(2,2)      5515  6992  5558  6995  6996  5514
-CONVEX 576    GT_PK(2,2)      5515  6997  5468  6995  6998  5514
-CONVEX 577    GT_PK(2,2)      5320  6999  5373  7000  7001  5321
-CONVEX 578    GT_PK(2,2)      5320  7002  5265  7003  7004  5319
-CONVEX 579    GT_PK(2,2)      5320  6999  5373  7005  6099  5372
-CONVEX 580    GT_PK(2,2)      5320  7003  5319  7005  6101  5372
-CONVEX 581    GT_PK(2,2)      5206  7006  5147  7007  6039  5148
-CONVEX 582    GT_PK(2,2)      5206  7008  5207  7007  7009  5148
-CONVEX 583    GT_PK(2,2)      5206  7006  5147  7010  6043  5205
-CONVEX 584    GT_PK(2,2)      5206  7008  5207  7011  7012  5263
-CONVEX 585    GT_PK(2,2)      5262  7013  5206  7014  7010  5205
-CONVEX 586    GT_PK(2,2)      5262  7013  5206  7015  7011  5263
-CONVEX 587    GT_PK(2,2)      5317  7016  5262  7017  7015  5263
-CONVEX 588    GT_PK(2,2)      5317  7016  5262  7018  7019  5316
-CONVEX 589    GT_PK(2,2)      5471  7020  5422  7021  6105  5470
-CONVEX 590    GT_PK(2,2)      5471  7020  5422  7022  6110  5423
-CONVEX 591    GT_PK(2,2)      5570  7023  5527  7024  7025  5571
-CONVEX 592    GT_PK(2,2)      5570  7023  5527  7026  7027  5526
-CONVEX 593    GT_PK(2,2)      5608  7028  5607  7029  7030  5645
-CONVEX 594    GT_PK(2,2)      5704  7031  5703  7032  6913  5669
-CONVEX 595    GT_PK(2,2)      5704  7033  5670  7032  7034  5669
-CONVEX 596    GT_PK(2,2)      5704  7035  5734  7036  7037  5735
-CONVEX 597    GT_PK(2,2)      5704  7031  5703  7035  6113  5734
-CONVEX 598    GT_PK(2,2)      5705  7038  5706  7039  7040  5735
-CONVEX 599    GT_PK(2,2)      5705  7041  5704  7039  7036  5735
-CONVEX 600    GT_PK(2,2)      5705  7041  5704  7042  7033  5670
-CONVEX 601    GT_PK(2,2)      5673  7043  5636  7044  7045  5674
-CONVEX 602    GT_PK(2,2)      5673  7043  5636  7046  7047  5635
-CONVEX 603    GT_PK(2,2)      5550  7048  5551  7049  7050  5504
-CONVEX 604    GT_PK(2,2)      5550  7051  5593  7052  6115  5549
-CONVEX 605    GT_PK(2,2)      5726  7053  5725  7054  6130  5751
-CONVEX 606    GT_PK(2,2)      5726  7055  5752  7054  6118  5751
-CONVEX 607    GT_PK(2,2)      5726  7053  5725  7056  7057  5695
-CONVEX 608    GT_PK(2,2)      5686  7058  5716  7059  6540  5685
-CONVEX 609    GT_PK(2,2)      5686  7058  5716  7060  6552  5717
-CONVEX 610    GT_PK(2,2)      5747  7061  5766  7062  7063  4
-CONVEX 611    GT_PK(2,2)      5747  7064  5767  7062  7065  4
-CONVEX 612    GT_PK(2,2)      5724  7066  5750  7067  6127  5749
-CONVEX 613    GT_PK(2,2)      5724  7066  5750  7068  6128  5725
-CONVEX 614    GT_PK(2,2)      5276  7069  5219  7070  7071  5220
-CONVEX 615    GT_PK(2,2)      5276  7069  5219  7072  7073  5275
-CONVEX 616    GT_PK(2,2)      2455  7074  2534  7075  5781  2454
-CONVEX 617    GT_PK(2,2)      2455  7076  2375  7075  5842  2454
-CONVEX 618    GT_PK(2,2)      2535  7077  2536  7078  7079  2615
-CONVEX 619    GT_PK(2,2)      2535  7080  2456  7077  6139  2536
-CONVEX 620    GT_PK(2,2)      2535  7081  2614  7078  5847  2615
-CONVEX 621    GT_PK(2,2)      2535  7082  2455  7080  7083  2456
-CONVEX 622    GT_PK(2,2)      2535  7084  2534  7081  5787  2614
-CONVEX 623    GT_PK(2,2)      2535  7082  2455  7084  7074  2534
-CONVEX 624    GT_PK(2,2)      2376  7085  2297  7086  7087  2296
-CONVEX 625    GT_PK(2,2)      2376  7088  2455  7089  7083  2456
-CONVEX 626    GT_PK(2,2)      2376  7090  2375  7086  6136  2296
-CONVEX 627    GT_PK(2,2)      2376  7088  2455  7090  7076  2375
-CONVEX 628    GT_PK(2,2)      2377  7091  2456  7092  6140  2457
-CONVEX 629    GT_PK(2,2)      2377  7093  2297  7094  6143  2298
-CONVEX 630    GT_PK(2,2)      2377  7095  2376  7091  7089  2456
-CONVEX 631    GT_PK(2,2)      2377  7095  2376  7093  7085  2297
-CONVEX 632    GT_PK(2,2)      2377  7096  2378  7094  7097  2298
-CONVEX 633    GT_PK(2,2)      2377  7096  2378  7092  7098  2457
-CONVEX 634    GT_PK(2,2)      2217  7099  2216  7100  6146  2296
-CONVEX 635    GT_PK(2,2)      2217  7101  2297  7100  7087  2296
-CONVEX 636    GT_PK(2,2)      2217  7101  2297  7102  6142  2218
-CONVEX 637    GT_PK(2,2)      1839  7103  1840  7104  7105  1763
-CONVEX 638    GT_PK(2,2)      1617  7106  1693  7107  7108  1618
-CONVEX 639    GT_PK(2,2)      1766  7109  1767  7110  7111  1843
-CONVEX 640    GT_PK(2,2)      1398  7112  1326  7113  6152  1399
-CONVEX 641    GT_PK(2,2)      1325  7114  1324  7115  7116  1397
-CONVEX 642    GT_PK(2,2)      1325  7117  1398  7115  7118  1397
-CONVEX 643    GT_PK(2,2)      1325  7117  1398  7119  7112  1326
-CONVEX 644    GT_PK(2,2)      1325  7119  1326  7120  6148  1253
-CONVEX 645    GT_PK(2,2)      1396  7121  1324  7122  7116  1397
-CONVEX 646    GT_PK(2,2)      1396  7123  1469  7124  7125  1468
-CONVEX 647    GT_PK(2,2)      1396  7123  1469  7122  7126  1397
-CONVEX 648    GT_PK(2,2)      1255  7127  1327  7128  6153  1254
-CONVEX 649    GT_PK(2,2)      1255  7128  1254  7129  6561  1183
-CONVEX 650    GT_PK(2,2)      2241  7130  2163  7131  7132  2242
-CONVEX 651    GT_PK(2,2)      2723  7133  2644  7134  7135  2724
-CONVEX 652    GT_PK(2,2)      2723  7136  2802  7137  7138  2722
-CONVEX 653    GT_PK(2,2)      2321  7139  2241  7140  7131  2242
-CONVEX 654    GT_PK(2,2)      1788  7141  1712  7142  7143  1789
-CONVEX 655    GT_PK(2,2)      2471  7144  2392  7145  7146  2391
-CONVEX 656    GT_PK(2,2)      3027  7147  3107  7148  7149  3028
-CONVEX 657    GT_PK(2,2)      2397  7150  2396  7151  7152  2476
-CONVEX 658    GT_PK(2,2)      1988  7153  1910  7154  7155  1987
-CONVEX 659    GT_PK(2,2)      4040  7156  4041  7157  7158  3964
-CONVEX 660    GT_PK(2,2)      4957  7159  5020  7160  7161  5019
-CONVEX 661    GT_PK(2,2)      4957  7159  5020  7162  6170  4958
-CONVEX 662    GT_PK(2,2)      5083  7163  5143  7164  7165  5082
-CONVEX 663    GT_PK(2,2)      5083  7166  5021  7164  6171  5082
-CONVEX 664    GT_PK(2,2)      5083  7163  5143  7167  6166  5144
-CONVEX 665    GT_PK(2,2)      5083  7167  5144  7168  6038  5084
-CONVEX 666    GT_PK(2,2)      5022  7169  5023  7170  6933  5084
-CONVEX 667    GT_PK(2,2)      5022  7171  5083  7170  7168  5084
-CONVEX 668    GT_PK(2,2)      5022  7171  5083  7172  7166  5021
-CONVEX 669    GT_PK(2,2)      5200  7173  5257  7174  7175  5201
-CONVEX 670    GT_PK(2,2)      5200  7176  5256  7173  6771  5257
-CONVEX 671    GT_PK(2,2)      5081  7177  5020  7178  7161  5019
-CONVEX 672    GT_PK(2,2)      5081  7177  5020  7179  6172  5082
-CONVEX 673    GT_PK(2,2)      5081  7180  5080  7178  7181  5019
-CONVEX 674    GT_PK(2,2)      5081  7182  5141  7180  7183  5080
-CONVEX 675    GT_PK(2,2)      5140  7184  5141  7185  7183  5080
-CONVEX 676    GT_PK(2,2)      5140  7186  5198  7187  7188  5139
-CONVEX 677    GT_PK(2,2)      5018  7189  5080  7190  7181  5019
-CONVEX 678    GT_PK(2,2)      4546  7191  4545  7192  7193  4616
-CONVEX 679    GT_PK(2,2)      4546  7194  4617  7192  7195  4616
-CONVEX 680    GT_PK(2,2)      4546  7194  4617  7196  6173  4547
-CONVEX 681    GT_PK(2,2)      4756  7197  4824  7198  7199  4757
-CONVEX 682    GT_PK(2,2)      4756  7197  4824  7200  7201  4823
-CONVEX 683    GT_PK(2,2)      4686  7202  4617  7203  7195  4616
-CONVEX 684    GT_PK(2,2)      4686  7204  4687  7202  6176  4617
-CONVEX 685    GT_PK(2,2)      2772  7205  2773  7206  6190  2852
-CONVEX 686    GT_PK(2,2)      2772  7207  2851  7206  6194  2852
-CONVEX 687    GT_PK(2,2)      2772  7208  2692  7209  5791  2693
-CONVEX 688    GT_PK(2,2)      2772  7205  2773  7209  6179  2693
-CONVEX 689    GT_PK(2,2)      2772  7208  2692  7210  5784  2771
-CONVEX 690    GT_PK(2,2)      2772  7207  2851  7210  6182  2771
-CONVEX 691    GT_PK(2,2)      2931  7211  2853  7212  6189  2852
-CONVEX 692    GT_PK(2,2)      2931  7213  2930  7212  6193  2852
-CONVEX 693    GT_PK(2,2)      3409  7214  3488  7215  6197  3408
-CONVEX 694    GT_PK(2,2)      3954  7216  4030  7217  6162  4031
-CONVEX 695    GT_PK(2,2)      3954  7216  4030  7218  7219  3953
-CONVEX 696    GT_PK(2,2)      3954  7220  3877  7218  7221  3953
-CONVEX 697    GT_PK(2,2)      3954  7220  3877  7222  7223  3878
-CONVEX 698    GT_PK(2,2)      264  7224  263  7225  7226  220
-CONVEX 699    GT_PK(2,2)      411  7227  410  7228  7229  463
-CONVEX 700    GT_PK(2,2)      411  7230  464  7228  6677  463
-CONVEX 701    GT_PK(2,2)      411  7230  464  7231  7232  412
-CONVEX 702    GT_PK(2,2)      411  7233  360  7227  7234  410
-CONVEX 703    GT_PK(2,2)      103  7235  102  7236  7237  137
-CONVEX 704    GT_PK(2,2)      103  7235  102  7238  7239  71
-CONVEX 705    GT_PK(2,2)      138  7240  103  7241  7242  104
-CONVEX 706    GT_PK(2,2)      138  7240  103  7243  7236  137
-CONVEX 707    GT_PK(2,2)      177  7244  178  7245  7246  218
-CONVEX 708    GT_PK(2,2)      177  7244  178  7247  7248  140
-CONVEX 709    GT_PK(2,2)      408  7249  357  7250  7251  358
-CONVEX 710    GT_PK(2,2)      408  7249  357  7252  7253  407
-CONVEX 711    GT_PK(2,2)      309  7254  357  7255  7251  358
-CONVEX 712    GT_PK(2,2)      356  7256  357  7257  7253  407
-CONVEX 713    GT_PK(2,2)      356  7258  406  7259  7260  355
-CONVEX 714    GT_PK(2,2)      356  7258  406  7257  6743  407
-CONVEX 715    GT_PK(2,2)      19  7261  18  7262  7263  38
-CONVEX 716    GT_PK(2,2)      735  7264  736  7265  7266  798
-CONVEX 717    GT_PK(2,2)      554  7267  555  7268  7269  613
-CONVEX 718    GT_PK(2,2)      387  7270  439  7271  7272  386
-CONVEX 719    GT_PK(2,2)      387  7273  336  7271  7274  386
-CONVEX 720    GT_PK(2,2)      925  7275  926  7276  5796  992
-CONVEX 721    GT_PK(2,2)      612  7277  554  7278  7268  613
-CONVEX 722    GT_PK(2,2)      612  7277  554  7279  7280  553
-CONVEX 723    GT_PK(2,2)      296  7281  297  7282  7283  345
-CONVEX 724    GT_PK(2,2)      159  7284  122  7285  7286  160
-CONVEX 725    GT_PK(2,2)      159  7287  158  7288  5937  199
-CONVEX 726    GT_PK(2,2)      389  7289  388  7290  7291  338
-CONVEX 727    GT_PK(2,2)      201  7292  245  7293  7294  202
-CONVEX 728    GT_PK(2,2)      201  7292  245  7295  7296  244
-CONVEX 729    GT_PK(2,2)      678  7297  617  7298  7299  618
-CONVEX 730    GT_PK(2,2)      927  7300  926  7301  5795  993
-CONVEX 731    GT_PK(2,2)      1565  7302  1564  7303  7304  1639
-CONVEX 732    GT_PK(2,2)      1638  7305  1564  7306  7307  1563
-CONVEX 733    GT_PK(2,2)      1638  7305  1564  7308  7304  1639
-CONVEX 734    GT_PK(2,2)      1640  7309  1565  7310  7303  1639
-CONVEX 735    GT_PK(2,2)      2299  7311  2378  7312  7313  2379
-CONVEX 736    GT_PK(2,2)      2299  7314  2219  7315  5855  2220
-CONVEX 737    GT_PK(2,2)      2299  7314  2219  7316  5858  2298
-CONVEX 738    GT_PK(2,2)      2299  7311  2378  7316  7097  2298
-CONVEX 739    GT_PK(2,2)      2300  7317  2299  7318  7315  2220
-CONVEX 740    GT_PK(2,2)      2300  7317  2299  7319  7312  2379
-CONVEX 741    GT_PK(2,2)      1308  7320  1307  7321  7322  1235
-CONVEX 742    GT_PK(2,2)      2889  7323  2968  7324  5915  1
-CONVEX 743    GT_PK(2,2)      2889  7325  2810  7324  7326  1
-CONVEX 744    GT_PK(2,2)      2808  7327  2807  7328  6500  2728
-CONVEX 745    GT_PK(2,2)      2808  7329  2888  7330  7331  2887
-CONVEX 746    GT_PK(2,2)      2808  7327  2807  7330  6491  2887
-CONVEX 747    GT_PK(2,2)      2575  7332  2496  7333  7334  2576
-CONVEX 748    GT_PK(2,2)      2736  7335  2816  7336  7337  2815
-CONVEX 749    GT_PK(2,2)      2736  7335  2816  7338  7339  2737
-CONVEX 750    GT_PK(2,2)      2655  7340  2734  7341  7342  2654
-CONVEX 751    GT_PK(2,2)      2655  7343  2575  7341  7344  2654
-CONVEX 752    GT_PK(2,2)      2655  7345  2656  7346  7347  2576
-CONVEX 753    GT_PK(2,2)      2655  7343  2575  7346  7333  2576
-CONVEX 754    GT_PK(2,2)      2104  7348  2182  7349  7350  2183
-CONVEX 755    GT_PK(2,2)      2105  7351  2104  7352  7353  2026
-CONVEX 756    GT_PK(2,2)      2105  7354  2183  7355  5860  2184
-CONVEX 757    GT_PK(2,2)      2105  7351  2104  7354  7349  2183
-CONVEX 758    GT_PK(2,2)      2343  7356  2263  7357  6216  2264
-CONVEX 759    GT_PK(2,2)      2106  7358  2185  7359  6214  2184
-CONVEX 760    GT_PK(2,2)      2106  7360  2105  7359  7355  2184
-CONVEX 761    GT_PK(2,2)      2503  7361  2424  7362  7363  2504
-CONVEX 762    GT_PK(2,2)      2428  7364  2427  7365  7366  2348
-CONVEX 763    GT_PK(2,2)      2743  7367  2744  7368  6333  2823
-CONVEX 764    GT_PK(2,2)      2743  7369  2663  7370  7371  2664
-CONVEX 765    GT_PK(2,2)      2743  7367  2744  7370  6326  2664
-CONVEX 766    GT_PK(2,2)      2738  7372  2658  7373  7374  2737
-CONVEX 767    GT_PK(2,2)      2738  7372  2658  7375  7376  2659
-CONVEX 768    GT_PK(2,2)      2577  7377  2656  7378  7347  2576
-CONVEX 769    GT_PK(2,2)      2339  7379  2259  7380  6206  2260
-CONVEX 770    GT_PK(2,2)      2339  7381  2418  7382  7383  2419
-CONVEX 771    GT_PK(2,2)      4872  7384  4806  7385  6222  4805
-CONVEX 772    GT_PK(2,2)      4599  7386  4669  7387  6266  4598
-CONVEX 773    GT_PK(2,2)      4599  7388  4527  7387  5868  4598
-CONVEX 774    GT_PK(2,2)      4599  7388  4527  7389  5863  4528
-CONVEX 775    GT_PK(2,2)      4599  7386  4669  7390  6227  4670
-CONVEX 776    GT_PK(2,2)      4740  7391  4739  7392  6226  4670
-CONVEX 777    GT_PK(2,2)      4738  7393  4739  7394  6225  4669
-CONVEX 778    GT_PK(2,2)      4738  7395  4806  7396  6223  4737
-CONVEX 779    GT_PK(2,2)      4738  7395  4806  7397  7398  4807
-CONVEX 780    GT_PK(2,2)      4738  7393  4739  7397  7399  4807
-CONVEX 781    GT_PK(2,2)      4738  7400  4668  7396  6262  4737
-CONVEX 782    GT_PK(2,2)      4738  7400  4668  7394  6264  4669
-CONVEX 783    GT_PK(2,2)      4993  7401  4930  7402  7403  4994
-CONVEX 784    GT_PK(2,2)      4993  7404  4929  7405  7406  4992
-CONVEX 785    GT_PK(2,2)      4993  7404  4929  7401  6247  4930
-CONVEX 786    GT_PK(2,2)      5176  7407  5235  7408  7409  5177
-CONVEX 787    GT_PK(2,2)      5176  7410  5116  7408  7411  5177
-CONVEX 788    GT_PK(2,2)      5176  7412  5115  7413  7414  5175
-CONVEX 789    GT_PK(2,2)      5176  7410  5116  7412  6230  5115
-CONVEX 790    GT_PK(2,2)      5236  7415  5235  7416  7409  5177
-CONVEX 791    GT_PK(2,2)      5236  7415  5235  7417  6891  5292
-CONVEX 792    GT_PK(2,2)      5236  7418  5293  7417  6878  5292
-CONVEX 793    GT_PK(2,2)      5236  7418  5293  7419  6874  5237
-CONVEX 794    GT_PK(2,2)      4927  7420  4862  7421  7422  4926
-CONVEX 795    GT_PK(2,2)      4933  7423  4932  7424  7425  4996
-CONVEX 796    GT_PK(2,2)      4933  7426  4997  7424  7427  4996
-CONVEX 797    GT_PK(2,2)      4933  7426  4997  7428  7429  4934
-CONVEX 798    GT_PK(2,2)      4933  7428  4934  7430  7431  4869
-CONVEX 799    GT_PK(2,2)      4867  7432  4801  7433  7434  4800
-CONVEX 800    GT_PK(2,2)      4995  7435  5057  7436  7437  4994
-CONVEX 801    GT_PK(2,2)      4995  7438  4932  7439  7425  4996
-CONVEX 802    GT_PK(2,2)      4995  7440  5058  7439  7441  4996
-CONVEX 803    GT_PK(2,2)      4995  7440  5058  7435  7442  5057
-CONVEX 804    GT_PK(2,2)      4877  7443  4941  7444  6829  4876
-CONVEX 805    GT_PK(2,2)      4877  7445  4942  7446  7447  4878
-CONVEX 806    GT_PK(2,2)      4877  7445  4942  7443  6822  4941
-CONVEX 807    GT_PK(2,2)      4811  7448  4877  7449  7446  4878
-CONVEX 808    GT_PK(2,2)      4728  7450  4658  7451  7452  4727
-CONVEX 809    GT_PK(2,2)      4728  7450  4658  7453  7454  4659
-CONVEX 810    GT_PK(2,2)      4588  7455  4658  7456  7454  4659
-CONVEX 811    GT_PK(2,2)      4588  7457  4589  7456  7458  4659
-CONVEX 812    GT_PK(2,2)      4588  7457  4589  7459  6242  4517
-CONVEX 813    GT_PK(2,2)      4663  7460  4664  7461  7462  4733
-CONVEX 814    GT_PK(2,2)      4663  7460  4664  7463  7464  4593
-CONVEX 815    GT_PK(2,2)      4663  7465  4592  7463  7466  4593
-CONVEX 816    GT_PK(2,2)      4663  7465  4592  7467  7468  4662
-CONVEX 817    GT_PK(2,2)      4928  7469  4991  7470  6233  4992
-CONVEX 818    GT_PK(2,2)      4928  7471  4929  7470  7406  4992
-CONVEX 819    GT_PK(2,2)      4928  7472  4927  7469  7473  4991
-CONVEX 820    GT_PK(2,2)      4928  7471  4929  7474  6245  4864
-CONVEX 821    GT_PK(2,2)      4521  7475  4592  7476  7466  4593
-CONVEX 822    GT_PK(2,2)      4520  7477  4521  7478  7475  4592
-CONVEX 823    GT_PK(2,2)      4591  7479  4592  7480  7468  4662
-CONVEX 824    GT_PK(2,2)      4591  7481  4520  7479  7478  4592
-CONVEX 825    GT_PK(2,2)      4799  7482  4731  7483  7484  4800
-CONVEX 826    GT_PK(2,2)      4661  7485  4731  7486  7487  4662
-CONVEX 827    GT_PK(2,2)      4661  7488  4591  7489  7490  4590
-CONVEX 828    GT_PK(2,2)      4661  7488  4591  7486  7480  4662
-CONVEX 829    GT_PK(2,2)      4804  7491  4736  7492  6268  4805
-CONVEX 830    GT_PK(2,2)      4165  7493  4164  7494  7495  4239
-CONVEX 831    GT_PK(2,2)      4165  7496  4166  7497  7498  4090
-CONVEX 832    GT_PK(2,2)      4079  7499  4155  7500  7501  4080
-CONVEX 833    GT_PK(2,2)      4154  7502  4155  7503  6307  4229
-CONVEX 834    GT_PK(2,2)      4154  7504  4079  7502  7499  4155
-CONVEX 835    GT_PK(2,2)      4375  7505  4374  7506  6271  4447
-CONVEX 836    GT_PK(2,2)      4373  7507  4301  7508  7509  4300
-CONVEX 837    GT_PK(2,2)      4373  7507  4301  7510  7511  4374
-CONVEX 838    GT_PK(2,2)      4373  7510  4374  7512  6272  4446
-CONVEX 839    GT_PK(2,2)      4373  7513  4445  7512  6275  4446
-CONVEX 840    GT_PK(2,2)      4073  7514  4072  7515  7516  3996
-CONVEX 841    GT_PK(2,2)      3995  7517  4072  7518  7516  3996
-CONVEX 842    GT_PK(2,2)      3852  7519  3928  7520  7521  3851
-CONVEX 843    GT_PK(2,2)      3775  7522  3852  7523  7524  3853
-CONVEX 844    GT_PK(2,2)      4006  7525  4082  7526  6304  4083
-CONVEX 845    GT_PK(2,2)      3927  7527  3928  7528  7521  3851
-CONVEX 846    GT_PK(2,2)      3927  7529  4004  7527  7530  3928
-CONVEX 847    GT_PK(2,2)      3934  7531  3933  7532  5873  4010
-CONVEX 848    GT_PK(2,2)      3934  7531  3933  7533  7534  3857
-CONVEX 849    GT_PK(2,2)      3861  7535  3860  7536  7537  3937
-CONVEX 850    GT_PK(2,2)      3706  7538  3705  7539  7540  3784
-CONVEX 851    GT_PK(2,2)      3706  7541  3707  7542  6377  3628
-CONVEX 852    GT_PK(2,2)      3783  7543  3860  7544  7545  3782
-CONVEX 853    GT_PK(2,2)      3783  7546  3704  7544  7547  3782
-CONVEX 854    GT_PK(2,2)      3783  7546  3704  7548  7549  3705
-CONVEX 855    GT_PK(2,2)      3783  7548  3705  7550  7540  3784
-CONVEX 856    GT_PK(2,2)      3783  7551  3861  7550  7552  3784
-CONVEX 857    GT_PK(2,2)      3783  7551  3861  7543  7535  3860
-CONVEX 858    GT_PK(2,2)      3936  7553  3860  7554  7537  3937
-CONVEX 859    GT_PK(2,2)      3936  7555  4013  7554  7556  3937
-CONVEX 860    GT_PK(2,2)      3936  7555  4013  7557  7558  4012
-CONVEX 861    GT_PK(2,2)      3703  7559  3781  7560  7561  3782
-CONVEX 862    GT_PK(2,2)      3703  7562  3704  7560  7547  3782
-CONVEX 863    GT_PK(2,2)      3702  7563  3703  7564  7559  3781
-CONVEX 864    GT_PK(2,2)      3702  7563  3703  7565  7566  3624
-CONVEX 865    GT_PK(2,2)      4309  7567  4381  7568  6283  4382
-CONVEX 866    GT_PK(2,2)      4309  7567  4381  7569  7570  4308
-CONVEX 867    GT_PK(2,2)      4452  7571  4525  7572  6309  4453
-CONVEX 868    GT_PK(2,2)      4084  7573  4159  7574  6292  4083
-CONVEX 869    GT_PK(2,2)      4084  7575  4008  7576  6294  4085
-CONVEX 870    GT_PK(2,2)      4233  7577  4158  7578  5876  4232
-CONVEX 871    GT_PK(2,2)      4233  7579  4159  7577  6291  4158
-CONVEX 872    GT_PK(2,2)      4233  7579  4159  7580  7581  4234
-CONVEX 873    GT_PK(2,2)      4233  7582  4307  7580  6285  4234
-CONVEX 874    GT_PK(2,2)      4311  7583  4383  7584  7585  4384
-CONVEX 875    GT_PK(2,2)      4156  7586  4230  7587  6305  4155
-CONVEX 876    GT_PK(2,2)      4156  7588  4157  7589  6302  4081
-CONVEX 877    GT_PK(2,2)      4156  7590  4080  7589  6280  4081
-CONVEX 878    GT_PK(2,2)      4156  7587  4155  7590  7501  4080
-CONVEX 879    GT_PK(2,2)      4231  7591  4157  7592  5877  4232
-CONVEX 880    GT_PK(2,2)      4231  7593  4156  7591  7588  4157
-CONVEX 881    GT_PK(2,2)      4231  7593  4156  7594  7586  4230
-CONVEX 882    GT_PK(2,2)      4594  7595  4664  7596  7464  4593
-CONVEX 883    GT_PK(2,2)      4594  7597  4523  7598  7599  4595
-CONVEX 884    GT_PK(2,2)      4666  7600  4736  7601  6270  4667
-CONVEX 885    GT_PK(2,2)      4666  7601  4667  7602  6253  4596
-CONVEX 886    GT_PK(2,2)      4666  7603  4595  7602  7604  4596
-CONVEX 887    GT_PK(2,2)      4524  7605  4523  7606  7599  4595
-CONVEX 888    GT_PK(2,2)      4524  7606  4595  7607  7604  4596
-CONVEX 889    GT_PK(2,2)      4524  7608  4525  7607  6311  4596
-CONVEX 890    GT_PK(2,2)      4524  7609  4452  7608  7571  4525
-CONVEX 891    GT_PK(2,2)      4524  7605  4523  7610  7611  4451
-CONVEX 892    GT_PK(2,2)      4524  7609  4452  7610  7612  4451
-CONVEX 893    GT_PK(2,2)      2434  7613  2514  7614  7615  2513
-CONVEX 894    GT_PK(2,2)      2434  7613  2514  7616  7617  2435
-CONVEX 895    GT_PK(2,2)      2750  7618  2751  7619  6314  2671
-CONVEX 896    GT_PK(2,2)      2593  7620  2514  7621  7615  2513
-CONVEX 897    GT_PK(2,2)      2752  7622  2672  7623  6312  2751
-CONVEX 898    GT_PK(2,2)      2510  7624  2509  7625  7626  2430
-CONVEX 899    GT_PK(2,2)      2510  7627  2431  7625  7628  2430
-CONVEX 900    GT_PK(2,2)      2363  7629  2284  7630  7631  2283
-CONVEX 901    GT_PK(2,2)      2362  7632  2283  7633  7634  2282
-CONVEX 902    GT_PK(2,2)      2362  7635  2361  7633  7636  2282
-CONVEX 903    GT_PK(2,2)      2362  7635  2361  7637  7638  2441
-CONVEX 904    GT_PK(2,2)      2362  7639  2363  7632  7630  2283
-CONVEX 905    GT_PK(2,2)      2204  7640  2283  7641  7634  2282
-CONVEX 906    GT_PK(2,2)      2442  7642  2362  7643  7637  2441
-CONVEX 907    GT_PK(2,2)      2442  7644  2363  7645  7646  2443
-CONVEX 908    GT_PK(2,2)      2442  7642  2362  7644  7639  2363
-CONVEX 909    GT_PK(2,2)      2994  7647  2915  7648  7649  2914
-CONVEX 910    GT_PK(2,2)      3148  7650  3069  7651  7652  3149
-CONVEX 911    GT_PK(2,2)      3468  7653  3547  7654  5886  3467
-CONVEX 912    GT_PK(2,2)      3468  7653  3547  7655  7656  3548
-CONVEX 913    GT_PK(2,2)      2351  7657  2431  7658  7628  2430
-CONVEX 914    GT_PK(2,2)      2351  7659  2350  7658  7660  2430
-CONVEX 915    GT_PK(2,2)      2902  7661  2824  7662  7663  2903
-CONVEX 916    GT_PK(2,2)      2902  7661  2824  7664  6332  2823
-CONVEX 917    GT_PK(2,2)      2746  7665  2667  7666  6336  2747
-CONVEX 918    GT_PK(2,2)      2746  7667  2826  7666  6318  2747
-CONVEX 919    GT_PK(2,2)      2904  7668  2984  7669  6322  2905
-CONVEX 920    GT_PK(2,2)      2904  7670  2826  7669  6320  2905
-CONVEX 921    GT_PK(2,2)      3219  7671  3299  7672  7673  3298
-CONVEX 922    GT_PK(2,2)      3223  7674  3144  7675  6342  3224
-CONVEX 923    GT_PK(2,2)      3620  7676  3619  7677  7678  3698
-CONVEX 924    GT_PK(2,2)      3620  7679  3621  7680  7681  3542
-CONVEX 925    GT_PK(2,2)      3697  7682  3619  7683  7678  3698
-CONVEX 926    GT_PK(2,2)      3697  7684  3775  7685  7686  3696
-CONVEX 927    GT_PK(2,2)      3618  7687  3697  7688  7685  3696
-CONVEX 928    GT_PK(2,2)      3618  7687  3697  7689  7682  3619
-CONVEX 929    GT_PK(2,2)      3456  7690  3535  7691  7692  3455
-CONVEX 930    GT_PK(2,2)      3379  7693  3380  7694  7695  3459
-CONVEX 931    GT_PK(2,2)      3129  7696  3049  7697  7698  3128
-CONVEX 932    GT_PK(2,2)      3129  7696  3049  7699  7700  3050
-CONVEX 933    GT_PK(2,2)      2970  7701  3049  7702  7703  2969
-CONVEX 934    GT_PK(2,2)      2970  7701  3049  7704  7700  3050
-CONVEX 935    GT_PK(2,2)      2894  7705  2893  7706  7707  2973
-CONVEX 936    GT_PK(2,2)      2894  7708  2816  7709  7337  2815
-CONVEX 937    GT_PK(2,2)      2894  7705  2893  7709  7710  2815
-CONVEX 938    GT_PK(2,2)      2896  7711  2897  7712  7713  2818
-CONVEX 939    GT_PK(2,2)      3064  7714  2984  7715  6323  2985
-CONVEX 940    GT_PK(2,2)      3064  7714  2984  7716  7717  3063
-CONVEX 941    GT_PK(2,2)      3065  7718  3066  7719  6338  3145
-CONVEX 942    GT_PK(2,2)      3065  7720  3144  7719  6341  3145
-CONVEX 943    GT_PK(2,2)      3065  7721  3064  7720  7722  3144
-CONVEX 944    GT_PK(2,2)      3065  7723  2986  7718  6346  3066
-CONVEX 945    GT_PK(2,2)      3065  7723  2986  7724  6356  2985
-CONVEX 946    GT_PK(2,2)      3065  7721  3064  7724  7715  2985
-CONVEX 947    GT_PK(2,2)      3549  7725  3550  7726  6360  3628
-CONVEX 948    GT_PK(2,2)      3472  7727  3552  7728  7729  3551
-CONVEX 949    GT_PK(2,2)      2926  7730  2927  7731  5890  3006
-CONVEX 950    GT_PK(2,2)      2926  7732  2848  7730  7733  2927
-CONVEX 951    GT_PK(2,2)      3086  7734  3007  7735  5889  3006
-CONVEX 952    GT_PK(2,2)      3086  7734  3007  7736  6366  3087
-CONVEX 953    GT_PK(2,2)      3319  7737  3399  7738  7739  3320
-CONVEX 954    GT_PK(2,2)      3318  7740  3397  7741  6384  3317
-CONVEX 955    GT_PK(2,2)      3785  7742  3863  7743  7744  3786
-CONVEX 956    GT_PK(2,2)      3785  7745  3707  7743  6382  3786
-CONVEX 957    GT_PK(2,2)      3785  7746  3706  7747  7539  3784
-CONVEX 958    GT_PK(2,2)      3785  7746  3706  7745  7541  3707
-CONVEX 959    GT_PK(2,2)      3630  7748  3552  7749  5895  3631
-CONVEX 960    GT_PK(2,2)      3630  7748  3552  7750  7729  3551
-CONVEX 961    GT_PK(2,2)      3630  7751  3629  7750  6359  3551
-CONVEX 962    GT_PK(2,2)      3630  7752  3708  7751  6380  3629
-CONVEX 963    GT_PK(2,2)      3554  7753  3474  7754  7755  3553
-CONVEX 964    GT_PK(2,2)      3476  7756  3555  7757  7758  3556
-CONVEX 965    GT_PK(2,2)      3476  7759  3397  7760  6383  3396
-CONVEX 966    GT_PK(2,2)      2452  7761  2451  7762  6402  2373
-CONVEX 967    GT_PK(2,2)      2450  7763  2451  7764  6403  2371
-CONVEX 968    GT_PK(2,2)      2450  7765  2529  7766  7767  2449
-CONVEX 969    GT_PK(2,2)      2450  7768  2370  7766  6418  2449
-CONVEX 970    GT_PK(2,2)      2450  7768  2370  7764  6423  2371
-CONVEX 971    GT_PK(2,2)      2288  7769  2210  7770  6389  2209
-CONVEX 972    GT_PK(2,2)      2288  7771  2368  7772  6415  2367
-CONVEX 973    GT_PK(2,2)      2288  7769  2210  7773  6430  2289
-CONVEX 974    GT_PK(2,2)      2288  7771  2368  7773  6411  2289
-CONVEX 975    GT_PK(2,2)      2288  7774  2287  7772  6432  2367
-CONVEX 976    GT_PK(2,2)      2288  7774  2287  7770  7775  2209
-CONVEX 977    GT_PK(2,2)      2446  7776  2447  7777  6414  2367
-CONVEX 978    GT_PK(2,2)      2446  7778  2366  7777  6433  2367
-CONVEX 979    GT_PK(2,2)      2133  7779  2211  7780  6429  2132
-CONVEX 980    GT_PK(2,2)      2212  7781  2291  7782  6424  2290
-CONVEX 981    GT_PK(2,2)      2212  7783  2211  7782  6426  2290
-CONVEX 982    GT_PK(2,2)      2212  7784  2133  7783  7779  2211
-CONVEX 983    GT_PK(2,2)      2212  7781  2291  7785  6425  2213
-CONVEX 984    GT_PK(2,2)      2207  7786  2128  7787  7788  2129
-CONVEX 985    GT_PK(2,2)      2207  7786  2128  7789  6446  2206
-CONVEX 986    GT_PK(2,2)      2445  7790  2524  7791  7792  2525
-CONVEX 987    GT_PK(2,2)      2445  7793  2365  7794  7795  2366
-CONVEX 988    GT_PK(2,2)      2445  7796  2444  7790  7797  2524
-CONVEX 989    GT_PK(2,2)      2445  7796  2444  7793  7798  2365
-CONVEX 990    GT_PK(2,2)      2445  7799  2446  7791  7800  2525
-CONVEX 991    GT_PK(2,2)      2445  7799  2446  7794  7778  2366
-CONVEX 992    GT_PK(2,2)      2208  7801  2130  7802  6394  2209
-CONVEX 993    GT_PK(2,2)      2208  7803  2287  7802  7775  2209
-CONVEX 994    GT_PK(2,2)      2208  7801  2130  7804  7805  2129
-CONVEX 995    GT_PK(2,2)      2208  7806  2207  7804  7787  2129
-CONVEX 996    GT_PK(2,2)      2604  7807  2524  7808  7792  2525
-CONVEX 997    GT_PK(2,2)      3001  7809  3000  7810  6434  3080
-CONVEX 998    GT_PK(2,2)      3001  7811  3002  7812  5893  2922
-CONVEX 999    GT_PK(2,2)      1146  7813  1147  7814  7815  1217
-CONVEX 1000    GT_PK(2,2)      1218  7816  1219  7817  6439  1290
-CONVEX 1001    GT_PK(2,2)      1218  7818  1147  7819  7815  1217
-CONVEX 1002    GT_PK(2,2)      1218  7816  1219  7820  7821  1148
-CONVEX 1003    GT_PK(2,2)      1218  7818  1147  7820  7822  1148
-CONVEX 1004    GT_PK(2,2)      1658  7823  1584  7824  7825  1659
-CONVEX 1005    GT_PK(2,2)      1438  7826  1437  7827  7828  1510
-CONVEX 1006    GT_PK(2,2)      1511  7829  1584  7830  7831  1510
-CONVEX 1007    GT_PK(2,2)      1511  7832  1438  7830  7827  1510
-CONVEX 1008    GT_PK(2,2)      1292  7833  1291  7834  7835  1364
-CONVEX 1009    GT_PK(2,2)      1292  7833  1291  7836  6440  1220
-CONVEX 1010    GT_PK(2,2)      1295  7837  1296  7838  7839  1368
-CONVEX 1011    GT_PK(2,2)      1295  7837  1296  7840  7841  1224
-CONVEX 1012    GT_PK(2,2)      1210  7842  1140  7843  7844  1139
-CONVEX 1013    GT_PK(2,2)      2048  7845  2127  7846  6449  2049
-CONVEX 1014    GT_PK(2,2)      2048  7847  2047  7848  7849  2126
-CONVEX 1015    GT_PK(2,2)      2048  7845  2127  7848  7850  2126
-CONVEX 1016    GT_PK(2,2)      2050  7851  2128  7852  7788  2129
-CONVEX 1017    GT_PK(2,2)      2050  7851  2128  7853  6448  2049
-CONVEX 1018    GT_PK(2,2)      2530  7854  2610  7855  6456  2609
-CONVEX 1019    GT_PK(2,2)      2530  7856  2450  7857  7763  2451
-CONVEX 1020    GT_PK(2,2)      2530  7858  2529  7855  7859  2609
-CONVEX 1021    GT_PK(2,2)      2530  7856  2450  7858  7765  2529
-CONVEX 1022    GT_PK(2,2)      2849  7860  2850  7861  5905  2770
-CONVEX 1023    GT_PK(2,2)      2849  7862  2928  7860  6369  2850
-CONVEX 1024    GT_PK(2,2)      2849  7862  2928  7863  6368  2927
-CONVEX 1025    GT_PK(2,2)      2849  7864  2848  7863  7733  2927
-CONVEX 1026    GT_PK(2,2)      2769  7865  2689  7866  7867  2768
-CONVEX 1027    GT_PK(2,2)      2769  7868  2848  7866  7869  2768
-CONVEX 1028    GT_PK(2,2)      2769  7870  2690  7871  5908  2770
-CONVEX 1029    GT_PK(2,2)      2769  7865  2689  7870  6457  2690
-CONVEX 1030    GT_PK(2,2)      2769  7872  2849  7871  7861  2770
-CONVEX 1031    GT_PK(2,2)      2769  7872  2849  7868  7864  2848
-CONVEX 1032    GT_PK(2,2)      1748  7873  1824  7874  7875  1747
-CONVEX 1033    GT_PK(2,2)      1748  7876  1825  7873  6461  1824
-CONVEX 1034    GT_PK(2,2)      1748  7876  1825  7877  6459  1749
-CONVEX 1035    GT_PK(2,2)      1748  7878  1673  7877  7879  1749
-CONVEX 1036    GT_PK(2,2)      1748  7880  1672  7874  7881  1747
-CONVEX 1037    GT_PK(2,2)      1748  7880  1672  7878  6472  1673
-CONVEX 1038    GT_PK(2,2)      1979  7882  1902  7883  6465  1826
-CONVEX 1039    GT_PK(2,2)      1976  7884  1900  7885  7886  1899
-CONVEX 1040    GT_PK(2,2)      1976  7887  1977  7884  6470  1900
-CONVEX 1041    GT_PK(2,2)      1976  7888  1975  7885  7889  1899
-CONVEX 1042    GT_PK(2,2)      2054  7890  1977  7891  7892  2055
-CONVEX 1043    GT_PK(2,2)      2054  7893  2133  7894  7780  2132
-CONVEX 1044    GT_PK(2,2)      2054  7893  2133  7891  7895  2055
-CONVEX 1045    GT_PK(2,2)      2054  7896  1976  7890  7887  1977
-CONVEX 1046    GT_PK(2,2)      1523  7897  1450  7898  7899  1522
-CONVEX 1047    GT_PK(2,2)      1523  7897  1450  7900  7901  1451
-CONVEX 1048    GT_PK(2,2)      3799  7902  3798  7903  6479  3876
-CONVEX 1049    GT_PK(2,2)      3640  7904  3639  7905  6375  3718
-CONVEX 1050    GT_PK(2,2)      3720  7906  3641  7907  6482  3721
-CONVEX 1051    GT_PK(2,2)      3720  7908  3799  7907  7909  3721
-CONVEX 1052    GT_PK(2,2)      3720  7908  3799  7910  7902  3798
-CONVEX 1053    GT_PK(2,2)      3875  7911  3798  7912  6478  3952
-CONVEX 1054    GT_PK(2,2)      3875  7913  3797  7911  7914  3798
-CONVEX 1055    GT_PK(2,2)      4471  7915  4398  7916  7917  4470
-CONVEX 1056    GT_PK(2,2)      4471  7918  4544  7919  7920  4472
-CONVEX 1057    GT_PK(2,2)      4471  7921  4399  7919  7922  4472
-CONVEX 1058    GT_PK(2,2)      4471  7921  4399  7915  7923  4398
-CONVEX 1059    GT_PK(2,2)      4543  7924  4471  7925  7916  4470
-CONVEX 1060    GT_PK(2,2)      4543  7924  4471  7926  7918  4544
-CONVEX 1061    GT_PK(2,2)      4467  7927  4394  7928  7929  4395
-CONVEX 1062    GT_PK(2,2)      4467  7927  4394  7930  7931  4466
-CONVEX 1063    GT_PK(2,2)      4104  7932  4105  7933  7934  4180
-CONVEX 1064    GT_PK(2,2)      4028  7935  4105  7936  7937  4029
-CONVEX 1065    GT_PK(2,2)      4028  7936  4029  7938  5798  3952
-CONVEX 1066    GT_PK(2,2)      4028  7939  4104  7935  7932  4105
-CONVEX 1067    GT_PK(2,2)      4028  7939  4104  7940  7941  4027
-CONVEX 1068    GT_PK(2,2)      3636  7942  3558  7943  7944  3637
-CONVEX 1069    GT_PK(2,2)      2647  7945  2727  7946  6501  2648
-CONVEX 1070    GT_PK(2,2)      2647  7945  2727  7947  6495  2726
-CONVEX 1071    GT_PK(2,2)      2805  7948  2884  7949  7950  2804
-CONVEX 1072    GT_PK(2,2)      2805  7951  2726  7952  6497  2806
-CONVEX 1073    GT_PK(2,2)      2805  7953  2725  7951  7954  2726
-CONVEX 1074    GT_PK(2,2)      2805  7953  2725  7949  6487  2804
-CONVEX 1075    GT_PK(2,2)      3358  7955  3278  7956  7957  3357
-CONVEX 1076    GT_PK(2,2)      3358  7958  3437  7956  7959  3357
-CONVEX 1077    GT_PK(2,2)      3524  7960  3444  7961  7962  3445
-CONVEX 1078    GT_PK(2,2)      3524  7963  3525  7961  7964  3445
-CONVEX 1079    GT_PK(2,2)      3524  7965  3523  7960  6510  3444
-CONVEX 1080    GT_PK(2,2)      3524  7965  3523  7966  6517  3602
-CONVEX 1081    GT_PK(2,2)      2733  7967  2732  7968  7969  2812
-CONVEX 1082    GT_PK(2,2)      2733  7970  2734  7971  7342  2654
-CONVEX 1083    GT_PK(2,2)      2811  7972  2732  7973  7969  2812
-CONVEX 1084    GT_PK(2,2)      2811  7974  2810  7975  7326  1
-CONVEX 1085    GT_PK(2,2)      3436  7976  3435  7977  7978  3515
-CONVEX 1086    GT_PK(2,2)      3436  7979  3437  7980  7959  3357
-CONVEX 1087    GT_PK(2,2)      3749  7981  3671  7982  7983  3750
-CONVEX 1088    GT_PK(2,2)      3597  7984  3676  7985  7986  3598
-CONVEX 1089    GT_PK(2,2)      3519  7987  3597  7988  7989  3518
-CONVEX 1090    GT_PK(2,2)      3519  7987  3597  7990  7985  3598
-CONVEX 1091    GT_PK(2,2)      3287  7991  3367  7992  7993  3288
-CONVEX 1092    GT_PK(2,2)      3287  7991  3367  7994  7995  3366
-CONVEX 1093    GT_PK(2,2)      3364  7996  3443  7997  6509  3444
-CONVEX 1094    GT_PK(2,2)      3364  7996  3443  7998  7999  3363
-CONVEX 1095    GT_PK(2,2)      3442  8000  3443  8001  7999  3363
-CONVEX 1096    GT_PK(2,2)      3442  8000  3443  8002  6507  3522
-CONVEX 1097    GT_PK(2,2)      3442  8003  3521  8002  8004  3522
-CONVEX 1098    GT_PK(2,2)      3442  8003  3521  8005  8006  3441
-CONVEX 1099    GT_PK(2,2)      3126  8007  3206  8008  6505  3205
-CONVEX 1100    GT_PK(2,2)      2967  8009  2889  8010  7323  2968
-CONVEX 1101    GT_PK(2,2)      2967  8009  2889  8011  8012  2888
-CONVEX 1102    GT_PK(2,2)      3125  8013  3126  8014  8008  3205
-CONVEX 1103    GT_PK(2,2)      3125  8013  3126  8015  8016  3046
-CONVEX 1104    GT_PK(2,2)      2964  8017  3043  8018  8019  2963
-CONVEX 1105    GT_PK(2,2)      3122  8020  3202  8021  8022  3123
-CONVEX 1106    GT_PK(2,2)      3122  8023  3043  8021  8024  3123
-CONVEX 1107    GT_PK(2,2)      3203  8025  3202  8026  8022  3123
-CONVEX 1108    GT_PK(2,2)      4135  8027  4210  8028  8029  4209
-CONVEX 1109    GT_PK(2,2)      4135  8027  4210  8030  5921  4136
-CONVEX 1110    GT_PK(2,2)      4357  8031  4356  8032  8033  4284
-CONVEX 1111    GT_PK(2,2)      4283  8034  4356  8035  8033  4284
-CONVEX 1112    GT_PK(2,2)      4283  8036  4355  8034  6511  4356
-CONVEX 1113    GT_PK(2,2)      4283  8037  4210  8035  5919  4284
-CONVEX 1114    GT_PK(2,2)      4283  8037  4210  8038  8029  4209
-CONVEX 1115    GT_PK(2,2)      4068  8039  4144  8040  8041  4143
-CONVEX 1116    GT_PK(2,2)      3989  8042  4066  8043  8044  4065
-CONVEX 1117    GT_PK(2,2)      3989  8042  4066  8045  8046  3990
-CONVEX 1118    GT_PK(2,2)      4434  8047  4433  8048  8049  4506
-CONVEX 1119    GT_PK(2,2)      3834  8050  3756  8051  8052  3757
-CONVEX 1120    GT_PK(2,2)      3769  8053  3770  8054  8055  3847
-CONVEX 1121    GT_PK(2,2)      3769  8053  3770  8056  8057  3691
-CONVEX 1122    GT_PK(2,2)      3692  8058  3770  8059  8060  3771
-CONVEX 1123    GT_PK(2,2)      3692  8058  3770  8061  8057  3691
-CONVEX 1124    GT_PK(2,2)      3055  8062  2975  8063  8064  3054
-CONVEX 1125    GT_PK(2,2)      3055  8065  3134  8063  8066  3054
-CONVEX 1126    GT_PK(2,2)      3055  8065  3134  8067  8068  3135
-CONVEX 1127    GT_PK(2,2)      3218  8069  3219  8070  7672  3298
-CONVEX 1128    GT_PK(2,2)      3218  8069  3219  8071  8072  3139
-CONVEX 1129    GT_PK(2,2)      3375  8073  3454  8074  8075  3455
-CONVEX 1130    GT_PK(2,2)      3375  8073  3454  8076  8077  3374
-CONVEX 1131    GT_PK(2,2)      5211  8078  5268  8079  6522  5212
-CONVEX 1132    GT_PK(2,2)      5267  8080  5211  8081  8082  5210
-CONVEX 1133    GT_PK(2,2)      5267  8080  5211  8083  8078  5268
-CONVEX 1134    GT_PK(2,2)      5156  8084  5215  8085  6530  5214
-CONVEX 1135    GT_PK(2,2)      5156  8084  5215  8086  6537  5157
-CONVEX 1136    GT_PK(2,2)      5213  8087  5269  8088  6521  5212
-CONVEX 1137    GT_PK(2,2)      5213  8089  5154  8088  8090  5212
-CONVEX 1138    GT_PK(2,2)      5270  8091  5271  8092  8093  5325
-CONVEX 1139    GT_PK(2,2)      5270  8094  5213  8095  8087  5269
-CONVEX 1140    GT_PK(2,2)      5270  8091  5271  8096  6531  5214
-CONVEX 1141    GT_PK(2,2)      5270  8094  5213  8096  8097  5214
-CONVEX 1142    GT_PK(2,2)      5427  8098  5377  8099  8100  5376
-CONVEX 1143    GT_PK(2,2)      5324  8101  5376  8102  8103  5323
-CONVEX 1144    GT_PK(2,2)      5324  8104  5377  8101  8100  5376
-CONVEX 1145    GT_PK(2,2)      5324  8104  5377  8105  6523  5325
-CONVEX 1146    GT_PK(2,2)      5324  8106  5269  8102  6519  5323
-CONVEX 1147    GT_PK(2,2)      5324  8107  5270  8105  8092  5325
-CONVEX 1148    GT_PK(2,2)      5324  8107  5270  8106  8095  5269
-CONVEX 1149    GT_PK(2,2)      5374  8108  5373  8109  7001  5321
-CONVEX 1150    GT_PK(2,2)      5374  8108  5373  8110  6096  5424
-CONVEX 1151    GT_PK(2,2)      5374  8111  5425  8110  6527  5424
-CONVEX 1152    GT_PK(2,2)      5474  8112  5425  8113  6526  5473
-CONVEX 1153    GT_PK(2,2)      5474  8114  5520  8113  6971  5473
-CONVEX 1154    GT_PK(2,2)      5158  8115  5216  8116  6536  5157
-CONVEX 1155    GT_PK(2,2)      5218  8117  5219  8118  7073  5275
-CONVEX 1156    GT_PK(2,2)      5217  8119  5158  8120  8115  5216
-CONVEX 1157    GT_PK(2,2)      5217  8119  5158  8121  8122  5159
-CONVEX 1158    GT_PK(2,2)      5217  8123  5218  8121  8124  5159
-CONVEX 1159    GT_PK(2,2)      4976  8125  5038  8126  8127  5039
-CONVEX 1160    GT_PK(2,2)      1110  8128  1111  8129  6564  1041
-CONVEX 1161    GT_PK(2,2)      1179  8130  1251  8131  8132  1250
-CONVEX 1162    GT_PK(2,2)      1179  8130  1251  8133  8134  1180
-CONVEX 1163    GT_PK(2,2)      1181  8135  1182  8136  6555  1111
-CONVEX 1164    GT_PK(2,2)      1181  8137  1110  8136  8128  1111
-CONVEX 1165    GT_PK(2,2)      1181  8137  1110  8138  8139  1180
-CONVEX 1166    GT_PK(2,2)      1181  8135  1182  8140  6560  1253
-CONVEX 1167    GT_PK(2,2)      706  8141  707  8142  8143  645
-CONVEX 1168    GT_PK(2,2)      646  8144  707  8145  8143  645
-CONVEX 1169    GT_PK(2,2)      646  8146  585  8145  8147  645
-CONVEX 1170    GT_PK(2,2)      831  8148  896  8149  8150  832
-CONVEX 1171    GT_PK(2,2)      897  8151  896  8152  8150  832
-CONVEX 1172    GT_PK(2,2)      837  8153  902  8154  8155  901
-CONVEX 1173    GT_PK(2,2)      837  8156  836  8154  6567  901
-CONVEX 1174    GT_PK(2,2)      771  8157  770  8158  8159  834
-CONVEX 1175    GT_PK(2,2)      835  8160  836  8161  6566  900
-CONVEX 1176    GT_PK(2,2)      835  8162  771  8163  8158  834
-CONVEX 1177    GT_PK(2,2)      773  8164  711  8165  8166  774
-CONVEX 1178    GT_PK(2,2)      773  8167  837  8165  8168  774
-CONVEX 1179    GT_PK(2,2)      773  8167  837  8169  8156  836
-CONVEX 1180    GT_PK(2,2)      535  8170  593  8171  8172  594
-CONVEX 1181    GT_PK(2,2)      535  8170  593  8173  8174  534
-CONVEX 1182    GT_PK(2,2)      482  8175  538  8176  6569  539
-CONVEX 1183    GT_PK(2,2)      905  8177  904  8178  6575  971
-CONVEX 1184    GT_PK(2,2)      905  8179  906  8180  8181  841
-CONVEX 1185    GT_PK(2,2)      905  8182  972  8178  8183  971
-CONVEX 1186    GT_PK(2,2)      905  8182  972  8179  8184  906
-CONVEX 1187    GT_PK(2,2)      840  8185  905  8186  8180  841
-CONVEX 1188    GT_PK(2,2)      840  8185  905  8187  8177  904
-CONVEX 1189    GT_PK(2,2)      973  8188  972  8189  8190  1041
-CONVEX 1190    GT_PK(2,2)      973  8191  1042  8192  8193  974
-CONVEX 1191    GT_PK(2,2)      973  8191  1042  8189  6563  1041
-CONVEX 1192    GT_PK(2,2)      973  8188  972  8194  8184  906
-CONVEX 1193    GT_PK(2,2)      1043  8195  1042  8196  8193  974
-CONVEX 1194    GT_PK(2,2)      1043  8197  975  8196  8198  974
-CONVEX 1195    GT_PK(2,2)      1043  8195  1042  8199  6565  1112
-CONVEX 1196    GT_PK(2,2)      1043  8200  1113  8199  5930  1112
-CONVEX 1197    GT_PK(2,2)      9  8201  28  8202  6578  8
-CONVEX 1198    GT_PK(2,2)      30  8203  11  8204  8205  10
-CONVEX 1199    GT_PK(2,2)      30  8203  11  8206  5851  31
-CONVEX 1200    GT_PK(2,2)      53  8207  28  8208  6577  27
-CONVEX 1201    GT_PK(2,2)      337  8209  388  8210  7291  338
-CONVEX 1202    GT_PK(2,2)      337  8211  336  8212  8213  288
-CONVEX 1203    GT_PK(2,2)      337  8214  387  8209  8215  388
-CONVEX 1204    GT_PK(2,2)      337  8214  387  8211  7273  336
-CONVEX 1205    GT_PK(2,2)      242  8216  241  8217  8218  288
-CONVEX 1206    GT_PK(2,2)      242  8219  198  8220  5936  199
-CONVEX 1207    GT_PK(2,2)      242  8216  241  8219  6583  198
-CONVEX 1208    GT_PK(2,2)      196  8221  197  8222  6580  240
-CONVEX 1209    GT_PK(2,2)      153  8223  115  8224  6613  152
-CONVEX 1210    GT_PK(2,2)      116  8225  115  8226  6584  81
-CONVEX 1211    GT_PK(2,2)      116  8227  117  8228  8229  154
-CONVEX 1212    GT_PK(2,2)      116  8230  153  8228  8231  154
-CONVEX 1213    GT_PK(2,2)      116  8230  153  8225  8223  115
-CONVEX 1214    GT_PK(2,2)      82  8232  51  8233  8234  81
-CONVEX 1215    GT_PK(2,2)      82  8235  116  8233  8226  81
-CONVEX 1216    GT_PK(2,2)      82  8235  116  8236  8227  117
-CONVEX 1217    GT_PK(2,2)      82  8236  117  8237  8238  83
-CONVEX 1218    GT_PK(2,2)      26  8239  27  8240  5933  7
-CONVEX 1219    GT_PK(2,2)      26  8241  6  8240  8242  7
-CONVEX 1220    GT_PK(2,2)      274  8243  323  8244  6589  275
-CONVEX 1221    GT_PK(2,2)      276  8245  229  8246  8247  275
-CONVEX 1222    GT_PK(2,2)      276  8248  324  8246  6588  275
-CONVEX 1223    GT_PK(2,2)      598  8249  539  8250  6571  597
-CONVEX 1224    GT_PK(2,2)      143  8251  144  8252  6601  184
-CONVEX 1225    GT_PK(2,2)      143  8253  183  8252  8254  184
-CONVEX 1226    GT_PK(2,2)      143  8255  106  8256  8257  105
-CONVEX 1227    GT_PK(2,2)      143  8251  144  8255  8258  106
-CONVEX 1228    GT_PK(2,2)      143  8259  142  8256  8260  105
-CONVEX 1229    GT_PK(2,2)      143  8253  183  8259  8261  142
-CONVEX 1230    GT_PK(2,2)      108  8262  146  8263  8264  109
-CONVEX 1231    GT_PK(2,2)      108  8265  74  8263  8266  109
-CONVEX 1232    GT_PK(2,2)      108  8262  146  8267  6596  145
-CONVEX 1233    GT_PK(2,2)      108  8265  74  8268  6603  73
-CONVEX 1234    GT_PK(2,2)      25  8269  6  8270  8271  5
-CONVEX 1235    GT_PK(2,2)      25  8272  26  8273  8274  51
-CONVEX 1236    GT_PK(2,2)      25  8272  26  8269  8241  6
-CONVEX 1237    GT_PK(2,2)      50  8275  81  8276  6586  80
-CONVEX 1238    GT_PK(2,2)      50  8277  49  8276  6607  80
-CONVEX 1239    GT_PK(2,2)      50  8278  51  8275  8234  81
-CONVEX 1240    GT_PK(2,2)      50  8279  25  8278  8273  51
-CONVEX 1241    GT_PK(2,2)      150  8280  190  8281  8282  191
-CONVEX 1242    GT_PK(2,2)      147  8283  146  8284  6598  187
-CONVEX 1243    GT_PK(2,2)      147  8285  188  8284  8286  187
-CONVEX 1244    GT_PK(2,2)      147  8283  146  8287  8264  109
-CONVEX 1245    GT_PK(2,2)      21  8288  46  8289  6630  77
-CONVEX 1246    GT_PK(2,2)      23  8290  48  8291  8292  22
-CONVEX 1247    GT_PK(2,2)      75  8293  74  8294  8266  109
-CONVEX 1248    GT_PK(2,2)      75  8293  74  8295  6604  44
-CONVEX 1249    GT_PK(2,2)      75  8296  45  8295  8297  44
-CONVEX 1250    GT_PK(2,2)      75  8298  76  8296  6631  45
-CONVEX 1251    GT_PK(2,2)      724  8299  723  8300  8301  662
-CONVEX 1252    GT_PK(2,2)      724  8302  663  8300  8303  662
-CONVEX 1253    GT_PK(2,2)      235  8304  192  8305  8306  191
-CONVEX 1254    GT_PK(2,2)      151  8307  114  8308  6612  152
-CONVEX 1255    GT_PK(2,2)      151  8309  192  8308  8310  152
-CONVEX 1256    GT_PK(2,2)      151  8309  192  8311  8306  191
-CONVEX 1257    GT_PK(2,2)      151  8312  150  8311  8281  191
-CONVEX 1258    GT_PK(2,2)      237  8313  284  8314  6635  283
-CONVEX 1259    GT_PK(2,2)      237  8315  238  8313  8316  284
-CONVEX 1260    GT_PK(2,2)      335  8317  336  8318  7274  386
-CONVEX 1261    GT_PK(2,2)      285  8319  238  8320  8316  284
-CONVEX 1262    GT_PK(2,2)      333  8321  332  8322  6633  284
-CONVEX 1263    GT_PK(2,2)      333  8323  285  8322  8320  284
-CONVEX 1264    GT_PK(2,2)      333  8323  285  8324  8325  334
-CONVEX 1265    GT_PK(2,2)      1246  8326  1245  8327  8328  1318
-CONVEX 1266    GT_PK(2,2)      1246  8329  1174  8326  8330  1245
-CONVEX 1267    GT_PK(2,2)      1388  8331  1389  8332  8333  1316
-CONVEX 1268    GT_PK(2,2)      1317  8334  1389  8335  8333  1316
-CONVEX 1269    GT_PK(2,2)      1317  8336  1245  8337  8328  1318
-CONVEX 1270    GT_PK(2,2)      1764  8338  1840  8339  7105  1763
-CONVEX 1271    GT_PK(2,2)      1764  8340  1688  8341  8342  1765
-CONVEX 1272    GT_PK(2,2)      1687  8343  1686  8344  8345  1763
-CONVEX 1273    GT_PK(2,2)      1687  8346  1688  8347  6645  1612
-CONVEX 1274    GT_PK(2,2)      1687  8348  1764  8344  8339  1763
-CONVEX 1275    GT_PK(2,2)      1687  8348  1764  8346  8340  1688
-CONVEX 1276    GT_PK(2,2)      1909  8349  1986  8350  8351  1987
-CONVEX 1277    GT_PK(2,2)      1909  8352  1910  8350  7155  1987
-CONVEX 1278    GT_PK(2,2)      1530  8353  1605  8354  6653  1531
-CONVEX 1279    GT_PK(2,2)      1604  8355  1530  8356  8357  1529
-CONVEX 1280    GT_PK(2,2)      1604  8355  1530  8358  8353  1605
-CONVEX 1281    GT_PK(2,2)      1607  8359  1606  8360  6649  1532
-CONVEX 1282    GT_PK(2,2)      1607  8361  1533  8360  8362  1532
-CONVEX 1283    GT_PK(2,2)      1607  8363  1608  8364  6647  1683
-CONVEX 1284    GT_PK(2,2)      1607  8361  1533  8363  8365  1608
-CONVEX 1285    GT_PK(2,2)      881  8366  882  8367  8368  946
-CONVEX 1286    GT_PK(2,2)      944  8369  1010  8370  6663  1011
-CONVEX 1287    GT_PK(2,2)      948  8371  884  8372  6673  883
-CONVEX 1288    GT_PK(2,2)      1012  8373  1013  8374  8375  946
-CONVEX 1289    GT_PK(2,2)      1149  8376  1150  8377  8378  1220
-CONVEX 1290    GT_PK(2,2)      1149  8379  1079  8380  8381  1148
-CONVEX 1291    GT_PK(2,2)      1149  8382  1219  8380  7821  1148
-CONVEX 1292    GT_PK(2,2)      1149  8382  1219  8377  6441  1220
-CONVEX 1293    GT_PK(2,2)      757  8383  820  8384  6665  758
-CONVEX 1294    GT_PK(2,2)      757  8385  695  8386  6659  756
-CONVEX 1295    GT_PK(2,2)      757  8386  756  8387  8388  819
-CONVEX 1296    GT_PK(2,2)      757  8383  820  8387  6667  819
-CONVEX 1297    GT_PK(2,2)      414  8389  415  8390  8391  363
-CONVEX 1298    GT_PK(2,2)      414  8392  413  8390  6692  363
-CONVEX 1299    GT_PK(2,2)      414  8392  413  8393  8394  466
-CONVEX 1300    GT_PK(2,2)      465  8395  464  8396  7232  412
-CONVEX 1301    GT_PK(2,2)      465  8397  413  8396  6689  412
-CONVEX 1302    GT_PK(2,2)      465  8397  413  8398  8394  466
-CONVEX 1303    GT_PK(2,2)      465  8395  464  8399  6679  519
-CONVEX 1304    GT_PK(2,2)      465  8400  520  8398  6682  466
-CONVEX 1305    GT_PK(2,2)      465  8400  520  8399  6680  519
-CONVEX 1306    GT_PK(2,2)      577  8401  520  8402  6683  521
-CONVEX 1307    GT_PK(2,2)      577  8403  636  8404  8405  635
-CONVEX 1308    GT_PK(2,2)      577  8406  576  8404  5941  635
-CONVEX 1309    GT_PK(2,2)      577  8401  520  8406  6681  576
-CONVEX 1310    GT_PK(2,2)      578  8407  577  8408  8402  521
-CONVEX 1311    GT_PK(2,2)      578  8407  577  8409  8403  636
-CONVEX 1312    GT_PK(2,2)      696  8410  636  8411  8405  635
-CONVEX 1313    GT_PK(2,2)      696  8412  695  8411  6657  635
-CONVEX 1314    GT_PK(2,2)      696  8413  757  8414  8384  758
-CONVEX 1315    GT_PK(2,2)      696  8413  757  8412  8385  695
-CONVEX 1316    GT_PK(2,2)      697  8415  698  8416  6704  759
-CONVEX 1317    GT_PK(2,2)      697  8417  696  8418  8410  636
-CONVEX 1318    GT_PK(2,2)      697  8419  758  8416  5945  759
-CONVEX 1319    GT_PK(2,2)      697  8417  696  8419  8414  758
-CONVEX 1320    GT_PK(2,2)      807  8420  806  8421  8422  744
-CONVEX 1321    GT_PK(2,2)      807  8420  806  8423  6731  870
-CONVEX 1322    GT_PK(2,2)      743  8424  806  8425  6733  805
-CONVEX 1323    GT_PK(2,2)      743  8424  806  8426  8422  744
-CONVEX 1324    GT_PK(2,2)      743  8427  682  8426  8428  744
-CONVEX 1325    GT_PK(2,2)      743  8427  682  8429  8430  681
-CONVEX 1326    GT_PK(2,2)      934  8431  869  8432  6730  870
-CONVEX 1327    GT_PK(2,2)      934  8431  869  8433  8434  933
-CONVEX 1328    GT_PK(2,2)      868  8435  869  8436  6732  805
-CONVEX 1329    GT_PK(2,2)      868  8437  932  8438  6736  933
-CONVEX 1330    GT_PK(2,2)      868  8435  869  8438  8434  933
-CONVEX 1331    GT_PK(2,2)      998  8439  999  8440  6734  932
-CONVEX 1332    GT_PK(2,2)      929  8441  930  8442  8443  865
-CONVEX 1333    GT_PK(2,2)      866  8444  930  8445  8443  865
-CONVEX 1334    GT_PK(2,2)      866  8446  802  8447  8448  803
-CONVEX 1335    GT_PK(2,2)      866  8446  802  8445  8449  865
-CONVEX 1336    GT_PK(2,2)      1138  8450  1069  8451  8452  1139
-CONVEX 1337    GT_PK(2,2)      1138  8450  1069  8453  8454  1068
-CONVEX 1338    GT_PK(2,2)      1067  8455  998  8456  8457  1066
-CONVEX 1339    GT_PK(2,2)      1067  8458  999  8459  8460  1068
-CONVEX 1340    GT_PK(2,2)      1067  8455  998  8458  8439  999
-CONVEX 1341    GT_PK(2,2)      1136  8461  1067  8462  8456  1066
-CONVEX 1342    GT_PK(2,2)      1070  8463  1140  8464  6442  1071
-CONVEX 1343    GT_PK(2,2)      1070  8465  1069  8466  8467  1001
-CONVEX 1344    GT_PK(2,2)      1070  8463  1140  8468  7844  1139
-CONVEX 1345    GT_PK(2,2)      1070  8465  1069  8468  8452  1139
-CONVEX 1346    GT_PK(2,2)      1070  8464  1071  8469  8470  1002
-CONVEX 1347    GT_PK(2,2)      1070  8466  1001  8469  8471  1002
-CONVEX 1348    GT_PK(2,2)      1000  8472  1069  8473  8454  1068
-CONVEX 1349    GT_PK(2,2)      1000  8474  999  8473  8460  1068
-CONVEX 1350    GT_PK(2,2)      1000  8472  1069  8475  8467  1001
-CONVEX 1351    GT_PK(2,2)      1000  8474  999  8476  6735  933
-CONVEX 1352    GT_PK(2,2)      1000  8477  934  8476  8433  933
-CONVEX 1353    GT_PK(2,2)      1000  8477  934  8475  8478  1001
-CONVEX 1354    GT_PK(2,2)      1003  8479  1071  8480  8470  1002
-CONVEX 1355    GT_PK(2,2)      1003  8481  1072  8479  6742  1071
-CONVEX 1356    GT_PK(2,2)      1003  8482  936  8480  8483  1002
-CONVEX 1357    GT_PK(2,2)      455  8484  402  8485  8486  454
-CONVEX 1358    GT_PK(2,2)      509  8487  455  8488  8485  454
-CONVEX 1359    GT_PK(2,2)      509  8487  455  8489  8490  510
-CONVEX 1360    GT_PK(2,2)      567  8491  625  8492  8493  626
-CONVEX 1361    GT_PK(2,2)      567  8494  568  8492  8495  626
-CONVEX 1362    GT_PK(2,2)      627  8496  568  8497  8495  626
-CONVEX 1363    GT_PK(2,2)      627  8498  688  8499  8500  628
-CONVEX 1364    GT_PK(2,2)      511  8501  567  8502  8503  510
-CONVEX 1365    GT_PK(2,2)      511  8501  567  8504  8494  568
-CONVEX 1366    GT_PK(2,2)      569  8505  627  8506  8499  628
-CONVEX 1367    GT_PK(2,2)      569  8505  627  8507  8496  568
-CONVEX 1368    GT_PK(2,2)      689  8508  629  8509  8510  628
-CONVEX 1369    GT_PK(2,2)      689  8511  688  8509  8500  628
-CONVEX 1370    GT_PK(2,2)      955  8512  891  8513  6750  890
-CONVEX 1371    GT_PK(2,2)      955  8514  956  8512  8515  891
-CONVEX 1372    GT_PK(2,2)      1023  8516  956  8517  8518  1024
-CONVEX 1373    GT_PK(2,2)      1023  8519  955  8516  8514  956
-CONVEX 1374    GT_PK(2,2)      1023  8519  955  8520  8521  1022
-CONVEX 1375    GT_PK(2,2)      1163  8522  1234  8523  6761  1233
-CONVEX 1376    GT_PK(2,2)      1369  8524  1296  8525  7839  1368
-CONVEX 1377    GT_PK(2,2)      1369  8524  1296  8526  8527  1297
-CONVEX 1378    GT_PK(2,2)      1225  8528  1296  8529  8527  1297
-CONVEX 1379    GT_PK(2,2)      1225  8528  1296  8530  7841  1224
-CONVEX 1380    GT_PK(2,2)      885  8531  884  8532  6672  821
-CONVEX 1381    GT_PK(2,2)      822  8533  760  8534  6703  759
-CONVEX 1382    GT_PK(2,2)      822  8535  821  8534  5944  759
-CONVEX 1383    GT_PK(2,2)      822  8536  885  8535  8532  821
-CONVEX 1384    GT_PK(2,2)      822  8536  885  8537  8538  886
-CONVEX 1385    GT_PK(2,2)      1449  8539  1450  8540  7899  1522
-CONVEX 1386    GT_PK(2,2)      1449  8539  1450  8541  8542  1377
-CONVEX 1387    GT_PK(2,2)      1378  8543  1451  8544  6758  1379
-CONVEX 1388    GT_PK(2,2)      1378  8545  1450  8543  7901  1451
-CONVEX 1389    GT_PK(2,2)      1378  8546  1306  8544  8547  1379
-CONVEX 1390    GT_PK(2,2)      1378  8545  1450  8548  8542  1377
-CONVEX 1391    GT_PK(2,2)      1378  8549  1305  8548  8550  1377
-CONVEX 1392    GT_PK(2,2)      1378  8549  1305  8546  6762  1306
-CONVEX 1393    GT_PK(2,2)      1671  8551  1672  8552  7881  1747
-CONVEX 1394    GT_PK(2,2)      1671  8553  1746  8552  8554  1747
-CONVEX 1395    GT_PK(2,2)      1823  8555  1746  8556  8557  1822
-CONVEX 1396    GT_PK(2,2)      1823  8558  1824  8559  5911  1900
-CONVEX 1397    GT_PK(2,2)      1823  8558  1824  8560  7875  1747
-CONVEX 1398    GT_PK(2,2)      1823  8555  1746  8560  8554  1747
-CONVEX 1399    GT_PK(2,2)      1823  8559  1900  8561  7886  1899
-CONVEX 1400    GT_PK(2,2)      1823  8556  1822  8561  8562  1899
-CONVEX 1401    GT_PK(2,2)      1898  8563  1975  8564  7889  1899
-CONVEX 1402    GT_PK(2,2)      1898  8565  1822  8564  8562  1899
-CONVEX 1403    GT_PK(2,2)      1974  8566  1975  8567  8568  2052
-CONVEX 1404    GT_PK(2,2)      1974  8569  1898  8566  8563  1975
-CONVEX 1405    GT_PK(2,2)      1974  8569  1898  8570  8571  1897
-CONVEX 1406    GT_PK(2,2)      1519  8572  1592  8573  8574  1593
-CONVEX 1407    GT_PK(2,2)      37  8575  63  8576  8577  38
-CONVEX 1408    GT_PK(2,2)      37  8578  18  8576  7263  38
-CONVEX 1409    GT_PK(2,2)      58  8579  57  8580  6764  32
-CONVEX 1410    GT_PK(2,2)      58  8580  32  8581  5966  33
-CONVEX 1411    GT_PK(2,2)      58  8582  59  8581  8583  33
-CONVEX 1412    GT_PK(2,2)      58  8579  57  8584  6767  88
-CONVEX 1413    GT_PK(2,2)      58  8585  89  8584  8586  88
-CONVEX 1414    GT_PK(2,2)      58  8585  89  8582  8587  59
-CONVEX 1415    GT_PK(2,2)      5258  8588  5312  8589  6774  5313
-CONVEX 1416    GT_PK(2,2)      5258  8590  5202  8591  6165  5201
-CONVEX 1417    GT_PK(2,2)      5258  8592  5257  8591  7175  5201
-CONVEX 1418    GT_PK(2,2)      5258  8588  5312  8592  6778  5257
-CONVEX 1419    GT_PK(2,2)      5258  8589  5313  8593  6947  5259
-CONVEX 1420    GT_PK(2,2)      5258  8590  5202  8593  6926  5259
-CONVEX 1421    GT_PK(2,2)      4567  8594  4568  8595  8596  4638
-CONVEX 1422    GT_PK(2,2)      5149  8597  5088  8598  6791  5148
-CONVEX 1423    GT_PK(2,2)      5149  8599  5150  8600  8601  5208
-CONVEX 1424    GT_PK(2,2)      5149  8602  5207  8600  8603  5208
-CONVEX 1425    GT_PK(2,2)      5149  8602  5207  8598  7009  5148
-CONVEX 1426    GT_PK(2,2)      5089  8604  5150  8605  6790  5090
-CONVEX 1427    GT_PK(2,2)      5089  8606  5028  8605  8607  5090
-CONVEX 1428    GT_PK(2,2)      5089  8608  5149  8604  8599  5150
-CONVEX 1429    GT_PK(2,2)      5089  8608  5149  8609  8597  5088
-CONVEX 1430    GT_PK(2,2)      4904  8610  4968  8611  8612  4905
-CONVEX 1431    GT_PK(2,2)      4969  8613  4968  8614  8612  4905
-CONVEX 1432    GT_PK(2,2)      4967  8615  4904  8616  8617  4903
-CONVEX 1433    GT_PK(2,2)      4967  8615  4904  8618  8610  4968
-CONVEX 1434    GT_PK(2,2)      5029  8619  5028  8620  8607  5090
-CONVEX 1435    GT_PK(2,2)      4701  8621  4632  8622  8623  4631
-CONVEX 1436    GT_PK(2,2)      4701  8624  4700  8622  8625  4631
-CONVEX 1437    GT_PK(2,2)      4701  8626  4769  8624  5971  4700
-CONVEX 1438    GT_PK(2,2)      4607  8627  4678  8628  8629  4608
-CONVEX 1439    GT_PK(2,2)      4945  8630  4881  8631  8632  4946
-CONVEX 1440    GT_PK(2,2)      4945  8630  4881  8633  8634  4880
-CONVEX 1441    GT_PK(2,2)      4886  8635  4887  8636  6485  4821
-CONVEX 1442    GT_PK(2,2)      4886  8637  4950  8638  6817  4885
-CONVEX 1443    GT_PK(2,2)      4884  8639  4949  8640  6816  4885
-CONVEX 1444    GT_PK(2,2)      5013  8641  4949  8642  6815  4950
-CONVEX 1445    GT_PK(2,2)      5013  8642  4950  8643  8644  5014
-CONVEX 1446    GT_PK(2,2)      5196  8645  5195  8646  6007  5254
-CONVEX 1447    GT_PK(2,2)      5196  8647  5135  8645  6818  5195
-CONVEX 1448    GT_PK(2,2)      4947  8648  5010  8649  8650  4946
-CONVEX 1449    GT_PK(2,2)      5009  8651  5072  8652  6805  5071
-CONVEX 1450    GT_PK(2,2)      5009  8653  5010  8651  8654  5072
-CONVEX 1451    GT_PK(2,2)      5009  8653  5010  8655  8650  4946
-CONVEX 1452    GT_PK(2,2)      5009  8656  4945  8655  8631  4946
-CONVEX 1453    GT_PK(2,2)      5073  8657  5135  8658  6819  5134
-CONVEX 1454    GT_PK(2,2)      5073  8659  5072  8658  6806  5134
-CONVEX 1455    GT_PK(2,2)      5073  8660  5010  8659  8654  5072
-CONVEX 1456    GT_PK(2,2)      5637  8661  5636  8662  7045  5674
-CONVEX 1457    GT_PK(2,2)      5597  8663  5638  8664  8665  5598
-CONVEX 1458    GT_PK(2,2)      5597  8666  5554  8664  8667  5598
-CONVEX 1459    GT_PK(2,2)      5597  8668  5637  8663  8669  5638
-CONVEX 1460    GT_PK(2,2)      5508  8670  5554  8671  8672  5507
-CONVEX 1461    GT_PK(2,2)      5508  8673  5509  8674  8675  5460
-CONVEX 1462    GT_PK(2,2)      5508  8676  5459  8674  8677  5460
-CONVEX 1463    GT_PK(2,2)      5508  8676  5459  8671  8678  5507
-CONVEX 1464    GT_PK(2,2)      5455  8679  5456  8680  8681  5504
-CONVEX 1465    GT_PK(2,2)      5455  8679  5456  8682  8683  5405
-CONVEX 1466    GT_PK(2,2)      5402  8684  5403  8685  8686  5350
-CONVEX 1467    GT_PK(2,2)      5402  8687  5349  8685  6881  5350
-CONVEX 1468    GT_PK(2,2)      5352  8688  5353  8689  8690  5405
-CONVEX 1469    GT_PK(2,2)      5352  8691  5298  8692  8693  5297
-CONVEX 1470    GT_PK(2,2)      5352  8691  5298  8688  6870  5353
-CONVEX 1471    GT_PK(2,2)      5003  8694  4940  8695  6827  5004
-CONVEX 1472    GT_PK(2,2)      5003  8696  5066  8697  6835  5065
-CONVEX 1473    GT_PK(2,2)      5003  8696  5066  8695  6839  5004
-CONVEX 1474    GT_PK(2,2)      5003  8698  5002  8697  8699  5065
-CONVEX 1475    GT_PK(2,2)      5003  8698  5002  8700  6228  4939
-CONVEX 1476    GT_PK(2,2)      5003  8694  4940  8700  6832  4939
-CONVEX 1477    GT_PK(2,2)      5068  8701  5006  8702  6825  5005
-CONVEX 1478    GT_PK(2,2)      5068  8703  5067  8702  6837  5005
-CONVEX 1479    GT_PK(2,2)      5068  8704  5069  8705  6847  5130
-CONVEX 1480    GT_PK(2,2)      5068  8704  5069  8701  6848  5006
-CONVEX 1481    GT_PK(2,2)      5307  8706  5250  8707  6840  5251
-CONVEX 1482    GT_PK(2,2)      5307  8708  5362  8709  5979  5361
-CONVEX 1483    GT_PK(2,2)      5307  8710  5306  8709  8711  5361
-CONVEX 1484    GT_PK(2,2)      5307  8706  5250  8710  6844  5306
-CONVEX 1485    GT_PK(2,2)      5307  8712  5308  8708  6802  5362
-CONVEX 1486    GT_PK(2,2)      5307  8712  5308  8707  6801  5251
-CONVEX 1487    GT_PK(2,2)      5458  8713  5459  8714  8678  5507
-CONVEX 1488    GT_PK(2,2)      5458  8713  5459  8715  8716  5408
-CONVEX 1489    GT_PK(2,2)      5301  8717  5355  8718  6857  5300
-CONVEX 1490    GT_PK(2,2)      5301  8719  5245  8720  8721  5302
-CONVEX 1491    GT_PK(2,2)      5301  8722  5244  8718  6867  5300
-CONVEX 1492    GT_PK(2,2)      5301  8722  5244  8719  8723  5245
-CONVEX 1493    GT_PK(2,2)      5407  8724  5355  8725  8726  5408
-CONVEX 1494    GT_PK(2,2)      5407  8727  5458  8725  8715  5408
-CONVEX 1495    GT_PK(2,2)      5407  8727  5458  8728  8729  5457
-CONVEX 1496    GT_PK(2,2)      5407  8724  5355  8730  6856  5354
-CONVEX 1497    GT_PK(2,2)      5410  8731  5411  8732  8733  5358
-CONVEX 1498    GT_PK(2,2)      5410  8734  5357  8732  6862  5358
-CONVEX 1499    GT_PK(2,2)      5461  8735  5509  8736  8675  5460
-CONVEX 1500    GT_PK(2,2)      5461  8737  5510  8735  6012  5509
-CONVEX 1501    GT_PK(2,2)      5461  8738  5410  8736  8739  5460
-CONVEX 1502    GT_PK(2,2)      5461  8738  5410  8740  8731  5411
-CONVEX 1503    GT_PK(2,2)      5461  8737  5510  8741  6008  5462
-CONVEX 1504    GT_PK(2,2)      5461  8740  5411  8741  8742  5462
-CONVEX 1505    GT_PK(2,2)      5359  8743  5411  8744  8733  5358
-CONVEX 1506    GT_PK(2,2)      5356  8745  5357  8746  6860  5302
-CONVEX 1507    GT_PK(2,2)      5356  8747  5301  8746  8720  5302
-CONVEX 1508    GT_PK(2,2)      5356  8747  5301  8748  8717  5355
-CONVEX 1509    GT_PK(2,2)      5356  8748  5355  8749  8726  5408
-CONVEX 1510    GT_PK(2,2)      5396  8750  5343  8751  8752  5344
-CONVEX 1511    GT_PK(2,2)      5119  8753  5058  8754  7442  5057
-CONVEX 1512    GT_PK(2,2)      5119  8755  5120  8753  8756  5058
-CONVEX 1513    GT_PK(2,2)      5241  8757  5240  8758  6871  5297
-CONVEX 1514    GT_PK(2,2)      5241  8759  5298  8760  6869  5242
-CONVEX 1515    GT_PK(2,2)      5241  8759  5298  8758  8693  5297
-CONVEX 1516    GT_PK(2,2)      5241  8761  5183  8760  8762  5242
-CONVEX 1517    GT_PK(2,2)      5348  8763  5349  8764  6882  5294
-CONVEX 1518    GT_PK(2,2)      5348  8765  5293  8764  6875  5294
-CONVEX 1519    GT_PK(2,2)      5348  8765  5293  8766  6877  5347
-CONVEX 1520    GT_PK(2,2)      5348  8766  5347  8767  8768  5400
-CONVEX 1521    GT_PK(2,2)      5239  8769  5240  8770  8771  5181
-CONVEX 1522    GT_PK(2,2)      5239  8772  5238  8773  6888  5295
-CONVEX 1523    GT_PK(2,2)      5239  8773  5295  8774  6033  5296
-CONVEX 1524    GT_PK(2,2)      5239  8769  5240  8774  6872  5296
-CONVEX 1525    GT_PK(2,2)      5290  8775  5345  8776  8777  5344
-CONVEX 1526    GT_PK(2,2)      5290  8775  5345  8778  8779  5291
-CONVEX 1527    GT_PK(2,2)      5754  8780  5774  8781  8782  5773
-CONVEX 1528    GT_PK(2,2)      5754  8783  5753  8784  8785  5728
-CONVEX 1529    GT_PK(2,2)      5754  8783  5753  8781  8786  5773
-CONVEX 1530    GT_PK(2,2)      5699  8787  5698  8788  6893  5664
-CONVEX 1531    GT_PK(2,2)      5699  8789  5700  8790  6901  5730
-CONVEX 1532    GT_PK(2,2)      5696  8791  5661  8792  8793  5695
-CONVEX 1533    GT_PK(2,2)      5696  8794  5726  8792  7056  5695
-CONVEX 1534    GT_PK(2,2)      5666  8795  5701  8796  5814  5667
-CONVEX 1535    GT_PK(2,2)      5666  8797  5700  8795  6905  5701
-CONVEX 1536    GT_PK(2,2)      5588  8798  5587  8799  8800  5544
-CONVEX 1537    GT_PK(2,2)      5588  8798  5587  8801  8802  5628
-CONVEX 1538    GT_PK(2,2)      5399  8803  5347  8804  8768  5400
-CONVEX 1539    GT_PK(2,2)      5399  8805  5450  8804  6908  5400
-CONVEX 1540    GT_PK(2,2)      5543  8806  5587  8807  8800  5544
-CONVEX 1541    GT_PK(2,2)      5632  8808  5670  8809  7034  5669
-CONVEX 1542    GT_PK(2,2)      5630  8810  5668  8811  6915  5667
-CONVEX 1543    GT_PK(2,2)      5547  8812  5590  8813  8814  5546
-CONVEX 1544    GT_PK(2,2)      5502  8815  5548  8816  6920  5549
-CONVEX 1545    GT_PK(2,2)      5204  8817  5203  8818  6927  5260
-CONVEX 1546    GT_PK(2,2)      5204  8817  5203  8819  6922  5145
-CONVEX 1547    GT_PK(2,2)      5204  8820  5146  8821  6044  5205
-CONVEX 1548    GT_PK(2,2)      5204  8819  5145  8820  6935  5146
-CONVEX 1549    GT_PK(2,2)      5417  8822  5366  8823  6061  5465
-CONVEX 1550    GT_PK(2,2)      5417  8824  5367  8822  6950  5366
-CONVEX 1551    GT_PK(2,2)      5417  8824  5367  8825  8826  5418
-CONVEX 1552    GT_PK(2,2)      5417  8827  5466  8823  8828  5465
-CONVEX 1553    GT_PK(2,2)      5417  8827  5466  8825  6987  5418
-CONVEX 1554    GT_PK(2,2)      5644  8829  5606  8830  6951  5607
-CONVEX 1555    GT_PK(2,2)      5644  8830  5607  8831  7030  5645
-CONVEX 1556    GT_PK(2,2)      5644  8832  5678  8833  6071  5643
-CONVEX 1557    GT_PK(2,2)      5644  8829  5606  8833  6979  5643
-CONVEX 1558    GT_PK(2,2)      5644  8832  5678  8834  5832  5679
-CONVEX 1559    GT_PK(2,2)      5644  8831  5645  8834  8835  5679
-CONVEX 1560    GT_PK(2,2)      5517  8836  5518  8837  6081  5561
-CONVEX 1561    GT_PK(2,2)      5517  8838  5560  8837  6966  5561
-CONVEX 1562    GT_PK(2,2)      5517  8839  5471  8840  7021  5470
-CONVEX 1563    GT_PK(2,2)      5517  8839  5471  8836  8841  5518
-CONVEX 1564    GT_PK(2,2)      5517  8842  5516  8840  8843  5470
-CONVEX 1565    GT_PK(2,2)      5517  8838  5560  8842  6970  5516
-CONVEX 1566    GT_PK(2,2)      5564  8844  5520  8845  6974  5563
-CONVEX 1567    GT_PK(2,2)      5564  8846  5604  8845  6982  5563
-CONVEX 1568    GT_PK(2,2)      5564  8847  5605  8848  6976  5565
-CONVEX 1569    GT_PK(2,2)      5564  8846  5604  8847  6984  5605
-CONVEX 1570    GT_PK(2,2)      5467  8849  5513  8850  6986  5418
-CONVEX 1571    GT_PK(2,2)      5467  8851  5419  8850  8852  5418
-CONVEX 1572    GT_PK(2,2)      5467  8851  5419  8853  6988  5468
-CONVEX 1573    GT_PK(2,2)      5467  8853  5468  8854  6998  5514
-CONVEX 1574    GT_PK(2,2)      5467  8849  5513  8854  8855  5514
-CONVEX 1575    GT_PK(2,2)      5368  8856  5316  8857  8858  5315
-CONVEX 1576    GT_PK(2,2)      5368  8859  5367  8857  6949  5315
-CONVEX 1577    GT_PK(2,2)      5368  8859  5367  8860  8826  5418
-CONVEX 1578    GT_PK(2,2)      5368  8861  5419  8860  8852  5418
-CONVEX 1579    GT_PK(2,2)      5469  8862  5516  8863  8843  5470
-CONVEX 1580    GT_PK(2,2)      5469  8864  5515  8862  6994  5516
-CONVEX 1581    GT_PK(2,2)      5469  8865  5421  8866  8867  5420
-CONVEX 1582    GT_PK(2,2)      5469  8865  5421  8863  6106  5470
-CONVEX 1583    GT_PK(2,2)      5469  8868  5468  8866  6990  5420
-CONVEX 1584    GT_PK(2,2)      5469  8864  5515  8868  6997  5468
-CONVEX 1585    GT_PK(2,2)      5264  8869  5207  8870  7012  5263
-CONVEX 1586    GT_PK(2,2)      5264  8871  5265  8872  7004  5319
-CONVEX 1587    GT_PK(2,2)      5264  8869  5207  8873  8603  5208
-CONVEX 1588    GT_PK(2,2)      5264  8871  5265  8873  8874  5208
-CONVEX 1589    GT_PK(2,2)      5261  8875  5316  8876  8858  5315
-CONVEX 1590    GT_PK(2,2)      5261  8877  5262  8875  7019  5316
-CONVEX 1591    GT_PK(2,2)      5261  8878  5260  8876  6943  5315
-CONVEX 1592    GT_PK(2,2)      5261  8879  5204  8878  8818  5260
-CONVEX 1593    GT_PK(2,2)      5261  8877  5262  8880  7014  5205
-CONVEX 1594    GT_PK(2,2)      5261  8879  5204  8880  8821  5205
-CONVEX 1595    GT_PK(2,2)      5318  8881  5319  8882  6102  5371
-CONVEX 1596    GT_PK(2,2)      5318  8883  5317  8884  7017  5263
-CONVEX 1597    GT_PK(2,2)      5318  8885  5264  8884  8870  5263
-CONVEX 1598    GT_PK(2,2)      5318  8885  5264  8881  8872  5319
-CONVEX 1599    GT_PK(2,2)      5370  8886  5421  8887  6108  5371
-CONVEX 1600    GT_PK(2,2)      5370  8888  5318  8887  8882  5371
-CONVEX 1601    GT_PK(2,2)      5370  8888  5318  8889  8883  5317
-CONVEX 1602    GT_PK(2,2)      5370  8886  5421  8890  8867  5420
-CONVEX 1603    GT_PK(2,2)      5472  8891  5518  8892  6078  5519
-CONVEX 1604    GT_PK(2,2)      5472  8893  5471  8891  8841  5518
-CONVEX 1605    GT_PK(2,2)      5472  8893  5471  8894  7022  5423
-CONVEX 1606    GT_PK(2,2)      5472  8895  5473  8892  6973  5519
-CONVEX 1607    GT_PK(2,2)      5472  8896  5424  8894  6098  5423
-CONVEX 1608    GT_PK(2,2)      5472  8895  5473  8896  6528  5424
-CONVEX 1609    GT_PK(2,2)      5739  8897  5738  8898  8899  5759
-CONVEX 1610    GT_PK(2,2)      5739  8900  5713  8901  8902  5714
-CONVEX 1611    GT_PK(2,2)      5739  8903  5740  8898  5925  5759
-CONVEX 1612    GT_PK(2,2)      5739  8903  5740  8901  6545  5714
-CONVEX 1613    GT_PK(2,2)      5569  8904  5526  8905  8906  5525
-CONVEX 1614    GT_PK(2,2)      5569  8907  5570  8904  7026  5526
-CONVEX 1615    GT_PK(2,2)      5672  8908  5707  8909  8910  5706
-CONVEX 1616    GT_PK(2,2)      5672  8911  5634  8912  8913  5635
-CONVEX 1617    GT_PK(2,2)      5672  8914  5673  8912  7046  5635
-CONVEX 1618    GT_PK(2,2)      5672  8914  5673  8908  8915  5707
-CONVEX 1619    GT_PK(2,2)      5594  8916  5634  8917  8918  5593
-CONVEX 1620    GT_PK(2,2)      5594  8919  5550  8917  7051  5593
-CONVEX 1621    GT_PK(2,2)      5594  8919  5550  8920  7048  5551
-CONVEX 1622    GT_PK(2,2)      5594  8916  5634  8921  8913  5635
-CONVEX 1623    GT_PK(2,2)      5772  8922  5753  8923  8786  5773
-CONVEX 1624    GT_PK(2,2)      5772  8924  5752  8925  6119  5771
-CONVEX 1625    GT_PK(2,2)      5772  8922  5753  8924  8926  5752
-CONVEX 1626    GT_PK(2,2)      5744  8927  5743  8928  5801  5763
-CONVEX 1627    GT_PK(2,2)      5748  8929  5747  8930  7064  5767
-CONVEX 1628    GT_PK(2,2)      5748  8931  5768  8932  6122  5749
-CONVEX 1629    GT_PK(2,2)      5748  8931  5768  8930  8933  5767
-CONVEX 1630    GT_PK(2,2)      5748  8934  5722  8929  8935  5747
-CONVEX 1631    GT_PK(2,2)      5694  8936  5725  8937  7057  5695
-CONVEX 1632    GT_PK(2,2)      5694  8938  5724  8936  7068  5725
-CONVEX 1633    GT_PK(2,2)      5161  8939  5219  8940  7071  5220
-CONVEX 1634    GT_PK(2,2)      5479  8941  5526  8942  8906  5525
-CONVEX 1635    GT_PK(2,2)      5326  8943  5325  8944  6525  5378
-CONVEX 1636    GT_PK(2,2)      5326  8945  5271  8946  6533  5272
-CONVEX 1637    GT_PK(2,2)      5326  8945  5271  8943  8093  5325
-CONVEX 1638    GT_PK(2,2)      2139  8947  2140  8948  6638  2218
-CONVEX 1639    GT_PK(2,2)      2139  8949  2217  8948  7102  2218
-CONVEX 1640    GT_PK(2,2)      1842  8950  1766  8951  7110  1843
-CONVEX 1641    GT_PK(2,2)      1842  8950  1766  8952  8953  1765
-CONVEX 1642    GT_PK(2,2)      1841  8954  1917  8955  8956  1840
-CONVEX 1643    GT_PK(2,2)      1841  8957  1764  8958  8341  1765
-CONVEX 1644    GT_PK(2,2)      1841  8957  1764  8955  8338  1840
-CONVEX 1645    GT_PK(2,2)      1841  8959  1842  8958  8952  1765
-CONVEX 1646    GT_PK(2,2)      1916  8960  1917  8961  8956  1840
-CONVEX 1647    GT_PK(2,2)      1916  8962  1839  8961  7103  1840
-CONVEX 1648    GT_PK(2,2)      1762  8963  1686  8964  8345  1763
-CONVEX 1649    GT_PK(2,2)      1762  8965  1839  8964  7104  1763
-CONVEX 1650    GT_PK(2,2)      1762  8965  1839  8966  8967  1838
-CONVEX 1651    GT_PK(2,2)      1762  8968  1685  8963  8969  1686
-CONVEX 1652    GT_PK(2,2)      1915  8970  1839  8971  8967  1838
-CONVEX 1653    GT_PK(2,2)      1915  8972  1914  8971  8973  1838
-CONVEX 1654    GT_PK(2,2)      1915  8972  1914  8974  6157  1992
-CONVEX 1655    GT_PK(2,2)      1915  8975  1993  8974  8976  1992
-CONVEX 1656    GT_PK(2,2)      1915  8977  1916  8975  8978  1993
-CONVEX 1657    GT_PK(2,2)      1915  8977  1916  8970  8962  1839
-CONVEX 1658    GT_PK(2,2)      1620  8979  1545  8980  8981  1619
-CONVEX 1659    GT_PK(2,2)      1620  8982  1695  8980  8983  1619
-CONVEX 1660    GT_PK(2,2)      1541  8984  1540  8985  8986  1615
-CONVEX 1661    GT_PK(2,2)      1467  8987  1541  8988  8989  1468
-CONVEX 1662    GT_PK(2,2)      1467  8987  1541  8990  8984  1540
-CONVEX 1663    GT_PK(2,2)      1616  8991  1615  8992  8993  1691
-CONVEX 1664    GT_PK(2,2)      1616  8994  1541  8991  8985  1615
-CONVEX 1665    GT_PK(2,2)      1692  8995  1617  8996  7106  1693
-CONVEX 1666    GT_PK(2,2)      1692  8997  1616  8998  8992  1691
-CONVEX 1667    GT_PK(2,2)      1692  8997  1616  8995  8999  1617
-CONVEX 1668    GT_PK(2,2)      1543  9000  1617  9001  7107  1618
-CONVEX 1669    GT_PK(2,2)      1689  9002  1766  9003  8953  1765
-CONVEX 1670    GT_PK(2,2)      1689  9004  1688  9003  8342  1765
-CONVEX 1671    GT_PK(2,2)      1689  9004  1688  9005  6644  1613
-CONVEX 1672    GT_PK(2,2)      899  9006  835  9007  8163  834
-CONVEX 1673    GT_PK(2,2)      899  9008  966  9009  9010  900
-CONVEX 1674    GT_PK(2,2)      899  9006  835  9009  8161  900
-CONVEX 1675    GT_PK(2,2)      969  9011  903  9012  6574  970
-CONVEX 1676    GT_PK(2,2)      969  9013  902  9011  9014  903
-CONVEX 1677    GT_PK(2,2)      1104  9015  1174  9016  9017  1103
-CONVEX 1678    GT_PK(2,2)      1465  9018  1538  9019  6641  1539
-CONVEX 1679    GT_PK(2,2)      1323  9020  1251  9021  8132  1250
-CONVEX 1680    GT_PK(2,2)      1323  9022  1396  9023  7121  1324
-CONVEX 1681    GT_PK(2,2)      1323  9020  1251  9023  9024  1324
-CONVEX 1682    GT_PK(2,2)      2164  9025  2163  9026  7132  2242
-CONVEX 1683    GT_PK(2,2)      2160  9027  2161  9028  9029  2239
-CONVEX 1684    GT_PK(2,2)      2240  9030  2161  9031  9029  2239
-CONVEX 1685    GT_PK(2,2)      2240  9032  2319  9031  9033  2239
-CONVEX 1686    GT_PK(2,2)      2564  9034  2565  9035  9036  2644
-CONVEX 1687    GT_PK(2,2)      2483  9037  2484  9038  9039  2404
-CONVEX 1688    GT_PK(2,2)      2483  9040  2562  9041  9042  2482
-CONVEX 1689    GT_PK(2,2)      2485  9043  2564  9044  9045  2484
-CONVEX 1690    GT_PK(2,2)      2485  9046  2565  9047  9048  2486
-CONVEX 1691    GT_PK(2,2)      2485  9043  2564  9046  9034  2565
-CONVEX 1692    GT_PK(2,2)      1865  9049  1788  9050  7142  1789
-CONVEX 1693    GT_PK(2,2)      1338  9051  1337  9052  9053  1265
-CONVEX 1694    GT_PK(2,2)      1554  9054  1553  9055  9056  1628
-CONVEX 1695    GT_PK(2,2)      2474  9057  2394  9058  9059  2473
-CONVEX 1696    GT_PK(2,2)      1998  9060  1920  9061  9062  1921
-CONVEX 1697    GT_PK(2,2)      1768  9063  1767  9064  9065  1691
-CONVEX 1698    GT_PK(2,2)      1768  9066  1692  9064  8998  1691
-CONVEX 1699    GT_PK(2,2)      915  9067  850  9068  9069  851
-CONVEX 1700    GT_PK(2,2)      976  9070  975  9071  9072  909
-CONVEX 1701    GT_PK(2,2)      976  9073  910  9071  9074  909
-CONVEX 1702    GT_PK(2,2)      1184  9075  1113  9076  5929  1183
-CONVEX 1703    GT_PK(2,2)      1184  9077  1255  9078  9079  1256
-CONVEX 1704    GT_PK(2,2)      1184  9077  1255  9076  7129  1183
-CONVEX 1705    GT_PK(2,2)      1185  9080  1184  9081  9078  1256
-CONVEX 1706    GT_PK(2,2)      1186  9082  1185  9083  9084  1115
-CONVEX 1707    GT_PK(2,2)      1705  9085  1630  9086  9087  1706
-CONVEX 1708    GT_PK(2,2)      1480  9088  1408  9089  9090  1481
-CONVEX 1709    GT_PK(2,2)      1480  9088  1408  9091  9092  1407
-CONVEX 1710    GT_PK(2,2)      1480  9093  1554  9089  9094  1481
-CONVEX 1711    GT_PK(2,2)      1480  9093  1554  9095  9054  1553
-CONVEX 1712    GT_PK(2,2)      1700  9096  1699  9097  9098  1776
-CONVEX 1713    GT_PK(2,2)      1854  9099  1930  9100  9101  1853
-CONVEX 1714    GT_PK(2,2)      1473  9102  1401  9103  9104  1474
-CONVEX 1715    GT_PK(2,2)      1328  9105  1329  9106  9107  1401
-CONVEX 1716    GT_PK(2,2)      1328  9105  1329  9108  9109  1256
-CONVEX 1717    GT_PK(2,2)      1328  9110  1255  9108  9079  1256
-CONVEX 1718    GT_PK(2,2)      1328  9110  1255  9111  7127  1327
-CONVEX 1719    GT_PK(2,2)      1400  9112  1472  9113  9114  1399
-CONVEX 1720    GT_PK(2,2)      1400  9115  1328  9116  9106  1401
-CONVEX 1721    GT_PK(2,2)      1400  9117  1473  9112  9118  1472
-CONVEX 1722    GT_PK(2,2)      1400  9117  1473  9116  9102  1401
-CONVEX 1723    GT_PK(2,2)      1400  9119  1327  9113  6151  1399
-CONVEX 1724    GT_PK(2,2)      1400  9115  1328  9119  9111  1327
-CONVEX 1725    GT_PK(2,2)      1475  9120  1548  9121  9122  1474
-CONVEX 1726    GT_PK(2,2)      1475  9120  1548  9123  9124  1549
-CONVEX 1727    GT_PK(2,2)      1402  9125  1401  9126  9104  1474
-CONVEX 1728    GT_PK(2,2)      1402  9127  1475  9126  9121  1474
-CONVEX 1729    GT_PK(2,2)      1402  9127  1475  9128  9129  1403
-CONVEX 1730    GT_PK(2,2)      1402  9128  1403  9130  9131  1330
-CONVEX 1731    GT_PK(2,2)      1402  9132  1329  9130  9133  1330
-CONVEX 1732    GT_PK(2,2)      1402  9132  1329  9125  9107  1401
-CONVEX 1733    GT_PK(2,2)      1624  9134  1550  9135  9136  1625
-CONVEX 1734    GT_PK(2,2)      1624  9134  1550  9137  9138  1549
-CONVEX 1735    GT_PK(2,2)      1624  9139  1700  9135  9140  1625
-CONVEX 1736    GT_PK(2,2)      1624  9139  1700  9141  9096  1699
-CONVEX 1737    GT_PK(2,2)      2553  9142  2474  9143  9058  2473
-CONVEX 1738    GT_PK(2,2)      2553  9142  2474  9144  9145  2554
-CONVEX 1739    GT_PK(2,2)      2312  9146  2392  9147  9148  2313
-CONVEX 1740    GT_PK(2,2)      2312  9146  2392  9149  7146  2391
-CONVEX 1741    GT_PK(2,2)      2393  9150  2392  9151  9148  2313
-CONVEX 1742    GT_PK(2,2)      2393  9152  2394  9153  9059  2473
-CONVEX 1743    GT_PK(2,2)      2387  9154  2308  9155  9156  2388
-CONVEX 1744    GT_PK(2,2)      2550  9157  2471  9158  9159  2551
-CONVEX 1745    GT_PK(2,2)      2871  9160  2791  9161  9162  2792
-CONVEX 1746    GT_PK(2,2)      2477  9163  2397  9164  7151  2476
-CONVEX 1747    GT_PK(2,2)      2633  9165  2553  9166  9144  2554
-CONVEX 1748    GT_PK(2,2)      2633  9165  2553  9167  9168  2632
-CONVEX 1749    GT_PK(2,2)      2881  9169  2882  9170  9171  2802
-CONVEX 1750    GT_PK(2,2)      2065  9172  2144  9173  9174  2143
-CONVEX 1751    GT_PK(2,2)      2065  9175  1986  9176  8351  1987
-CONVEX 1752    GT_PK(2,2)      2066  9177  2144  9178  9179  2145
-CONVEX 1753    GT_PK(2,2)      2066  9180  1988  9181  7154  1987
-CONVEX 1754    GT_PK(2,2)      2066  9182  2065  9181  9176  1987
-CONVEX 1755    GT_PK(2,2)      2066  9182  2065  9177  9172  2144
-CONVEX 1756    GT_PK(2,2)      2067  9183  2146  9184  9185  2145
-CONVEX 1757    GT_PK(2,2)      2067  9186  2066  9184  9178  2145
-CONVEX 1758    GT_PK(2,2)      2067  9186  2066  9187  9180  1988
-CONVEX 1759    GT_PK(2,2)      2067  9183  2146  9188  9189  2068
-CONVEX 1760    GT_PK(2,2)      2070  9190  1992  9191  6159  1991
-CONVEX 1761    GT_PK(2,2)      2616  9192  2536  9193  7079  2615
-CONVEX 1762    GT_PK(2,2)      2458  9194  2378  9195  7313  2379
-CONVEX 1763    GT_PK(2,2)      2458  9194  2378  9196  7098  2457
-CONVEX 1764    GT_PK(2,2)      3889  9197  3813  9198  9199  3812
-CONVEX 1765    GT_PK(2,2)      3889  9200  3888  9198  9201  3812
-CONVEX 1766    GT_PK(2,2)      4042  9202  3966  9203  9204  4043
-CONVEX 1767    GT_PK(2,2)      3887  9205  3888  9206  9207  3964
-CONVEX 1768    GT_PK(2,2)      3955  9208  3954  9209  7217  4031
-CONVEX 1769    GT_PK(2,2)      3955  9208  3954  9210  7222  3878
-CONVEX 1770    GT_PK(2,2)      4185  9211  4258  9212  9213  4184
-CONVEX 1771    GT_PK(2,2)      4185  9214  4259  9211  9215  4258
-CONVEX 1772    GT_PK(2,2)      3807  9216  3808  9217  9218  3730
-CONVEX 1773    GT_PK(2,2)      3807  9216  3808  9219  9220  3884
-CONVEX 1774    GT_PK(2,2)      3963  9221  4040  9222  7157  3964
-CONVEX 1775    GT_PK(2,2)      3963  9223  3887  9222  9206  3964
-CONVEX 1776    GT_PK(2,2)      4116  9224  4040  9225  7156  4041
-CONVEX 1777    GT_PK(2,2)      3885  9226  3808  9227  9220  3884
-CONVEX 1778    GT_PK(2,2)      3961  9228  4038  9229  9230  4037
-CONVEX 1779    GT_PK(2,2)      3961  9231  3960  9229  9232  4037
-CONVEX 1780    GT_PK(2,2)      3961  9231  3960  9233  9234  3884
-CONVEX 1781    GT_PK(2,2)      3961  9235  3885  9233  9227  3884
-CONVEX 1782    GT_PK(2,2)      3961  9228  4038  9236  9237  3962
-CONVEX 1783    GT_PK(2,2)      3961  9235  3885  9236  9238  3962
-CONVEX 1784    GT_PK(2,2)      4113  9239  4038  9240  9241  4114
-CONVEX 1785    GT_PK(2,2)      4113  9239  4038  9242  9230  4037
-CONVEX 1786    GT_PK(2,2)      4113  9243  4112  9244  9245  4187
-CONVEX 1787    GT_PK(2,2)      4113  9243  4112  9242  9246  4037
-CONVEX 1788    GT_PK(2,2)      4046  9247  4045  9248  9249  3969
-CONVEX 1789    GT_PK(2,2)      4548  9250  4547  9251  6175  4618
-CONVEX 1790    GT_PK(2,2)      4548  9252  4619  9251  9253  4618
-CONVEX 1791    GT_PK(2,2)      4115  9254  4189  9255  9256  4114
-CONVEX 1792    GT_PK(2,2)      4115  9254  4189  9257  9258  4190
-CONVEX 1793    GT_PK(2,2)      4115  9259  4116  9257  9260  4190
-CONVEX 1794    GT_PK(2,2)      4115  9259  4116  9261  9224  4040
-CONVEX 1795    GT_PK(2,2)      4263  9262  4189  9263  9258  4190
-CONVEX 1796    GT_PK(2,2)      4479  9264  4478  9265  9266  4550
-CONVEX 1797    GT_PK(2,2)      4479  9267  4551  9265  9268  4550
-CONVEX 1798    GT_PK(2,2)      4479  9267  4551  9269  9270  4480
-CONVEX 1799    GT_PK(2,2)      4479  9271  4407  9269  9272  4480
-CONVEX 1800    GT_PK(2,2)      3735  9273  3813  9274  9199  3812
-CONVEX 1801    GT_PK(2,2)      3021  9275  2941  9276  9277  3020
-CONVEX 1802    GT_PK(2,2)      3021  9278  3100  9276  9279  3020
-CONVEX 1803    GT_PK(2,2)      4894  9280  4957  9281  7162  4958
-CONVEX 1804    GT_PK(2,2)      4894  9282  4895  9281  9283  4958
-CONVEX 1805    GT_PK(2,2)      4960  9284  5022  9285  7169  5023
-CONVEX 1806    GT_PK(2,2)      4960  9286  4897  9287  9288  4896
-CONVEX 1807    GT_PK(2,2)      5142  9289  5200  9290  7174  5201
-CONVEX 1808    GT_PK(2,2)      5142  9289  5200  9291  9292  5141
-CONVEX 1809    GT_PK(2,2)      5142  9293  5081  9291  7182  5141
-CONVEX 1810    GT_PK(2,2)      5142  9293  5081  9294  7179  5082
-CONVEX 1811    GT_PK(2,2)      5142  9295  5143  9290  6164  5201
-CONVEX 1812    GT_PK(2,2)      5142  9295  5143  9294  7165  5082
-CONVEX 1813    GT_PK(2,2)      5199  9296  5200  9297  9292  5141
-CONVEX 1814    GT_PK(2,2)      5199  9298  5140  9297  7184  5141
-CONVEX 1815    GT_PK(2,2)      5199  9299  5256  9300  6768  5255
-CONVEX 1816    GT_PK(2,2)      5199  9296  5200  9299  7176  5256
-CONVEX 1817    GT_PK(2,2)      5199  9301  5198  9300  9302  5255
-CONVEX 1818    GT_PK(2,2)      5199  9298  5140  9301  7186  5198
-CONVEX 1819    GT_PK(2,2)      5079  9303  5138  9304  9305  5139
-CONVEX 1820    GT_PK(2,2)      5079  9306  5140  9304  7187  5139
-CONVEX 1821    GT_PK(2,2)      5079  9307  5018  9308  9309  5017
-CONVEX 1822    GT_PK(2,2)      5079  9306  5140  9310  7185  5080
-CONVEX 1823    GT_PK(2,2)      5079  9307  5018  9310  7189  5080
-CONVEX 1824    GT_PK(2,2)      5015  9311  5016  9312  9313  5077
-CONVEX 1825    GT_PK(2,2)      4888  9314  4824  9315  7201  4823
-CONVEX 1826    GT_PK(2,2)      4825  9316  4824  9317  7199  4757
-CONVEX 1827    GT_PK(2,2)      4688  9318  4756  9319  9320  4687
-CONVEX 1828    GT_PK(2,2)      4688  9319  4687  9321  6177  4618
-CONVEX 1829    GT_PK(2,2)      4688  9322  4619  9321  9253  4618
-CONVEX 1830    GT_PK(2,2)      4688  9318  4756  9323  7198  4757
-CONVEX 1831    GT_PK(2,2)      4755  9324  4756  9325  9320  4687
-CONVEX 1832    GT_PK(2,2)      4755  9326  4686  9325  7204  4687
-CONVEX 1833    GT_PK(2,2)      4755  9324  4756  9327  7200  4823
-CONVEX 1834    GT_PK(2,2)      3009  9328  2930  9329  6192  2929
-CONVEX 1835    GT_PK(2,2)      3169  9330  3168  9331  9332  3247
-CONVEX 1836    GT_PK(2,2)      3169  9330  3168  9333  9334  3089
-CONVEX 1837    GT_PK(2,2)      3169  9333  3089  9335  9336  3090
-CONVEX 1838    GT_PK(2,2)      2934  9337  2855  9338  9339  2933
-CONVEX 1839    GT_PK(2,2)      219  9340  263  9341  7226  220
-CONVEX 1840    GT_PK(2,2)      219  9342  179  9341  9343  220
-CONVEX 1841    GT_PK(2,2)      219  9344  178  9345  7246  218
-CONVEX 1842    GT_PK(2,2)      219  9344  178  9342  9346  179
-CONVEX 1843    GT_PK(2,2)      139  9347  138  9348  7241  104
-CONVEX 1844    GT_PK(2,2)      139  9347  138  9349  9350  176
-CONVEX 1845    GT_PK(2,2)      139  9351  177  9352  7247  140
-CONVEX 1846    GT_PK(2,2)      139  9351  177  9349  9353  176
-CONVEX 1847    GT_PK(2,2)      221  9354  264  9355  9356  265
-CONVEX 1848    GT_PK(2,2)      221  9354  264  9357  7225  220
-CONVEX 1849    GT_PK(2,2)      311  9358  312  9359  9360  360
-CONVEX 1850    GT_PK(2,2)      311  9361  264  9362  9356  265
-CONVEX 1851    GT_PK(2,2)      311  9358  312  9362  9363  265
-CONVEX 1852    GT_PK(2,2)      361  9364  411  9365  7233  360
-CONVEX 1853    GT_PK(2,2)      361  9366  312  9365  9360  360
-CONVEX 1854    GT_PK(2,2)      361  9367  362  9368  6690  412
-CONVEX 1855    GT_PK(2,2)      361  9364  411  9368  7231  412
-CONVEX 1856    GT_PK(2,2)      361  9367  362  9369  6687  313
-CONVEX 1857    GT_PK(2,2)      409  9370  408  9371  7250  358
-CONVEX 1858    GT_PK(2,2)      310  9372  264  9373  7224  263
-CONVEX 1859    GT_PK(2,2)      310  9374  309  9373  9375  263
-CONVEX 1860    GT_PK(2,2)      310  9376  311  9372  9361  264
-CONVEX 1861    GT_PK(2,2)      310  9374  309  9377  7255  358
-CONVEX 1862    GT_PK(2,2)      308  9378  356  9379  7256  357
-CONVEX 1863    GT_PK(2,2)      308  9380  309  9379  7254  357
-CONVEX 1864    GT_PK(2,2)      351  9381  402  9382  9383  352
-CONVEX 1865    GT_PK(2,2)      216  9384  215  9385  9386  259
-CONVEX 1866    GT_PK(2,2)      306  9387  354  9388  9389  355
-CONVEX 1867    GT_PK(2,2)      350  9390  351  9391  9392  302
-CONVEX 1868    GT_PK(2,2)      56  9393  57  9394  6766  87
-CONVEX 1869    GT_PK(2,2)      56  9395  86  9394  9396  87
-CONVEX 1870    GT_PK(2,2)      56  9393  57  9397  6765  31
-CONVEX 1871    GT_PK(2,2)      56  9398  30  9397  8206  31
-CONVEX 1872    GT_PK(2,2)      797  9399  735  9400  7265  798
-CONVEX 1873    GT_PK(2,2)      499  9401  555  9402  9403  556
-CONVEX 1874    GT_PK(2,2)      499  9404  500  9402  9405  556
-CONVEX 1875    GT_PK(2,2)      499  9406  445  9407  9408  444
-CONVEX 1876    GT_PK(2,2)      499  9406  445  9404  9409  500
-CONVEX 1877    GT_PK(2,2)      557  9410  500  9411  9405  556
-CONVEX 1878    GT_PK(2,2)      557  9412  615  9413  9414  616
-CONVEX 1879    GT_PK(2,2)      557  9412  615  9411  9415  556
-CONVEX 1880    GT_PK(2,2)      674  9416  735  9417  7264  736
-CONVEX 1881    GT_PK(2,2)      614  9418  615  9419  9415  556
-CONVEX 1882    GT_PK(2,2)      614  9420  555  9421  7269  613
-CONVEX 1883    GT_PK(2,2)      614  9420  555  9419  9403  556
-CONVEX 1884    GT_PK(2,2)      614  9422  674  9421  9423  613
-CONVEX 1885    GT_PK(2,2)      546  9424  605  9425  9426  604
-CONVEX 1886    GT_PK(2,2)      546  9424  605  9427  9428  547
-CONVEX 1887    GT_PK(2,2)      492  9429  548  9430  9431  549
-CONVEX 1888    GT_PK(2,2)      385  9432  335  9433  8318  386
-CONVEX 1889    GT_PK(2,2)      385  9432  335  9434  9435  334
-CONVEX 1890    GT_PK(2,2)      443  9436  391  9437  9438  444
-CONVEX 1891    GT_PK(2,2)      991  9439  925  9440  7276  992
-CONVEX 1892    GT_PK(2,2)      991  9439  925  9441  9442  924
-CONVEX 1893    GT_PK(2,2)      1060  9443  991  9444  9440  992
-CONVEX 1894    GT_PK(2,2)      1060  9443  991  9445  9446  1059
-CONVEX 1895    GT_PK(2,2)      670  9447  671  9448  9449  610
-CONVEX 1896    GT_PK(2,2)      670  9450  732  9447  9451  671
-CONVEX 1897    GT_PK(2,2)      670  9450  732  9452  9453  731
-CONVEX 1898    GT_PK(2,2)      247  9454  294  9455  9456  248
-CONVEX 1899    GT_PK(2,2)      247  9454  294  9457  9458  293
-CONVEX 1900    GT_PK(2,2)      348  9459  347  9460  9461  299
-CONVEX 1901    GT_PK(2,2)      298  9462  347  9463  9461  299
-CONVEX 1902    GT_PK(2,2)      250  9464  296  9465  7281  297
-CONVEX 1903    GT_PK(2,2)      121  9466  159  9467  7287  158
-CONVEX 1904    GT_PK(2,2)      121  9466  159  9468  7284  122
-CONVEX 1905    GT_PK(2,2)      121  9468  122  9469  6201  87
-CONVEX 1906    GT_PK(2,2)      121  9470  86  9469  9396  87
-CONVEX 1907    GT_PK(2,2)      341  9471  391  9472  9473  340
-CONVEX 1908    GT_PK(2,2)      341  9472  340  9474  9475  292
-CONVEX 1909    GT_PK(2,2)      341  9476  293  9474  9477  292
-CONVEX 1910    GT_PK(2,2)      339  9478  389  9479  7290  338
-CONVEX 1911    GT_PK(2,2)      339  9480  290  9479  9481  338
-CONVEX 1912    GT_PK(2,2)      390  9482  391  9483  9473  340
-CONVEX 1913    GT_PK(2,2)      390  9484  339  9483  9485  340
-CONVEX 1914    GT_PK(2,2)      390  9484  339  9486  9478  389
-CONVEX 1915    GT_PK(2,2)      390  9486  389  9487  9488  442
-CONVEX 1916    GT_PK(2,2)      390  9489  443  9487  9490  442
-CONVEX 1917    GT_PK(2,2)      390  9489  443  9482  9436  391
-CONVEX 1918    GT_PK(2,2)      289  9491  290  9492  9481  338
-CONVEX 1919    GT_PK(2,2)      289  9493  337  9492  8210  338
-CONVEX 1920    GT_PK(2,2)      289  9493  337  9494  8212  288
-CONVEX 1921    GT_PK(2,2)      289  9495  242  9494  8217  288
-CONVEX 1922    GT_PK(2,2)      291  9496  290  9497  9498  244
-CONVEX 1923    GT_PK(2,2)      291  9499  245  9497  7296  244
-CONVEX 1924    GT_PK(2,2)      291  9499  245  9500  9501  292
-CONVEX 1925    GT_PK(2,2)      291  9502  339  9496  9480  290
-CONVEX 1926    GT_PK(2,2)      291  9503  340  9500  9475  292
-CONVEX 1927    GT_PK(2,2)      291  9502  339  9503  9485  340
-CONVEX 1928    GT_PK(2,2)      200  9504  159  9505  7285  160
-CONVEX 1929    GT_PK(2,2)      200  9506  201  9505  9507  160
-CONVEX 1930    GT_PK(2,2)      200  9504  159  9508  7288  199
-CONVEX 1931    GT_PK(2,2)      200  9506  201  9509  7295  244
-CONVEX 1932    GT_PK(2,2)      864  9510  929  9511  8442  865
-CONVEX 1933    GT_PK(2,2)      864  9510  929  9512  9513  928
-CONVEX 1934    GT_PK(2,2)      801  9514  802  9515  9516  739
-CONVEX 1935    GT_PK(2,2)      801  9514  802  9517  8449  865
-CONVEX 1936    GT_PK(2,2)      801  9518  864  9517  9511  865
-CONVEX 1937    GT_PK(2,2)      801  9518  864  9519  9520  800
-CONVEX 1938    GT_PK(2,2)      676  9521  615  9522  9414  616
-CONVEX 1939    GT_PK(2,2)      619  9523  560  9524  9525  618
-CONVEX 1940    GT_PK(2,2)      677  9526  617  9527  9528  616
-CONVEX 1941    GT_PK(2,2)      677  9529  678  9526  7297  617
-CONVEX 1942    GT_PK(2,2)      677  9530  676  9527  9522  616
-CONVEX 1943    GT_PK(2,2)      677  9529  678  9531  9532  739
-CONVEX 1944    GT_PK(2,2)      862  9533  927  9534  7300  926
-CONVEX 1945    GT_PK(2,2)      996  9535  929  9536  8441  930
-CONVEX 1946    GT_PK(2,2)      994  9537  927  9538  7301  993
-CONVEX 1947    GT_PK(2,2)      994  9537  927  9539  9540  928
-CONVEX 1948    GT_PK(2,2)      1489  9541  1563  9542  9543  1562
-CONVEX 1949    GT_PK(2,2)      1643  9544  1644  9545  9546  1719
-CONVEX 1950    GT_PK(2,2)      1716  9547  1640  9548  9549  1641
-CONVEX 1951    GT_PK(2,2)      2099  9550  2098  9551  9552  2020
-CONVEX 1952    GT_PK(2,2)      1866  9553  1865  9554  9050  1789
-CONVEX 1953    GT_PK(2,2)      1866  9553  1865  9555  9556  1942
-CONVEX 1954    GT_PK(2,2)      2021  9557  1944  9558  9559  2022
-CONVEX 1955    GT_PK(2,2)      2021  9560  2099  9561  9551  2020
-CONVEX 1956    GT_PK(2,2)      1491  9562  1565  9563  9564  1492
-CONVEX 1957    GT_PK(2,2)      1491  9562  1565  9565  7302  1564
-CONVEX 1958    GT_PK(2,2)      1637  9566  1563  9567  9543  1562
-CONVEX 1959    GT_PK(2,2)      1637  9568  1638  9566  7306  1563
-CONVEX 1960    GT_PK(2,2)      1713  9569  1712  9570  7143  1789
-CONVEX 1961    GT_PK(2,2)      1713  9571  1637  9569  9572  1712
-CONVEX 1962    GT_PK(2,2)      1713  9571  1637  9573  9568  1638
-CONVEX 1963    GT_PK(2,2)      2062  9574  2063  9575  6205  2141
-CONVEX 1964    GT_PK(2,2)      2062  9576  2140  9575  6637  2141
-CONVEX 1965    GT_PK(2,2)      1984  9577  1985  9578  9579  2063
-CONVEX 1966    GT_PK(2,2)      1984  9580  2062  9578  9574  2063
-CONVEX 1967    GT_PK(2,2)      1984  9580  2062  9581  9582  1983
-CONVEX 1968    GT_PK(2,2)      1984  9577  1985  9583  9584  1907
-CONVEX 1969    GT_PK(2,2)      2064  9585  1985  9586  9579  2063
-CONVEX 1970    GT_PK(2,2)      2064  9587  2142  9588  9589  2143
-CONVEX 1971    GT_PK(2,2)      2064  9586  2063  9587  6204  2142
-CONVEX 1972    GT_PK(2,2)      2064  9585  1985  9590  9591  1986
-CONVEX 1973    GT_PK(2,2)      2064  9592  2065  9588  9173  2143
-CONVEX 1974    GT_PK(2,2)      2064  9592  2065  9590  9175  1986
-CONVEX 1975    GT_PK(2,2)      2221  9593  2142  9594  5852  2220
-CONVEX 1976    GT_PK(2,2)      2221  9595  2300  9594  7318  2220
-CONVEX 1977    GT_PK(2,2)      2221  9595  2300  9596  9597  2301
-CONVEX 1978    GT_PK(2,2)      2221  9593  2142  9598  9589  2143
-CONVEX 1979    GT_PK(2,2)      1236  9599  1308  9600  7321  1235
-CONVEX 1980    GT_PK(2,2)      1981  9601  1980  9602  9603  1903
-CONVEX 1981    GT_PK(2,2)      2137  9604  2216  9605  6145  2215
-CONVEX 1982    GT_PK(2,2)      2729  9606  2808  9607  7328  2728
-CONVEX 1983    GT_PK(2,2)      2809  9608  2810  9609  9610  2730
-CONVEX 1984    GT_PK(2,2)      2809  9611  2729  9609  9612  2730
-CONVEX 1985    GT_PK(2,2)      2809  9611  2729  9613  9606  2808
-CONVEX 1986    GT_PK(2,2)      2809  9613  2808  9614  7329  2888
-CONVEX 1987    GT_PK(2,2)      2809  9615  2889  9614  8012  2888
-CONVEX 1988    GT_PK(2,2)      2809  9615  2889  9608  7325  2810
-CONVEX 1989    GT_PK(2,2)      2653  9616  2733  9617  7971  2654
-CONVEX 1990    GT_PK(2,2)      2653  9616  2733  9618  7967  2732
-CONVEX 1991    GT_PK(2,2)      2735  9619  2736  9620  7336  2815
-CONVEX 1992    GT_PK(2,2)      2735  9621  2655  9622  7340  2734
-CONVEX 1993    GT_PK(2,2)      2735  9619  2736  9623  9624  2656
-CONVEX 1994    GT_PK(2,2)      2735  9621  2655  9623  7345  2656
-CONVEX 1995    GT_PK(2,2)      2117  9625  2038  9626  9627  2116
-CONVEX 1996    GT_PK(2,2)      2117  9628  2196  9629  9630  2118
-CONVEX 1997    GT_PK(2,2)      2039  9631  2038  9632  9633  1961
-CONVEX 1998    GT_PK(2,2)      2039  9634  2117  9635  9629  2118
-CONVEX 1999    GT_PK(2,2)      2039  9634  2117  9631  9625  2038
-CONVEX 2000    GT_PK(2,2)      1733  9636  1809  9637  9638  1810
-CONVEX 2001    GT_PK(2,2)      1733  9639  1658  9640  9641  1657
-CONVEX 2002    GT_PK(2,2)      2040  9642  2039  9643  9635  2118
-CONVEX 2003    GT_PK(2,2)      2041  9644  2120  9645  9646  2042
-CONVEX 2004    GT_PK(2,2)      2041  9647  2040  9648  9649  1963
-CONVEX 2005    GT_PK(2,2)      2568  9650  2647  9651  7946  2648
-CONVEX 2006    GT_PK(2,2)      2568  9650  2647  9652  9653  2567
-CONVEX 2007    GT_PK(2,2)      2019  9654  1942  9655  9656  2020
-CONVEX 2008    GT_PK(2,2)      2019  9657  2098  9655  9552  2020
-CONVEX 2009    GT_PK(2,2)      2025  9658  2104  9659  7353  2026
-CONVEX 2010    GT_PK(2,2)      2025  9660  1947  9661  9662  2024
-CONVEX 2011    GT_PK(2,2)      2025  9659  2026  9663  9664  1948
-CONVEX 2012    GT_PK(2,2)      2025  9660  1947  9663  9665  1948
-CONVEX 2013    GT_PK(2,2)      2103  9666  2182  9667  6210  2181
-CONVEX 2014    GT_PK(2,2)      2103  9668  2104  9666  7348  2182
-CONVEX 2015    GT_PK(2,2)      2103  9669  2025  9670  9661  2024
-CONVEX 2016    GT_PK(2,2)      2103  9669  2025  9668  9658  2104
-CONVEX 2017    GT_PK(2,2)      2423  9671  2503  9672  9673  2502
-CONVEX 2018    GT_PK(2,2)      2423  9671  2503  9674  7361  2424
-CONVEX 2019    GT_PK(2,2)      2342  9675  2263  9676  6212  2262
-CONVEX 2020    GT_PK(2,2)      2342  9677  2343  9675  7356  2263
-CONVEX 2021    GT_PK(2,2)      2342  9678  2341  9676  9679  2262
-CONVEX 2022    GT_PK(2,2)      2344  9680  2343  9681  7357  2264
-CONVEX 2023    GT_PK(2,2)      2344  9682  2265  9683  9684  2345
-CONVEX 2024    GT_PK(2,2)      2344  9682  2265  9681  9685  2264
-CONVEX 2025    GT_PK(2,2)      2344  9686  2424  9683  9687  2345
-CONVEX 2026    GT_PK(2,2)      2344  9688  2423  9686  9674  2424
-CONVEX 2027    GT_PK(2,2)      2344  9688  2423  9680  9689  2343
-CONVEX 2028    GT_PK(2,2)      2266  9690  2265  9691  9692  2187
-CONVEX 2029    GT_PK(2,2)      2266  9693  2188  9694  9695  2267
-CONVEX 2030    GT_PK(2,2)      2266  9693  2188  9691  9696  2187
-CONVEX 2031    GT_PK(2,2)      2266  9690  2265  9697  9684  2345
-CONVEX 2032    GT_PK(2,2)      2186  9698  2265  9699  9692  2187
-CONVEX 2033    GT_PK(2,2)      2186  9699  2187  9700  9701  2108
-CONVEX 2034    GT_PK(2,2)      2186  9702  2185  9703  6215  2264
-CONVEX 2035    GT_PK(2,2)      2186  9698  2265  9703  9685  2264
-CONVEX 2036    GT_PK(2,2)      2110  9704  2032  9705  9706  2111
-CONVEX 2037    GT_PK(2,2)      2110  9704  2032  9707  9708  2031
-CONVEX 2038    GT_PK(2,2)      2109  9709  2187  9710  9701  2108
-CONVEX 2039    GT_PK(2,2)      2109  9711  2188  9709  9696  2187
-CONVEX 2040    GT_PK(2,2)      2109  9712  2110  9711  9713  2188
-CONVEX 2041    GT_PK(2,2)      2109  9712  2110  9714  9707  2031
-CONVEX 2042    GT_PK(2,2)      2107  9715  2106  9716  9717  2028
-CONVEX 2043    GT_PK(2,2)      2107  9718  2029  9719  9720  2108
-CONVEX 2044    GT_PK(2,2)      2107  9718  2029  9716  9721  2028
-CONVEX 2045    GT_PK(2,2)      2107  9722  2186  9719  9700  2108
-CONVEX 2046    GT_PK(2,2)      2107  9715  2106  9723  7358  2185
-CONVEX 2047    GT_PK(2,2)      2107  9722  2186  9723  9702  2185
-CONVEX 2048    GT_PK(2,2)      2583  9724  2503  9725  7362  2504
-CONVEX 2049    GT_PK(2,2)      2425  9726  2424  9727  9687  2345
-CONVEX 2050    GT_PK(2,2)      2425  9726  2424  9728  7363  2504
-CONVEX 2051    GT_PK(2,2)      2346  9729  2266  9730  9697  2345
-CONVEX 2052    GT_PK(2,2)      2346  9729  2266  9731  9694  2267
-CONVEX 2053    GT_PK(2,2)      2346  9732  2425  9730  9727  2345
-CONVEX 2054    GT_PK(2,2)      2346  9732  2425  9733  9734  2426
-CONVEX 2055    GT_PK(2,2)      2585  9735  2665  9736  6327  2664
-CONVEX 2056    GT_PK(2,2)      2429  9737  2350  9738  7660  2430
-CONVEX 2057    GT_PK(2,2)      2429  9739  2509  9738  7626  2430
-CONVEX 2058    GT_PK(2,2)      2429  9740  2508  9739  5879  2509
-CONVEX 2059    GT_PK(2,2)      2429  9741  2428  9740  9742  2508
-CONVEX 2060    GT_PK(2,2)      2822  9743  2743  9744  7368  2823
-CONVEX 2061    GT_PK(2,2)      2581  9745  2661  9746  9747  2660
-CONVEX 2062    GT_PK(2,2)      2742  9748  2743  9749  7369  2663
-CONVEX 2063    GT_PK(2,2)      2742  9750  2822  9751  9752  2821
-CONVEX 2064    GT_PK(2,2)      2742  9750  2822  9748  9743  2743
-CONVEX 2065    GT_PK(2,2)      2739  9753  2738  9754  9755  2818
-CONVEX 2066    GT_PK(2,2)      2739  9756  2660  9757  9758  2659
-CONVEX 2067    GT_PK(2,2)      2739  9753  2738  9757  7375  2659
-CONVEX 2068    GT_PK(2,2)      2657  9759  2577  9760  7377  2656
-CONVEX 2069    GT_PK(2,2)      2657  9761  2658  9762  7374  2737
-CONVEX 2070    GT_PK(2,2)      2657  9763  2736  9762  7338  2737
-CONVEX 2071    GT_PK(2,2)      2657  9763  2736  9760  9624  2656
-CONVEX 2072    GT_PK(2,2)      2497  9764  2496  9765  7334  2576
-CONVEX 2073    GT_PK(2,2)      2497  9766  2577  9765  7378  2576
-CONVEX 2074    GT_PK(2,2)      2497  9764  2496  9767  9768  2417
-CONVEX 2075    GT_PK(2,2)      2497  9769  2418  9767  9770  2417
-CONVEX 2076    GT_PK(2,2)      2261  9771  2341  9772  9679  2262
-CONVEX 2077    GT_PK(2,2)      2261  9773  2182  9774  6209  2260
-CONVEX 2078    GT_PK(2,2)      2261  9775  2183  9772  5861  2262
-CONVEX 2079    GT_PK(2,2)      2261  9773  2182  9775  7350  2183
-CONVEX 2080    GT_PK(2,2)      2420  9776  2499  9777  9778  2419
-CONVEX 2081    GT_PK(2,2)      2420  9776  2499  9779  9780  2500
-CONVEX 2082    GT_PK(2,2)      2338  9781  2258  9782  9783  2259
-CONVEX 2083    GT_PK(2,2)      2338  9784  2339  9782  7379  2259
-CONVEX 2084    GT_PK(2,2)      2338  9785  2418  9786  9770  2417
-CONVEX 2085    GT_PK(2,2)      2338  9784  2339  9785  7381  2418
-CONVEX 2086    GT_PK(2,2)      4873  9787  4874  9788  6218  4938
-CONVEX 2087    GT_PK(2,2)      4873  9787  4874  9789  9790  4807
-CONVEX 2088    GT_PK(2,2)      4873  9791  4806  9789  7398  4807
-CONVEX 2089    GT_PK(2,2)      4873  9792  4872  9791  7384  4806
-CONVEX 2090    GT_PK(2,2)      4600  9793  4599  9794  7389  4528
-CONVEX 2091    GT_PK(2,2)      4600  9793  4599  9795  7390  4670
-CONVEX 2092    GT_PK(2,2)      4741  9796  4742  9797  9798  4672
-CONVEX 2093    GT_PK(2,2)      4808  9799  4739  9800  7399  4807
-CONVEX 2094    GT_PK(2,2)      4808  9801  4740  9799  7391  4739
-CONVEX 2095    GT_PK(2,2)      4808  9802  4874  9800  9790  4807
-CONVEX 2096    GT_PK(2,2)      4808  9802  4874  9803  6220  4875
-CONVEX 2097    GT_PK(2,2)      4671  9804  4601  9805  9806  4672
-CONVEX 2098    GT_PK(2,2)      4671  9807  4741  9805  9797  4672
-CONVEX 2099    GT_PK(2,2)      4671  9807  4741  9808  9809  4740
-CONVEX 2100    GT_PK(2,2)      4671  9808  4740  9810  7392  4670
-CONVEX 2101    GT_PK(2,2)      4671  9811  4600  9810  9795  4670
-CONVEX 2102    GT_PK(2,2)      4671  9811  4600  9804  9812  4601
-CONVEX 2103    GT_PK(2,2)      5056  9813  5057  9814  7437  4994
-CONVEX 2104    GT_PK(2,2)      5056  9815  4993  9814  7402  4994
-CONVEX 2105    GT_PK(2,2)      5178  9816  5236  9817  7416  5177
-CONVEX 2106    GT_PK(2,2)      5178  9818  5237  9819  6886  5179
-CONVEX 2107    GT_PK(2,2)      5178  9816  5236  9818  7419  5237
-CONVEX 2108    GT_PK(2,2)      4796  9820  4795  9821  9822  4862
-CONVEX 2109    GT_PK(2,2)      4796  9823  4728  9824  9825  4797
-CONVEX 2110    GT_PK(2,2)      4796  9820  4795  9826  9827  4727
-CONVEX 2111    GT_PK(2,2)      4796  9823  4728  9826  7451  4727
-CONVEX 2112    GT_PK(2,2)      4863  9828  4927  9829  7420  4862
-CONVEX 2113    GT_PK(2,2)      4863  9830  4797  9831  9832  4864
-CONVEX 2114    GT_PK(2,2)      4863  9833  4928  9831  7474  4864
-CONVEX 2115    GT_PK(2,2)      4863  9833  4928  9828  7472  4927
-CONVEX 2116    GT_PK(2,2)      4863  9834  4796  9829  9821  4862
-CONVEX 2117    GT_PK(2,2)      4863  9834  4796  9830  9824  4797
-CONVEX 2118    GT_PK(2,2)      5114  9835  5053  9836  6236  5115
-CONVEX 2119    GT_PK(2,2)      5114  9836  5115  9837  7414  5175
-CONVEX 2120    GT_PK(2,2)      5114  9838  5174  9837  9839  5175
-CONVEX 2121    GT_PK(2,2)      5059  9840  5058  9841  7441  4996
-CONVEX 2122    GT_PK(2,2)      5059  9842  4997  9841  7427  4996
-CONVEX 2123    GT_PK(2,2)      5059  9842  4997  9843  9844  5060
-CONVEX 2124    GT_PK(2,2)      5059  9845  5120  9840  8756  5058
-CONVEX 2125    GT_PK(2,2)      4871  9846  4872  9847  9848  4936
-CONVEX 2126    GT_PK(2,2)      4871  9849  4935  9847  9850  4936
-CONVEX 2127    GT_PK(2,2)      4871  9846  4872  9851  7385  4805
-CONVEX 2128    GT_PK(2,2)      4871  9852  4804  9851  7492  4805
-CONVEX 2129    GT_PK(2,2)      4931  9853  4867  9854  9855  4932
-CONVEX 2130    GT_PK(2,2)      4931  9856  4930  9857  7403  4994
-CONVEX 2131    GT_PK(2,2)      4931  9858  4995  9857  7436  4994
-CONVEX 2132    GT_PK(2,2)      4931  9858  4995  9854  7438  4932
-CONVEX 2133    GT_PK(2,2)      4866  9859  4865  9860  6248  4930
-CONVEX 2134    GT_PK(2,2)      4866  9861  4931  9860  9856  4930
-CONVEX 2135    GT_PK(2,2)      4866  9861  4931  9862  9853  4867
-CONVEX 2136    GT_PK(2,2)      4866  9862  4867  9863  7433  4800
-CONVEX 2137    GT_PK(2,2)      4866  9864  4799  9863  7483  4800
-CONVEX 2138    GT_PK(2,2)      4866  9864  4799  9859  9865  4865
-CONVEX 2139    GT_PK(2,2)      4868  9866  4867  9867  7432  4801
-CONVEX 2140    GT_PK(2,2)      4868  9866  4867  9868  9855  4932
-CONVEX 2141    GT_PK(2,2)      4868  9869  4933  9870  7430  4869
-CONVEX 2142    GT_PK(2,2)      4868  9869  4933  9868  7423  4932
-CONVEX 2143    GT_PK(2,2)      4810  9871  4877  9872  7444  4876
-CONVEX 2144    GT_PK(2,2)      4810  9873  4811  9871  7448  4877
-CONVEX 2145    GT_PK(2,2)      4810  9873  4811  9874  9875  4742
-CONVEX 2146    GT_PK(2,2)      4810  9876  4741  9874  9796  4742
-CONVEX 2147    GT_PK(2,2)      4673  9877  4742  9878  9798  4672
-CONVEX 2148    GT_PK(2,2)      4743  9879  4811  9880  9875  4742
-CONVEX 2149    GT_PK(2,2)      4743  9881  4673  9880  9877  4742
-CONVEX 2150    GT_PK(2,2)      4743  9881  4673  9882  9883  4674
-CONVEX 2151    GT_PK(2,2)      4743  9882  4674  9884  9885  4744
-CONVEX 2152    GT_PK(2,2)      4456  9886  4457  9887  9888  4384
-CONVEX 2153    GT_PK(2,2)      4456  9889  4528  9890  5865  4455
-CONVEX 2154    GT_PK(2,2)      4456  9891  4383  9890  6288  4455
-CONVEX 2155    GT_PK(2,2)      4456  9891  4383  9887  7585  4384
-CONVEX 2156    GT_PK(2,2)      5182  9892  5240  9893  8771  5181
-CONVEX 2157    GT_PK(2,2)      5182  9894  5122  9895  9896  5183
-CONVEX 2158    GT_PK(2,2)      5182  9897  5241  9892  8757  5240
-CONVEX 2159    GT_PK(2,2)      5182  9897  5241  9895  8761  5183
-CONVEX 2160    GT_PK(2,2)      4937  9898  5000  9899  9900  4936
-CONVEX 2161    GT_PK(2,2)      4937  9901  4873  9902  9788  4938
-CONVEX 2162    GT_PK(2,2)      4937  9903  4872  9899  9848  4936
-CONVEX 2163    GT_PK(2,2)      4937  9901  4873  9903  9792  4872
-CONVEX 2164    GT_PK(2,2)      5001  9904  5002  9905  6229  4938
-CONVEX 2165    GT_PK(2,2)      5001  9906  4937  9905  9902  4938
-CONVEX 2166    GT_PK(2,2)      5001  9906  4937  9907  9898  5000
-CONVEX 2167    GT_PK(2,2)      4999  9908  5000  9909  9910  5062
-CONVEX 2168    GT_PK(2,2)      4999  9911  4935  9912  9850  4936
-CONVEX 2169    GT_PK(2,2)      4999  9908  5000  9912  9900  4936
-CONVEX 2170    GT_PK(2,2)      4732  9913  4663  9914  7461  4733
-CONVEX 2171    GT_PK(2,2)      4732  9915  4731  9916  7484  4800
-CONVEX 2172    GT_PK(2,2)      4732  9915  4731  9917  7487  4662
-CONVEX 2173    GT_PK(2,2)      4732  9913  4663  9917  7467  4662
-CONVEX 2174    GT_PK(2,2)      4732  9918  4801  9916  7434  4800
-CONVEX 2175    GT_PK(2,2)      4732  9918  4801  9914  9919  4733
-CONVEX 2176    GT_PK(2,2)      4522  9920  4521  9921  7476  4593
-CONVEX 2177    GT_PK(2,2)      4522  9922  4594  9921  7596  4593
-CONVEX 2178    GT_PK(2,2)      4522  9922  4594  9923  7597  4523
-CONVEX 2179    GT_PK(2,2)      4519  9924  4518  9925  6241  4590
-CONVEX 2180    GT_PK(2,2)      4519  9926  4591  9925  7490  4590
-CONVEX 2181    GT_PK(2,2)      4519  9926  4591  9927  7481  4520
-CONVEX 2182    GT_PK(2,2)      4519  9927  4520  9928  9929  4447
-CONVEX 2183    GT_PK(2,2)      4519  9928  4447  9930  6273  4446
-CONVEX 2184    GT_PK(2,2)      4519  9924  4518  9930  6276  4446
-CONVEX 2185    GT_PK(2,2)      4448  9931  4520  9932  7477  4521
-CONVEX 2186    GT_PK(2,2)      4448  9931  4520  9933  9929  4447
-CONVEX 2187    GT_PK(2,2)      4448  9934  4375  9933  7506  4447
-CONVEX 2188    GT_PK(2,2)      4448  9934  4375  9935  9936  4376
-CONVEX 2189    GT_PK(2,2)      4730  9937  4799  9938  7482  4731
-CONVEX 2190    GT_PK(2,2)      4730  9939  4661  9938  7485  4731
-CONVEX 2191    GT_PK(2,2)      4240  9940  4313  9941  9942  4239
-CONVEX 2192    GT_PK(2,2)      4240  9943  4165  9941  7494  4239
-CONVEX 2193    GT_PK(2,2)      4240  9943  4165  9944  7496  4166
-CONVEX 2194    GT_PK(2,2)      4240  9945  4314  9940  9946  4313
-CONVEX 2195    GT_PK(2,2)      4091  9947  4166  9948  9949  4167
-CONVEX 2196    GT_PK(2,2)      4091  9947  4166  9950  7498  4090
-CONVEX 2197    GT_PK(2,2)      4003  9951  4004  9952  6278  4080
-CONVEX 2198    GT_PK(2,2)      4003  9953  4079  9952  7500  4080
-CONVEX 2199    GT_PK(2,2)      4003  9954  3927  9951  7529  4004
-CONVEX 2200    GT_PK(2,2)      4078  9955  4154  9956  7504  4079
-CONVEX 2201    GT_PK(2,2)      3848  9957  3770  9958  8055  3847
-CONVEX 2202    GT_PK(2,2)      3848  9957  3770  9959  8060  3771
-CONVEX 2203    GT_PK(2,2)      4227  9960  4226  9961  9962  4152
-CONVEX 2204    GT_PK(2,2)      4227  9963  4301  9964  7509  4300
-CONVEX 2205    GT_PK(2,2)      4227  9960  4226  9964  9965  4300
-CONVEX 2206    GT_PK(2,2)      4303  9966  4375  9967  9936  4376
-CONVEX 2207    GT_PK(2,2)      4303  9968  4230  9969  6306  4229
-CONVEX 2208    GT_PK(2,2)      3997  9970  4073  9971  7515  3996
-CONVEX 2209    GT_PK(2,2)      4148  9972  4073  9973  7514  4072
-CONVEX 2210    GT_PK(2,2)      4071  9974  3995  9975  7517  4072
-CONVEX 2211    GT_PK(2,2)      3924  9976  3848  9977  9958  3847
-CONVEX 2212    GT_PK(2,2)      3924  9976  3848  9978  9979  3925
-CONVEX 2213    GT_PK(2,2)      3924  9978  3925  9980  9981  4001
-CONVEX 2214    GT_PK(2,2)      3924  9982  4000  9980  9983  4001
-CONVEX 2215    GT_PK(2,2)      3774  9984  3852  9985  7520  3851
-CONVEX 2216    GT_PK(2,2)      3774  9986  3775  9984  7522  3852
-CONVEX 2217    GT_PK(2,2)      3774  9987  3773  9985  9988  3851
-CONVEX 2218    GT_PK(2,2)      3774  9986  3775  9989  7686  3696
-CONVEX 2219    GT_PK(2,2)      3774  9990  3695  9989  9991  3696
-CONVEX 2220    GT_PK(2,2)      3774  9987  3773  9990  9992  3695
-CONVEX 2221    GT_PK(2,2)      3930  9993  3931  9994  9995  3854
-CONVEX 2222    GT_PK(2,2)      3930  9996  3853  9994  9997  3854
-CONVEX 2223    GT_PK(2,2)      4007  9998  4008  9999  6298  3931
-CONVEX 2224    GT_PK(2,2)      4007  10000  3930  9999  9993  3931
-CONVEX 2225    GT_PK(2,2)      4007  10000  3930  10001  10002  4006
-CONVEX 2226    GT_PK(2,2)      4007  10001  4006  10003  7526  4083
-CONVEX 2227    GT_PK(2,2)      4007  10004  4084  10003  7574  4083
-CONVEX 2228    GT_PK(2,2)      4007  10004  4084  9998  7575  4008
-CONVEX 2229    GT_PK(2,2)      4005  10005  4004  10006  7530  3928
-CONVEX 2230    GT_PK(2,2)      4005  10005  4004  10007  6279  4081
-CONVEX 2231    GT_PK(2,2)      4005  10008  4082  10007  6301  4081
-CONVEX 2232    GT_PK(2,2)      4005  10009  4006  10008  7525  4082
-CONVEX 2233    GT_PK(2,2)      4011  10010  3934  10011  7532  4010
-CONVEX 2234    GT_PK(2,2)      4011  10012  4087  10011  10013  4010
-CONVEX 2235    GT_PK(2,2)      4011  10014  4088  10015  10016  4012
-CONVEX 2236    GT_PK(2,2)      4011  10012  4087  10014  10017  4088
-CONVEX 2237    GT_PK(2,2)      3858  10018  3934  10019  7533  3857
-CONVEX 2238    GT_PK(2,2)      4163  10020  4088  10021  10022  4164
-CONVEX 2239    GT_PK(2,2)      4163  10023  4087  10020  10017  4088
-CONVEX 2240    GT_PK(2,2)      4014  10024  4013  10025  10026  4090
-CONVEX 2241    GT_PK(2,2)      4014  10027  4091  10025  9950  4090
-CONVEX 2242    GT_PK(2,2)      4014  10027  4091  10028  10029  4015
-CONVEX 2243    GT_PK(2,2)      4014  10024  4013  10030  7556  3937
-CONVEX 2244    GT_PK(2,2)      4089  10031  4013  10032  10026  4090
-CONVEX 2245    GT_PK(2,2)      4089  10033  4165  10034  7493  4164
-CONVEX 2246    GT_PK(2,2)      4089  10033  4165  10032  7497  4090
-CONVEX 2247    GT_PK(2,2)      4089  10035  4088  10034  10022  4164
-CONVEX 2248    GT_PK(2,2)      4089  10035  4088  10036  10016  4012
-CONVEX 2249    GT_PK(2,2)      4089  10031  4013  10036  7558  4012
-CONVEX 2250    GT_PK(2,2)      3862  10037  3785  10038  7742  3863
-CONVEX 2251    GT_PK(2,2)      3862  10039  3861  10040  7552  3784
-CONVEX 2252    GT_PK(2,2)      3862  10037  3785  10040  7747  3784
-CONVEX 2253    GT_PK(2,2)      3626  10041  3704  10042  7549  3705
-CONVEX 2254    GT_PK(2,2)      3626  10043  3547  10044  7656  3548
-CONVEX 2255    GT_PK(2,2)      3625  10045  3703  10046  7566  3624
-CONVEX 2256    GT_PK(2,2)      3625  10047  3547  10048  5887  3546
-CONVEX 2257    GT_PK(2,2)      3625  10046  3624  10048  10049  3546
-CONVEX 2258    GT_PK(2,2)      3625  10050  3626  10047  10043  3547
-CONVEX 2259    GT_PK(2,2)      3625  10045  3703  10051  7562  3704
-CONVEX 2260    GT_PK(2,2)      3625  10050  3626  10051  10041  3704
-CONVEX 2261    GT_PK(2,2)      3463  10052  3383  10053  10054  3384
-CONVEX 2262    GT_PK(2,2)      3545  10055  3624  10056  10049  3546
-CONVEX 2263    GT_PK(2,2)      3545  10057  3466  10056  5870  3546
-CONVEX 2264    GT_PK(2,2)      3776  10058  3777  10059  10060  3698
-CONVEX 2265    GT_PK(2,2)      3776  10061  3697  10059  7683  3698
-CONVEX 2266    GT_PK(2,2)      3776  10061  3697  10062  7684  3775
-CONVEX 2267    GT_PK(2,2)      3776  10062  3775  10063  7523  3853
-CONVEX 2268    GT_PK(2,2)      3776  10063  3853  10064  9997  3854
-CONVEX 2269    GT_PK(2,2)      3776  10058  3777  10064  10065  3854
-CONVEX 2270    GT_PK(2,2)      3855  10066  3777  10067  10065  3854
-CONVEX 2271    GT_PK(2,2)      3855  10068  3931  10067  9995  3854
-CONVEX 2272    GT_PK(2,2)      3855  10069  3932  10068  6299  3931
-CONVEX 2273    GT_PK(2,2)      3700  10070  3779  10071  10072  3701
-CONVEX 2274    GT_PK(2,2)      3700  10073  3622  10071  10074  3701
-CONVEX 2275    GT_PK(2,2)      3700  10073  3622  10075  10076  3621
-CONVEX 2276    GT_PK(2,2)      3780  10077  3702  10078  7564  3781
-CONVEX 2277    GT_PK(2,2)      3780  10079  3779  10080  10081  3857
-CONVEX 2278    GT_PK(2,2)      3780  10079  3779  10082  10072  3701
-CONVEX 2279    GT_PK(2,2)      3780  10077  3702  10082  10083  3701
-CONVEX 2280    GT_PK(2,2)      3780  10084  3858  10080  10019  3857
-CONVEX 2281    GT_PK(2,2)      3780  10084  3858  10078  10085  3781
-CONVEX 2282    GT_PK(2,2)      4235  10086  4308  10087  6286  4234
-CONVEX 2283    GT_PK(2,2)      4235  10088  4309  10086  7569  4308
-CONVEX 2284    GT_PK(2,2)      4380  10089  4307  10090  6284  4308
-CONVEX 2285    GT_PK(2,2)      4380  10091  4381  10090  7570  4308
-CONVEX 2286    GT_PK(2,2)      4380  10091  4381  10092  6282  4453
-CONVEX 2287    GT_PK(2,2)      4380  10093  4452  10092  7572  4453
-CONVEX 2288    GT_PK(2,2)      4306  10094  4233  10095  7582  4307
-CONVEX 2289    GT_PK(2,2)      4306  10094  4233  10096  7578  4232
-CONVEX 2290    GT_PK(2,2)      4310  10097  4311  10098  10099  4237
-CONVEX 2291    GT_PK(2,2)      4310  10100  4309  10101  7568  4382
-CONVEX 2292    GT_PK(2,2)      4310  10102  4383  10101  6287  4382
-CONVEX 2293    GT_PK(2,2)      4310  10097  4311  10102  7583  4383
-CONVEX 2294    GT_PK(2,2)      4312  10103  4311  10104  7584  4384
-CONVEX 2295    GT_PK(2,2)      4312  10105  4313  10106  9942  4239
-CONVEX 2296    GT_PK(2,2)      4238  10107  4311  10108  10099  4237
-CONVEX 2297    GT_PK(2,2)      4238  10109  4164  10110  7495  4239
-CONVEX 2298    GT_PK(2,2)      4238  10111  4312  10110  10106  4239
-CONVEX 2299    GT_PK(2,2)      4238  10111  4312  10107  10103  4311
-CONVEX 2300    GT_PK(2,2)      4238  10112  4163  10109  10021  4164
-CONVEX 2301    GT_PK(2,2)      4238  10112  4163  10108  10113  4237
-CONVEX 2302    GT_PK(2,2)      2600  10114  2680  10115  10116  2679
-CONVEX 2303    GT_PK(2,2)      2600  10114  2680  10117  10118  2601
-CONVEX 2304    GT_PK(2,2)      2440  10119  2361  10120  10121  2360
-CONVEX 2305    GT_PK(2,2)      2440  10119  2361  10122  7638  2441
-CONVEX 2306    GT_PK(2,2)      2195  10123  2196  10124  10125  2274
-CONVEX 2307    GT_PK(2,2)      2195  10126  2273  10124  10127  2274
-CONVEX 2308    GT_PK(2,2)      2195  10128  2117  10129  9626  2116
-CONVEX 2309    GT_PK(2,2)      2195  10128  2117  10123  9628  2196
-CONVEX 2310    GT_PK(2,2)      2275  10130  2196  10131  10125  2274
-CONVEX 2311    GT_PK(2,2)      2353  10132  2273  10133  10127  2274
-CONVEX 2312    GT_PK(2,2)      2748  10134  2668  10135  6335  2747
-CONVEX 2313    GT_PK(2,2)      2748  10136  2827  10135  6319  2747
-CONVEX 2314    GT_PK(2,2)      2748  10136  2827  10137  6352  2828
-CONVEX 2315    GT_PK(2,2)      2670  10138  2750  10139  7619  2671
-CONVEX 2316    GT_PK(2,2)      2592  10140  2672  10141  6313  2671
-CONVEX 2317    GT_PK(2,2)      2592  10142  2593  10140  10143  2672
-CONVEX 2318    GT_PK(2,2)      2592  10144  2512  10145  10146  2513
-CONVEX 2319    GT_PK(2,2)      2592  10142  2593  10145  7621  2513
-CONVEX 2320    GT_PK(2,2)      2594  10147  2593  10148  7620  2514
-CONVEX 2321    GT_PK(2,2)      2285  10149  2284  10150  10151  2206
-CONVEX 2322    GT_PK(2,2)      2285  10152  2207  10150  7789  2206
-CONVEX 2323    GT_PK(2,2)      2205  10153  2127  10154  6447  2206
-CONVEX 2324    GT_PK(2,2)      2205  10155  2284  10154  10151  2206
-CONVEX 2325    GT_PK(2,2)      2205  10153  2127  10156  7850  2126
-CONVEX 2326    GT_PK(2,2)      2205  10155  2284  10157  7631  2283
-CONVEX 2327    GT_PK(2,2)      2205  10158  2204  10156  10159  2126
-CONVEX 2328    GT_PK(2,2)      2205  10158  2204  10157  7640  2283
-CONVEX 2329    GT_PK(2,2)      2281  10160  2361  10161  7636  2282
-CONVEX 2330    GT_PK(2,2)      2281  10160  2361  10162  10121  2360
-CONVEX 2331    GT_PK(2,2)      2281  10163  2280  10162  10164  2360
-CONVEX 2332    GT_PK(2,2)      2521  10165  2442  10166  7643  2441
-CONVEX 2333    GT_PK(2,2)      2521  10167  2600  10168  10117  2601
-CONVEX 2334    GT_PK(2,2)      2836  10169  2915  10170  7649  2914
-CONVEX 2335    GT_PK(2,2)      3226  10171  3305  10172  10173  3306
-CONVEX 2336    GT_PK(2,2)      3228  10174  3148  10175  7651  3149
-CONVEX 2337    GT_PK(2,2)      3068  10176  3148  10177  7650  3069
-CONVEX 2338    GT_PK(2,2)      3464  10178  3463  10179  10053  3384
-CONVEX 2339    GT_PK(2,2)      3231  10180  3230  10181  10182  3310
-CONVEX 2340    GT_PK(2,2)      2832  10183  2752  10184  10185  2753
-CONVEX 2341    GT_PK(2,2)      2830  10186  2909  10187  10188  2908
-CONVEX 2342    GT_PK(2,2)      2830  10189  2750  10190  7618  2751
-CONVEX 2343    GT_PK(2,2)      2189  10191  2268  10192  10193  2190
-CONVEX 2344    GT_PK(2,2)      2189  10194  2110  10195  9713  2188
-CONVEX 2345    GT_PK(2,2)      2189  10195  2188  10196  9695  2267
-CONVEX 2346    GT_PK(2,2)      2189  10191  2268  10196  10197  2267
-CONVEX 2347    GT_PK(2,2)      2189  10192  2190  10198  10199  2111
-CONVEX 2348    GT_PK(2,2)      2189  10194  2110  10198  9705  2111
-CONVEX 2349    GT_PK(2,2)      2191  10200  2270  10201  10202  2192
-CONVEX 2350    GT_PK(2,2)      2271  10203  2351  10204  7659  2350
-CONVEX 2351    GT_PK(2,2)      2271  10205  2270  10204  10206  2350
-CONVEX 2352    GT_PK(2,2)      2271  10205  2270  10207  10202  2192
-CONVEX 2353    GT_PK(2,2)      2271  10208  2193  10207  10209  2192
-CONVEX 2354    GT_PK(2,2)      2269  10210  2268  10211  10193  2190
-CONVEX 2355    GT_PK(2,2)      2269  10212  2191  10211  10213  2190
-CONVEX 2356    GT_PK(2,2)      2269  10212  2191  10214  10200  2270
-CONVEX 2357    GT_PK(2,2)      2269  10210  2268  10215  10216  2348
-CONVEX 2358    GT_PK(2,2)      3136  10217  3215  10218  10219  3135
-CONVEX 2359    GT_PK(2,2)      3136  10220  3137  10221  10222  3216
-CONVEX 2360    GT_PK(2,2)      3136  10217  3215  10221  10223  3216
-CONVEX 2361    GT_PK(2,2)      3140  10224  3061  10225  10226  3141
-CONVEX 2362    GT_PK(2,2)      3140  10227  3219  10228  8072  3139
-CONVEX 2363    GT_PK(2,2)      2982  10229  3061  10230  10231  2981
-CONVEX 2364    GT_PK(2,2)      2982  10232  2902  10233  7662  2903
-CONVEX 2365    GT_PK(2,2)      2982  10232  2902  10230  10234  2981
-CONVEX 2366    GT_PK(2,2)      3060  10235  3061  10236  10231  2981
-CONVEX 2367    GT_PK(2,2)      3060  10237  2980  10238  10239  3059
-CONVEX 2368    GT_PK(2,2)      3060  10237  2980  10236  10240  2981
-CONVEX 2369    GT_PK(2,2)      3060  10241  3139  10238  10242  3059
-CONVEX 2370    GT_PK(2,2)      3060  10243  3140  10241  10228  3139
-CONVEX 2371    GT_PK(2,2)      3060  10243  3140  10235  10224  3061
-CONVEX 2372    GT_PK(2,2)      2666  10244  2746  10245  7665  2667
-CONVEX 2373    GT_PK(2,2)      2666  10245  2667  10246  6316  2587
-CONVEX 2374    GT_PK(2,2)      2666  10247  2665  10248  6329  2745
-CONVEX 2375    GT_PK(2,2)      2666  10244  2746  10248  10249  2745
-CONVEX 2376    GT_PK(2,2)      2825  10250  2746  10251  7667  2826
-CONVEX 2377    GT_PK(2,2)      2825  10252  2904  10251  7670  2826
-CONVEX 2378    GT_PK(2,2)      2825  10253  2824  10254  6331  2745
-CONVEX 2379    GT_PK(2,2)      2825  10250  2746  10254  10249  2745
-CONVEX 2380    GT_PK(2,2)      2825  10253  2824  10255  7663  2903
-CONVEX 2381    GT_PK(2,2)      2825  10252  2904  10255  10256  2903
-CONVEX 2382    GT_PK(2,2)      3926  10257  4003  10258  9954  3927
-CONVEX 2383    GT_PK(2,2)      3694  10259  3773  10260  9992  3695
-CONVEX 2384    GT_PK(2,2)      3694  10261  3616  10262  10263  3615
-CONVEX 2385    GT_PK(2,2)      3694  10261  3616  10260  10264  3695
-CONVEX 2386    GT_PK(2,2)      3537  10265  3616  10266  10263  3615
-CONVEX 2387    GT_PK(2,2)      3220  10267  3219  10268  7671  3299
-CONVEX 2388    GT_PK(2,2)      3220  10269  3221  10270  10271  3141
-CONVEX 2389    GT_PK(2,2)      3220  10272  3140  10270  10225  3141
-CONVEX 2390    GT_PK(2,2)      3220  10272  3140  10267  10227  3219
-CONVEX 2391    GT_PK(2,2)      3303  10273  3383  10274  10275  3382
-CONVEX 2392    GT_PK(2,2)      3303  10276  3223  10277  7675  3224
-CONVEX 2393    GT_PK(2,2)      3143  10278  3223  10279  7674  3144
-CONVEX 2394    GT_PK(2,2)      3143  10280  3064  10281  7716  3063
-CONVEX 2395    GT_PK(2,2)      3143  10280  3064  10279  7722  3144
-CONVEX 2396    GT_PK(2,2)      3300  10282  3220  10283  10268  3299
-CONVEX 2397    GT_PK(2,2)      3300  10282  3220  10284  10269  3221
-CONVEX 2398    GT_PK(2,2)      3300  10285  3379  10283  10286  3299
-CONVEX 2399    GT_PK(2,2)      3300  10285  3379  10287  7693  3380
-CONVEX 2400    GT_PK(2,2)      3302  10288  3303  10289  10274  3382
-CONVEX 2401    GT_PK(2,2)      3302  10288  3303  10290  10276  3223
-CONVEX 2402    GT_PK(2,2)      3381  10291  3461  10292  10293  3382
-CONVEX 2403    GT_PK(2,2)      3381  10294  3302  10292  10289  3382
-CONVEX 2404    GT_PK(2,2)      3541  10295  3620  10296  7680  3542
-CONVEX 2405    GT_PK(2,2)      3541  10295  3620  10297  7676  3619
-CONVEX 2406    GT_PK(2,2)      3617  10298  3616  10299  10264  3695
-CONVEX 2407    GT_PK(2,2)      3617  10299  3695  10300  9991  3696
-CONVEX 2408    GT_PK(2,2)      3617  10301  3618  10300  7688  3696
-CONVEX 2409    GT_PK(2,2)      3460  10302  3381  10303  10291  3461
-CONVEX 2410    GT_PK(2,2)      3460  10304  3380  10305  7695  3459
-CONVEX 2411    GT_PK(2,2)      3460  10302  3381  10304  10306  3380
-CONVEX 2412    GT_PK(2,2)      3378  10307  3299  10308  7673  3298
-CONVEX 2413    GT_PK(2,2)      3378  10309  3379  10307  10286  3299
-CONVEX 2414    GT_PK(2,2)      3052  10310  3053  10311  10312  2973
-CONVEX 2415    GT_PK(2,2)      3052  10313  3131  10314  10315  3051
-CONVEX 2416    GT_PK(2,2)      2814  10316  2893  10317  7710  2815
-CONVEX 2417    GT_PK(2,2)      2814  10318  2735  10317  9620  2815
-CONVEX 2418    GT_PK(2,2)      2814  10318  2735  10319  9622  2734
-CONVEX 2419    GT_PK(2,2)      2972  10320  2893  10321  7707  2973
-CONVEX 2420    GT_PK(2,2)      2972  10322  3052  10323  10314  3051
-CONVEX 2421    GT_PK(2,2)      2972  10322  3052  10321  10311  2973
-CONVEX 2422    GT_PK(2,2)      3130  10324  3131  10325  10315  3051
-CONVEX 2423    GT_PK(2,2)      3130  10326  3050  10325  10327  3051
-CONVEX 2424    GT_PK(2,2)      3130  10328  3129  10326  7699  3050
-CONVEX 2425    GT_PK(2,2)      2890  10329  2811  10330  7975  1
-CONVEX 2426    GT_PK(2,2)      2890  10329  2811  10331  7973  2812
-CONVEX 2427    GT_PK(2,2)      2890  10332  2969  10330  5916  1
-CONVEX 2428    GT_PK(2,2)      2890  10333  2970  10332  7702  2969
-CONVEX 2429    GT_PK(2,2)      2974  10334  2894  10335  7706  2973
-CONVEX 2430    GT_PK(2,2)      2974  10336  3053  10335  10312  2973
-CONVEX 2431    GT_PK(2,2)      2974  10337  2975  10338  8064  3054
-CONVEX 2432    GT_PK(2,2)      2974  10336  3053  10338  10339  3054
-CONVEX 2433    GT_PK(2,2)      2817  10340  2896  10341  7712  2818
-CONVEX 2434    GT_PK(2,2)      2817  10342  2816  10343  7339  2737
-CONVEX 2435    GT_PK(2,2)      2817  10344  2738  10343  7373  2737
-CONVEX 2436    GT_PK(2,2)      2817  10344  2738  10341  9755  2818
-CONVEX 2437    GT_PK(2,2)      3627  10345  3706  10346  7538  3705
-CONVEX 2438    GT_PK(2,2)      3627  10347  3626  10346  10042  3705
-CONVEX 2439    GT_PK(2,2)      3627  10345  3706  10348  7542  3628
-CONVEX 2440    GT_PK(2,2)      3627  10349  3549  10348  7726  3628
-CONVEX 2441    GT_PK(2,2)      3627  10349  3549  10350  10351  3548
-CONVEX 2442    GT_PK(2,2)      3627  10347  3626  10350  10044  3548
-CONVEX 2443    GT_PK(2,2)      3236  10352  3235  10353  10354  3315
-CONVEX 2444    GT_PK(2,2)      3236  10355  3237  10356  10357  3157
-CONVEX 2445    GT_PK(2,2)      3242  10358  3162  10359  10360  3163
-CONVEX 2446    GT_PK(2,2)      3083  10361  3162  10362  10360  3163
-CONVEX 2447    GT_PK(2,2)      2847  10363  2848  10364  7869  2768
-CONVEX 2448    GT_PK(2,2)      2847  10365  2926  10363  7732  2848
-CONVEX 2449    GT_PK(2,2)      3325  10366  3326  10367  10368  3405
-CONVEX 2450    GT_PK(2,2)      3158  10369  3078  10370  10371  3079
-CONVEX 2451    GT_PK(2,2)      3158  10369  3078  10372  10373  3157
-CONVEX 2452    GT_PK(2,2)      3158  10374  3237  10372  10357  3157
-CONVEX 2453    GT_PK(2,2)      3159  10375  3080  10376  6436  3079
-CONVEX 2454    GT_PK(2,2)      3159  10377  3158  10376  10370  3079
-CONVEX 2455    GT_PK(2,2)      3479  10378  3478  10379  10380  3558
-CONVEX 2456    GT_PK(2,2)      3479  10378  3478  10381  10382  3399
-CONVEX 2457    GT_PK(2,2)      3638  10383  3639  10384  6374  3717
-CONVEX 2458    GT_PK(2,2)      3477  10385  3476  10386  7757  3556
-CONVEX 2459    GT_PK(2,2)      3477  10385  3476  10387  7759  3397
-CONVEX 2460    GT_PK(2,2)      3398  10388  3319  10389  7737  3399
-CONVEX 2461    GT_PK(2,2)      3398  10390  3478  10389  10382  3399
-CONVEX 2462    GT_PK(2,2)      3398  10391  3477  10390  10392  3478
-CONVEX 2463    GT_PK(2,2)      3398  10393  3318  10388  10394  3319
-CONVEX 2464    GT_PK(2,2)      3398  10393  3318  10395  7740  3397
-CONVEX 2465    GT_PK(2,2)      3398  10391  3477  10395  10387  3397
-CONVEX 2466    GT_PK(2,2)      2134  10396  2133  10397  7895  2055
-CONVEX 2467    GT_PK(2,2)      2134  10398  2212  10396  7784  2133
-CONVEX 2468    GT_PK(2,2)      2134  10399  2135  10400  6467  2213
-CONVEX 2469    GT_PK(2,2)      2134  10398  2212  10400  7785  2213
-CONVEX 2470    GT_PK(2,2)      2681  10401  2602  10402  10403  2601
-CONVEX 2471    GT_PK(2,2)      2681  10404  2680  10402  10118  2601
-CONVEX 2472    GT_PK(2,2)      2681  10404  2680  10405  10406  2760
-CONVEX 2473    GT_PK(2,2)      2681  10407  2682  10401  10408  2602
-CONVEX 2474    GT_PK(2,2)      2522  10409  2602  10410  10403  2601
-CONVEX 2475    GT_PK(2,2)      2522  10411  2521  10410  10168  2601
-CONVEX 2476    GT_PK(2,2)      2522  10411  2521  10412  10165  2442
-CONVEX 2477    GT_PK(2,2)      2522  10412  2442  10413  7645  2443
-CONVEX 2478    GT_PK(2,2)      2523  10414  2444  10415  7797  2524
-CONVEX 2479    GT_PK(2,2)      2523  10414  2444  10416  10417  2443
-CONVEX 2480    GT_PK(2,2)      2523  10418  2522  10416  10413  2443
-CONVEX 2481    GT_PK(2,2)      2523  10418  2522  10419  10409  2602
-CONVEX 2482    GT_PK(2,2)      2286  10420  2365  10421  7795  2366
-CONVEX 2483    GT_PK(2,2)      2286  10422  2208  10423  7806  2207
-CONVEX 2484    GT_PK(2,2)      2286  10424  2285  10420  10425  2365
-CONVEX 2485    GT_PK(2,2)      2286  10424  2285  10423  10152  2207
-CONVEX 2486    GT_PK(2,2)      2286  10426  2287  10421  6431  2366
-CONVEX 2487    GT_PK(2,2)      2286  10422  2208  10426  7803  2287
-CONVEX 2488    GT_PK(2,2)      2683  10427  2763  10428  10429  2762
-CONVEX 2489    GT_PK(2,2)      2683  10430  2682  10428  10431  2762
-CONVEX 2490    GT_PK(2,2)      2921  10432  2920  10433  10434  3000
-CONVEX 2491    GT_PK(2,2)      2921  10435  3001  10433  7809  3000
-CONVEX 2492    GT_PK(2,2)      2921  10435  3001  10436  7812  2922
-CONVEX 2493    GT_PK(2,2)      2921  10437  2843  10436  10438  2922
-CONVEX 2494    GT_PK(2,2)      1077  10439  1146  10440  7813  1147
-CONVEX 2495    GT_PK(2,2)      1363  10441  1291  10442  6438  1290
-CONVEX 2496    GT_PK(2,2)      1363  10441  1291  10443  7835  1364
-CONVEX 2497    GT_PK(2,2)      1583  10444  1584  10445  7831  1510
-CONVEX 2498    GT_PK(2,2)      1583  10446  1658  10447  9641  1657
-CONVEX 2499    GT_PK(2,2)      1583  10446  1658  10444  7823  1584
-CONVEX 2500    GT_PK(2,2)      1509  10448  1437  10449  7828  1510
-CONVEX 2501    GT_PK(2,2)      1509  10450  1583  10449  10445  1510
-CONVEX 2502    GT_PK(2,2)      1954  10451  2032  10452  9708  2031
-CONVEX 2503    GT_PK(2,2)      814  10453  813  10454  10455  751
-CONVEX 2504    GT_PK(2,2)      750  10456  813  10457  10455  751
-CONVEX 2505    GT_PK(2,2)      750  10458  689  10457  10459  751
-CONVEX 2506    GT_PK(2,2)      750  10458  689  10460  8511  688
-CONVEX 2507    GT_PK(2,2)      750  10456  813  10461  10462  812
-CONVEX 2508    GT_PK(2,2)      1006  10463  1075  10464  10465  1007
-CONVEX 2509    GT_PK(2,2)      1006  10466  939  10467  10468  1005
-CONVEX 2510    GT_PK(2,2)      1074  10469  1073  10470  10471  1005
-CONVEX 2511    GT_PK(2,2)      1074  10472  1006  10470  10467  1005
-CONVEX 2512    GT_PK(2,2)      1074  10472  1006  10473  10463  1075
-CONVEX 2513    GT_PK(2,2)      874  10474  939  10475  10476  875
-CONVEX 2514    GT_PK(2,2)      876  10477  813  10478  10462  812
-CONVEX 2515    GT_PK(2,2)      876  10479  875  10478  10480  812
-CONVEX 2516    GT_PK(2,2)      940  10481  941  10482  10483  1007
-CONVEX 2517    GT_PK(2,2)      940  10484  1006  10482  10464  1007
-CONVEX 2518    GT_PK(2,2)      940  10484  1006  10485  10466  939
-CONVEX 2519    GT_PK(2,2)      940  10485  939  10486  10476  875
-CONVEX 2520    GT_PK(2,2)      940  10487  876  10486  10479  875
-CONVEX 2521    GT_PK(2,2)      940  10487  876  10481  10488  941
-CONVEX 2522    GT_PK(2,2)      1965  10489  1889  10490  10491  1966
-CONVEX 2523    GT_PK(2,2)      1965  10489  1889  10492  10493  1888
-CONVEX 2524    GT_PK(2,2)      1812  10494  1889  10495  10496  1813
-CONVEX 2525    GT_PK(2,2)      1812  10494  1889  10497  10493  1888
-CONVEX 2526    GT_PK(2,2)      1964  10498  2041  10499  9645  2042
-CONVEX 2527    GT_PK(2,2)      1964  10498  2041  10500  9648  1963
-CONVEX 2528    GT_PK(2,2)      1964  10501  1965  10499  10502  2042
-CONVEX 2529    GT_PK(2,2)      1964  10501  1965  10503  10492  1888
-CONVEX 2530    GT_PK(2,2)      1815  10504  1814  10505  10506  1738
-CONVEX 2531    GT_PK(2,2)      1815  10507  1739  10505  10508  1738
-CONVEX 2532    GT_PK(2,2)      1815  10507  1739  10509  10510  1816
-CONVEX 2533    GT_PK(2,2)      1890  10511  1814  10512  10513  1813
-CONVEX 2534    GT_PK(2,2)      1890  10514  1889  10515  10491  1966
-CONVEX 2535    GT_PK(2,2)      1890  10514  1889  10512  10496  1813
-CONVEX 2536    GT_PK(2,2)      1515  10516  1443  10517  10518  1516
-CONVEX 2537    GT_PK(2,2)      1585  10519  1584  10520  7825  1659
-CONVEX 2538    GT_PK(2,2)      1585  10521  1511  10519  7829  1584
-CONVEX 2539    GT_PK(2,2)      1585  10522  1586  10523  10524  1512
-CONVEX 2540    GT_PK(2,2)      1585  10521  1511  10523  10525  1512
-CONVEX 2541    GT_PK(2,2)      1737  10526  1814  10527  10506  1738
-CONVEX 2542    GT_PK(2,2)      1737  10526  1814  10528  10513  1813
-CONVEX 2543    GT_PK(2,2)      1513  10529  1586  10530  10524  1512
-CONVEX 2544    GT_PK(2,2)      1513  10531  1440  10530  10532  1512
-CONVEX 2545    GT_PK(2,2)      1367  10533  1440  10534  10535  1368
-CONVEX 2546    GT_PK(2,2)      1367  10536  1295  10534  7838  1368
-CONVEX 2547    GT_PK(2,2)      1439  10537  1440  10538  10532  1512
-CONVEX 2548    GT_PK(2,2)      1439  10539  1511  10538  10525  1512
-CONVEX 2549    GT_PK(2,2)      1439  10539  1511  10540  7832  1438
-CONVEX 2550    GT_PK(2,2)      1439  10540  1438  10541  10542  1366
-CONVEX 2551    GT_PK(2,2)      1439  10543  1367  10541  10544  1366
-CONVEX 2552    GT_PK(2,2)      1439  10543  1367  10537  10533  1440
-CONVEX 2553    GT_PK(2,2)      1365  10545  1437  10546  10547  1364
-CONVEX 2554    GT_PK(2,2)      1365  10548  1438  10545  7826  1437
-CONVEX 2555    GT_PK(2,2)      1365  10549  1292  10546  7834  1364
-CONVEX 2556    GT_PK(2,2)      1365  10548  1438  10550  10542  1366
-CONVEX 2557    GT_PK(2,2)      1365  10551  1293  10550  10552  1366
-CONVEX 2558    GT_PK(2,2)      1365  10549  1292  10551  10553  1293
-CONVEX 2559    GT_PK(2,2)      1081  10554  1012  10555  8373  1013
-CONVEX 2560    GT_PK(2,2)      1083  10556  1153  10557  10558  1152
-CONVEX 2561    GT_PK(2,2)      1211  10559  1140  10560  6443  1141
-CONVEX 2562    GT_PK(2,2)      1211  10561  1210  10559  7842  1140
-CONVEX 2563    GT_PK(2,2)      1570  10562  1497  10563  10564  1571
-CONVEX 2564    GT_PK(2,2)      1570  10565  1645  10563  10566  1571
-CONVEX 2565    GT_PK(2,2)      1570  10565  1645  10567  10568  1644
-CONVEX 2566    GT_PK(2,2)      2043  10569  1965  10570  10502  2042
-CONVEX 2567    GT_PK(2,2)      2043  10571  2044  10572  10573  1966
-CONVEX 2568    GT_PK(2,2)      2043  10569  1965  10572  10490  1966
-CONVEX 2569    GT_PK(2,2)      2121  10574  2120  10575  9646  2042
-CONVEX 2570    GT_PK(2,2)      2121  10576  2043  10575  10570  2042
-CONVEX 2571    GT_PK(2,2)      2359  10577  2280  10578  10164  2360
-CONVEX 2572    GT_PK(2,2)      2357  10579  2278  10580  10581  2277
-CONVEX 2573    GT_PK(2,2)      2357  10582  2356  10580  10583  2277
-CONVEX 2574    GT_PK(2,2)      1740  10584  1739  10585  10510  1816
-CONVEX 2575    GT_PK(2,2)      1817  10586  1818  10587  10588  1741
-CONVEX 2576    GT_PK(2,2)      1817  10589  1740  10587  10590  1741
-CONVEX 2577    GT_PK(2,2)      1817  10589  1740  10591  10585  1816
-CONVEX 2578    GT_PK(2,2)      1742  10592  1818  10593  10588  1741
-CONVEX 2579    GT_PK(2,2)      1972  10594  2050  10595  7853  2049
-CONVEX 2580    GT_PK(2,2)      2531  10596  2530  10597  7854  2610
-CONVEX 2581    GT_PK(2,2)      2531  10597  2610  10598  6450  2532
-CONVEX 2582    GT_PK(2,2)      2531  10599  2452  10598  10600  2532
-CONVEX 2583    GT_PK(2,2)      2531  10599  2452  10601  7761  2451
-CONVEX 2584    GT_PK(2,2)      2531  10596  2530  10601  7857  2451
-CONVEX 2585    GT_PK(2,2)      2528  10602  2448  10603  6406  2449
-CONVEX 2586    GT_PK(2,2)      2528  10604  2529  10603  7767  2449
-CONVEX 2587    GT_PK(2,2)      2527  10605  2447  10606  6416  2448
-CONVEX 2588    GT_PK(2,2)      2527  10607  2528  10606  10602  2448
-CONVEX 2589    GT_PK(2,2)      2527  10607  2528  10608  10609  2607
-CONVEX 2590    GT_PK(2,2)      2688  10610  2689  10611  6455  2609
-CONVEX 2591    GT_PK(2,2)      2688  10610  2689  10612  7867  2768
-CONVEX 2592    GT_PK(2,2)      2844  10613  2843  10614  10438  2922
-CONVEX 2593    GT_PK(2,2)      2844  10615  2923  10614  5892  2922
-CONVEX 2594    GT_PK(2,2)      2684  10616  2683  10617  10427  2763
-CONVEX 2595    GT_PK(2,2)      2684  10616  2683  10618  10619  2604
-CONVEX 2596    GT_PK(2,2)      2056  10620  1979  10621  7882  1902
-CONVEX 2597    GT_PK(2,2)      2056  10620  1979  10622  10623  2057
-CONVEX 2598    GT_PK(2,2)      2056  10624  2135  10622  6468  2057
-CONVEX 2599    GT_PK(2,2)      2056  10625  2134  10626  10397  2055
-CONVEX 2600    GT_PK(2,2)      2056  10625  2134  10624  10399  2135
-CONVEX 2601    GT_PK(2,2)      2053  10627  2054  10628  7896  1976
-CONVEX 2602    GT_PK(2,2)      2053  10629  1975  10630  8568  2052
-CONVEX 2603    GT_PK(2,2)      2053  10628  1976  10629  7888  1975
-CONVEX 2604    GT_PK(2,2)      2053  10631  2131  10630  6393  2052
-CONVEX 2605    GT_PK(2,2)      2053  10631  2131  10632  6388  2132
-CONVEX 2606    GT_PK(2,2)      2053  10627  2054  10632  7894  2132
-CONVEX 2607    GT_PK(2,2)      1597  10633  1524  10634  6756  1451
-CONVEX 2608    GT_PK(2,2)      1597  10635  1523  10634  7900  1451
-CONVEX 2609    GT_PK(2,2)      1597  10633  1524  10636  10637  1598
-CONVEX 2610    GT_PK(2,2)      1597  10638  1672  10636  6473  1598
-CONVEX 2611    GT_PK(2,2)      1597  10639  1671  10638  8551  1672
-CONVEX 2612    GT_PK(2,2)      3719  10640  3797  10641  10642  3718
-CONVEX 2613    GT_PK(2,2)      3719  10643  3640  10641  7905  3718
-CONVEX 2614    GT_PK(2,2)      3719  10640  3797  10644  7914  3798
-CONVEX 2615    GT_PK(2,2)      3719  10645  3720  10644  7910  3798
-CONVEX 2616    GT_PK(2,2)      3719  10643  3640  10646  10647  3641
-CONVEX 2617    GT_PK(2,2)      3719  10645  3720  10646  7906  3641
-CONVEX 2618    GT_PK(2,2)      4327  10648  4399  10649  7922  4472
-CONVEX 2619    GT_PK(2,2)      4615  10650  4614  10651  10652  4685
-CONVEX 2620    GT_PK(2,2)      4615  10653  4543  10650  10654  4614
-CONVEX 2621    GT_PK(2,2)      4615  10653  4543  10655  7926  4544
-CONVEX 2622    GT_PK(2,2)      4542  10656  4543  10657  10654  4614
-CONVEX 2623    GT_PK(2,2)      4542  10658  4469  10659  10660  4541
-CONVEX 2624    GT_PK(2,2)      4542  10656  4543  10661  7925  4470
-CONVEX 2625    GT_PK(2,2)      4542  10658  4469  10661  10662  4470
-CONVEX 2626    GT_PK(2,2)      4684  10663  4754  10664  10665  4685
-CONVEX 2627    GT_PK(2,2)      4684  10666  4614  10664  10652  4685
-CONVEX 2628    GT_PK(2,2)      4613  10667  4612  10668  10669  4541
-CONVEX 2629    GT_PK(2,2)      4613  10670  4542  10671  10657  4614
-CONVEX 2630    GT_PK(2,2)      4613  10670  4542  10668  10659  4541
-CONVEX 2631    GT_PK(2,2)      4613  10672  4684  10671  10666  4614
-CONVEX 2632    GT_PK(2,2)      4465  10673  4538  10674  10675  4466
-CONVEX 2633    GT_PK(2,2)      4540  10676  4612  10677  10678  4611
-CONVEX 2634    GT_PK(2,2)      4540  10676  4612  10679  10669  4541
-CONVEX 2635    GT_PK(2,2)      4539  10680  4538  10681  10675  4466
-CONVEX 2636    GT_PK(2,2)      4539  10682  4467  10681  7930  4466
-CONVEX 2637    GT_PK(2,2)      4539  10683  4540  10682  10684  4467
-CONVEX 2638    GT_PK(2,2)      4539  10683  4540  10685  10677  4611
-CONVEX 2639    GT_PK(2,2)      4169  10686  4094  10687  10688  4170
-CONVEX 2640    GT_PK(2,2)      4242  10689  4168  10690  10691  4167
-CONVEX 2641    GT_PK(2,2)      3951  10692  3875  10693  7912  3952
-CONVEX 2642    GT_PK(2,2)      3951  10694  4028  10693  7938  3952
-CONVEX 2643    GT_PK(2,2)      3951  10694  4028  10695  7940  4027
-CONVEX 2644    GT_PK(2,2)      3796  10696  3795  10697  10698  3717
-CONVEX 2645    GT_PK(2,2)      3796  10697  3717  10699  6376  3718
-CONVEX 2646    GT_PK(2,2)      3796  10700  3797  10699  10642  3718
-CONVEX 2647    GT_PK(2,2)      3634  10701  3555  10702  7758  3556
-CONVEX 2648    GT_PK(2,2)      4319  10703  4391  10704  10705  4392
-CONVEX 2649    GT_PK(2,2)      4319  10703  4391  10706  10707  4318
-CONVEX 2650    GT_PK(2,2)      2646  10708  2725  10709  7954  2726
-CONVEX 2651    GT_PK(2,2)      2646  10710  2647  10709  7947  2726
-CONVEX 2652    GT_PK(2,2)      2646  10710  2647  10711  9653  2567
-CONVEX 2653    GT_PK(2,2)      2885  10712  2805  10713  7948  2884
-CONVEX 2654    GT_PK(2,2)      2885  10713  2884  10714  10715  2963
-CONVEX 2655    GT_PK(2,2)      2885  10716  2886  10717  6494  2806
-CONVEX 2656    GT_PK(2,2)      2885  10712  2805  10717  7952  2806
-CONVEX 2657    GT_PK(2,2)      2885  10718  2964  10714  8018  2963
-CONVEX 2658    GT_PK(2,2)      2885  10718  2964  10716  10719  2886
-CONVEX 2659    GT_PK(2,2)      3120  10720  3041  10721  10722  3121
-CONVEX 2660    GT_PK(2,2)      2883  10723  2884  10724  7950  2804
-CONVEX 2661    GT_PK(2,2)      2803  10725  2882  10726  9171  2802
-CONVEX 2662    GT_PK(2,2)      2803  10727  2804  10728  6489  2724
-CONVEX 2663    GT_PK(2,2)      2803  10729  2883  10727  10724  2804
-CONVEX 2664    GT_PK(2,2)      2803  10729  2883  10725  10730  2882
-CONVEX 2665    GT_PK(2,2)      2803  10731  2723  10728  7134  2724
-CONVEX 2666    GT_PK(2,2)      2803  10731  2723  10726  7136  2802
-CONVEX 2667    GT_PK(2,2)      2960  10732  2881  10733  9169  2882
-CONVEX 2668    GT_PK(2,2)      3201  10734  3122  10735  10736  3121
-CONVEX 2669    GT_PK(2,2)      3201  10734  3122  10737  8020  3202
-CONVEX 2670    GT_PK(2,2)      3201  10737  3202  10738  10739  3281
-CONVEX 2671    GT_PK(2,2)      3201  10740  3280  10738  10741  3281
-CONVEX 2672    GT_PK(2,2)      3279  10742  3280  10743  10744  3359
-CONVEX 2673    GT_PK(2,2)      3279  10745  3358  10746  7955  3278
-CONVEX 2674    GT_PK(2,2)      3279  10745  3358  10743  10747  3359
-CONVEX 2675    GT_PK(2,2)      3438  10748  3358  10749  10747  3359
-CONVEX 2676    GT_PK(2,2)      3438  10748  3358  10750  7958  3437
-CONVEX 2677    GT_PK(2,2)      3118  10751  3119  10752  10753  3039
-CONVEX 2678    GT_PK(2,2)      3118  10754  3198  10751  10755  3119
-CONVEX 2679    GT_PK(2,2)      3118  10754  3198  10756  10757  3197
-CONVEX 2680    GT_PK(2,2)      4272  10758  4198  10759  10760  4199
-CONVEX 2681    GT_PK(2,2)      3975  10761  4051  10762  10763  3974
-CONVEX 2682    GT_PK(2,2)      4050  10764  4051  10765  10766  4126
-CONVEX 2683    GT_PK(2,2)      4050  10767  4125  10765  10768  4126
-CONVEX 2684    GT_PK(2,2)      4050  10767  4125  10769  10770  4049
-CONVEX 2685    GT_PK(2,2)      4050  10764  4051  10771  10763  3974
-CONVEX 2686    GT_PK(2,2)      3765  10772  3686  10773  10774  3764
-CONVEX 2687    GT_PK(2,2)      3516  10775  3436  10776  7977  3515
-CONVEX 2688    GT_PK(2,2)      3516  10775  3436  10777  7979  3437
-CONVEX 2689    GT_PK(2,2)      3594  10778  3516  10779  10776  3515
-CONVEX 2690    GT_PK(2,2)      3594  10778  3516  10780  10781  3595
-CONVEX 2691    GT_PK(2,2)      3514  10782  3592  10783  10784  3513
-CONVEX 2692    GT_PK(2,2)      3514  10785  3435  10786  7978  3515
-CONVEX 2693    GT_PK(2,2)      3670  10787  3592  10788  10789  3671
-CONVEX 2694    GT_PK(2,2)      3670  10790  3749  10788  7981  3671
-CONVEX 2695    GT_PK(2,2)      3828  10791  3751  10792  10793  3750
-CONVEX 2696    GT_PK(2,2)      3675  10794  3597  10795  7984  3676
-CONVEX 2697    GT_PK(2,2)      3675  10796  3753  10797  10798  3674
-CONVEX 2698    GT_PK(2,2)      3600  10799  3601  10800  6515  3522
-CONVEX 2699    GT_PK(2,2)      3600  10801  3521  10800  8004  3522
-CONVEX 2700    GT_PK(2,2)      3360  10802  3280  10803  10744  3359
-CONVEX 2701    GT_PK(2,2)      3360  10802  3280  10804  10741  3281
-CONVEX 2702    GT_PK(2,2)      3360  10805  3361  10804  10806  3281
-CONVEX 2703    GT_PK(2,2)      3520  10807  3521  10808  8006  3441
-CONVEX 2704    GT_PK(2,2)      3520  10809  3519  10810  7990  3598
-CONVEX 2705    GT_PK(2,2)      3368  10811  3289  10812  10813  3288
-CONVEX 2706    GT_PK(2,2)      3368  10814  3367  10812  7993  3288
-CONVEX 2707    GT_PK(2,2)      3447  10815  3448  10816  10817  3527
-CONVEX 2708    GT_PK(2,2)      3447  10818  3368  10815  10819  3448
-CONVEX 2709    GT_PK(2,2)      3447  10818  3368  10820  10814  3367
-CONVEX 2710    GT_PK(2,2)      3286  10821  3287  10822  7994  3366
-CONVEX 2711    GT_PK(2,2)      3286  10823  3285  10824  6503  3206
-CONVEX 2712    GT_PK(2,2)      3286  10825  3207  10824  10826  3206
-CONVEX 2713    GT_PK(2,2)      3286  10821  3287  10825  10827  3207
-CONVEX 2714    GT_PK(2,2)      3365  10828  3444  10829  7962  3445
-CONVEX 2715    GT_PK(2,2)      3365  10830  3364  10828  7997  3444
-CONVEX 2716    GT_PK(2,2)      3365  10831  3366  10829  10832  3445
-CONVEX 2717    GT_PK(2,2)      3365  10830  3364  10833  10834  3285
-CONVEX 2718    GT_PK(2,2)      3365  10835  3286  10831  10822  3366
-CONVEX 2719    GT_PK(2,2)      3365  10835  3286  10833  10823  3285
-CONVEX 2720    GT_PK(2,2)      3047  10836  3126  10837  8016  3046
-CONVEX 2721    GT_PK(2,2)      3047  10838  2967  10839  8010  2968
-CONVEX 2722    GT_PK(2,2)      3047  10838  2967  10837  10840  3046
-CONVEX 2723    GT_PK(2,2)      3124  10841  3203  10842  8026  3123
-CONVEX 2724    GT_PK(2,2)      3042  10843  3122  10844  8023  3043
-CONVEX 2725    GT_PK(2,2)      3042  10844  3043  10845  8019  2963
-CONVEX 2726    GT_PK(2,2)      3042  10846  3041  10847  10722  3121
-CONVEX 2727    GT_PK(2,2)      3042  10843  3122  10847  10736  3121
-CONVEX 2728    GT_PK(2,2)      3284  10848  3285  10849  6504  3205
-CONVEX 2729    GT_PK(2,2)      3284  10850  3364  10851  7998  3363
-CONVEX 2730    GT_PK(2,2)      3284  10850  3364  10848  10834  3285
-CONVEX 2731    GT_PK(2,2)      3362  10852  3442  10853  8001  3363
-CONVEX 2732    GT_PK(2,2)      3362  10854  3361  10855  10856  3441
-CONVEX 2733    GT_PK(2,2)      3362  10852  3442  10855  8005  3441
-CONVEX 2734    GT_PK(2,2)      3282  10857  3202  10858  10739  3281
-CONVEX 2735    GT_PK(2,2)      3282  10859  3203  10857  8025  3202
-CONVEX 2736    GT_PK(2,2)      3282  10860  3361  10858  10806  3281
-CONVEX 2737    GT_PK(2,2)      3282  10861  3362  10860  10854  3361
-CONVEX 2738    GT_PK(2,2)      4137  10862  4062  10863  10864  4138
-CONVEX 2739    GT_PK(2,2)      4137  10865  4211  10866  5920  4136
-CONVEX 2740    GT_PK(2,2)      4063  10867  4062  10868  10864  4138
-CONVEX 2741    GT_PK(2,2)      4063  10869  3987  10870  10871  3986
-CONVEX 2742    GT_PK(2,2)      4063  10867  4062  10870  10872  3986
-CONVEX 2743    GT_PK(2,2)      4215  10873  4289  10874  10875  4288
-CONVEX 2744    GT_PK(2,2)      4215  10873  4289  10876  10877  4216
-CONVEX 2745    GT_PK(2,2)      4134  10878  4135  10879  8028  4209
-CONVEX 2746    GT_PK(2,2)      4134  10878  4135  10880  10881  4059
-CONVEX 2747    GT_PK(2,2)      3752  10882  3753  10883  10798  3674
-CONVEX 2748    GT_PK(2,2)      3983  10884  4059  10885  10886  3982
-CONVEX 2749    GT_PK(2,2)      4061  10887  4137  10888  10866  4136
-CONVEX 2750    GT_PK(2,2)      4061  10887  4137  10889  10862  4062
-CONVEX 2751    GT_PK(2,2)      3985  10890  4062  10891  10872  3986
-CONVEX 2752    GT_PK(2,2)      3985  10892  4061  10890  10889  4062
-CONVEX 2753    GT_PK(2,2)      3985  10892  4061  10893  10894  3984
-CONVEX 2754    GT_PK(2,2)      4285  10895  4357  10896  8032  4284
-CONVEX 2755    GT_PK(2,2)      4285  10897  4211  10896  5918  4284
-CONVEX 2756    GT_PK(2,2)      4358  10898  4285  10899  10900  4286
-CONVEX 2757    GT_PK(2,2)      4358  10898  4285  10901  10895  4357
-CONVEX 2758    GT_PK(2,2)      4430  10902  4358  10903  10904  4431
-CONVEX 2759    GT_PK(2,2)      4430  10902  4358  10905  10901  4357
-CONVEX 2760    GT_PK(2,2)      4500  10906  4501  10907  10908  4572
-CONVEX 2761    GT_PK(2,2)      4500  10906  4501  10909  10910  4428
-CONVEX 2762    GT_PK(2,2)      4639  10911  4568  10912  8596  4638
-CONVEX 2763    GT_PK(2,2)      4130  10913  4131  10914  10915  4205
-CONVEX 2764    GT_PK(2,2)      4055  10916  4131  10917  10918  4056
-CONVEX 2765    GT_PK(2,2)      4055  10919  4130  10920  10921  4054
-CONVEX 2766    GT_PK(2,2)      4055  10919  4130  10916  10913  4131
-CONVEX 2767    GT_PK(2,2)      4206  10922  4279  10923  10924  4205
-CONVEX 2768    GT_PK(2,2)      4206  10925  4131  10923  10915  4205
-CONVEX 2769    GT_PK(2,2)      3981  10926  3905  10927  10928  3982
-CONVEX 2770    GT_PK(2,2)      4496  10929  4567  10930  10931  4495
-CONVEX 2771    GT_PK(2,2)      4496  10929  4567  10932  8594  4568
-CONVEX 2772    GT_PK(2,2)      4494  10933  4421  10934  10935  4493
-CONVEX 2773    GT_PK(2,2)      4494  10936  4565  10934  10937  4493
-CONVEX 2774    GT_PK(2,2)      4278  10938  4279  10939  10924  4205
-CONVEX 2775    GT_PK(2,2)      4277  10940  4278  10941  10942  4350
-CONVEX 2776    GT_PK(2,2)      4280  10943  4279  10944  10945  4352
-CONVEX 2777    GT_PK(2,2)      4280  10946  4206  10943  10922  4279
-CONVEX 2778    GT_PK(2,2)      4427  10947  4355  10948  6512  4428
-CONVEX 2779    GT_PK(2,2)      4427  10949  4500  10950  10951  4499
-CONVEX 2780    GT_PK(2,2)      4427  10949  4500  10948  10909  4428
-CONVEX 2781    GT_PK(2,2)      4282  10952  4283  10953  8036  4355
-CONVEX 2782    GT_PK(2,2)      4282  10952  4283  10954  8038  4209
-CONVEX 2783    GT_PK(2,2)      3434  10955  3433  10956  10957  3354
-CONVEX 2784    GT_PK(2,2)      3434  10958  3514  10959  10785  3435
-CONVEX 2785    GT_PK(2,2)      3434  10955  3433  10960  10961  3513
-CONVEX 2786    GT_PK(2,2)      3434  10958  3514  10960  10783  3513
-CONVEX 2787    GT_PK(2,2)      3353  10962  3433  10963  10957  3354
-CONVEX 2788    GT_PK(2,2)      3353  10964  3274  10963  10965  3354
-CONVEX 2789    GT_PK(2,2)      3353  10964  3274  10966  10967  3273
-CONVEX 2790    GT_PK(2,2)      5392  10968  5340  10969  10970  5393
-CONVEX 2791    GT_PK(2,2)      5494  10971  5495  10972  10973  5446
-CONVEX 2792    GT_PK(2,2)      5339  10974  5392  10975  10976  5391
-CONVEX 2793    GT_PK(2,2)      5339  10974  5392  10977  10968  5340
-CONVEX 2794    GT_PK(2,2)      5339  10978  5285  10979  10980  5284
-CONVEX 2795    GT_PK(2,2)      5339  10978  5285  10977  10981  5340
-CONVEX 2796    GT_PK(2,2)      5281  10982  5224  10983  10984  5280
-CONVEX 2797    GT_PK(2,2)      5223  10985  5224  10986  10984  5280
-CONVEX 2798    GT_PK(2,2)      5165  10987  5223  10988  10989  5164
-CONVEX 2799    GT_PK(2,2)      5165  10987  5223  10990  10985  5224
-CONVEX 2800    GT_PK(2,2)      5277  10991  5276  10992  7070  5220
-CONVEX 2801    GT_PK(2,2)      5277  10993  5221  10992  10994  5220
-CONVEX 2802    GT_PK(2,2)      5442  10995  5392  10996  10976  5391
-CONVEX 2803    GT_PK(2,2)      5335  10997  5281  10998  10983  5280
-CONVEX 2804    GT_PK(2,2)      5335  10997  5281  10999  11000  5336
-CONVEX 2805    GT_PK(2,2)      5486  11001  5532  11002  11003  5485
-CONVEX 2806    GT_PK(2,2)      4219  11004  4144  11005  11006  4145
-CONVEX 2807    GT_PK(2,2)      4218  11007  4219  11008  11009  4292
-CONVEX 2808    GT_PK(2,2)      4218  11010  4144  11011  8041  4143
-CONVEX 2809    GT_PK(2,2)      4218  11007  4219  11010  11004  4144
-CONVEX 2810    GT_PK(2,2)      4067  11012  4066  11013  8046  3990
-CONVEX 2811    GT_PK(2,2)      4067  11014  3991  11013  11015  3990
-CONVEX 2812    GT_PK(2,2)      4067  11014  3991  11016  11017  4068
-CONVEX 2813    GT_PK(2,2)      4067  11016  4068  11018  8040  4143
-CONVEX 2814    GT_PK(2,2)      4067  11019  4142  11018  11020  4143
-CONVEX 2815    GT_PK(2,2)      4067  11019  4142  11012  11021  4066
-CONVEX 2816    GT_PK(2,2)      3988  11022  3989  11023  11024  3912
-CONVEX 2817    GT_PK(2,2)      3988  11022  3989  11025  8043  4065
-CONVEX 2818    GT_PK(2,2)      4364  11026  4292  11027  11028  4365
-CONVEX 2819    GT_PK(2,2)      4580  11029  4509  11030  11031  4581
-CONVEX 2820    GT_PK(2,2)      4444  11032  4445  11033  6277  4517
-CONVEX 2821    GT_PK(2,2)      4290  11034  4289  11035  10877  4216
-CONVEX 2822    GT_PK(2,2)      4141  11036  4142  11037  11038  4216
-CONVEX 2823    GT_PK(2,2)      4141  11039  4215  11037  10876  4216
-CONVEX 2824    GT_PK(2,2)      4141  11039  4215  11040  11041  4140
-CONVEX 2825    GT_PK(2,2)      4141  11040  4140  11042  11043  4065
-CONVEX 2826    GT_PK(2,2)      4141  11044  4066  11042  8044  4065
-CONVEX 2827    GT_PK(2,2)      4141  11036  4142  11044  11021  4066
-CONVEX 2828    GT_PK(2,2)      4436  11045  4364  11046  11047  4363
-CONVEX 2829    GT_PK(2,2)      3911  11048  3988  11049  11023  3912
-CONVEX 2830    GT_PK(2,2)      3911  11048  3988  11050  11051  3987
-CONVEX 2831    GT_PK(2,2)      3680  11052  3601  11053  6516  3602
-CONVEX 2832    GT_PK(2,2)      3680  11054  3681  11053  11055  3602
-CONVEX 2833    GT_PK(2,2)      3835  11056  3836  11057  11058  3912
-CONVEX 2834    GT_PK(2,2)      3835  11059  3911  11057  11049  3912
-CONVEX 2835    GT_PK(2,2)      3835  11059  3911  11060  11061  3834
-CONVEX 2836    GT_PK(2,2)      3835  11060  3834  11062  8051  3757
-CONVEX 2837    GT_PK(2,2)      3913  11063  3836  11064  11058  3912
-CONVEX 2838    GT_PK(2,2)      3913  11065  3989  11064  11024  3912
-CONVEX 2839    GT_PK(2,2)      3913  11065  3989  11066  8045  3990
-CONVEX 2840    GT_PK(2,2)      3846  11067  3769  11068  8054  3847
-CONVEX 2841    GT_PK(2,2)      3768  11069  3689  11070  11071  3767
-CONVEX 2842    GT_PK(2,2)      3768  11072  3846  11073  11067  3769
-CONVEX 2843    GT_PK(2,2)      3294  11074  3373  11075  11076  3293
-CONVEX 2844    GT_PK(2,2)      3294  11074  3373  11077  11078  3374
-CONVEX 2845    GT_PK(2,2)      2976  11079  3055  11080  8062  2975
-CONVEX 2846    GT_PK(2,2)      2976  11081  2897  11082  11083  2977
-CONVEX 2847    GT_PK(2,2)      2976  11084  2896  11080  11085  2975
-CONVEX 2848    GT_PK(2,2)      2976  11084  2896  11081  7711  2897
-CONVEX 2849    GT_PK(2,2)      3217  11086  3137  11087  10222  3216
-CONVEX 2850    GT_PK(2,2)      3217  11088  3296  11087  11089  3216
-CONVEX 2851    GT_PK(2,2)      3533  11090  3611  11091  11092  3532
-CONVEX 2852    GT_PK(2,2)      3376  11093  3375  11094  11095  3296
-CONVEX 2853    GT_PK(2,2)      3376  11096  3456  11097  7691  3455
-CONVEX 2854    GT_PK(2,2)      3376  11093  3375  11097  8074  3455
-CONVEX 2855    GT_PK(2,2)      5209  11098  5265  11099  8874  5208
-CONVEX 2856    GT_PK(2,2)      5209  11100  5150  11099  8601  5208
-CONVEX 2857    GT_PK(2,2)      5209  11101  5151  11102  11103  5210
-CONVEX 2858    GT_PK(2,2)      5209  11101  5151  11100  6788  5150
-CONVEX 2859    GT_PK(2,2)      5266  11104  5267  11105  11106  5321
-CONVEX 2860    GT_PK(2,2)      5266  11107  5320  11105  7000  5321
-CONVEX 2861    GT_PK(2,2)      5266  11107  5320  11108  7002  5265
-CONVEX 2862    GT_PK(2,2)      5266  11109  5209  11108  11098  5265
-CONVEX 2863    GT_PK(2,2)      5266  11104  5267  11110  8081  5210
-CONVEX 2864    GT_PK(2,2)      5266  11109  5209  11110  11102  5210
-CONVEX 2865    GT_PK(2,2)      5153  11111  5211  11112  8079  5212
-CONVEX 2866    GT_PK(2,2)      5153  11113  5154  11112  8090  5212
-CONVEX 2867    GT_PK(2,2)      5155  11114  5154  11115  11116  5094
-CONVEX 2868    GT_PK(2,2)      5155  11117  5156  11118  8085  5214
-CONVEX 2869    GT_PK(2,2)      5155  11119  5213  11118  8097  5214
-CONVEX 2870    GT_PK(2,2)      5155  11119  5213  11114  8089  5154
-CONVEX 2871    GT_PK(2,2)      5426  11120  5427  11121  8099  5376
-CONVEX 2872    GT_PK(2,2)      5426  11120  5427  11122  11123  5475
-CONVEX 2873    GT_PK(2,2)      5426  11124  5474  11122  11125  5475
-CONVEX 2874    GT_PK(2,2)      5426  11124  5474  11126  8112  5425
-CONVEX 2875    GT_PK(2,2)      5476  11127  5427  11128  11123  5475
-CONVEX 2876    GT_PK(2,2)      5476  11129  5522  11128  11130  5475
-CONVEX 2877    GT_PK(2,2)      5476  11131  5523  11132  6962  5477
-CONVEX 2878    GT_PK(2,2)      5476  11129  5522  11131  6958  5523
-CONVEX 2879    GT_PK(2,2)      5428  11133  5427  11134  8098  5377
-CONVEX 2880    GT_PK(2,2)      5428  11134  5377  11135  6524  5378
-CONVEX 2881    GT_PK(2,2)      5428  11136  5476  11137  11132  5477
-CONVEX 2882    GT_PK(2,2)      5428  11136  5476  11133  11127  5427
-CONVEX 2883    GT_PK(2,2)      5322  11138  5374  11139  8109  5321
-CONVEX 2884    GT_PK(2,2)      5322  11140  5267  11139  11106  5321
-CONVEX 2885    GT_PK(2,2)      5322  11141  5268  11142  6520  5323
-CONVEX 2886    GT_PK(2,2)      5322  11140  5267  11141  8083  5268
-CONVEX 2887    GT_PK(2,2)      1038  11143  969  11144  9012  970
-CONVEX 2888    GT_PK(2,2)      1039  11145  971  11146  6576  970
-CONVEX 2889    GT_PK(2,2)      1039  11147  1038  11146  11144  970
-CONVEX 2890    GT_PK(2,2)      1109  11148  1110  11149  8139  1180
-CONVEX 2891    GT_PK(2,2)      1109  11150  1179  11149  8133  1180
-CONVEX 2892    GT_PK(2,2)      1252  11151  1251  11152  8134  1180
-CONVEX 2893    GT_PK(2,2)      1252  11153  1181  11152  8138  1180
-CONVEX 2894    GT_PK(2,2)      1252  11151  1251  11154  9024  1324
-CONVEX 2895    GT_PK(2,2)      1252  11153  1181  11155  8140  1253
-CONVEX 2896    GT_PK(2,2)      1252  11156  1325  11155  7120  1253
-CONVEX 2897    GT_PK(2,2)      1252  11156  1325  11154  7114  1324
-CONVEX 2898    GT_PK(2,2)      769  11157  706  11158  8141  707
-CONVEX 2899    GT_PK(2,2)      769  11159  770  11158  11160  707
-CONVEX 2900    GT_PK(2,2)      647  11161  648  11162  11163  709
-CONVEX 2901    GT_PK(2,2)      647  11161  648  11164  11165  587
-CONVEX 2902    GT_PK(2,2)      1387  11166  1388  11167  11168  1460
-CONVEX 2903    GT_PK(2,2)      1458  11169  1532  11170  6651  1531
-CONVEX 2904    GT_PK(2,2)      584  11171  585  11172  8147  645
-CONVEX 2905    GT_PK(2,2)      1034  11173  1033  11174  11175  1103
-CONVEX 2906    GT_PK(2,2)      1034  11176  1104  11174  9016  1103
-CONVEX 2907    GT_PK(2,2)      898  11177  897  11178  11179  964
-CONVEX 2908    GT_PK(2,2)      898  11180  899  11181  9007  834
-CONVEX 2909    GT_PK(2,2)      833  11182  770  11183  8159  834
-CONVEX 2910    GT_PK(2,2)      833  11184  898  11183  11181  834
-CONVEX 2911    GT_PK(2,2)      833  11184  898  11185  11177  897
-CONVEX 2912    GT_PK(2,2)      833  11185  897  11186  8152  832
-CONVEX 2913    GT_PK(2,2)      833  11187  769  11186  11188  832
-CONVEX 2914    GT_PK(2,2)      833  11187  769  11182  11159  770
-CONVEX 2915    GT_PK(2,2)      838  11189  902  11190  9014  903
-CONVEX 2916    GT_PK(2,2)      838  11191  837  11189  8153  902
-CONVEX 2917    GT_PK(2,2)      838  11192  775  11193  11194  774
-CONVEX 2918    GT_PK(2,2)      838  11191  837  11193  8168  774
-CONVEX 2919    GT_PK(2,2)      713  11195  714  11196  11197  652
-CONVEX 2920    GT_PK(2,2)      586  11198  527  11199  11200  585
-CONVEX 2921    GT_PK(2,2)      586  11201  646  11199  8146  585
-CONVEX 2922    GT_PK(2,2)      586  11202  647  11203  11164  587
-CONVEX 2923    GT_PK(2,2)      586  11202  647  11201  11204  646
-CONVEX 2924    GT_PK(2,2)      417  11205  364  11206  11207  416
-CONVEX 2925    GT_PK(2,2)      470  11208  416  11209  11210  469
-CONVEX 2926    GT_PK(2,2)      526  11211  527  11212  11200  585
-CONVEX 2927    GT_PK(2,2)      526  11213  584  11212  11171  585
-CONVEX 2928    GT_PK(2,2)      526  11214  470  11215  11209  469
-CONVEX 2929    GT_PK(2,2)      526  11214  470  11211  11216  527
-CONVEX 2930    GT_PK(2,2)      710  11217  648  11218  11163  709
-CONVEX 2931    GT_PK(2,2)      710  11219  773  11220  8164  711
-CONVEX 2932    GT_PK(2,2)      772  11221  835  11222  8160  836
-CONVEX 2933    GT_PK(2,2)      772  11223  773  11222  8169  836
-CONVEX 2934    GT_PK(2,2)      772  11224  710  11223  11219  773
-CONVEX 2935    GT_PK(2,2)      772  11221  835  11225  8162  771
-CONVEX 2936    GT_PK(2,2)      772  11225  771  11226  11227  709
-CONVEX 2937    GT_PK(2,2)      772  11224  710  11226  11218  709
-CONVEX 2938    GT_PK(2,2)      592  11228  593  11229  8174  534
-CONVEX 2939    GT_PK(2,2)      592  11230  533  11229  11231  534
-CONVEX 2940    GT_PK(2,2)      592  11230  533  11232  11233  591
-CONVEX 2941    GT_PK(2,2)      592  11232  591  11234  11235  652
-CONVEX 2942    GT_PK(2,2)      908  11236  975  11237  8198  974
-CONVEX 2943    GT_PK(2,2)      908  11236  975  11238  9072  909
-CONVEX 2944    GT_PK(2,2)      655  11239  656  11240  11241  717
-CONVEX 2945    GT_PK(2,2)      653  11242  715  11243  11244  714
-CONVEX 2946    GT_PK(2,2)      653  11243  714  11245  11197  652
-CONVEX 2947    GT_PK(2,2)      653  11246  592  11245  11234  652
-CONVEX 2948    GT_PK(2,2)      653  11246  592  11247  11228  593
-CONVEX 2949    GT_PK(2,2)      595  11248  655  11249  11250  594
-CONVEX 2950    GT_PK(2,2)      595  11248  655  11251  11239  656
-CONVEX 2951    GT_PK(2,2)      845  11252  910  11253  9074  909
-CONVEX 2952    GT_PK(2,2)      316  11254  268  11255  11256  317
-CONVEX 2953    GT_PK(2,2)      319  11257  370  11258  11259  369
-CONVEX 2954    GT_PK(2,2)      222  11260  268  11261  11256  317
-CONVEX 2955    GT_PK(2,2)      222  11262  269  11261  11263  317
-CONVEX 2956    GT_PK(2,2)      222  11262  269  11264  11265  223
-CONVEX 2957    GT_PK(2,2)      477  11266  533  11267  11231  534
-CONVEX 2958    GT_PK(2,2)      777  11268  715  11269  11244  714
-CONVEX 2959    GT_PK(2,2)      777  11270  840  11271  8186  841
-CONVEX 2960    GT_PK(2,2)      1409  11272  1408  11273  9090  1481
-CONVEX 2961    GT_PK(2,2)      29  11274  30  11275  8204  10
-CONVEX 2962    GT_PK(2,2)      29  11276  9  11275  11277  10
-CONVEX 2963    GT_PK(2,2)      29  11276  9  11278  8201  28
-CONVEX 2964    GT_PK(2,2)      243  11279  290  11280  9498  244
-CONVEX 2965    GT_PK(2,2)      243  11281  242  11282  8220  199
-CONVEX 2966    GT_PK(2,2)      243  11283  289  11279  9491  290
-CONVEX 2967    GT_PK(2,2)      243  11283  289  11281  9495  242
-CONVEX 2968    GT_PK(2,2)      243  11284  200  11282  9508  199
-CONVEX 2969    GT_PK(2,2)      243  11284  200  11280  9509  244
-CONVEX 2970    GT_PK(2,2)      84  11285  119  11286  11287  85
-CONVEX 2971    GT_PK(2,2)      84  11288  53  11289  11290  83
-CONVEX 2972    GT_PK(2,2)      157  11291  198  11292  5935  158
-CONVEX 2973    GT_PK(2,2)      157  11293  197  11291  6582  198
-CONVEX 2974    GT_PK(2,2)      156  11294  157  11295  11296  119
-CONVEX 2975    GT_PK(2,2)      156  11297  196  11298  8221  197
-CONVEX 2976    GT_PK(2,2)      156  11294  157  11298  11293  197
-CONVEX 2977    GT_PK(2,2)      52  11299  26  11300  8274  51
-CONVEX 2978    GT_PK(2,2)      52  11301  53  11302  11290  83
-CONVEX 2979    GT_PK(2,2)      52  11301  53  11303  8208  27
-CONVEX 2980    GT_PK(2,2)      52  11299  26  11303  8239  27
-CONVEX 2981    GT_PK(2,2)      52  11304  82  11302  8237  83
-CONVEX 2982    GT_PK(2,2)      52  11304  82  11300  8232  51
-CONVEX 2983    GT_PK(2,2)      478  11305  477  11306  11307  423
-CONVEX 2984    GT_PK(2,2)      478  11308  535  11309  8173  534
-CONVEX 2985    GT_PK(2,2)      478  11305  477  11309  11267  534
-CONVEX 2986    GT_PK(2,2)      227  11310  183  11311  8254  184
-CONVEX 2987    GT_PK(2,2)      228  11312  185  11313  6594  229
-CONVEX 2988    GT_PK(2,2)      228  11313  229  11314  8247  275
-CONVEX 2989    GT_PK(2,2)      228  11315  274  11314  8244  275
-CONVEX 2990    GT_PK(2,2)      228  11312  185  11316  6602  184
-CONVEX 2991    GT_PK(2,2)      228  11317  227  11316  11311  184
-CONVEX 2992    GT_PK(2,2)      228  11317  227  11315  11318  274
-CONVEX 2993    GT_PK(2,2)      483  11319  482  11320  8176  539
-CONVEX 2994    GT_PK(2,2)      483  11321  484  11322  11323  429
-CONVEX 2995    GT_PK(2,2)      483  11324  428  11322  11325  429
-CONVEX 2996    GT_PK(2,2)      483  11324  428  11319  11326  482
-CONVEX 2997    GT_PK(2,2)      540  11327  598  11328  8249  539
-CONVEX 2998    GT_PK(2,2)      540  11329  483  11328  11320  539
-CONVEX 2999    GT_PK(2,2)      540  11329  483  11330  11321  484
-CONVEX 3000    GT_PK(2,2)      599  11331  598  11332  11333  659
-CONVEX 3001    GT_PK(2,2)      599  11334  660  11332  11335  659
-CONVEX 3002    GT_PK(2,2)      599  11336  540  11331  11327  598
-CONVEX 3003    GT_PK(2,2)      107  11337  108  11338  8267  145
-CONVEX 3004    GT_PK(2,2)      107  11339  144  11338  6600  145
-CONVEX 3005    GT_PK(2,2)      107  11340  72  11341  11342  73
-CONVEX 3006    GT_PK(2,2)      107  11337  108  11341  8268  73
-CONVEX 3007    GT_PK(2,2)      107  11339  144  11343  8258  106
-CONVEX 3008    GT_PK(2,2)      107  11340  72  11343  11344  106
-CONVEX 3009    GT_PK(2,2)      24  11345  25  11346  8270  5
-CONVEX 3010    GT_PK(2,2)      24  11347  50  11345  8279  25
-CONVEX 3011    GT_PK(2,2)      24  11347  50  11348  8277  49
-CONVEX 3012    GT_PK(2,2)      24  11349  23  11346  11350  5
-CONVEX 3013    GT_PK(2,2)      24  11351  48  11348  6621  49
-CONVEX 3014    GT_PK(2,2)      24  11349  23  11351  8290  48
-CONVEX 3015    GT_PK(2,2)      113  11352  114  11353  6609  79
-CONVEX 3016    GT_PK(2,2)      113  11354  150  11355  11356  112
-CONVEX 3017    GT_PK(2,2)      113  11357  151  11352  8307  114
-CONVEX 3018    GT_PK(2,2)      113  11357  151  11354  8312  150
-CONVEX 3019    GT_PK(2,2)      113  11358  78  11355  6624  112
-CONVEX 3020    GT_PK(2,2)      113  11358  78  11353  6627  79
-CONVEX 3021    GT_PK(2,2)      231  11359  278  11360  11361  232
-CONVEX 3022    GT_PK(2,2)      231  11362  188  11360  6620  232
-CONVEX 3023    GT_PK(2,2)      231  11362  188  11363  8286  187
-CONVEX 3024    GT_PK(2,2)      325  11364  324  11365  11366  375
-CONVEX 3025    GT_PK(2,2)      325  11367  276  11364  8248  324
-CONVEX 3026    GT_PK(2,2)      148  11368  188  11369  6619  189
-CONVEX 3027    GT_PK(2,2)      148  11370  147  11368  8285  188
-CONVEX 3028    GT_PK(2,2)      47  11371  78  11372  6623  77
-CONVEX 3029    GT_PK(2,2)      47  11373  21  11372  8289  77
-CONVEX 3030    GT_PK(2,2)      47  11371  78  11374  6626  48
-CONVEX 3031    GT_PK(2,2)      47  11374  48  11375  8292  22
-CONVEX 3032    GT_PK(2,2)      47  11373  21  11375  11376  22
-CONVEX 3033    GT_PK(2,2)      725  11377  724  11378  8302  663
-CONVEX 3034    GT_PK(2,2)      194  11379  237  11380  8315  238
-CONVEX 3035    GT_PK(2,2)      194  11381  195  11380  11382  238
-CONVEX 3036    GT_PK(2,2)      194  11383  153  11384  8231  154
-CONVEX 3037    GT_PK(2,2)      194  11381  195  11384  11385  154
-CONVEX 3038    GT_PK(2,2)      236  11386  282  11387  11388  283
-CONVEX 3039    GT_PK(2,2)      236  11389  237  11387  8314  283
-CONVEX 3040    GT_PK(2,2)      236  11390  235  11386  11391  282
-CONVEX 3041    GT_PK(2,2)      236  11390  235  11392  8304  192
-CONVEX 3042    GT_PK(2,2)      239  11393  285  11394  8319  238
-CONVEX 3043    GT_PK(2,2)      239  11395  195  11394  11382  238
-CONVEX 3044    GT_PK(2,2)      239  11396  196  11397  8222  240
-CONVEX 3045    GT_PK(2,2)      239  11395  195  11396  11398  196
-CONVEX 3046    GT_PK(2,2)      331  11399  282  11400  11388  283
-CONVEX 3047    GT_PK(2,2)      331  11401  332  11400  6634  283
-CONVEX 3048    GT_PK(2,2)      382  11402  434  11403  11404  435
-CONVEX 3049    GT_PK(2,2)      382  11402  434  11405  11406  381
-CONVEX 3050    GT_PK(2,2)      382  11407  331  11408  11401  332
-CONVEX 3051    GT_PK(2,2)      382  11407  331  11405  11409  381
-CONVEX 3052    GT_PK(2,2)      487  11410  544  11411  11412  488
-CONVEX 3053    GT_PK(2,2)      1537  11413  1538  11414  6643  1612
-CONVEX 3054    GT_PK(2,2)      1461  11415  1388  11416  11168  1460
-CONVEX 3055    GT_PK(2,2)      1461  11415  1388  11417  8331  1389
-CONVEX 3056    GT_PK(2,2)      1761  11418  1685  11419  11420  1684
-CONVEX 3057    GT_PK(2,2)      1761  11421  1762  11422  8966  1838
-CONVEX 3058    GT_PK(2,2)      1761  11421  1762  11418  8968  1685
-CONVEX 3059    GT_PK(2,2)      1609  11423  1608  11424  6646  1684
-CONVEX 3060    GT_PK(2,2)      1609  11425  1685  11424  11420  1684
-CONVEX 3061    GT_PK(2,2)      1908  11426  1985  11427  9584  1907
-CONVEX 3062    GT_PK(2,2)      1908  11426  1985  11428  9591  1986
-CONVEX 3063    GT_PK(2,2)      1908  11429  1831  11427  11430  1907
-CONVEX 3064    GT_PK(2,2)      1908  11431  1832  11429  11432  1831
-CONVEX 3065    GT_PK(2,2)      1908  11433  1909  11428  8349  1986
-CONVEX 3066    GT_PK(2,2)      1908  11433  1909  11431  11434  1832
-CONVEX 3067    GT_PK(2,2)      1833  11435  1909  11436  8352  1910
-CONVEX 3068    GT_PK(2,2)      1833  11437  1832  11438  11439  1756
-CONVEX 3069    GT_PK(2,2)      1833  11435  1909  11437  11434  1832
-CONVEX 3070    GT_PK(2,2)      1682  11440  1606  11441  6654  1681
-CONVEX 3071    GT_PK(2,2)      1682  11442  1758  11441  11443  1681
-CONVEX 3072    GT_PK(2,2)      1682  11444  1607  11440  8359  1606
-CONVEX 3073    GT_PK(2,2)      1682  11444  1607  11445  8364  1683
-CONVEX 3074    GT_PK(2,2)      1680  11446  1604  11447  8358  1605
-CONVEX 3075    GT_PK(2,2)      1680  11447  1605  11448  6655  1681
-CONVEX 3076    GT_PK(2,2)      1680  11449  1679  11450  11451  1756
-CONVEX 3077    GT_PK(2,2)      1680  11446  1604  11449  11452  1679
-CONVEX 3078    GT_PK(2,2)      818  11453  881  11454  8366  882
-CONVEX 3079    GT_PK(2,2)      818  11455  756  11456  8388  819
-CONVEX 3080    GT_PK(2,2)      818  11454  882  11456  6670  819
-CONVEX 3081    GT_PK(2,2)      947  11457  882  11458  6669  883
-CONVEX 3082    GT_PK(2,2)      947  11459  948  11458  8372  883
-CONVEX 3083    GT_PK(2,2)      947  11457  882  11460  8368  946
-CONVEX 3084    GT_PK(2,2)      947  11461  1013  11460  8375  946
-CONVEX 3085    GT_PK(2,2)      945  11462  944  11463  8370  1011
-CONVEX 3086    GT_PK(2,2)      945  11464  1012  11463  11465  1011
-CONVEX 3087    GT_PK(2,2)      945  11466  880  11462  11467  944
-CONVEX 3088    GT_PK(2,2)      945  11464  1012  11468  8374  946
-CONVEX 3089    GT_PK(2,2)      945  11469  881  11468  8367  946
-CONVEX 3090    GT_PK(2,2)      945  11466  880  11469  11470  881
-CONVEX 3091    GT_PK(2,2)      467  11471  414  11472  8389  415
-CONVEX 3092    GT_PK(2,2)      467  11472  415  11473  11474  468
-CONVEX 3093    GT_PK(2,2)      467  11475  466  11476  6684  521
-CONVEX 3094    GT_PK(2,2)      467  11471  414  11475  8393  466
-CONVEX 3095    GT_PK(2,2)      574  11477  633  11478  5954  575
-CONVEX 3096    GT_PK(2,2)      574  11479  518  11478  6675  575
-CONVEX 3097    GT_PK(2,2)      461  11480  409  11481  9370  408
-CONVEX 3098    GT_PK(2,2)      637  11482  698  11483  6718  638
-CONVEX 3099    GT_PK(2,2)      637  11484  697  11482  8415  698
-CONVEX 3100    GT_PK(2,2)      637  11485  578  11486  8409  636
-CONVEX 3101    GT_PK(2,2)      637  11484  697  11486  8418  636
-CONVEX 3102    GT_PK(2,2)      579  11487  580  11488  6728  523
-CONVEX 3103    GT_PK(2,2)      579  11489  637  11490  11485  578
-CONVEX 3104    GT_PK(2,2)      579  11487  580  11491  6708  638
-CONVEX 3105    GT_PK(2,2)      579  11489  637  11491  11483  638
-CONVEX 3106    GT_PK(2,2)      871  11492  936  11493  11494  872
-CONVEX 3107    GT_PK(2,2)      871  11495  807  11496  8423  870
-CONVEX 3108    GT_PK(2,2)      686  11497  625  11498  8493  626
-CONVEX 3109    GT_PK(2,2)      808  11499  871  11500  11493  872
-CONVEX 3110    GT_PK(2,2)      808  11499  871  11501  11495  807
-CONVEX 3111    GT_PK(2,2)      622  11502  623  11503  11504  564
-CONVEX 3112    GT_PK(2,2)      740  11505  678  11506  9532  739
-CONVEX 3113    GT_PK(2,2)      740  11507  741  11508  11509  803
-CONVEX 3114    GT_PK(2,2)      740  11510  802  11508  8448  803
-CONVEX 3115    GT_PK(2,2)      740  11510  802  11506  9516  739
-CONVEX 3116    GT_PK(2,2)      742  11511  743  11512  8429  681
-CONVEX 3117    GT_PK(2,2)      742  11511  743  11513  8425  805
-CONVEX 3118    GT_PK(2,2)      935  11514  934  11515  8432  870
-CONVEX 3119    GT_PK(2,2)      935  11516  871  11515  11496  870
-CONVEX 3120    GT_PK(2,2)      935  11516  871  11517  11492  936
-CONVEX 3121    GT_PK(2,2)      935  11517  936  11518  8483  1002
-CONVEX 3122    GT_PK(2,2)      935  11519  1001  11518  8471  1002
-CONVEX 3123    GT_PK(2,2)      935  11514  934  11519  8478  1001
-CONVEX 3124    GT_PK(2,2)      804  11520  868  11521  8436  805
-CONVEX 3125    GT_PK(2,2)      804  11522  741  11523  11509  803
-CONVEX 3126    GT_PK(2,2)      804  11524  742  11521  11513  805
-CONVEX 3127    GT_PK(2,2)      804  11524  742  11522  11525  741
-CONVEX 3128    GT_PK(2,2)      931  11526  998  11527  8440  932
-CONVEX 3129    GT_PK(2,2)      931  11528  866  11529  8444  930
-CONVEX 3130    GT_PK(2,2)      867  11530  868  11531  8437  932
-CONVEX 3131    GT_PK(2,2)      867  11532  931  11531  11527  932
-CONVEX 3132    GT_PK(2,2)      867  11532  931  11533  11528  866
-CONVEX 3133    GT_PK(2,2)      867  11533  866  11534  8447  803
-CONVEX 3134    GT_PK(2,2)      867  11535  804  11534  11523  803
-CONVEX 3135    GT_PK(2,2)      867  11535  804  11530  11520  868
-CONVEX 3136    GT_PK(2,2)      1424  11536  1497  11537  11538  1425
-CONVEX 3137    GT_PK(2,2)      1350  11539  1349  11540  11541  1277
-CONVEX 3138    GT_PK(2,2)      1207  11542  1279  11543  11544  1208
-CONVEX 3139    GT_PK(2,2)      1137  11545  1136  11546  8461  1067
-CONVEX 3140    GT_PK(2,2)      1137  11547  1138  11548  8453  1068
-CONVEX 3141    GT_PK(2,2)      1137  11546  1067  11548  8459  1068
-CONVEX 3142    GT_PK(2,2)      1137  11547  1138  11549  11550  1208
-CONVEX 3143    GT_PK(2,2)      1137  11551  1207  11549  11543  1208
-CONVEX 3144    GT_PK(2,2)      1137  11551  1207  11545  11552  1136
-CONVEX 3145    GT_PK(2,2)      1004  11553  1072  11554  6737  1073
-CONVEX 3146    GT_PK(2,2)      1004  11555  1003  11553  8481  1072
-CONVEX 3147    GT_PK(2,2)      1004  11554  1073  11556  10471  1005
-CONVEX 3148    GT_PK(2,2)      403  11557  402  11558  9383  352
-CONVEX 3149    GT_PK(2,2)      403  11559  455  11557  8484  402
-CONVEX 3150    GT_PK(2,2)      405  11560  404  11561  11562  354
-CONVEX 3151    GT_PK(2,2)      405  11563  406  11564  7260  355
-CONVEX 3152    GT_PK(2,2)      405  11561  354  11564  9389  355
-CONVEX 3153    GT_PK(2,2)      405  11560  404  11565  11566  457
-CONVEX 3154    GT_PK(2,2)      303  11567  304  11568  11569  257
-CONVEX 3155    GT_PK(2,2)      303  11570  256  11568  11571  257
-CONVEX 3156    GT_PK(2,2)      303  11570  256  11572  11573  302
-CONVEX 3157    GT_PK(2,2)      303  11567  304  11574  11575  352
-CONVEX 3158    GT_PK(2,2)      303  11576  351  11574  9382  352
-CONVEX 3159    GT_PK(2,2)      303  11576  351  11572  9392  302
-CONVEX 3160    GT_PK(2,2)      353  11577  404  11578  11562  354
-CONVEX 3161    GT_PK(2,2)      353  11579  304  11580  11575  352
-CONVEX 3162    GT_PK(2,2)      353  11581  403  11580  11558  352
-CONVEX 3163    GT_PK(2,2)      353  11581  403  11577  11582  404
-CONVEX 3164    GT_PK(2,2)      508  11583  509  11584  8488  454
-CONVEX 3165    GT_PK(2,2)      456  11585  455  11586  8490  510
-CONVEX 3166    GT_PK(2,2)      456  11587  511  11586  8502  510
-CONVEX 3167    GT_PK(2,2)      456  11587  511  11588  11589  457
-CONVEX 3168    GT_PK(2,2)      456  11590  403  11585  11559  455
-CONVEX 3169    GT_PK(2,2)      456  11591  404  11588  11566  457
-CONVEX 3170    GT_PK(2,2)      456  11590  403  11591  11582  404
-CONVEX 3171    GT_PK(2,2)      570  11592  629  11593  8510  628
-CONVEX 3172    GT_PK(2,2)      570  11594  569  11593  8506  628
-CONVEX 3173    GT_PK(2,2)      512  11595  511  11596  11589  457
-CONVEX 3174    GT_PK(2,2)      512  11595  511  11597  8504  568
-CONVEX 3175    GT_PK(2,2)      512  11598  569  11597  8507  568
-CONVEX 3176    GT_PK(2,2)      690  11599  689  11600  8508  629
-CONVEX 3177    GT_PK(2,2)      690  11599  689  11601  10459  751
-CONVEX 3178    GT_PK(2,2)      1092  11602  1023  11603  8517  1024
-CONVEX 3179    GT_PK(2,2)      1092  11604  1093  11603  11605  1024
-CONVEX 3180    GT_PK(2,2)      1162  11606  1163  11607  11608  1093
-CONVEX 3181    GT_PK(2,2)      1162  11609  1092  11610  11611  1161
-CONVEX 3182    GT_PK(2,2)      1162  11609  1092  11607  11604  1093
-CONVEX 3183    GT_PK(2,2)      1162  11606  1163  11612  8523  1233
-CONVEX 3184    GT_PK(2,2)      1442  11613  1515  11614  10516  1443
-CONVEX 3185    GT_PK(2,2)      1442  11613  1515  11615  11616  1514
-CONVEX 3186    GT_PK(2,2)      1374  11617  1301  11618  11619  1302
-CONVEX 3187    GT_PK(2,2)      1304  11620  1305  11621  6760  1233
-CONVEX 3188    GT_PK(2,2)      1304  11620  1305  11622  8550  1377
-CONVEX 3189    GT_PK(2,2)      1375  11623  1303  11624  11625  1302
-CONVEX 3190    GT_PK(2,2)      1375  11626  1374  11624  11618  1302
-CONVEX 3191    GT_PK(2,2)      1375  11627  1448  11628  11629  1447
-CONVEX 3192    GT_PK(2,2)      1375  11626  1374  11628  11630  1447
-CONVEX 3193    GT_PK(2,2)      1231  11631  1303  11632  11625  1302
-CONVEX 3194    GT_PK(2,2)      1231  11633  1160  11634  11635  1161
-CONVEX 3195    GT_PK(2,2)      949  11636  885  11637  8531  884
-CONVEX 3196    GT_PK(2,2)      949  11638  948  11637  8371  884
-CONVEX 3197    GT_PK(2,2)      949  11639  1016  11640  11641  1015
-CONVEX 3198    GT_PK(2,2)      949  11638  948  11640  11642  1015
-CONVEX 3199    GT_PK(2,2)      823  11643  822  11644  8537  886
-CONVEX 3200    GT_PK(2,2)      823  11643  822  11645  8533  760
-CONVEX 3201    GT_PK(2,2)      823  11645  760  11646  6722  761
-CONVEX 3202    GT_PK(2,2)      823  11647  824  11646  6754  761
-CONVEX 3203    GT_PK(2,2)      1520  11648  1594  11649  11650  1593
-CONVEX 3204    GT_PK(2,2)      1520  11651  1519  11649  8573  1593
-CONVEX 3205    GT_PK(2,2)      1520  11652  1448  11653  11629  1447
-CONVEX 3206    GT_PK(2,2)      1520  11651  1519  11653  11654  1447
-CONVEX 3207    GT_PK(2,2)      1595  11655  1669  11656  11657  1594
-CONVEX 3208    GT_PK(2,2)      1821  11658  1898  11659  8565  1822
-CONVEX 3209    GT_PK(2,2)      1821  11658  1898  11660  8571  1897
-CONVEX 3210    GT_PK(2,2)      1973  11661  1974  11662  8570  1897
-CONVEX 3211    GT_PK(2,2)      1973  11663  1972  11664  10594  2050
-CONVEX 3212    GT_PK(2,2)      1518  11665  1519  11666  8572  1592
-CONVEX 3213    GT_PK(2,2)      1518  11667  1591  11666  11668  1592
-CONVEX 3214    GT_PK(2,2)      1518  11669  1517  11667  11670  1591
-CONVEX 3215    GT_PK(2,2)      161  11671  201  11672  9507  160
-CONVEX 3216    GT_PK(2,2)      161  11671  201  11673  7293  202
-CONVEX 3217    GT_PK(2,2)      123  11674  122  11675  7286  160
-CONVEX 3218    GT_PK(2,2)      123  11676  161  11675  11672  160
-CONVEX 3219    GT_PK(2,2)      123  11676  161  11677  11678  124
-CONVEX 3220    GT_PK(2,2)      123  11677  124  11679  11680  89
-CONVEX 3221    GT_PK(2,2)      123  11674  122  11681  6202  88
-CONVEX 3222    GT_PK(2,2)      123  11679  89  11681  8586  88
-CONVEX 3223    GT_PK(2,2)      90  11682  124  11683  11680  89
-CONVEX 3224    GT_PK(2,2)      90  11684  60  11685  11686  91
-CONVEX 3225    GT_PK(2,2)      90  11687  125  11685  11688  91
-CONVEX 3226    GT_PK(2,2)      90  11682  124  11687  11689  125
-CONVEX 3227    GT_PK(2,2)      90  11683  89  11690  8587  59
-CONVEX 3228    GT_PK(2,2)      90  11684  60  11690  11691  59
-CONVEX 3229    GT_PK(2,2)      167  11692  208  11693  11694  207
-CONVEX 3230    GT_PK(2,2)      167  11692  208  11695  11696  168
-CONVEX 3231    GT_PK(2,2)      164  11697  205  11698  11699  165
-CONVEX 3232    GT_PK(2,2)      61  11700  92  11701  11702  91
-CONVEX 3233    GT_PK(2,2)      61  11703  60  11701  11686  91
-CONVEX 3234    GT_PK(2,2)      35  11704  16  11705  11706  15
-CONVEX 3235    GT_PK(2,2)      35  11704  16  11707  11708  36
-CONVEX 3236    GT_PK(2,2)      35  11709  61  11707  11710  36
-CONVEX 3237    GT_PK(2,2)      35  11709  61  11711  11703  60
-CONVEX 3238    GT_PK(2,2)      17  11712  37  11713  8578  18
-CONVEX 3239    GT_PK(2,2)      17  11714  16  11715  11708  36
-CONVEX 3240    GT_PK(2,2)      17  11712  37  11715  11716  36
-CONVEX 3241    GT_PK(2,2)      4961  11717  5024  11718  6936  4962
-CONVEX 3242    GT_PK(2,2)      4961  11718  4962  11719  6053  4898
-CONVEX 3243    GT_PK(2,2)      4961  11720  4897  11719  11721  4898
-CONVEX 3244    GT_PK(2,2)      4961  11722  4960  11720  9286  4897
-CONVEX 3245    GT_PK(2,2)      4961  11717  5024  11723  6940  5023
-CONVEX 3246    GT_PK(2,2)      4961  11722  4960  11723  9285  5023
-CONVEX 3247    GT_PK(2,2)      4561  11724  4562  11725  11726  4490
-CONVEX 3248    GT_PK(2,2)      4561  11727  4489  11725  11728  4490
-CONVEX 3249    GT_PK(2,2)      4561  11724  4562  11729  11730  4632
-CONVEX 3250    GT_PK(2,2)      4561  11729  4632  11731  8623  4631
-CONVEX 3251    GT_PK(2,2)      4637  11732  4567  11733  8595  4638
-CONVEX 3252    GT_PK(2,2)      4637  11734  4707  11733  11735  4638
-CONVEX 3253    GT_PK(2,2)      5027  11736  5089  11737  8606  5028
-CONVEX 3254    GT_PK(2,2)      5027  11738  5026  11739  5818  4964
-CONVEX 3255    GT_PK(2,2)      5027  11740  5088  11738  6793  5026
-CONVEX 3256    GT_PK(2,2)      5027  11736  5089  11740  8609  5088
-CONVEX 3257    GT_PK(2,2)      5027  11741  4965  11739  11742  4964
-CONVEX 3258    GT_PK(2,2)      5027  11741  4965  11737  11743  5028
-CONVEX 3259    GT_PK(2,2)      4966  11744  4967  11745  8616  4903
-CONVEX 3260    GT_PK(2,2)      4966  11746  5029  11744  11747  4967
-CONVEX 3261    GT_PK(2,2)      4966  11748  4965  11749  11743  5028
-CONVEX 3262    GT_PK(2,2)      4966  11746  5029  11749  8619  5028
-CONVEX 3263    GT_PK(2,2)      4702  11750  4701  11751  8621  4632
-CONVEX 3264    GT_PK(2,2)      4702  11752  4703  11753  11754  4771
-CONVEX 3265    GT_PK(2,2)      4633  11755  4562  11756  11730  4632
-CONVEX 3266    GT_PK(2,2)      4633  11757  4702  11756  11751  4632
-CONVEX 3267    GT_PK(2,2)      4633  11757  4702  11758  11752  4703
-CONVEX 3268    GT_PK(2,2)      4633  11755  4562  11759  11760  4563
-CONVEX 3269    GT_PK(2,2)      4836  11761  4769  11762  5973  4835
-CONVEX 3270    GT_PK(2,2)      4836  11763  4900  11762  6780  4835
-CONVEX 3271    GT_PK(2,2)      4770  11764  4837  11765  11766  4771
-CONVEX 3272    GT_PK(2,2)      4770  11767  4702  11765  11753  4771
-CONVEX 3273    GT_PK(2,2)      4770  11767  4702  11768  11750  4701
-CONVEX 3274    GT_PK(2,2)      4770  11768  4701  11769  8626  4769
-CONVEX 3275    GT_PK(2,2)      4770  11770  4836  11769  11761  4769
-CONVEX 3276    GT_PK(2,2)      4770  11770  4836  11764  11771  4837
-CONVEX 3277    GT_PK(2,2)      4838  11772  4837  11773  11766  4771
-CONVEX 3278    GT_PK(2,2)      4610  11774  4538  11775  11776  4609
-CONVEX 3279    GT_PK(2,2)      4610  11777  4539  11774  10680  4538
-CONVEX 3280    GT_PK(2,2)      4610  11778  4681  11779  11780  4611
-CONVEX 3281    GT_PK(2,2)      4610  11777  4539  11779  10685  4611
-CONVEX 3282    GT_PK(2,2)      4682  11781  4681  11782  11783  4751
-CONVEX 3283    GT_PK(2,2)      4682  11784  4612  11785  10678  4611
-CONVEX 3284    GT_PK(2,2)      4682  11781  4681  11785  11780  4611
-CONVEX 3285    GT_PK(2,2)      4675  11786  4745  11787  11788  4744
-CONVEX 3286    GT_PK(2,2)      4675  11789  4674  11787  9885  4744
-CONVEX 3287    GT_PK(2,2)      4675  11790  4604  11791  11792  4605
-CONVEX 3288    GT_PK(2,2)      4675  11790  4604  11789  11793  4674
-CONVEX 3289    GT_PK(2,2)      4813  11794  4879  11795  11796  4880
-CONVEX 3290    GT_PK(2,2)      4813  11797  4745  11798  11788  4744
-CONVEX 3291    GT_PK(2,2)      4390  11799  4391  11800  10707  4318
-CONVEX 3292    GT_PK(2,2)      4390  11801  4462  11802  11803  4463
-CONVEX 3293    GT_PK(2,2)      4390  11799  4391  11802  11804  4463
-CONVEX 3294    GT_PK(2,2)      4536  11805  4607  11806  8628  4608
-CONVEX 3295    GT_PK(2,2)      4677  11807  4607  11808  8627  4678
-CONVEX 3296    GT_PK(2,2)      4677  11809  4747  11810  11811  4746
-CONVEX 3297    GT_PK(2,2)      4677  11809  4747  11808  11812  4678
-CONVEX 3298    GT_PK(2,2)      4677  11813  4606  11807  11814  4607
-CONVEX 3299    GT_PK(2,2)      4944  11815  4879  11816  11796  4880
-CONVEX 3300    GT_PK(2,2)      4944  11817  4945  11816  8633  4880
-CONVEX 3301    GT_PK(2,2)      4882  11818  4881  11819  8632  4946
-CONVEX 3302    GT_PK(2,2)      4882  11820  4947  11819  8649  4946
-CONVEX 3303    GT_PK(2,2)      4882  11821  4816  11822  11823  4883
-CONVEX 3304    GT_PK(2,2)      4882  11820  4947  11822  11824  4883
-CONVEX 3305    GT_PK(2,2)      4814  11825  4881  11826  8634  4880
-CONVEX 3306    GT_PK(2,2)      4814  11827  4813  11826  11795  4880
-CONVEX 3307    GT_PK(2,2)      4814  11828  4745  11829  11830  4746
-CONVEX 3308    GT_PK(2,2)      4814  11827  4813  11828  11797  4745
-CONVEX 3309    GT_PK(2,2)      5008  11831  5070  11832  6855  5007
-CONVEX 3310    GT_PK(2,2)      5008  11833  4944  11832  11834  5007
-CONVEX 3311    GT_PK(2,2)      5008  11833  4944  11835  11817  4945
-CONVEX 3312    GT_PK(2,2)      5008  11836  5009  11835  8656  4945
-CONVEX 3313    GT_PK(2,2)      5008  11831  5070  11837  6852  5071
-CONVEX 3314    GT_PK(2,2)      5008  11836  5009  11837  8652  5071
-CONVEX 3315    GT_PK(2,2)      4951  11838  4886  11839  8635  4887
-CONVEX 3316    GT_PK(2,2)      4951  11840  4950  11841  8644  5014
-CONVEX 3317    GT_PK(2,2)      4951  11838  4886  11840  8637  4950
-CONVEX 3318    GT_PK(2,2)      4820  11842  4886  11843  8636  4821
-CONVEX 3319    GT_PK(2,2)      4820  11844  4819  11845  11846  4751
-CONVEX 3320    GT_PK(2,2)      4820  11844  4819  11847  11848  4885
-CONVEX 3321    GT_PK(2,2)      4820  11842  4886  11847  8638  4885
-CONVEX 3322    GT_PK(2,2)      5076  11849  5137  11850  11851  5075
-CONVEX 3323    GT_PK(2,2)      5076  11852  5013  11850  11853  5075
-CONVEX 3324    GT_PK(2,2)      5076  11852  5013  11854  8643  5014
-CONVEX 3325    GT_PK(2,2)      5197  11855  5196  11856  8647  5135
-CONVEX 3326    GT_PK(2,2)      5136  11857  5197  11858  11856  5135
-CONVEX 3327    GT_PK(2,2)      5136  11859  5137  11860  11851  5075
-CONVEX 3328    GT_PK(2,2)      5136  11857  5197  11859  11861  5137
-CONVEX 3329    GT_PK(2,2)      5011  11862  4947  11863  8648  5010
-CONVEX 3330    GT_PK(2,2)      5011  11864  5073  11863  8660  5010
-CONVEX 3331    GT_PK(2,2)      5596  11865  5637  11866  8661  5636
-CONVEX 3332    GT_PK(2,2)      5596  11867  5597  11865  8668  5637
-CONVEX 3333    GT_PK(2,2)      5555  11868  5508  11869  8673  5509
-CONVEX 3334    GT_PK(2,2)      5555  11868  5508  11870  8670  5554
-CONVEX 3335    GT_PK(2,2)      5555  11871  5556  11869  6013  5509
-CONVEX 3336    GT_PK(2,2)      5555  11872  5599  11871  11873  5556
-CONVEX 3337    GT_PK(2,2)      5555  11870  5554  11874  8667  5598
-CONVEX 3338    GT_PK(2,2)      5555  11872  5599  11874  11875  5598
-CONVEX 3339    GT_PK(2,2)      5404  11876  5455  11877  8682  5405
-CONVEX 3340    GT_PK(2,2)      5404  11878  5352  11877  8689  5405
-CONVEX 3341    GT_PK(2,2)      5401  11879  5452  11880  11881  5451
-CONVEX 3342    GT_PK(2,2)      5401  11882  5402  11879  11883  5452
-CONVEX 3343    GT_PK(2,2)      5401  11884  5400  11880  6910  5451
-CONVEX 3344    GT_PK(2,2)      5401  11882  5402  11885  8687  5349
-CONVEX 3345    GT_PK(2,2)      5401  11886  5348  11884  8767  5400
-CONVEX 3346    GT_PK(2,2)      5401  11886  5348  11885  8763  5349
-CONVEX 3347    GT_PK(2,2)      5351  11887  5403  11888  8686  5350
-CONVEX 3348    GT_PK(2,2)      5351  11889  5352  11890  8692  5297
-CONVEX 3349    GT_PK(2,2)      5351  11891  5404  11887  11892  5403
-CONVEX 3350    GT_PK(2,2)      5351  11891  5404  11889  11878  5352
-CONVEX 3351    GT_PK(2,2)      5351  11893  5296  11888  6035  5350
-CONVEX 3352    GT_PK(2,2)      5351  11890  5297  11893  6873  5296
-CONVEX 3353    GT_PK(2,2)      5129  11894  5068  11895  8703  5067
-CONVEX 3354    GT_PK(2,2)      5129  11896  5130  11897  5809  5190
-CONVEX 3355    GT_PK(2,2)      5129  11894  5068  11896  8705  5130
-CONVEX 3356    GT_PK(2,2)      5506  11898  5458  11899  8729  5457
-CONVEX 3357    GT_PK(2,2)      5506  11898  5458  11900  8714  5507
-CONVEX 3358    GT_PK(2,2)      5406  11901  5456  11902  11903  5457
-CONVEX 3359    GT_PK(2,2)      5406  11904  5407  11902  8728  5457
-CONVEX 3360    GT_PK(2,2)      5406  11901  5456  11905  8683  5405
-CONVEX 3361    GT_PK(2,2)      5406  11904  5407  11906  8730  5354
-CONVEX 3362    GT_PK(2,2)      5406  11907  5353  11906  6821  5354
-CONVEX 3363    GT_PK(2,2)      5406  11907  5353  11905  8690  5405
-CONVEX 3364    GT_PK(2,2)      5409  11908  5410  11909  8734  5357
-CONVEX 3365    GT_PK(2,2)      5409  11910  5356  11911  8749  5408
-CONVEX 3366    GT_PK(2,2)      5409  11910  5356  11909  8745  5357
-CONVEX 3367    GT_PK(2,2)      5409  11912  5459  11911  8716  5408
-CONVEX 3368    GT_PK(2,2)      5409  11912  5459  11913  8677  5460
-CONVEX 3369    GT_PK(2,2)      5409  11908  5410  11913  8739  5460
-CONVEX 3370    GT_PK(2,2)      5412  11914  5359  11915  8743  5411
-CONVEX 3371    GT_PK(2,2)      5412  11916  5463  11917  6798  5462
-CONVEX 3372    GT_PK(2,2)      5412  11915  5411  11917  8742  5462
-CONVEX 3373    GT_PK(2,2)      5412  11916  5463  11918  6794  5413
-CONVEX 3374    GT_PK(2,2)      5304  11919  5359  11920  11921  5305
-CONVEX 3375    GT_PK(2,2)      5304  11920  5305  11922  6864  5248
-CONVEX 3376    GT_PK(2,2)      5304  11923  5303  11924  6861  5358
-CONVEX 3377    GT_PK(2,2)      5304  11919  5359  11924  8744  5358
-CONVEX 3378    GT_PK(2,2)      5304  11925  5247  11922  11926  5248
-CONVEX 3379    GT_PK(2,2)      5304  11925  5247  11923  11927  5303
-CONVEX 3380    GT_PK(2,2)      5064  11928  5002  11929  8699  5065
-CONVEX 3381    GT_PK(2,2)      5064  11930  5001  11928  9904  5002
-CONVEX 3382    GT_PK(2,2)      5186  11931  5244  11932  8723  5245
-CONVEX 3383    GT_PK(2,2)      5447  11933  5495  11934  10973  5446
-CONVEX 3384    GT_PK(2,2)      5447  11935  5396  11934  11936  5446
-CONVEX 3385    GT_PK(2,2)      5395  11937  5396  11938  8750  5343
-CONVEX 3386    GT_PK(2,2)      5395  11939  5342  11938  11940  5343
-CONVEX 3387    GT_PK(2,2)      5395  11937  5396  11941  11936  5446
-CONVEX 3388    GT_PK(2,2)      5341  11942  5340  11943  10970  5393
-CONVEX 3389    GT_PK(2,2)      5341  11944  5342  11945  11946  5287
-CONVEX 3390    GT_PK(2,2)      5180  11947  5120  11948  11949  5181
-CONVEX 3391    GT_PK(2,2)      5180  11950  5238  11951  6885  5179
-CONVEX 3392    GT_PK(2,2)      5180  11952  5119  11951  11953  5179
-CONVEX 3393    GT_PK(2,2)      5180  11952  5119  11947  8755  5120
-CONVEX 3394    GT_PK(2,2)      5180  11954  5239  11948  8770  5181
-CONVEX 3395    GT_PK(2,2)      5180  11954  5239  11950  8772  5238
-CONVEX 3396    GT_PK(2,2)      5233  11955  5174  11956  9839  5175
-CONVEX 3397    GT_PK(2,2)      5233  11957  5232  11955  11958  5174
-CONVEX 3398    GT_PK(2,2)      5234  11959  5291  11960  6889  5235
-CONVEX 3399    GT_PK(2,2)      5234  11961  5290  11959  8778  5291
-CONVEX 3400    GT_PK(2,2)      5234  11962  5233  11961  11963  5290
-CONVEX 3401    GT_PK(2,2)      5234  11964  5176  11960  7407  5235
-CONVEX 3402    GT_PK(2,2)      5234  11964  5176  11965  7413  5175
-CONVEX 3403    GT_PK(2,2)      5234  11962  5233  11965  11956  5175
-CONVEX 3404    GT_PK(2,2)      5755  11966  5754  11967  8780  5774
-CONVEX 3405    GT_PK(2,2)      5755  11967  5774  11968  11969  5756
-CONVEX 3406    GT_PK(2,2)      5755  11970  5731  11968  6906  5756
-CONVEX 3407    GT_PK(2,2)      5755  11970  5731  11971  6900  5730
-CONVEX 3408    GT_PK(2,2)      5729  11972  5699  11973  8790  5730
-CONVEX 3409    GT_PK(2,2)      5729  11972  5699  11974  8787  5698
-CONVEX 3410    GT_PK(2,2)      5729  11975  5755  11973  11971  5730
-CONVEX 3411    GT_PK(2,2)      5729  11975  5755  11976  11966  5754
-CONVEX 3412    GT_PK(2,2)      5729  11974  5698  11977  6897  5728
-CONVEX 3413    GT_PK(2,2)      5729  11976  5754  11977  8784  5728
-CONVEX 3414    GT_PK(2,2)      5627  11978  5587  11979  8802  5628
-CONVEX 3415    GT_PK(2,2)      5727  11980  5696  11981  8794  5726
-CONVEX 3416    GT_PK(2,2)      5727  11982  5753  11983  8785  5728
-CONVEX 3417    GT_PK(2,2)      5727  11984  5697  11983  6896  5728
-CONVEX 3418    GT_PK(2,2)      5727  11980  5696  11984  11985  5697
-CONVEX 3419    GT_PK(2,2)      5727  11982  5753  11986  8926  5752
-CONVEX 3420    GT_PK(2,2)      5727  11981  5726  11986  7055  5752
-CONVEX 3421    GT_PK(2,2)      5662  11987  5697  11988  6898  5663
-CONVEX 3422    GT_PK(2,2)      5662  11989  5624  11990  11991  5661
-CONVEX 3423    GT_PK(2,2)      5662  11992  5696  11987  11985  5697
-CONVEX 3424    GT_PK(2,2)      5662  11992  5696  11990  8791  5661
-CONVEX 3425    GT_PK(2,2)      5665  11993  5666  11994  11995  5628
-CONVEX 3426    GT_PK(2,2)      5665  11996  5627  11994  11979  5628
-CONVEX 3427    GT_PK(2,2)      5665  11997  5699  11998  8789  5700
-CONVEX 3428    GT_PK(2,2)      5665  11993  5666  11998  8797  5700
-CONVEX 3429    GT_PK(2,2)      5665  11997  5699  11999  8788  5664
-CONVEX 3430    GT_PK(2,2)      5665  11996  5627  11999  12000  5664
-CONVEX 3431    GT_PK(2,2)      5545  12001  5588  12002  8799  5544
-CONVEX 3432    GT_PK(2,2)      5545  12003  5499  12004  12005  5546
-CONVEX 3433    GT_PK(2,2)      5545  12006  5498  12002  12007  5544
-CONVEX 3434    GT_PK(2,2)      5545  12003  5499  12006  6918  5498
-CONVEX 3435    GT_PK(2,2)      5589  12008  5590  12009  8814  5546
-CONVEX 3436    GT_PK(2,2)      5589  12010  5545  12009  12004  5546
-CONVEX 3437    GT_PK(2,2)      5589  12010  5545  12011  12001  5588
-CONVEX 3438    GT_PK(2,2)      5589  12012  5630  12008  12013  5590
-CONVEX 3439    GT_PK(2,2)      5346  12014  5399  12015  8803  5347
-CONVEX 3440    GT_PK(2,2)      5346  12015  5347  12016  6879  5292
-CONVEX 3441    GT_PK(2,2)      5346  12017  5291  12016  6890  5292
-CONVEX 3442    GT_PK(2,2)      5346  12018  5345  12017  8779  5291
-CONVEX 3443    GT_PK(2,2)      5398  12019  5346  12020  12018  5345
-CONVEX 3444    GT_PK(2,2)      5398  12019  5346  12021  12014  5399
-CONVEX 3445    GT_PK(2,2)      5633  12022  5632  12023  8808  5670
-CONVEX 3446    GT_PK(2,2)      5633  12022  5632  12024  12025  5592
-CONVEX 3447    GT_PK(2,2)      5633  12026  5593  12024  6116  5592
-CONVEX 3448    GT_PK(2,2)      5633  12027  5634  12026  8918  5593
-CONVEX 3449    GT_PK(2,2)      5631  12028  5630  12029  12013  5590
-CONVEX 3450    GT_PK(2,2)      5631  12030  5632  12031  8809  5669
-CONVEX 3451    GT_PK(2,2)      5631  12032  5668  12031  6912  5669
-CONVEX 3452    GT_PK(2,2)      5631  12028  5630  12032  8810  5668
-CONVEX 3453    GT_PK(2,2)      5591  12033  5547  12034  8812  5590
-CONVEX 3454    GT_PK(2,2)      5591  12033  5547  12035  12036  5548
-CONVEX 3455    GT_PK(2,2)      5591  12035  5548  12037  6921  5592
-CONVEX 3456    GT_PK(2,2)      5591  12038  5632  12037  12025  5592
-CONVEX 3457    GT_PK(2,2)      5591  12039  5631  12034  12029  5590
-CONVEX 3458    GT_PK(2,2)      5591  12039  5631  12038  12030  5632
-CONVEX 3459    GT_PK(2,2)      5453  12040  5402  12041  11883  5452
-CONVEX 3460    GT_PK(2,2)      5453  12040  5402  12042  8684  5403
-CONVEX 3461    GT_PK(2,2)      5500  12043  5452  12044  11881  5451
-CONVEX 3462    GT_PK(2,2)      5500  12045  5499  12044  6917  5451
-CONVEX 3463    GT_PK(2,2)      5500  12045  5499  12046  12005  5546
-CONVEX 3464    GT_PK(2,2)      5500  12047  5547  12046  8813  5546
-CONVEX 3465    GT_PK(2,2)      5503  12048  5502  12049  8816  5549
-CONVEX 3466    GT_PK(2,2)      5503  12050  5455  12051  8680  5504
-CONVEX 3467    GT_PK(2,2)      5503  12052  5550  12051  7049  5504
-CONVEX 3468    GT_PK(2,2)      5503  12052  5550  12049  7052  5549
-CONVEX 3469    GT_PK(2,2)      5711  12053  5736  12054  12055  5737
-CONVEX 3470    GT_PK(2,2)      5682  12056  5681  12057  12058  5647
-CONVEX 3471    GT_PK(2,2)      5682  12059  5648  12057  12060  5647
-CONVEX 3472    GT_PK(2,2)      5646  12061  5681  12062  12058  5647
-CONVEX 3473    GT_PK(2,2)      5646  12063  5608  12064  7029  5645
-CONVEX 3474    GT_PK(2,2)      5521  12065  5474  12066  8114  5520
-CONVEX 3475    GT_PK(2,2)      5521  12067  5564  12066  8844  5520
-CONVEX 3476    GT_PK(2,2)      5521  12068  5522  12069  11130  5475
-CONVEX 3477    GT_PK(2,2)      5521  12065  5474  12069  11125  5475
-CONVEX 3478    GT_PK(2,2)      5521  12068  5522  12070  6957  5565
-CONVEX 3479    GT_PK(2,2)      5521  12067  5564  12070  8848  5565
-CONVEX 3480    GT_PK(2,2)      5369  12071  5317  12072  7018  5316
-CONVEX 3481    GT_PK(2,2)      5369  12073  5370  12071  8889  5317
-CONVEX 3482    GT_PK(2,2)      5369  12074  5368  12072  8856  5316
-CONVEX 3483    GT_PK(2,2)      5369  12074  5368  12075  8861  5419
-CONVEX 3484    GT_PK(2,2)      5369  12075  5419  12076  6989  5420
-CONVEX 3485    GT_PK(2,2)      5369  12073  5370  12076  8890  5420
-CONVEX 3486    GT_PK(2,2)      5484  12077  5435  12078  12079  5483
-CONVEX 3487    GT_PK(2,2)      5482  12080  5529  12081  12082  5483
-CONVEX 3488    GT_PK(2,2)      5684  12083  5649  12084  12085  5650
-CONVEX 3489    GT_PK(2,2)      5684  12084  5650  12086  12087  5685
-CONVEX 3490    GT_PK(2,2)      5684  12088  5715  12086  6539  5685
-CONVEX 3491    GT_PK(2,2)      5684  12088  5715  12089  6544  5714
-CONVEX 3492    GT_PK(2,2)      5683  12090  5649  12091  12092  5648
-CONVEX 3493    GT_PK(2,2)      5683  12093  5682  12091  12059  5648
-CONVEX 3494    GT_PK(2,2)      5683  12093  5682  12094  12095  5713
-CONVEX 3495    GT_PK(2,2)      5683  12096  5684  12090  12083  5649
-CONVEX 3496    GT_PK(2,2)      5683  12094  5713  12097  8902  5714
-CONVEX 3497    GT_PK(2,2)      5683  12096  5684  12097  12089  5714
-CONVEX 3498    GT_PK(2,2)      5612  12098  5613  12099  12100  5650
-CONVEX 3499    GT_PK(2,2)      5612  12101  5649  12099  12085  5650
-CONVEX 3500    GT_PK(2,2)      5612  12102  5572  12098  12103  5613
-CONVEX 3501    GT_PK(2,2)      5612  12102  5572  12104  12105  5571
-CONVEX 3502    GT_PK(2,2)      5611  12106  5649  12107  12092  5648
-CONVEX 3503    GT_PK(2,2)      5611  12108  5570  12109  7024  5571
-CONVEX 3504    GT_PK(2,2)      5611  12110  5612  12109  12104  5571
-CONVEX 3505    GT_PK(2,2)      5611  12110  5612  12106  12101  5649
-CONVEX 3506    GT_PK(2,2)      5609  12111  5646  12112  12062  5647
-CONVEX 3507    GT_PK(2,2)      5609  12111  5646  12113  12063  5608
-CONVEX 3508    GT_PK(2,2)      5595  12114  5596  12115  11866  5636
-CONVEX 3509    GT_PK(2,2)      5595  12114  5596  12116  12117  5552
-CONVEX 3510    GT_PK(2,2)      5595  12115  5636  12118  7047  5635
-CONVEX 3511    GT_PK(2,2)      5595  12119  5594  12118  8921  5635
-CONVEX 3512    GT_PK(2,2)      5595  12116  5552  12120  12121  5551
-CONVEX 3513    GT_PK(2,2)      5595  12119  5594  12120  8920  5551
-CONVEX 3514    GT_PK(2,2)      5615  12122  5653  12123  12124  5616
-CONVEX 3515    GT_PK(2,2)      5764  12125  5744  12126  8928  5763
-CONVEX 3516    GT_PK(2,2)      5718  12127  5688  12128  12129  5719
-CONVEX 3517    GT_PK(2,2)      5718  12130  5744  12128  12131  5719
-CONVEX 3518    GT_PK(2,2)      5718  12132  5743  12133  6551  5717
-CONVEX 3519    GT_PK(2,2)      5718  12130  5744  12132  8927  5743
-CONVEX 3520    GT_PK(2,2)      5687  12134  5686  12135  7060  5717
-CONVEX 3521    GT_PK(2,2)      5687  12136  5718  12135  12133  5717
-CONVEX 3522    GT_PK(2,2)      5687  12136  5718  12137  12127  5688
-CONVEX 3523    GT_PK(2,2)      5687  12137  5688  12138  12139  5653
-CONVEX 3524    GT_PK(2,2)      5746  12140  5747  12141  7061  5766
-CONVEX 3525    GT_PK(2,2)      5723  12142  5724  12143  7067  5749
-CONVEX 3526    GT_PK(2,2)      5723  12144  5748  12143  8932  5749
-CONVEX 3527    GT_PK(2,2)      5723  12144  5748  12145  8934  5722
-CONVEX 3528    GT_PK(2,2)      5660  12146  5661  12147  8793  5695
-CONVEX 3529    GT_PK(2,2)      5660  12148  5694  12147  8937  5695
-CONVEX 3530    GT_PK(2,2)      5623  12149  5624  12150  11991  5661
-CONVEX 3531    GT_PK(2,2)      5623  12151  5660  12150  12146  5661
-CONVEX 3532    GT_PK(2,2)      5623  12151  5660  12152  12153  5622
-CONVEX 3533    GT_PK(2,2)      5100  12154  5101  12155  12156  5161
-CONVEX 3534    GT_PK(2,2)      5100  12157  5038  12158  8127  5039
-CONVEX 3535    GT_PK(2,2)      5100  12154  5101  12158  12159  5039
-CONVEX 3536    GT_PK(2,2)      5160  12160  5161  12161  8939  5219
-CONVEX 3537    GT_PK(2,2)      5160  12162  5218  12163  8124  5159
-CONVEX 3538    GT_PK(2,2)      5160  12162  5218  12161  8117  5219
-CONVEX 3539    GT_PK(2,2)      5160  12164  5100  12160  12155  5161
-CONVEX 3540    GT_PK(2,2)      5162  12165  5221  12166  10994  5220
-CONVEX 3541    GT_PK(2,2)      5162  12167  5161  12166  8940  5220
-CONVEX 3542    GT_PK(2,2)      5162  12165  5221  12168  12169  5163
-CONVEX 3543    GT_PK(2,2)      5162  12170  5101  12167  12156  5161
-CONVEX 3544    GT_PK(2,2)      5162  12171  5102  12168  12172  5163
-CONVEX 3545    GT_PK(2,2)      5162  12170  5101  12171  12173  5102
-CONVEX 3546    GT_PK(2,2)      5382  12174  5329  12175  12176  5381
-CONVEX 3547    GT_PK(2,2)      5382  12177  5433  12178  12179  5383
-CONVEX 3548    GT_PK(2,2)      5330  12180  5382  12181  12178  5383
-CONVEX 3549    GT_PK(2,2)      5330  12180  5382  12182  12174  5329
-CONVEX 3550    GT_PK(2,2)      5330  12183  5276  12184  7072  5275
-CONVEX 3551    GT_PK(2,2)      5330  12182  5329  12184  12185  5275
-CONVEX 3552    GT_PK(2,2)      5274  12186  5329  12187  12185  5275
-CONVEX 3553    GT_PK(2,2)      5274  12188  5218  12187  8118  5275
-CONVEX 3554    GT_PK(2,2)      5274  12189  5217  12188  8123  5218
-CONVEX 3555    GT_PK(2,2)      5432  12190  5382  12191  12175  5381
-CONVEX 3556    GT_PK(2,2)      5432  12190  5382  12192  12177  5433
-CONVEX 3557    GT_PK(2,2)      5429  12193  5428  12194  11135  5378
-CONVEX 3558    GT_PK(2,2)      5429  12193  5428  12195  11137  5477
-CONVEX 3559    GT_PK(2,2)      5478  12196  5479  12197  8942  5525
-CONVEX 3560    GT_PK(2,2)      5478  12198  5524  12197  12199  5525
-CONVEX 3561    GT_PK(2,2)      5478  12198  5524  12200  6961  5477
-CONVEX 3562    GT_PK(2,2)      5478  12201  5429  12200  12195  5477
-CONVEX 3563    GT_PK(2,2)      2061  12202  2139  12203  8947  2140
-CONVEX 3564    GT_PK(2,2)      2061  12204  1983  12205  12206  1982
-CONVEX 3565    GT_PK(2,2)      2061  12207  2062  12203  9576  2140
-CONVEX 3566    GT_PK(2,2)      2061  12207  2062  12204  9582  1983
-CONVEX 3567    GT_PK(2,2)      2152  12208  2073  12209  12210  2151
-CONVEX 3568    GT_PK(2,2)      2152  12211  2230  12209  12212  2151
-CONVEX 3569    GT_PK(2,2)      2072  12213  2073  12214  12210  2151
-CONVEX 3570    GT_PK(2,2)      1466  12215  1540  12216  12217  1539
-CONVEX 3571    GT_PK(2,2)      1466  12218  1467  12215  8990  1540
-CONVEX 3572    GT_PK(2,2)      1466  12219  1465  12216  9019  1539
-CONVEX 3573    GT_PK(2,2)      1466  12218  1467  12220  12221  1394
-CONVEX 3574    GT_PK(2,2)      1542  12222  1616  12223  8999  1617
-CONVEX 3575    GT_PK(2,2)      1542  12224  1543  12223  9000  1617
-CONVEX 3576    GT_PK(2,2)      1542  12222  1616  12225  8994  1541
-CONVEX 3577    GT_PK(2,2)      1542  12224  1543  12226  12227  1469
-CONVEX 3578    GT_PK(2,2)      1542  12226  1469  12228  7125  1468
-CONVEX 3579    GT_PK(2,2)      1542  12225  1541  12228  8989  1468
-CONVEX 3580    GT_PK(2,2)      1544  12229  1543  12230  9001  1618
-CONVEX 3581    GT_PK(2,2)      1544  12230  1618  12231  12232  1619
-CONVEX 3582    GT_PK(2,2)      1544  12233  1545  12231  8981  1619
-CONVEX 3583    GT_PK(2,2)      1470  12234  1543  12235  12227  1469
-CONVEX 3584    GT_PK(2,2)      1470  12235  1469  12236  7126  1397
-CONVEX 3585    GT_PK(2,2)      1470  12237  1398  12236  7118  1397
-CONVEX 3586    GT_PK(2,2)      1470  12238  1544  12234  12229  1543
-CONVEX 3587    GT_PK(2,2)      1690  12239  1689  12240  9002  1766
-CONVEX 3588    GT_PK(2,2)      1690  12241  1615  12242  8993  1691
-CONVEX 3589    GT_PK(2,2)      1690  12243  1767  12242  9065  1691
-CONVEX 3590    GT_PK(2,2)      1690  12240  1766  12243  7109  1767
-CONVEX 3591    GT_PK(2,2)      1614  12244  1540  12245  8986  1615
-CONVEX 3592    GT_PK(2,2)      1614  12246  1690  12245  12241  1615
-CONVEX 3593    GT_PK(2,2)      1614  12246  1690  12247  12239  1689
-CONVEX 3594    GT_PK(2,2)      1614  12247  1689  12248  9005  1613
-CONVEX 3595    GT_PK(2,2)      1614  12248  1613  12249  6640  1539
-CONVEX 3596    GT_PK(2,2)      1614  12244  1540  12249  12217  1539
-CONVEX 3597    GT_PK(2,2)      965  12250  1033  12251  12252  964
-CONVEX 3598    GT_PK(2,2)      965  12253  898  12251  11178  964
-CONVEX 3599    GT_PK(2,2)      965  12253  898  12254  11180  899
-CONVEX 3600    GT_PK(2,2)      965  12254  899  12255  9008  966
-CONVEX 3601    GT_PK(2,2)      965  12256  1034  12255  12257  966
-CONVEX 3602    GT_PK(2,2)      965  12256  1034  12250  11173  1033
-CONVEX 3603    GT_PK(2,2)      1175  12258  1104  12259  9015  1174
-CONVEX 3604    GT_PK(2,2)      1175  12260  1246  12261  12262  1247
-CONVEX 3605    GT_PK(2,2)      1175  12260  1246  12259  8329  1174
-CONVEX 3606    GT_PK(2,2)      1248  12263  1249  12264  12265  1321
-CONVEX 3607    GT_PK(2,2)      1248  12266  1177  12263  12267  1249
-CONVEX 3608    GT_PK(2,2)      1393  12268  1321  12269  12270  1394
-CONVEX 3609    GT_PK(2,2)      1393  12271  1466  12269  12220  1394
-CONVEX 3610    GT_PK(2,2)      1393  12271  1466  12272  12219  1465
-CONVEX 3611    GT_PK(2,2)      1322  12273  1323  12274  9021  1250
-CONVEX 3612    GT_PK(2,2)      1322  12275  1321  12276  12270  1394
-CONVEX 3613    GT_PK(2,2)      1322  12277  1249  12274  12278  1250
-CONVEX 3614    GT_PK(2,2)      1322  12277  1249  12275  12265  1321
-CONVEX 3615    GT_PK(2,2)      1395  12279  1323  12280  9022  1396
-CONVEX 3616    GT_PK(2,2)      1395  12280  1396  12281  7124  1468
-CONVEX 3617    GT_PK(2,2)      1395  12282  1467  12281  8988  1468
-CONVEX 3618    GT_PK(2,2)      1395  12282  1467  12283  12221  1394
-CONVEX 3619    GT_PK(2,2)      1395  12284  1322  12283  12276  1394
-CONVEX 3620    GT_PK(2,2)      1395  12284  1322  12279  12273  1323
-CONVEX 3621    GT_PK(2,2)      1927  12285  1850  12286  12287  1851
-CONVEX 3622    GT_PK(2,2)      1927  12288  1928  12286  12289  1851
-CONVEX 3623    GT_PK(2,2)      1852  12290  1928  12291  12289  1851
-CONVEX 3624    GT_PK(2,2)      1852  12292  1853  12293  12294  1776
-CONVEX 3625    GT_PK(2,2)      2005  12295  2083  12296  12297  2004
-CONVEX 3626    GT_PK(2,2)      2005  12298  1927  12296  12299  2004
-CONVEX 3627    GT_PK(2,2)      2005  12298  1927  12300  12288  1928
-CONVEX 3628    GT_PK(2,2)      2006  12301  2005  12302  12300  1928
-CONVEX 3629    GT_PK(2,2)      2318  12303  2319  12304  9033  2239
-CONVEX 3630    GT_PK(2,2)      2398  12305  2319  12306  12307  2399
-CONVEX 3631    GT_PK(2,2)      2398  12308  2477  12309  9163  2397
-CONVEX 3632    GT_PK(2,2)      2398  12310  2318  12309  12311  2397
-CONVEX 3633    GT_PK(2,2)      2398  12310  2318  12305  12303  2319
-CONVEX 3634    GT_PK(2,2)      2320  12312  2321  12313  7139  2241
-CONVEX 3635    GT_PK(2,2)      2320  12314  2240  12313  12315  2241
-CONVEX 3636    GT_PK(2,2)      2320  12314  2240  12316  9032  2319
-CONVEX 3637    GT_PK(2,2)      2320  12316  2319  12317  12307  2399
-CONVEX 3638    GT_PK(2,2)      2162  12318  2083  12319  12320  2161
-CONVEX 3639    GT_PK(2,2)      2162  12321  2240  12319  9030  2161
-CONVEX 3640    GT_PK(2,2)      2162  12322  2241  12323  7130  2163
-CONVEX 3641    GT_PK(2,2)      2162  12321  2240  12322  12315  2241
-CONVEX 3642    GT_PK(2,2)      2238  12324  2160  12325  9028  2239
-CONVEX 3643    GT_PK(2,2)      2238  12326  2318  12325  12304  2239
-CONVEX 3644    GT_PK(2,2)      2082  12327  2083  12328  12320  2161
-CONVEX 3645    GT_PK(2,2)      2082  12329  2160  12328  9027  2161
-CONVEX 3646    GT_PK(2,2)      2082  12330  2081  12329  12331  2160
-CONVEX 3647    GT_PK(2,2)      2082  12327  2083  12332  12297  2004
-CONVEX 3648    GT_PK(2,2)      2082  12333  2003  12332  12334  2004
-CONVEX 3649    GT_PK(2,2)      2082  12330  2081  12333  12335  2003
-CONVEX 3650    GT_PK(2,2)      2558  12336  2479  12337  12338  2559
-CONVEX 3651    GT_PK(2,2)      2558  12339  2637  12340  12341  2557
-CONVEX 3652    GT_PK(2,2)      2403  12342  2483  12343  9038  2404
-CONVEX 3653    GT_PK(2,2)      2403  12342  2483  12344  9041  2482
-CONVEX 3654    GT_PK(2,2)      2243  12345  2164  12346  9026  2242
-CONVEX 3655    GT_PK(2,2)      2324  12347  2403  12348  12343  2404
-CONVEX 3656    GT_PK(2,2)      2324  12347  2403  12349  12350  2323
-CONVEX 3657    GT_PK(2,2)      2643  12351  2564  12352  9035  2644
-CONVEX 3658    GT_PK(2,2)      2643  12353  2722  12354  12355  2642
-CONVEX 3659    GT_PK(2,2)      2643  12356  2723  12353  7137  2722
-CONVEX 3660    GT_PK(2,2)      2643  12356  2723  12352  7133  2644
-CONVEX 3661    GT_PK(2,2)      2641  12357  2562  12358  12359  2642
-CONVEX 3662    GT_PK(2,2)      2641  12360  2720  12361  12362  2640
-CONVEX 3663    GT_PK(2,2)      2563  12363  2564  12364  9045  2484
-CONVEX 3664    GT_PK(2,2)      2563  12365  2483  12364  9037  2484
-CONVEX 3665    GT_PK(2,2)      2563  12365  2483  12366  9040  2562
-CONVEX 3666    GT_PK(2,2)      2563  12366  2562  12367  12359  2642
-CONVEX 3667    GT_PK(2,2)      2563  12368  2643  12367  12354  2642
-CONVEX 3668    GT_PK(2,2)      2563  12368  2643  12363  12351  2564
-CONVEX 3669    GT_PK(2,2)      1711  12369  1788  12370  7141  1712
-CONVEX 3670    GT_PK(2,2)      1635  12371  1711  12372  12373  1710
-CONVEX 3671    GT_PK(2,2)      1787  12374  1711  12375  12369  1788
-CONVEX 3672    GT_PK(2,2)      1787  12374  1711  12376  12373  1710
-CONVEX 3673    GT_PK(2,2)      2014  12377  2013  12378  12379  1936
-CONVEX 3674    GT_PK(2,2)      2014  12380  2092  12381  12382  2093
-CONVEX 3675    GT_PK(2,2)      2014  12380  2092  12377  12383  2013
-CONVEX 3676    GT_PK(2,2)      2090  12384  2089  12385  12386  2011
-CONVEX 3677    GT_PK(2,2)      1786  12387  1787  12388  12389  1863
-CONVEX 3678    GT_PK(2,2)      1786  12390  1710  12391  12392  1709
-CONVEX 3679    GT_PK(2,2)      1786  12387  1787  12390  12376  1710
-CONVEX 3680    GT_PK(2,2)      1194  12393  1195  12394  12395  1124
-CONVEX 3681    GT_PK(2,2)      2395  12396  2474  12397  9057  2394
-CONVEX 3682    GT_PK(2,2)      2395  12398  2316  12399  12400  2396
-CONVEX 3683    GT_PK(2,2)      2475  12401  2396  12402  7152  2476
-CONVEX 3684    GT_PK(2,2)      2475  12403  2474  12404  9145  2554
-CONVEX 3685    GT_PK(2,2)      2475  12405  2395  12401  12399  2396
-CONVEX 3686    GT_PK(2,2)      2475  12405  2395  12403  12396  2474
-CONVEX 3687    GT_PK(2,2)      2315  12406  2395  12407  12397  2394
-CONVEX 3688    GT_PK(2,2)      2315  12406  2395  12408  12398  2316
-CONVEX 3689    GT_PK(2,2)      2077  12409  1998  12410  12411  2076
-CONVEX 3690    GT_PK(2,2)      2077  12412  2155  12410  12413  2076
-CONVEX 3691    GT_PK(2,2)      2159  12414  2158  12415  12416  2237
-CONVEX 3692    GT_PK(2,2)      2159  12417  2238  12415  12418  2237
-CONVEX 3693    GT_PK(2,2)      2159  12417  2238  12419  12324  2160
-CONVEX 3694    GT_PK(2,2)      2159  12420  2081  12419  12331  2160
-CONVEX 3695    GT_PK(2,2)      2159  12414  2158  12421  12422  2080
-CONVEX 3696    GT_PK(2,2)      2159  12420  2081  12421  12423  2080
-CONVEX 3697    GT_PK(2,2)      2079  12424  2000  12425  12426  2078
-CONVEX 3698    GT_PK(2,2)      2079  12427  2158  12428  12422  2080
-CONVEX 3699    GT_PK(2,2)      1845  12429  1922  12430  12431  1921
-CONVEX 3700    GT_PK(2,2)      1845  12429  1922  12432  12433  1846
-CONVEX 3701    GT_PK(2,2)      1694  12434  1770  12435  12436  1693
-CONVEX 3702    GT_PK(2,2)      1694  12437  1695  12438  8983  1619
-CONVEX 3703    GT_PK(2,2)      1694  12439  1618  12438  12232  1619
-CONVEX 3704    GT_PK(2,2)      1694  12435  1693  12439  7108  1618
-CONVEX 3705    GT_PK(2,2)      1334  12440  1333  12441  12442  1261
-CONVEX 3706    GT_PK(2,2)      1334  12443  1406  12444  12445  1407
-CONVEX 3707    GT_PK(2,2)      1334  12443  1406  12440  12446  1333
-CONVEX 3708    GT_PK(2,2)      1044  12447  1043  12448  8197  975
-CONVEX 3709    GT_PK(2,2)      1044  12449  976  12448  9070  975
-CONVEX 3710    GT_PK(2,2)      1044  12450  1045  12449  12451  976
-CONVEX 3711    GT_PK(2,2)      1044  12447  1043  12452  8200  1113
-CONVEX 3712    GT_PK(2,2)      1114  12453  1184  12454  9075  1113
-CONVEX 3713    GT_PK(2,2)      1114  12455  1045  12456  12457  1115
-CONVEX 3714    GT_PK(2,2)      1114  12458  1185  12456  9084  1115
-CONVEX 3715    GT_PK(2,2)      1114  12458  1185  12453  9080  1184
-CONVEX 3716    GT_PK(2,2)      1114  12459  1044  12454  12452  1113
-CONVEX 3717    GT_PK(2,2)      1114  12459  1044  12455  12450  1045
-CONVEX 3718    GT_PK(2,2)      1782  12460  1705  12461  9086  1706
-CONVEX 3719    GT_PK(2,2)      1782  12460  1705  12462  12463  1781
-CONVEX 3720    GT_PK(2,2)      1860  12464  1859  12465  12466  1936
-CONVEX 3721    GT_PK(2,2)      1935  12467  2013  12468  12379  1936
-CONVEX 3722    GT_PK(2,2)      1935  12469  1859  12468  12466  1936
-CONVEX 3723    GT_PK(2,2)      1629  12470  1705  12471  9085  1630
-CONVEX 3724    GT_PK(2,2)      1629  12472  1554  12473  9055  1628
-CONVEX 3725    GT_PK(2,2)      1551  12474  1550  12475  12476  1477
-CONVEX 3726    GT_PK(2,2)      1551  12474  1550  12477  9136  1625
-CONVEX 3727    GT_PK(2,2)      1777  12478  1700  12479  9097  1776
-CONVEX 3728    GT_PK(2,2)      1777  12480  1853  12479  12294  1776
-CONVEX 3729    GT_PK(2,2)      1777  12481  1854  12480  9100  1853
-CONVEX 3730    GT_PK(2,2)      1777  12481  1854  12482  12483  1778
-CONVEX 3731    GT_PK(2,2)      1931  12484  1854  12485  9099  1930
-CONVEX 3732    GT_PK(2,2)      1931  12485  1930  12486  12487  2008
-CONVEX 3733    GT_PK(2,2)      1931  12488  2009  12486  12489  2008
-CONVEX 3734    GT_PK(2,2)      1704  12490  1705  12491  12463  1781
-CONVEX 3735    GT_PK(2,2)      1704  12492  1629  12493  12473  1628
-CONVEX 3736    GT_PK(2,2)      1704  12492  1629  12490  12470  1705
-CONVEX 3737    GT_PK(2,2)      1702  12494  1779  12495  12496  1778
-CONVEX 3738    GT_PK(2,2)      1856  12497  1857  12498  12499  1933
-CONVEX 3739    GT_PK(2,2)      1257  12500  1329  12501  9133  1330
-CONVEX 3740    GT_PK(2,2)      1257  12500  1329  12502  9109  1256
-CONVEX 3741    GT_PK(2,2)      1257  12503  1185  12502  9081  1256
-CONVEX 3742    GT_PK(2,2)      1257  12504  1186  12503  9082  1185
-CONVEX 3743    GT_PK(2,2)      1546  12505  1620  12506  8979  1545
-CONVEX 3744    GT_PK(2,2)      1546  12507  1472  12506  12508  1545
-CONVEX 3745    GT_PK(2,2)      1546  12509  1473  12507  9118  1472
-CONVEX 3746    GT_PK(2,2)      1476  12510  1475  12511  9123  1549
-CONVEX 3747    GT_PK(2,2)      1476  12512  1550  12513  12476  1477
-CONVEX 3748    GT_PK(2,2)      1476  12512  1550  12511  9138  1549
-CONVEX 3749    GT_PK(2,2)      1476  12514  1404  12513  12515  1477
-CONVEX 3750    GT_PK(2,2)      1476  12510  1475  12516  9129  1403
-CONVEX 3751    GT_PK(2,2)      1476  12514  1404  12516  12517  1403
-CONVEX 3752    GT_PK(2,2)      1623  12518  1624  12519  9141  1699
-CONVEX 3753    GT_PK(2,2)      1623  12518  1624  12520  9137  1549
-CONVEX 3754    GT_PK(2,2)      1623  12521  1548  12520  9124  1549
-CONVEX 3755    GT_PK(2,2)      1623  12521  1548  12522  12523  1622
-CONVEX 3756    GT_PK(2,2)      1774  12524  1697  12525  12526  1773
-CONVEX 3757    GT_PK(2,2)      1774  12527  1850  12525  12528  1773
-CONVEX 3758    GT_PK(2,2)      1774  12527  1850  12529  12287  1851
-CONVEX 3759    GT_PK(2,2)      1696  12530  1620  12531  8982  1695
-CONVEX 3760    GT_PK(2,2)      1696  12532  1697  12533  12526  1773
-CONVEX 3761    GT_PK(2,2)      2552  12534  2553  12535  9168  2632
-CONVEX 3762    GT_PK(2,2)      2552  12534  2553  12536  9143  2473
-CONVEX 3763    GT_PK(2,2)      2233  12537  2312  12538  12539  2232
-CONVEX 3764    GT_PK(2,2)      2233  12537  2312  12540  9147  2313
-CONVEX 3765    GT_PK(2,2)      2472  12541  2471  12542  7144  2392
-CONVEX 3766    GT_PK(2,2)      2472  12543  2393  12542  9150  2392
-CONVEX 3767    GT_PK(2,2)      2472  12543  2393  12544  9153  2473
-CONVEX 3768    GT_PK(2,2)      2472  12541  2471  12545  9159  2551
-CONVEX 3769    GT_PK(2,2)      2472  12546  2552  12544  12536  2473
-CONVEX 3770    GT_PK(2,2)      2472  12546  2552  12545  12547  2551
-CONVEX 3771    GT_PK(2,2)      2467  12548  2387  12549  9155  2388
-CONVEX 3772    GT_PK(2,2)      2307  12550  2387  12551  9154  2308
-CONVEX 3773    GT_PK(2,2)      2307  12550  2387  12552  12553  2386
-CONVEX 3774    GT_PK(2,2)      2307  12554  2306  12552  12555  2386
-CONVEX 3775    GT_PK(2,2)      2307  12554  2306  12556  12557  2227
-CONVEX 3776    GT_PK(2,2)      2470  12558  2390  12559  12560  2391
-CONVEX 3777    GT_PK(2,2)      2470  12561  2471  12559  7145  2391
-CONVEX 3778    GT_PK(2,2)      2470  12562  2550  12563  12564  2549
-CONVEX 3779    GT_PK(2,2)      2470  12562  2550  12561  9157  2471
-CONVEX 3780    GT_PK(2,2)      2310  12565  2390  12566  12567  2389
-CONVEX 3781    GT_PK(2,2)      2229  12568  2230  12569  12212  2151
-CONVEX 3782    GT_PK(2,2)      2309  12570  2389  12571  12572  2388
-CONVEX 3783    GT_PK(2,2)      2309  12573  2229  12574  12568  2230
-CONVEX 3784    GT_PK(2,2)      2309  12575  2310  12570  12566  2389
-CONVEX 3785    GT_PK(2,2)      2309  12575  2310  12574  12576  2230
-CONVEX 3786    GT_PK(2,2)      2309  12577  2308  12571  9156  2388
-CONVEX 3787    GT_PK(2,2)      2309  12573  2229  12577  12578  2308
-CONVEX 3788    GT_PK(2,2)      2631  12579  2632  12580  12581  2711
-CONVEX 3789    GT_PK(2,2)      2631  12582  2710  12580  12583  2711
-CONVEX 3790    GT_PK(2,2)      2631  12584  2552  12585  12547  2551
-CONVEX 3791    GT_PK(2,2)      2631  12584  2552  12579  12535  2632
-CONVEX 3792    GT_PK(2,2)      2709  12586  2788  12587  12588  2708
-CONVEX 3793    GT_PK(2,2)      3106  12589  3027  12590  7147  3107
-CONVEX 3794    GT_PK(2,2)      3025  12591  3104  12592  12593  3105
-CONVEX 3795    GT_PK(2,2)      2707  12594  2628  12595  12596  2708
-CONVEX 3796    GT_PK(2,2)      2638  12597  2558  12598  12337  2559
-CONVEX 3797    GT_PK(2,2)      2638  12597  2558  12599  12339  2637
-CONVEX 3798    GT_PK(2,2)      2478  12600  2477  12601  12602  2557
-CONVEX 3799    GT_PK(2,2)      2478  12603  2558  12601  12340  2557
-CONVEX 3800    GT_PK(2,2)      2478  12603  2558  12604  12336  2479
-CONVEX 3801    GT_PK(2,2)      2478  12604  2479  12605  12606  2399
-CONVEX 3802    GT_PK(2,2)      2478  12607  2398  12605  12306  2399
-CONVEX 3803    GT_PK(2,2)      2478  12607  2398  12600  12308  2477
-CONVEX 3804    GT_PK(2,2)      2712  12608  2633  12609  12610  2713
-CONVEX 3805    GT_PK(2,2)      2712  12611  2791  12612  12613  2711
-CONVEX 3806    GT_PK(2,2)      2712  12614  2632  12612  12581  2711
-CONVEX 3807    GT_PK(2,2)      2712  12608  2633  12614  9167  2632
-CONVEX 3808    GT_PK(2,2)      2712  12611  2791  12615  9162  2792
-CONVEX 3809    GT_PK(2,2)      2712  12609  2713  12615  12616  2792
-CONVEX 3810    GT_PK(2,2)      2636  12617  2637  12618  12619  2716
-CONVEX 3811    GT_PK(2,2)      2636  12617  2637  12620  12341  2557
-CONVEX 3812    GT_PK(2,2)      2556  12621  2477  12622  9164  2476
-CONVEX 3813    GT_PK(2,2)      2556  12621  2477  12623  12602  2557
-CONVEX 3814    GT_PK(2,2)      2556  12624  2636  12623  12620  2557
-CONVEX 3815    GT_PK(2,2)      2556  12624  2636  12625  12626  2635
-CONVEX 3816    GT_PK(2,2)      2634  12627  2633  12628  12610  2713
-CONVEX 3817    GT_PK(2,2)      2634  12627  2633  12629  9166  2554
-CONVEX 3818    GT_PK(2,2)      2793  12630  2713  12631  12616  2792
-CONVEX 3819    GT_PK(2,2)      2714  12632  2634  12633  12628  2713
-CONVEX 3820    GT_PK(2,2)      2714  12632  2634  12634  12635  2635
-CONVEX 3821    GT_PK(2,2)      2714  12636  2793  12633  12630  2713
-CONVEX 3822    GT_PK(2,2)      2714  12636  2793  12637  12638  2794
-CONVEX 3823    GT_PK(2,2)      2956  12639  2957  12640  12641  2878
-CONVEX 3824    GT_PK(2,2)      2222  12642  2302  12643  12644  2301
-CONVEX 3825    GT_PK(2,2)      2222  12645  2144  12646  9174  2143
-CONVEX 3826    GT_PK(2,2)      2222  12647  2221  12646  9598  2143
-CONVEX 3827    GT_PK(2,2)      2222  12647  2221  12643  9596  2301
-CONVEX 3828    GT_PK(2,2)      2223  12648  2144  12649  9179  2145
-CONVEX 3829    GT_PK(2,2)      2223  12650  2222  12648  12645  2144
-CONVEX 3830    GT_PK(2,2)      2223  12650  2222  12651  12642  2302
-CONVEX 3831    GT_PK(2,2)      1989  12652  2067  12653  9187  1988
-CONVEX 3832    GT_PK(2,2)      1989  12652  2067  12654  9188  2068
-CONVEX 3833    GT_PK(2,2)      1989  12655  1990  12654  12656  2068
-CONVEX 3834    GT_PK(2,2)      1989  12655  1990  12657  12658  1912
-CONVEX 3835    GT_PK(2,2)      2225  12659  2304  12660  12661  2305
-CONVEX 3836    GT_PK(2,2)      2384  12662  2304  12663  12661  2305
-CONVEX 3837    GT_PK(2,2)      2384  12662  2304  12664  12665  2383
-CONVEX 3838    GT_PK(2,2)      2224  12666  2146  12667  9185  2145
-CONVEX 3839    GT_PK(2,2)      2224  12668  2223  12667  12649  2145
-CONVEX 3840    GT_PK(2,2)      2224  12669  2225  12666  12670  2146
-CONVEX 3841    GT_PK(2,2)      2224  12669  2225  12671  12659  2304
-CONVEX 3842    GT_PK(2,2)      2069  12672  2070  12673  9191  1991
-CONVEX 3843    GT_PK(2,2)      2069  12674  1990  12675  12656  2068
-CONVEX 3844    GT_PK(2,2)      2069  12674  1990  12673  12676  1991
-CONVEX 3845    GT_PK(2,2)      2071  12677  1993  12678  8976  1992
-CONVEX 3846    GT_PK(2,2)      2071  12679  2070  12678  9190  1992
-CONVEX 3847    GT_PK(2,2)      2071  12680  2072  12677  12681  1993
-CONVEX 3848    GT_PK(2,2)      2385  12682  2306  12683  12684  2305
-CONVEX 3849    GT_PK(2,2)      2385  12685  2384  12683  12663  2305
-CONVEX 3850    GT_PK(2,2)      2385  12685  2384  12686  12687  2464
-CONVEX 3851    GT_PK(2,2)      2385  12682  2306  12688  12555  2386
-CONVEX 3852    GT_PK(2,2)      2465  12689  2545  12690  12691  2544
-CONVEX 3853    GT_PK(2,2)      2465  12692  2385  12693  12688  2386
-CONVEX 3854    GT_PK(2,2)      2465  12694  2464  12690  12695  2544
-CONVEX 3855    GT_PK(2,2)      2465  12692  2385  12694  12686  2464
-CONVEX 3856    GT_PK(2,2)      2466  12696  2387  12697  12553  2386
-CONVEX 3857    GT_PK(2,2)      2466  12698  2465  12697  12693  2386
-CONVEX 3858    GT_PK(2,2)      2466  12698  2465  12699  12689  2545
-CONVEX 3859    GT_PK(2,2)      2466  12699  2545  12700  12701  2546
-CONVEX 3860    GT_PK(2,2)      2466  12702  2467  12700  12703  2546
-CONVEX 3861    GT_PK(2,2)      2466  12702  2467  12696  12548  2387
-CONVEX 3862    GT_PK(2,2)      2854  12704  2853  12705  6188  2774
-CONVEX 3863    GT_PK(2,2)      2854  12706  2855  12707  9339  2933
-CONVEX 3864    GT_PK(2,2)      2695  12708  2694  12709  6181  2774
-CONVEX 3865    GT_PK(2,2)      2695  12708  2694  12710  5846  2615
-CONVEX 3866    GT_PK(2,2)      2695  12711  2616  12710  9193  2615
-CONVEX 3867    GT_PK(2,2)      2537  12712  2536  12713  6141  2457
-CONVEX 3868    GT_PK(2,2)      2537  12714  2616  12712  9192  2536
-CONVEX 3869    GT_PK(2,2)      2537  12715  2458  12713  9196  2457
-CONVEX 3870    GT_PK(2,2)      2537  12715  2458  12716  12717  2538
-CONVEX 3871    GT_PK(2,2)      2696  12718  2695  12719  12711  2616
-CONVEX 3872    GT_PK(2,2)      2459  12720  2458  12721  9195  2379
-CONVEX 3873    GT_PK(2,2)      2459  12720  2458  12722  12717  2538
-CONVEX 3874    GT_PK(2,2)      2381  12723  2302  12724  12644  2301
-CONVEX 3875    GT_PK(2,2)      1755  12725  1678  12726  12727  1679
-CONVEX 3876    GT_PK(2,2)      1755  12728  1832  12729  11432  1831
-CONVEX 3877    GT_PK(2,2)      1755  12730  1754  12729  12731  1831
-CONVEX 3878    GT_PK(2,2)      1755  12730  1754  12725  12732  1678
-CONVEX 3879    GT_PK(2,2)      1755  12726  1679  12733  11451  1756
-CONVEX 3880    GT_PK(2,2)      1755  12728  1832  12733  11439  1756
-CONVEX 3881    GT_PK(2,2)      1677  12734  1754  12735  12732  1678
-CONVEX 3882    GT_PK(2,2)      1528  12736  1455  12737  12738  1529
-CONVEX 3883    GT_PK(2,2)      3890  12739  3889  12740  9197  3813
-CONVEX 3884    GT_PK(2,2)      3890  12739  3889  12741  12742  3966
-CONVEX 3885    GT_PK(2,2)      3814  12743  3890  12744  12740  3813
-CONVEX 3886    GT_PK(2,2)      3814  12743  3890  12745  12746  3891
-CONVEX 3887    GT_PK(2,2)      3968  12747  4045  12748  9249  3969
-CONVEX 3888    GT_PK(2,2)      3965  12749  3889  12750  12742  3966
-CONVEX 3889    GT_PK(2,2)      3965  12751  4042  12750  9202  3966
-CONVEX 3890    GT_PK(2,2)      3965  12749  3889  12752  9200  3888
-CONVEX 3891    GT_PK(2,2)      3965  12751  4042  12753  12754  4041
-CONVEX 3892    GT_PK(2,2)      3965  12753  4041  12755  7158  3964
-CONVEX 3893    GT_PK(2,2)      3965  12752  3888  12755  9207  3964
-CONVEX 3894    GT_PK(2,2)      3729  12756  3807  12757  9217  3730
-CONVEX 3895    GT_PK(2,2)      3729  12756  3807  12758  12759  3806
-CONVEX 3896    GT_PK(2,2)      3489  12760  3409  12761  7214  3488
-CONVEX 3897    GT_PK(2,2)      3172  12762  3171  12763  12764  3251
-CONVEX 3898    GT_PK(2,2)      3172  12762  3171  12765  12766  3092
-CONVEX 3899    GT_PK(2,2)      3653  12767  3652  12768  12769  3574
-CONVEX 3900    GT_PK(2,2)      3653  12770  3575  12768  12771  3574
-CONVEX 3901    GT_PK(2,2)      3811  12772  3888  12773  9201  3812
-CONVEX 3902    GT_PK(2,2)      3811  12774  3887  12772  9205  3888
-CONVEX 3903    GT_PK(2,2)      3496  12775  3575  12776  12771  3574
-CONVEX 3904    GT_PK(2,2)      3496  12776  3574  12777  12778  3495
-CONVEX 3905    GT_PK(2,2)      3496  12779  3416  12777  12780  3495
-CONVEX 3906    GT_PK(2,2)      3496  12775  3575  12781  12782  3497
-CONVEX 3907    GT_PK(2,2)      4032  12783  3955  12784  9209  4031
-CONVEX 3908    GT_PK(2,2)      4036  12785  4112  12786  12787  4111
-CONVEX 3909    GT_PK(2,2)      4036  12788  4035  12789  12790  3959
-CONVEX 3910    GT_PK(2,2)      4036  12788  4035  12786  12791  4111
-CONVEX 3911    GT_PK(2,2)      4036  12792  3960  12789  12793  3959
-CONVEX 3912    GT_PK(2,2)      4036  12785  4112  12794  9246  4037
-CONVEX 3913    GT_PK(2,2)      4036  12792  3960  12794  9232  4037
-CONVEX 3914    GT_PK(2,2)      4405  12795  4478  12796  12797  4477
-CONVEX 3915    GT_PK(2,2)      4475  12798  4546  12799  7196  4547
-CONVEX 3916    GT_PK(2,2)      4110  12800  4035  12801  12791  4111
-CONVEX 3917    GT_PK(2,2)      4110  12802  4185  12801  12803  4111
-CONVEX 3918    GT_PK(2,2)      4110  12802  4185  12804  9212  4184
-CONVEX 3919    GT_PK(2,2)      4110  12805  4034  12800  12806  4035
-CONVEX 3920    GT_PK(2,2)      4186  12807  4185  12808  12803  4111
-CONVEX 3921    GT_PK(2,2)      4186  12807  4185  12809  9214  4259
-CONVEX 3922    GT_PK(2,2)      4186  12810  4112  12808  12787  4111
-CONVEX 3923    GT_PK(2,2)      4186  12810  4112  12811  9245  4187
-CONVEX 3924    GT_PK(2,2)      3731  12812  3652  12813  12814  3730
-CONVEX 3925    GT_PK(2,2)      3731  12815  3808  12813  9218  3730
-CONVEX 3926    GT_PK(2,2)      3731  12816  3653  12812  12767  3652
-CONVEX 3927    GT_PK(2,2)      3731  12816  3653  12817  12818  3732
-CONVEX 3928    GT_PK(2,2)      3883  12819  3960  12820  12793  3959
-CONVEX 3929    GT_PK(2,2)      3883  12821  3807  12822  12759  3806
-CONVEX 3930    GT_PK(2,2)      3883  12821  3807  12823  9219  3884
-CONVEX 3931    GT_PK(2,2)      3883  12819  3960  12823  9234  3884
-CONVEX 3932    GT_PK(2,2)      4039  12824  3963  12825  12826  3962
-CONVEX 3933    GT_PK(2,2)      4039  12827  4038  12825  9237  3962
-CONVEX 3934    GT_PK(2,2)      4039  12827  4038  12828  9241  4114
-CONVEX 3935    GT_PK(2,2)      4039  12829  4115  12828  9255  4114
-CONVEX 3936    GT_PK(2,2)      4039  12824  3963  12830  9221  4040
-CONVEX 3937    GT_PK(2,2)      4039  12829  4115  12830  9261  4040
-CONVEX 3938    GT_PK(2,2)      3886  12831  3963  12832  9223  3887
-CONVEX 3939    GT_PK(2,2)      3886  12831  3963  12833  12826  3962
-CONVEX 3940    GT_PK(2,2)      3886  12834  3885  12833  9238  3962
-CONVEX 3941    GT_PK(2,2)      4268  12835  4194  12836  12837  4267
-CONVEX 3942    GT_PK(2,2)      4689  12838  4688  12839  9323  4757
-CONVEX 3943    GT_PK(2,2)      4689  12840  4620  12841  12842  4619
-CONVEX 3944    GT_PK(2,2)      4689  12838  4688  12841  9322  4619
-CONVEX 3945    GT_PK(2,2)      4549  12843  4620  12844  12842  4619
-CONVEX 3946    GT_PK(2,2)      4549  12845  4548  12844  9252  4619
-CONVEX 3947    GT_PK(2,2)      4549  12845  4548  12846  12847  4477
-CONVEX 3948    GT_PK(2,2)      4549  12848  4478  12846  12797  4477
-CONVEX 3949    GT_PK(2,2)      4549  12848  4478  12849  9266  4550
-CONVEX 3950    GT_PK(2,2)      4549  12843  4620  12849  12850  4550
-CONVEX 3951    GT_PK(2,2)      4191  12851  4116  12852  9260  4190
-CONVEX 3952    GT_PK(2,2)      4193  12853  4194  12854  12837  4267
-CONVEX 3953    GT_PK(2,2)      4117  12855  4042  12856  12754  4041
-CONVEX 3954    GT_PK(2,2)      4117  12857  4116  12856  9225  4041
-CONVEX 3955    GT_PK(2,2)      4117  12858  4191  12857  12851  4116
-CONVEX 3956    GT_PK(2,2)      4117  12858  4191  12859  12860  4192
-CONVEX 3957    GT_PK(2,2)      4262  12861  4263  12862  9262  4189
-CONVEX 3958    GT_PK(2,2)      4262  12863  4261  12864  12865  4334
-CONVEX 3959    GT_PK(2,2)      4188  12866  4113  12867  9244  4187
-CONVEX 3960    GT_PK(2,2)      4188  12868  4261  12867  12869  4187
-CONVEX 3961    GT_PK(2,2)      4188  12866  4113  12870  9240  4114
-CONVEX 3962    GT_PK(2,2)      4188  12871  4189  12870  9256  4114
-CONVEX 3963    GT_PK(2,2)      4188  12872  4262  12871  12862  4189
-CONVEX 3964    GT_PK(2,2)      4188  12872  4262  12868  12863  4261
-CONVEX 3965    GT_PK(2,2)      4621  12873  4620  12874  12850  4550
-CONVEX 3966    GT_PK(2,2)      4621  12875  4551  12874  9268  4550
-CONVEX 3967    GT_PK(2,2)      4552  12876  4480  12877  12878  4481
-CONVEX 3968    GT_PK(2,2)      4552  12879  4551  12876  9270  4480
-CONVEX 3969    GT_PK(2,2)      4335  12880  4407  12881  12882  4334
-CONVEX 3970    GT_PK(2,2)      4335  12883  4263  12884  12885  4336
-CONVEX 3971    GT_PK(2,2)      4335  12886  4262  12881  12864  4334
-CONVEX 3972    GT_PK(2,2)      4335  12886  4262  12883  12861  4263
-CONVEX 3973    GT_PK(2,2)      4408  12887  4480  12888  12878  4481
-CONVEX 3974    GT_PK(2,2)      4408  12889  4407  12887  9272  4480
-CONVEX 3975    GT_PK(2,2)      4408  12890  4335  12891  12884  4336
-CONVEX 3976    GT_PK(2,2)      4408  12890  4335  12889  12880  4407
-CONVEX 3977    GT_PK(2,2)      4630  12892  4700  12893  8625  4631
-CONVEX 3978    GT_PK(2,2)      3659  12894  3737  12895  12896  3738
-CONVEX 3979    GT_PK(2,2)      3659  12897  3660  12895  12898  3738
-CONVEX 3980    GT_PK(2,2)      3577  12899  3499  12900  12901  3578
-CONVEX 3981    GT_PK(2,2)      3577  12899  3499  12902  12903  3498
-CONVEX 3982    GT_PK(2,2)      3658  12904  3659  12905  12894  3737
-CONVEX 3983    GT_PK(2,2)      3658  12904  3659  12906  12907  3580
-CONVEX 3984    GT_PK(2,2)      2940  12908  3019  12909  12910  3020
-CONVEX 3985    GT_PK(2,2)      2940  12911  2861  12912  12913  2862
-CONVEX 3986    GT_PK(2,2)      2940  12914  2941  12909  9277  3020
-CONVEX 3987    GT_PK(2,2)      2940  12914  2941  12912  12915  2862
-CONVEX 3988    GT_PK(2,2)      2856  12916  2857  12917  12918  2935
-CONVEX 3989    GT_PK(2,2)      2856  12919  2934  12917  12920  2935
-CONVEX 3990    GT_PK(2,2)      2856  12919  2934  12921  9337  2855
-CONVEX 3991    GT_PK(2,2)      2939  12922  2938  12923  12924  3018
-CONVEX 3992    GT_PK(2,2)      2939  12925  3019  12923  12926  3018
-CONVEX 3993    GT_PK(2,2)      2939  12927  2940  12928  12911  2861
-CONVEX 3994    GT_PK(2,2)      2939  12927  2940  12925  12908  3019
-CONVEX 3995    GT_PK(2,2)      2858  12929  2857  12930  12931  2778
-CONVEX 3996    GT_PK(2,2)      2860  12932  2939  12933  12928  2861
-CONVEX 3997    GT_PK(2,2)      2860  12932  2939  12934  12922  2938
-CONVEX 3998    GT_PK(2,2)      3338  12935  3258  12936  12937  3259
-CONVEX 3999    GT_PK(2,2)      3338  12938  3339  12936  12939  3259
-CONVEX 4000    GT_PK(2,2)      3337  12940  3258  12941  12942  3257
-CONVEX 4001    GT_PK(2,2)      3337  12943  3336  12941  12944  3257
-CONVEX 4002    GT_PK(2,2)      3337  12943  3336  12945  12946  3416
-CONVEX 4003    GT_PK(2,2)      3337  12947  3338  12940  12935  3258
-CONVEX 4004    GT_PK(2,2)      3179  12948  3258  12949  12937  3259
-CONVEX 4005    GT_PK(2,2)      3179  12950  3180  12951  12952  3100
-CONVEX 4006    GT_PK(2,2)      3179  12950  3180  12949  12953  3259
-CONVEX 4007    GT_PK(2,2)      4255  12954  4400  12955  12956  4328
-CONVEX 4008    GT_PK(2,2)      4893  12957  4894  12958  12959  4829
-CONVEX 4009    GT_PK(2,2)      4893  12957  4894  12960  9280  4957
-CONVEX 4010    GT_PK(2,2)      4827  12961  4760  12962  12963  4761
-CONVEX 4011    GT_PK(2,2)      4827  12964  4892  12965  12966  4891
-CONVEX 4012    GT_PK(2,2)      4956  12967  4957  12968  7160  5019
-CONVEX 4013    GT_PK(2,2)      4956  12969  5018  12968  7190  5019
-CONVEX 4014    GT_PK(2,2)      4956  12970  4893  12967  12960  4957
-CONVEX 4015    GT_PK(2,2)      4956  12970  4893  12971  12972  4892
-CONVEX 4016    GT_PK(2,2)      4959  12973  4960  12974  9284  5022
-CONVEX 4017    GT_PK(2,2)      4959  12975  4895  12976  9283  4958
-CONVEX 4018    GT_PK(2,2)      4959  12975  4895  12977  12978  4896
-CONVEX 4019    GT_PK(2,2)      4959  12973  4960  12977  9287  4896
-CONVEX 4020    GT_PK(2,2)      4959  12979  5021  12976  6169  4958
-CONVEX 4021    GT_PK(2,2)      4959  12974  5022  12979  7172  5021
-CONVEX 4022    GT_PK(2,2)      5078  12980  5079  12981  9303  5138
-CONVEX 4023    GT_PK(2,2)      5078  12980  5079  12982  9308  5017
-CONVEX 4024    GT_PK(2,2)      5078  12981  5138  12983  12984  5077
-CONVEX 4025    GT_PK(2,2)      5078  12985  5016  12983  9313  5077
-CONVEX 4026    GT_PK(2,2)      5078  12985  5016  12982  12986  5017
-CONVEX 4027    GT_PK(2,2)      4826  12987  4825  12988  12989  4759
-CONVEX 4028    GT_PK(2,2)      4826  12990  4827  12991  12965  4891
-CONVEX 4029    GT_PK(2,2)      4826  12992  4760  12988  12993  4759
-CONVEX 4030    GT_PK(2,2)      4826  12990  4827  12992  12961  4760
-CONVEX 4031    GT_PK(2,2)      4889  12994  4825  12995  9316  4824
-CONVEX 4032    GT_PK(2,2)      4889  12996  4888  12997  12998  4952
-CONVEX 4033    GT_PK(2,2)      4889  12996  4888  12995  9314  4824
-CONVEX 4034    GT_PK(2,2)      3010  12999  2931  13000  7213  2930
-CONVEX 4035    GT_PK(2,2)      3010  13001  3009  13000  9328  2930
-CONVEX 4036    GT_PK(2,2)      3010  13002  3011  12999  13003  2931
-CONVEX 4037    GT_PK(2,2)      3010  13002  3011  13004  13005  3090
-CONVEX 4038    GT_PK(2,2)      3010  13006  3089  13004  9336  3090
-CONVEX 4039    GT_PK(2,2)      3010  13001  3009  13006  13007  3089
-CONVEX 4040    GT_PK(2,2)      3088  13008  3009  13009  13007  3089
-CONVEX 4041    GT_PK(2,2)      3088  13010  3168  13009  9334  3089
-CONVEX 4042    GT_PK(2,2)      3088  13008  3009  13011  9329  2929
-CONVEX 4043    GT_PK(2,2)      3170  13012  3169  13013  9335  3090
-CONVEX 4044    GT_PK(2,2)      3170  13012  3169  13014  13015  3249
-CONVEX 4045    GT_PK(2,2)      3407  13016  3328  13017  13018  3408
-CONVEX 4046    GT_PK(2,2)      3407  13016  3328  13019  13020  3406
-CONVEX 4047    GT_PK(2,2)      3407  13019  3406  13021  13022  3486
-CONVEX 4048    GT_PK(2,2)      3407  13023  3487  13017  6196  3408
-CONVEX 4049    GT_PK(2,2)      3407  13023  3487  13021  6199  3486
-CONVEX 4050    GT_PK(2,2)      3248  13024  3328  13025  13026  3249
-CONVEX 4051    GT_PK(2,2)      3248  13027  3169  13025  13015  3249
-CONVEX 4052    GT_PK(2,2)      3248  13027  3169  13028  9331  3247
-CONVEX 4053    GT_PK(2,2)      3329  13029  3328  13030  13018  3408
-CONVEX 4054    GT_PK(2,2)      3329  13029  3328  13031  13026  3249
-CONVEX 4055    GT_PK(2,2)      3329  13032  3409  13030  7215  3408
-CONVEX 4056    GT_PK(2,2)      3329  13033  3330  13032  13034  3409
-CONVEX 4057    GT_PK(2,2)      3091  13035  3171  13036  12766  3092
-CONVEX 4058    GT_PK(2,2)      3091  13037  3170  13035  13038  3171
-CONVEX 4059    GT_PK(2,2)      3091  13039  3011  13040  13005  3090
-CONVEX 4060    GT_PK(2,2)      3091  13037  3170  13040  13013  3090
-CONVEX 4061    GT_PK(2,2)      2932  13041  3011  13042  13003  2931
-CONVEX 4062    GT_PK(2,2)      2932  13042  2931  13043  7211  2853
-CONVEX 4063    GT_PK(2,2)      2932  13044  2854  13045  12707  2933
-CONVEX 4064    GT_PK(2,2)      2932  13044  2854  13043  12704  2853
-CONVEX 4065    GT_PK(2,2)      262  13046  308  13047  13048  261
-CONVEX 4066    GT_PK(2,2)      262  13046  308  13049  9380  309
-CONVEX 4067    GT_PK(2,2)      262  13047  261  13050  13051  218
-CONVEX 4068    GT_PK(2,2)      262  13052  219  13050  9345  218
-CONVEX 4069    GT_PK(2,2)      262  13049  309  13053  9375  263
-CONVEX 4070    GT_PK(2,2)      262  13052  219  13053  9340  263
-CONVEX 4071    GT_PK(2,2)      266  13054  312  13055  9363  265
-CONVEX 4072    GT_PK(2,2)      266  13056  361  13057  9369  313
-CONVEX 4073    GT_PK(2,2)      266  13056  361  13054  9366  312
-CONVEX 4074    GT_PK(2,2)      359  13058  311  13059  9359  360
-CONVEX 4075    GT_PK(2,2)      359  13060  310  13058  9376  311
-CONVEX 4076    GT_PK(2,2)      359  13060  310  13061  9377  358
-CONVEX 4077    GT_PK(2,2)      359  13059  360  13062  7234  410
-CONVEX 4078    GT_PK(2,2)      359  13063  409  13061  9371  358
-CONVEX 4079    GT_PK(2,2)      359  13063  409  13062  13064  410
-CONVEX 4080    GT_PK(2,2)      43  13065  68  13066  13067  42
-CONVEX 4081    GT_PK(2,2)      132  13068  133  13069  13070  98
-CONVEX 4082    GT_PK(2,2)      99  13071  68  13072  13073  98
-CONVEX 4083    GT_PK(2,2)      99  13074  133  13072  13070  98
-CONVEX 4084    GT_PK(2,2)      99  13075  43  13071  13065  68
-CONVEX 4085    GT_PK(2,2)      99  13074  133  13076  13077  134
-CONVEX 4086    GT_PK(2,2)      99  13078  100  13076  13079  134
-CONVEX 4087    GT_PK(2,2)      171  13080  133  13081  13077  134
-CONVEX 4088    GT_PK(2,2)      171  13082  172  13081  13083  134
-CONVEX 4089    GT_PK(2,2)      101  13084  102  13085  7239  71
-CONVEX 4090    GT_PK(2,2)      101  13085  71  13086  13087  70
-CONVEX 4091    GT_PK(2,2)      101  13088  100  13086  13089  70
-CONVEX 4092    GT_PK(2,2)      254  13090  210  13091  13092  211
-CONVEX 4093    GT_PK(2,2)      254  13090  210  13093  13094  253
-CONVEX 4094    GT_PK(2,2)      252  13095  253  13096  13097  299
-CONVEX 4095    GT_PK(2,2)      252  13098  298  13096  9463  299
-CONVEX 4096    GT_PK(2,2)      66  13099  65  13100  13101  96
-CONVEX 4097    GT_PK(2,2)      213  13102  256  13103  11571  257
-CONVEX 4098    GT_PK(2,2)      175  13104  138  13105  7243  137
-CONVEX 4099    GT_PK(2,2)      175  13106  216  13107  9384  215
-CONVEX 4100    GT_PK(2,2)      175  13104  138  13108  9350  176
-CONVEX 4101    GT_PK(2,2)      175  13106  216  13108  13109  176
-CONVEX 4102    GT_PK(2,2)      260  13110  216  13111  9385  259
-CONVEX 4103    GT_PK(2,2)      260  13112  306  13111  13113  259
-CONVEX 4104    GT_PK(2,2)      217  13114  177  13115  7245  218
-CONVEX 4105    GT_PK(2,2)      217  13116  261  13115  13051  218
-CONVEX 4106    GT_PK(2,2)      217  13114  177  13117  9353  176
-CONVEX 4107    GT_PK(2,2)      217  13118  216  13117  13109  176
-CONVEX 4108    GT_PK(2,2)      217  13119  260  13116  13120  261
-CONVEX 4109    GT_PK(2,2)      217  13119  260  13118  13110  216
-CONVEX 4110    GT_PK(2,2)      305  13121  306  13122  13113  259
-CONVEX 4111    GT_PK(2,2)      305  13121  306  13123  9387  354
-CONVEX 4112    GT_PK(2,2)      305  13124  353  13123  11578  354
-CONVEX 4113    GT_PK(2,2)      305  13124  353  13125  11579  304
-CONVEX 4114    GT_PK(2,2)      401  13126  351  13127  9381  402
-CONVEX 4115    GT_PK(2,2)      401  13128  350  13126  9390  351
-CONVEX 4116    GT_PK(2,2)      401  13127  402  13129  8486  454
-CONVEX 4117    GT_PK(2,2)      859  13130  858  13131  13132  795
-CONVEX 4118    GT_PK(2,2)      498  13133  554  13134  7267  555
-CONVEX 4119    GT_PK(2,2)      498  13135  499  13134  9401  555
-CONVEX 4120    GT_PK(2,2)      498  13135  499  13136  9407  444
-CONVEX 4121    GT_PK(2,2)      498  13137  443  13136  9437  444
-CONVEX 4122    GT_PK(2,2)      394  13138  395  13139  13140  447
-CONVEX 4123    GT_PK(2,2)      446  13141  445  13142  9409  500
-CONVEX 4124    GT_PK(2,2)      446  13143  394  13144  13139  447
-CONVEX 4125    GT_PK(2,2)      558  13145  617  13146  9528  616
-CONVEX 4126    GT_PK(2,2)      558  13147  557  13146  9413  616
-CONVEX 4127    GT_PK(2,2)      489  13148  434  13149  11404  435
-CONVEX 4128    GT_PK(2,2)      489  13148  434  13150  13151  488
-CONVEX 4129    GT_PK(2,2)      438  13152  492  13153  13154  437
-CONVEX 4130    GT_PK(2,2)      438  13155  385  13153  13156  437
-CONVEX 4131    GT_PK(2,2)      438  13157  439  13158  7272  386
-CONVEX 4132    GT_PK(2,2)      438  13155  385  13158  9433  386
-CONVEX 4133    GT_PK(2,2)      493  13159  494  13160  13161  550
-CONVEX 4134    GT_PK(2,2)      493  13160  550  13162  13163  549
-CONVEX 4135    GT_PK(2,2)      493  13164  492  13162  9430  549
-CONVEX 4136    GT_PK(2,2)      493  13165  438  13164  13152  492
-CONVEX 4137    GT_PK(2,2)      493  13159  494  13166  13167  439
-CONVEX 4138    GT_PK(2,2)      493  13165  438  13166  13157  439
-CONVEX 4139    GT_PK(2,2)      491  13168  548  13169  13170  547
-CONVEX 4140    GT_PK(2,2)      491  13171  492  13168  9429  548
-CONVEX 4141    GT_PK(2,2)      491  13171  492  13172  13154  437
-CONVEX 4142    GT_PK(2,2)      491  13173  436  13172  13174  437
-CONVEX 4143    GT_PK(2,2)      384  13175  333  13176  8324  334
-CONVEX 4144    GT_PK(2,2)      384  13177  385  13176  9434  334
-CONVEX 4145    GT_PK(2,2)      384  13177  385  13178  13156  437
-CONVEX 4146    GT_PK(2,2)      384  13179  436  13178  13174  437
-CONVEX 4147    GT_PK(2,2)      441  13180  389  13181  9488  442
-CONVEX 4148    GT_PK(2,2)      441  13180  389  13182  7289  388
-CONVEX 4149    GT_PK(2,2)      441  13183  496  13181  13184  442
-CONVEX 4150    GT_PK(2,2)      441  13183  496  13185  13186  495
-CONVEX 4151    GT_PK(2,2)      552  13187  496  13188  13189  553
-CONVEX 4152    GT_PK(2,2)      552  13187  496  13190  13186  495
-CONVEX 4153    GT_PK(2,2)      986  13191  919  13192  13193  985
-CONVEX 4154    GT_PK(2,2)      986  13194  1054  13192  13195  985
-CONVEX 4155    GT_PK(2,2)      990  13196  991  13197  9441  924
-CONVEX 4156    GT_PK(2,2)      990  13196  991  13198  9446  1059
-CONVEX 4157    GT_PK(2,2)      922  13199  988  13200  13201  921
-CONVEX 4158    GT_PK(2,2)      734  13202  797  13203  9399  735
-CONVEX 4159    GT_PK(2,2)      611  13204  672  13205  13206  612
-CONVEX 4160    GT_PK(2,2)      611  13207  552  13208  13209  610
-CONVEX 4161    GT_PK(2,2)      611  13210  671  13208  9449  610
-CONVEX 4162    GT_PK(2,2)      611  13204  672  13210  13211  671
-CONVEX 4163    GT_PK(2,2)      611  13205  612  13212  7279  553
-CONVEX 4164    GT_PK(2,2)      611  13207  552  13212  13188  553
-CONVEX 4165    GT_PK(2,2)      673  13213  674  13214  9416  735
-CONVEX 4166    GT_PK(2,2)      673  13215  734  13214  13203  735
-CONVEX 4167    GT_PK(2,2)      673  13215  734  13216  13217  672
-CONVEX 4168    GT_PK(2,2)      673  13213  674  13218  9423  613
-CONVEX 4169    GT_PK(2,2)      673  13219  612  13218  7278  613
-CONVEX 4170    GT_PK(2,2)      673  13216  672  13219  13206  612
-CONVEX 4171    GT_PK(2,2)      916  13220  915  13221  9068  851
-CONVEX 4172    GT_PK(2,2)      918  13222  919  13223  13193  985
-CONVEX 4173    GT_PK(2,2)      790  13224  853  13225  13226  789
-CONVEX 4174    GT_PK(2,2)      790  13227  727  13225  13228  789
-CONVEX 4175    GT_PK(2,2)      854  13229  790  13230  13231  791
-CONVEX 4176    GT_PK(2,2)      854  13229  790  13232  13224  853
-CONVEX 4177    GT_PK(2,2)      854  13233  918  13234  13222  919
-CONVEX 4178    GT_PK(2,2)      854  13233  918  13232  13235  853
-CONVEX 4179    GT_PK(2,2)      855  13236  854  13237  13230  791
-CONVEX 4180    GT_PK(2,2)      855  13236  854  13238  13234  919
-CONVEX 4181    GT_PK(2,2)      857  13239  922  13240  13200  921
-CONVEX 4182    GT_PK(2,2)      857  13239  922  13241  13242  858
-CONVEX 4183    GT_PK(2,2)      609  13243  670  13244  9448  610
-CONVEX 4184    GT_PK(2,2)      728  13245  727  13246  13247  666
-CONVEX 4185    GT_PK(2,2)      728  13248  790  13249  13231  791
-CONVEX 4186    GT_PK(2,2)      728  13248  790  13245  13227  727
-CONVEX 4187    GT_PK(2,2)      730  13250  793  13251  13252  731
-CONVEX 4188    GT_PK(2,2)      606  13253  605  13254  13255  666
-CONVEX 4189    GT_PK(2,2)      606  13253  605  13256  9428  547
-CONVEX 4190    GT_PK(2,2)      606  13257  548  13256  13170  547
-CONVEX 4191    GT_PK(2,2)      295  13258  294  13259  9456  248
-CONVEX 4192    GT_PK(2,2)      295  13258  294  13260  13261  343
-CONVEX 4193    GT_PK(2,2)      204  13262  205  13263  13264  248
-CONVEX 4194    GT_PK(2,2)      204  13265  247  13263  9455  248
-CONVEX 4195    GT_PK(2,2)      204  13265  247  13266  13267  203
-CONVEX 4196    GT_PK(2,2)      204  13268  164  13262  11697  205
-CONVEX 4197    GT_PK(2,2)      204  13269  163  13266  13270  203
-CONVEX 4198    GT_PK(2,2)      204  13268  164  13269  13271  163
-CONVEX 4199    GT_PK(2,2)      246  13272  247  13273  13267  203
-CONVEX 4200    GT_PK(2,2)      246  13274  202  13273  13275  203
-CONVEX 4201    GT_PK(2,2)      246  13276  245  13274  7294  202
-CONVEX 4202    GT_PK(2,2)      246  13276  245  13277  9501  292
-CONVEX 4203    GT_PK(2,2)      246  13278  293  13277  9477  292
-CONVEX 4204    GT_PK(2,2)      246  13272  247  13278  9457  293
-CONVEX 4205    GT_PK(2,2)      346  13279  397  13280  13281  347
-CONVEX 4206    GT_PK(2,2)      346  13282  298  13280  9462  347
-CONVEX 4207    GT_PK(2,2)      346  13283  297  13284  7283  345
-CONVEX 4208    GT_PK(2,2)      346  13282  298  13283  13285  297
-CONVEX 4209    GT_PK(2,2)      450  13286  397  13287  13288  449
-CONVEX 4210    GT_PK(2,2)      450  13289  504  13287  13290  449
-CONVEX 4211    GT_PK(2,2)      398  13291  451  13292  13293  399
-CONVEX 4212    GT_PK(2,2)      398  13294  397  13295  13281  347
-CONVEX 4213    GT_PK(2,2)      398  13296  450  13291  13297  451
-CONVEX 4214    GT_PK(2,2)      398  13296  450  13294  13286  397
-CONVEX 4215    GT_PK(2,2)      398  13298  348  13292  13299  399
-CONVEX 4216    GT_PK(2,2)      398  13298  348  13295  9459  347
-CONVEX 4217    GT_PK(2,2)      251  13300  298  13301  13285  297
-CONVEX 4218    GT_PK(2,2)      251  13302  250  13301  9465  297
-CONVEX 4219    GT_PK(2,2)      251  13303  252  13304  13305  208
-CONVEX 4220    GT_PK(2,2)      251  13303  252  13300  13098  298
-CONVEX 4221    GT_PK(2,2)      251  13304  208  13306  11694  207
-CONVEX 4222    GT_PK(2,2)      251  13302  250  13306  13307  207
-CONVEX 4223    GT_PK(2,2)      206  13308  250  13309  13307  207
-CONVEX 4224    GT_PK(2,2)      206  13310  205  13311  11699  165
-CONVEX 4225    GT_PK(2,2)      120  13312  119  13313  11287  85
-CONVEX 4226    GT_PK(2,2)      120  13314  86  13313  13315  85
-CONVEX 4227    GT_PK(2,2)      120  13316  121  13314  9470  86
-CONVEX 4228    GT_PK(2,2)      120  13316  121  13317  9467  158
-CONVEX 4229    GT_PK(2,2)      120  13318  157  13317  11292  158
-CONVEX 4230    GT_PK(2,2)      120  13318  157  13312  11296  119
-CONVEX 4231    GT_PK(2,2)      392  13319  341  13320  9471  391
-CONVEX 4232    GT_PK(2,2)      392  13320  391  13321  9438  444
-CONVEX 4233    GT_PK(2,2)      392  13322  445  13321  9408  444
-CONVEX 4234    GT_PK(2,2)      738  13323  801  13324  9515  739
-CONVEX 4235    GT_PK(2,2)      738  13323  801  13325  9519  800
-CONVEX 4236    GT_PK(2,2)      738  13326  677  13324  9531  739
-CONVEX 4237    GT_PK(2,2)      738  13326  677  13327  9530  676
-CONVEX 4238    GT_PK(2,2)      675  13328  674  13329  9417  736
-CONVEX 4239    GT_PK(2,2)      675  13330  676  13331  9521  615
-CONVEX 4240    GT_PK(2,2)      675  13332  614  13331  9418  615
-CONVEX 4241    GT_PK(2,2)      675  13332  614  13328  9422  674
-CONVEX 4242    GT_PK(2,2)      680  13333  742  13334  11512  681
-CONVEX 4243    GT_PK(2,2)      680  13333  742  13335  11525  741
-CONVEX 4244    GT_PK(2,2)      680  13336  620  13334  13337  681
-CONVEX 4245    GT_PK(2,2)      680  13336  620  13338  13339  619
-CONVEX 4246    GT_PK(2,2)      861  13340  925  13341  7275  926
-CONVEX 4247    GT_PK(2,2)      861  13342  862  13341  9534  926
-CONVEX 4248    GT_PK(2,2)      861  13343  797  13344  9400  798
-CONVEX 4249    GT_PK(2,2)      861  13342  862  13344  13345  798
-CONVEX 4250    GT_PK(2,2)      799  13346  862  13347  13345  798
-CONVEX 4251    GT_PK(2,2)      799  13348  736  13347  7266  798
-CONVEX 4252    GT_PK(2,2)      863  13349  927  13350  9540  928
-CONVEX 4253    GT_PK(2,2)      863  13351  862  13349  9533  927
-CONVEX 4254    GT_PK(2,2)      863  13352  864  13350  9512  928
-CONVEX 4255    GT_PK(2,2)      863  13353  799  13351  13346  862
-CONVEX 4256    GT_PK(2,2)      863  13352  864  13354  9520  800
-CONVEX 4257    GT_PK(2,2)      863  13353  799  13354  13355  800
-CONVEX 4258    GT_PK(2,2)      1276  13356  1349  13357  11541  1277
-CONVEX 4259    GT_PK(2,2)      1276  13356  1349  13358  13359  1348
-CONVEX 4260    GT_PK(2,2)      1205  13360  1276  13361  13357  1277
-CONVEX 4261    GT_PK(2,2)      1205  13360  1276  13362  13363  1204
-CONVEX 4262    GT_PK(2,2)      997  13364  996  13365  9536  930
-CONVEX 4263    GT_PK(2,2)      997  13366  931  13365  11529  930
-CONVEX 4264    GT_PK(2,2)      997  13366  931  13367  11526  998
-CONVEX 4265    GT_PK(2,2)      997  13367  998  13368  8457  1066
-CONVEX 4266    GT_PK(2,2)      995  13369  929  13370  9513  928
-CONVEX 4267    GT_PK(2,2)      995  13371  996  13369  9535  929
-CONVEX 4268    GT_PK(2,2)      995  13372  994  13370  9539  928
-CONVEX 4269    GT_PK(2,2)      995  13371  996  13373  13374  1064
-CONVEX 4270    GT_PK(2,2)      1341  13375  1340  13376  13377  1413
-CONVEX 4271    GT_PK(2,2)      1129  13378  1060  13379  9445  1059
-CONVEX 4272    GT_PK(2,2)      1198  13380  1269  13381  13382  1197
-CONVEX 4273    GT_PK(2,2)      1198  13383  1127  13381  13384  1197
-CONVEX 4274    GT_PK(2,2)      1198  13385  1270  13380  13386  1269
-CONVEX 4275    GT_PK(2,2)      1198  13385  1270  13387  13388  1199
-CONVEX 4276    GT_PK(2,2)      1416  13389  1415  13390  13391  1343
-CONVEX 4277    GT_PK(2,2)      1488  13392  1489  13393  9542  1562
-CONVEX 4278    GT_PK(2,2)      1488  13394  1416  13392  13395  1489
-CONVEX 4279    GT_PK(2,2)      1488  13394  1416  13396  13389  1415
-CONVEX 4280    GT_PK(2,2)      1718  13397  1643  13398  9545  1719
-CONVEX 4281    GT_PK(2,2)      1795  13399  1796  13400  13401  1872
-CONVEX 4282    GT_PK(2,2)      1795  13402  1718  13403  13404  1794
-CONVEX 4283    GT_PK(2,2)      1795  13399  1796  13405  13406  1719
-CONVEX 4284    GT_PK(2,2)      1795  13402  1718  13405  13398  1719
-CONVEX 4285    GT_PK(2,2)      2027  13407  1950  13408  13409  2028
-CONVEX 4286    GT_PK(2,2)      2027  13410  2106  13408  9717  2028
-CONVEX 4287    GT_PK(2,2)      2027  13411  2105  13412  7352  2026
-CONVEX 4288    GT_PK(2,2)      2027  13410  2106  13411  7360  2105
-CONVEX 4289    GT_PK(2,2)      1949  13413  1872  13414  13415  1948
-CONVEX 4290    GT_PK(2,2)      1949  13416  2027  13417  13407  1950
-CONVEX 4291    GT_PK(2,2)      1949  13418  2026  13414  9664  1948
-CONVEX 4292    GT_PK(2,2)      1949  13416  2027  13418  13412  2026
-CONVEX 4293    GT_PK(2,2)      1873  13419  1950  13420  13421  1874
-CONVEX 4294    GT_PK(2,2)      1873  13422  1796  13423  13401  1872
-CONVEX 4295    GT_PK(2,2)      1873  13424  1949  13423  13413  1872
-CONVEX 4296    GT_PK(2,2)      1873  13424  1949  13419  13417  1950
-CONVEX 4297    GT_PK(2,2)      1793  13425  1870  13426  13427  1869
-CONVEX 4298    GT_PK(2,2)      1793  13425  1870  13428  13429  1794
-CONVEX 4299    GT_PK(2,2)      1946  13430  1947  13431  9662  2024
-CONVEX 4300    GT_PK(2,2)      1946  13432  2023  13431  13433  2024
-CONVEX 4301    GT_PK(2,2)      1946  13434  1870  13435  13427  1869
-CONVEX 4302    GT_PK(2,2)      1946  13434  1870  13430  13436  1947
-CONVEX 4303    GT_PK(2,2)      1945  13437  1944  13438  9559  2022
-CONVEX 4304    GT_PK(2,2)      1945  13439  2023  13438  13440  2022
-CONVEX 4305    GT_PK(2,2)      1945  13441  1946  13439  13432  2023
-CONVEX 4306    GT_PK(2,2)      1945  13441  1946  13442  13435  1869
-CONVEX 4307    GT_PK(2,2)      1943  13443  1866  13444  9555  1942
-CONVEX 4308    GT_PK(2,2)      1943  13445  2021  13446  9557  1944
-CONVEX 4309    GT_PK(2,2)      1943  13444  1942  13447  9656  2020
-CONVEX 4310    GT_PK(2,2)      1943  13445  2021  13447  9561  2020
-CONVEX 4311    GT_PK(2,2)      1344  13448  1416  13449  13390  1343
-CONVEX 4312    GT_PK(2,2)      1346  13450  1345  13451  13452  1418
-CONVEX 4313    GT_PK(2,2)      1346  13453  1273  13454  13455  1274
-CONVEX 4314    GT_PK(2,2)      1346  13453  1273  13450  13456  1345
-CONVEX 4315    GT_PK(2,2)      1419  13457  1420  13458  13459  1492
-CONVEX 4316    GT_PK(2,2)      1419  13460  1491  13458  9563  1492
-CONVEX 4317    GT_PK(2,2)      1419  13460  1491  13461  13462  1418
-CONVEX 4318    GT_PK(2,2)      1419  13463  1346  13461  13451  1418
-CONVEX 4319    GT_PK(2,2)      1422  13464  1350  13465  13466  1423
-CONVEX 4320    GT_PK(2,2)      1422  13464  1350  13467  11539  1349
-CONVEX 4321    GT_PK(2,2)      1493  13468  1567  13469  13470  1494
-CONVEX 4322    GT_PK(2,2)      1493  13471  1420  13472  13459  1492
-CONVEX 4323    GT_PK(2,2)      1566  13473  1565  13474  9564  1492
-CONVEX 4324    GT_PK(2,2)      1566  13475  1493  13474  13472  1492
-CONVEX 4325    GT_PK(2,2)      1566  13475  1493  13476  13468  1567
-CONVEX 4326    GT_PK(2,2)      1566  13476  1567  13477  13478  1641
-CONVEX 4327    GT_PK(2,2)      1566  13479  1640  13477  9549  1641
-CONVEX 4328    GT_PK(2,2)      1566  13479  1640  13473  7309  1565
-CONVEX 4329    GT_PK(2,2)      1568  13480  1567  13481  13470  1494
-CONVEX 4330    GT_PK(2,2)      1490  13482  1491  13483  9565  1564
-CONVEX 4331    GT_PK(2,2)      1490  13483  1564  13484  7307  1563
-CONVEX 4332    GT_PK(2,2)      1490  13485  1489  13484  9541  1563
-CONVEX 4333    GT_PK(2,2)      1490  13482  1491  13486  13462  1418
-CONVEX 4334    GT_PK(2,2)      1905  13487  1983  13488  12206  1982
-CONVEX 4335    GT_PK(2,2)      1309  13489  1236  13490  9599  1308
-CONVEX 4336    GT_PK(2,2)      1309  13491  1381  13492  13493  1382
-CONVEX 4337    GT_PK(2,2)      1309  13491  1381  13490  13494  1308
-CONVEX 4338    GT_PK(2,2)      2059  13495  2058  13496  13497  1980
-CONVEX 4339    GT_PK(2,2)      2059  13498  1981  13496  9601  1980
-CONVEX 4340    GT_PK(2,2)      1675  13499  1599  13500  13501  1674
-CONVEX 4341    GT_PK(2,2)      1675  13502  1752  13503  13504  1676
-CONVEX 4342    GT_PK(2,2)      2731  13505  2810  13506  9610  2730
-CONVEX 4343    GT_PK(2,2)      2731  13507  2811  13505  7974  2810
-CONVEX 4344    GT_PK(2,2)      2731  13507  2811  13508  7972  2732
-CONVEX 4345    GT_PK(2,2)      2569  13509  2568  13510  9651  2648
-CONVEX 4346    GT_PK(2,2)      1955  13511  1954  13512  10451  2032
-CONVEX 4347    GT_PK(2,2)      2197  13513  2196  13514  9630  2118
-CONVEX 4348    GT_PK(2,2)      2197  13515  2275  13513  10130  2196
-CONVEX 4349    GT_PK(2,2)      2199  13516  2198  13517  13518  2120
-CONVEX 4350    GT_PK(2,2)      2199  13519  2121  13517  10574  2120
-CONVEX 4351    GT_PK(2,2)      2199  13520  2278  13521  10581  2277
-CONVEX 4352    GT_PK(2,2)      2199  13516  2198  13521  13522  2277
-CONVEX 4353    GT_PK(2,2)      2199  13523  2200  13520  13524  2278
-CONVEX 4354    GT_PK(2,2)      2199  13519  2121  13523  13525  2200
-CONVEX 4355    GT_PK(2,2)      2119  13526  2198  13527  13518  2120
-CONVEX 4356    GT_PK(2,2)      2119  13528  2041  13527  9644  2120
-CONVEX 4357    GT_PK(2,2)      2119  13528  2041  13529  9647  2040
-CONVEX 4358    GT_PK(2,2)      2119  13529  2040  13530  9643  2118
-CONVEX 4359    GT_PK(2,2)      2119  13531  2197  13530  13514  2118
-CONVEX 4360    GT_PK(2,2)      2119  13531  2197  13526  13532  2198
-CONVEX 4361    GT_PK(2,2)      1962  13533  2039  13534  9632  1961
-CONVEX 4362    GT_PK(2,2)      1962  13535  2040  13533  9642  2039
-CONVEX 4363    GT_PK(2,2)      1962  13536  1885  13534  13537  1961
-CONVEX 4364    GT_PK(2,2)      1962  13535  2040  13538  9649  1963
-CONVEX 4365    GT_PK(2,2)      1886  13539  1885  13540  13541  1809
-CONVEX 4366    GT_PK(2,2)      1886  13540  1809  13542  9638  1810
-CONVEX 4367    GT_PK(2,2)      1886  13543  1962  13544  13538  1963
-CONVEX 4368    GT_PK(2,2)      1886  13543  1962  13539  13536  1885
-CONVEX 4369    GT_PK(2,2)      2100  13545  2099  13546  13547  2178
-CONVEX 4370    GT_PK(2,2)      2100  13548  2179  13546  13549  2178
-CONVEX 4371    GT_PK(2,2)      2100  13550  2021  13551  9558  2022
-CONVEX 4372    GT_PK(2,2)      2100  13550  2021  13545  9560  2099
-CONVEX 4373    GT_PK(2,2)      2180  13552  2259  13553  6207  2181
-CONVEX 4374    GT_PK(2,2)      2180  13554  2258  13552  9783  2259
-CONVEX 4375    GT_PK(2,2)      2180  13555  2179  13554  13556  2258
-CONVEX 4376    GT_PK(2,2)      2488  13557  2568  13558  9652  2567
-CONVEX 4377    GT_PK(2,2)      2488  13559  2487  13558  13560  2567
-CONVEX 4378    GT_PK(2,2)      2018  13561  2017  13562  13563  2096
-CONVEX 4379    GT_PK(2,2)      2095  13564  2017  13565  13563  2096
-CONVEX 4380    GT_PK(2,2)      2102  13566  2023  13567  13433  2024
-CONVEX 4381    GT_PK(2,2)      2102  13568  2103  13567  9670  2024
-CONVEX 4382    GT_PK(2,2)      2102  13568  2103  13569  9667  2181
-CONVEX 4383    GT_PK(2,2)      2102  13570  2180  13569  13553  2181
-CONVEX 4384    GT_PK(2,2)      2030  13571  1952  13572  13573  2029
-CONVEX 4385    GT_PK(2,2)      2030  13574  2109  13575  9714  2031
-CONVEX 4386    GT_PK(2,2)      2030  13572  2029  13576  9720  2108
-CONVEX 4387    GT_PK(2,2)      2030  13574  2109  13576  9710  2108
-CONVEX 4388    GT_PK(2,2)      1951  13577  1950  13578  13421  1874
-CONVEX 4389    GT_PK(2,2)      1951  13578  1874  13579  13580  1875
-CONVEX 4390    GT_PK(2,2)      1951  13581  1952  13579  13582  1875
-CONVEX 4391    GT_PK(2,2)      1951  13581  1952  13583  13573  2029
-CONVEX 4392    GT_PK(2,2)      1951  13583  2029  13584  9721  2028
-CONVEX 4393    GT_PK(2,2)      1951  13577  1950  13584  13409  2028
-CONVEX 4394    GT_PK(2,2)      2422  13585  2423  13586  9689  2343
-CONVEX 4395    GT_PK(2,2)      2422  13587  2342  13586  9677  2343
-CONVEX 4396    GT_PK(2,2)      2422  13585  2423  13588  9672  2502
-CONVEX 4397    GT_PK(2,2)      2662  13589  2583  13590  13591  2663
-CONVEX 4398    GT_PK(2,2)      2662  13592  2742  13590  9749  2663
-CONVEX 4399    GT_PK(2,2)      2582  13593  2503  13594  9673  2502
-CONVEX 4400    GT_PK(2,2)      2582  13595  2583  13593  9724  2503
-CONVEX 4401    GT_PK(2,2)      2582  13596  2581  13594  13597  2502
-CONVEX 4402    GT_PK(2,2)      2582  13598  2662  13595  13589  2583
-CONVEX 4403    GT_PK(2,2)      2582  13596  2581  13599  9745  2661
-CONVEX 4404    GT_PK(2,2)      2582  13598  2662  13599  13600  2661
-CONVEX 4405    GT_PK(2,2)      2505  13601  2425  13602  9728  2504
-CONVEX 4406    GT_PK(2,2)      2505  13601  2425  13603  9734  2426
-CONVEX 4407    GT_PK(2,2)      2347  13604  2426  13605  13606  2427
-CONVEX 4408    GT_PK(2,2)      2347  13607  2346  13604  9733  2426
-CONVEX 4409    GT_PK(2,2)      2347  13605  2427  13608  7366  2348
-CONVEX 4410    GT_PK(2,2)      2347  13607  2346  13609  9731  2267
-CONVEX 4411    GT_PK(2,2)      2347  13610  2268  13608  10216  2348
-CONVEX 4412    GT_PK(2,2)      2347  13610  2268  13609  10197  2267
-CONVEX 4413    GT_PK(2,2)      2584  13611  2585  13612  9736  2664
-CONVEX 4414    GT_PK(2,2)      2584  13613  2663  13612  7371  2664
-CONVEX 4415    GT_PK(2,2)      2584  13614  2583  13613  13591  2663
-CONVEX 4416    GT_PK(2,2)      2584  13614  2583  13615  9725  2504
-CONVEX 4417    GT_PK(2,2)      2584  13616  2505  13615  13602  2504
-CONVEX 4418    GT_PK(2,2)      2584  13616  2505  13611  13617  2585
-CONVEX 4419    GT_PK(2,2)      2349  13618  2429  13619  9737  2350
-CONVEX 4420    GT_PK(2,2)      2349  13620  2269  13621  10215  2348
-CONVEX 4421    GT_PK(2,2)      2349  13622  2428  13621  7365  2348
-CONVEX 4422    GT_PK(2,2)      2349  13618  2429  13622  9741  2428
-CONVEX 4423    GT_PK(2,2)      2349  13623  2270  13619  10206  2350
-CONVEX 4424    GT_PK(2,2)      2349  13620  2269  13623  10214  2270
-CONVEX 4425    GT_PK(2,2)      2900  13624  2822  13625  9752  2821
-CONVEX 4426    GT_PK(2,2)      2580  13626  2660  13627  9758  2659
-CONVEX 4427    GT_PK(2,2)      2580  13628  2581  13626  9746  2660
-CONVEX 4428    GT_PK(2,2)      2741  13629  2821  13630  13631  2820
-CONVEX 4429    GT_PK(2,2)      2741  13632  2742  13629  9751  2821
-CONVEX 4430    GT_PK(2,2)      2741  13633  2662  13634  13600  2661
-CONVEX 4431    GT_PK(2,2)      2741  13633  2662  13632  13592  2742
-CONVEX 4432    GT_PK(2,2)      2819  13635  2739  13636  9754  2818
-CONVEX 4433    GT_PK(2,2)      2819  13637  2897  13636  7713  2818
-CONVEX 4434    GT_PK(2,2)      2578  13638  2657  13639  9761  2658
-CONVEX 4435    GT_PK(2,2)      2578  13638  2657  13640  9759  2577
-CONVEX 4436    GT_PK(2,2)      2498  13641  2418  13642  7383  2419
-CONVEX 4437    GT_PK(2,2)      2498  13643  2499  13642  9778  2419
-CONVEX 4438    GT_PK(2,2)      2498  13644  2497  13641  9769  2418
-CONVEX 4439    GT_PK(2,2)      2498  13645  2578  13643  13646  2499
-CONVEX 4440    GT_PK(2,2)      2498  13644  2497  13647  9766  2577
-CONVEX 4441    GT_PK(2,2)      2498  13645  2578  13647  13640  2577
-CONVEX 4442    GT_PK(2,2)      2340  13648  2420  13649  13650  2341
-CONVEX 4443    GT_PK(2,2)      2340  13651  2339  13652  7380  2260
-CONVEX 4444    GT_PK(2,2)      2340  13651  2339  13653  7382  2419
-CONVEX 4445    GT_PK(2,2)      2340  13648  2420  13653  9777  2419
-CONVEX 4446    GT_PK(2,2)      2340  13654  2261  13652  9774  2260
-CONVEX 4447    GT_PK(2,2)      2340  13654  2261  13649  9771  2341
-CONVEX 4448    GT_PK(2,2)      4529  13655  4600  13656  9812  4601
-CONVEX 4449    GT_PK(2,2)      4529  13655  4600  13657  9794  4528
-CONVEX 4450    GT_PK(2,2)      4529  13658  4456  13657  9889  4528
-CONVEX 4451    GT_PK(2,2)      4529  13658  4456  13659  9886  4457
-CONVEX 4452    GT_PK(2,2)      5117  13660  5116  13661  7411  5177
-CONVEX 4453    GT_PK(2,2)      5117  13662  5178  13661  9817  5177
-CONVEX 4454    GT_PK(2,2)      5055  13663  5116  13664  6231  5054
-CONVEX 4455    GT_PK(2,2)      5055  13665  5056  13666  9815  4993
-CONVEX 4456    GT_PK(2,2)      5055  13667  5117  13663  13660  5116
-CONVEX 4457    GT_PK(2,2)      5055  13667  5117  13665  13668  5056
-CONVEX 4458    GT_PK(2,2)      5055  13669  4992  13664  6235  5054
-CONVEX 4459    GT_PK(2,2)      5055  13666  4993  13669  7405  4992
-CONVEX 4460    GT_PK(2,2)      4990  13670  5053  13671  6238  4991
-CONVEX 4461    GT_PK(2,2)      4990  13672  4927  13673  7421  4926
-CONVEX 4462    GT_PK(2,2)      4990  13672  4927  13671  7473  4991
-CONVEX 4463    GT_PK(2,2)      5288  13674  5342  13675  11946  5287
-CONVEX 4464    GT_PK(2,2)      5288  13674  5342  13676  11940  5343
-CONVEX 4465    GT_PK(2,2)      4870  13677  4935  13678  13679  4934
-CONVEX 4466    GT_PK(2,2)      4870  13680  4871  13677  9849  4935
-CONVEX 4467    GT_PK(2,2)      4870  13678  4934  13681  7431  4869
-CONVEX 4468    GT_PK(2,2)      4870  13680  4871  13682  9852  4804
-CONVEX 4469    GT_PK(2,2)      4870  13683  4803  13681  13684  4869
-CONVEX 4470    GT_PK(2,2)      4870  13683  4803  13682  13685  4804
-CONVEX 4471    GT_PK(2,2)      4809  13686  4810  13687  9876  4741
-CONVEX 4472    GT_PK(2,2)      4809  13688  4808  13689  9803  4875
-CONVEX 4473    GT_PK(2,2)      4809  13689  4875  13690  6831  4876
-CONVEX 4474    GT_PK(2,2)      4809  13686  4810  13690  9872  4876
-CONVEX 4475    GT_PK(2,2)      4809  13687  4741  13691  9809  4740
-CONVEX 4476    GT_PK(2,2)      4809  13688  4808  13691  9801  4740
-CONVEX 4477    GT_PK(2,2)      4533  13692  4604  13693  11792  4605
-CONVEX 4478    GT_PK(2,2)      4533  13694  4460  13695  13696  4461
-CONVEX 4479    GT_PK(2,2)      4602  13697  4601  13698  9806  4672
-CONVEX 4480    GT_PK(2,2)      4602  13699  4673  13698  9878  4672
-CONVEX 4481    GT_PK(2,2)      4385  13700  4458  13701  13702  4457
-CONVEX 4482    GT_PK(2,2)      4385  13701  4457  13703  9888  4384
-CONVEX 4483    GT_PK(2,2)      4385  13704  4312  13703  10104  4384
-CONVEX 4484    GT_PK(2,2)      4385  13704  4312  13705  10105  4313
-CONVEX 4485    GT_PK(2,2)      5121  13706  5120  13707  11949  5181
-CONVEX 4486    GT_PK(2,2)      5121  13708  5182  13707  9893  5181
-CONVEX 4487    GT_PK(2,2)      5121  13708  5182  13709  9894  5122
-CONVEX 4488    GT_PK(2,2)      5121  13709  5122  13710  13711  5060
-CONVEX 4489    GT_PK(2,2)      5121  13712  5059  13710  9843  5060
-CONVEX 4490    GT_PK(2,2)      5121  13712  5059  13706  9845  5120
-CONVEX 4491    GT_PK(2,2)      5061  13713  4999  13714  9909  5062
-CONVEX 4492    GT_PK(2,2)      5061  13715  5122  13716  13711  5060
-CONVEX 4493    GT_PK(2,2)      4998  13717  4997  13718  9844  5060
-CONVEX 4494    GT_PK(2,2)      4998  13719  5061  13718  13716  5060
-CONVEX 4495    GT_PK(2,2)      4998  13719  5061  13720  13713  4999
-CONVEX 4496    GT_PK(2,2)      4998  13720  4999  13721  9911  4935
-CONVEX 4497    GT_PK(2,2)      4998  13717  4997  13722  7429  4934
-CONVEX 4498    GT_PK(2,2)      4998  13721  4935  13722  13679  4934
-CONVEX 4499    GT_PK(2,2)      4450  13723  4378  13724  13725  4451
-CONVEX 4500    GT_PK(2,2)      4450  13726  4523  13724  7611  4451
-CONVEX 4501    GT_PK(2,2)      4450  13727  4522  13726  9923  4523
-CONVEX 4502    GT_PK(2,2)      4798  13728  4730  13729  9937  4799
-CONVEX 4503    GT_PK(2,2)      4798  13730  4797  13731  9832  4864
-CONVEX 4504    GT_PK(2,2)      4798  13732  4865  13731  6246  4864
-CONVEX 4505    GT_PK(2,2)      4798  13729  4799  13732  9865  4865
-CONVEX 4506    GT_PK(2,2)      4660  13733  4730  13734  9939  4661
-CONVEX 4507    GT_PK(2,2)      4660  13734  4661  13735  7489  4590
-CONVEX 4508    GT_PK(2,2)      4660  13736  4589  13735  6240  4590
-CONVEX 4509    GT_PK(2,2)      4660  13736  4589  13737  7458  4659
-CONVEX 4510    GT_PK(2,2)      4729  13738  4728  13739  9825  4797
-CONVEX 4511    GT_PK(2,2)      4729  13740  4798  13739  13730  4797
-CONVEX 4512    GT_PK(2,2)      4729  13740  4798  13741  13728  4730
-CONVEX 4513    GT_PK(2,2)      4729  13742  4660  13741  13733  4730
-CONVEX 4514    GT_PK(2,2)      4729  13738  4728  13743  7453  4659
-CONVEX 4515    GT_PK(2,2)      4729  13742  4660  13743  13737  4659
-CONVEX 4516    GT_PK(2,2)      4802  13744  4868  13745  9870  4869
-CONVEX 4517    GT_PK(2,2)      4802  13746  4803  13745  13684  4869
-CONVEX 4518    GT_PK(2,2)      4802  13744  4868  13747  9867  4801
-CONVEX 4519    GT_PK(2,2)      4802  13747  4801  13748  9919  4733
-CONVEX 4520    GT_PK(2,2)      4665  13749  4666  13750  7603  4595
-CONVEX 4521    GT_PK(2,2)      4665  13751  4594  13752  7595  4664
-CONVEX 4522    GT_PK(2,2)      4665  13751  4594  13750  7598  4595
-CONVEX 4523    GT_PK(2,2)      4735  13753  4666  13754  7600  4736
-CONVEX 4524    GT_PK(2,2)      4735  13755  4804  13754  7491  4736
-CONVEX 4525    GT_PK(2,2)      4735  13756  4803  13755  13685  4804
-CONVEX 4526    GT_PK(2,2)      4735  13757  4665  13753  13749  4666
-CONVEX 4527    GT_PK(2,2)      4388  13758  4460  13759  13696  4461
-CONVEX 4528    GT_PK(2,2)      4387  13760  4388  13761  13758  4460
-CONVEX 4529    GT_PK(2,2)      4093  13762  4169  13763  13764  4168
-CONVEX 4530    GT_PK(2,2)      4093  13762  4169  13765  10686  4094
-CONVEX 4531    GT_PK(2,2)      4092  13766  4091  13767  10029  4015
-CONVEX 4532    GT_PK(2,2)      4092  13768  4016  13767  13769  4015
-CONVEX 4533    GT_PK(2,2)      4092  13766  4091  13770  9948  4167
-CONVEX 4534    GT_PK(2,2)      4092  13771  4093  13768  13772  4016
-CONVEX 4535    GT_PK(2,2)      4092  13773  4168  13770  10691  4167
-CONVEX 4536    GT_PK(2,2)      4092  13771  4093  13773  13763  4168
-CONVEX 4537    GT_PK(2,2)      4151  13774  4226  13775  9962  4152
-CONVEX 4538    GT_PK(2,2)      4299  13776  4226  13777  9965  4300
-CONVEX 4539    GT_PK(2,2)      4077  13778  4000  13779  9983  4001
-CONVEX 4540    GT_PK(2,2)      4077  13780  4078  13779  13781  4001
-CONVEX 4541    GT_PK(2,2)      4153  13782  4227  13783  9961  4152
-CONVEX 4542    GT_PK(2,2)      4153  13784  4078  13785  9955  4154
-CONVEX 4543    GT_PK(2,2)      4153  13786  4077  13783  13787  4152
-CONVEX 4544    GT_PK(2,2)      4153  13786  4077  13784  13780  4078
-CONVEX 4545    GT_PK(2,2)      4228  13788  4154  13789  7503  4229
-CONVEX 4546    GT_PK(2,2)      4228  13790  4227  13791  9963  4301
-CONVEX 4547    GT_PK(2,2)      4228  13792  4153  13788  13785  4154
-CONVEX 4548    GT_PK(2,2)      4228  13792  4153  13790  13782  4227
-CONVEX 4549    GT_PK(2,2)      4304  13793  4303  13794  9967  4376
-CONVEX 4550    GT_PK(2,2)      4304  13795  4231  13796  7594  4230
-CONVEX 4551    GT_PK(2,2)      4304  13793  4303  13796  9968  4230
-CONVEX 4552    GT_PK(2,2)      4302  13797  4375  13798  7505  4374
-CONVEX 4553    GT_PK(2,2)      4302  13799  4303  13797  9966  4375
-CONVEX 4554    GT_PK(2,2)      4302  13800  4301  13798  7511  4374
-CONVEX 4555    GT_PK(2,2)      4302  13799  4303  13801  9969  4229
-CONVEX 4556    GT_PK(2,2)      4302  13802  4228  13801  13789  4229
-CONVEX 4557    GT_PK(2,2)      4302  13802  4228  13800  13791  4301
-CONVEX 4558    GT_PK(2,2)      4074  13803  3997  13804  9970  4073
-CONVEX 4559    GT_PK(2,2)      4069  13805  4144  13806  11006  4145
-CONVEX 4560    GT_PK(2,2)      4069  13807  4068  13805  8039  4144
-CONVEX 4561    GT_PK(2,2)      3994  13808  4071  13809  9974  3995
-CONVEX 4562    GT_PK(2,2)      3994  13810  3918  13809  13811  3995
-CONVEX 4563    GT_PK(2,2)      3919  13812  3995  13813  7518  3996
-CONVEX 4564    GT_PK(2,2)      3919  13814  3918  13812  13811  3995
-CONVEX 4565    GT_PK(2,2)      3842  13815  3918  13816  13817  3841
-CONVEX 4566    GT_PK(2,2)      3842  13818  3765  13819  13820  3843
-CONVEX 4567    GT_PK(2,2)      3842  13821  3919  13819  13822  3843
-CONVEX 4568    GT_PK(2,2)      3842  13821  3919  13815  13814  3918
-CONVEX 4569    GT_PK(2,2)      3842  13816  3841  13823  13824  3764
-CONVEX 4570    GT_PK(2,2)      3842  13818  3765  13823  10773  3764
-CONVEX 4571    GT_PK(2,2)      3923  13825  3924  13826  9977  3847
-CONVEX 4572    GT_PK(2,2)      3923  13827  3846  13826  11068  3847
-CONVEX 4573    GT_PK(2,2)      3923  13827  3846  13828  13829  3922
-CONVEX 4574    GT_PK(2,2)      3923  13830  3999  13828  13831  3922
-CONVEX 4575    GT_PK(2,2)      3923  13825  3924  13832  9982  4000
-CONVEX 4576    GT_PK(2,2)      3923  13830  3999  13832  13833  4000
-CONVEX 4577    GT_PK(2,2)      3929  13834  3930  13835  10002  4006
-CONVEX 4578    GT_PK(2,2)      3929  13836  4005  13835  10009  4006
-CONVEX 4579    GT_PK(2,2)      3929  13836  4005  13837  10006  3928
-CONVEX 4580    GT_PK(2,2)      3929  13834  3930  13838  9996  3853
-CONVEX 4581    GT_PK(2,2)      3929  13839  3852  13837  7519  3928
-CONVEX 4582    GT_PK(2,2)      3929  13839  3852  13838  7524  3853
-CONVEX 4583    GT_PK(2,2)      3935  13840  3858  13841  10018  3934
-CONVEX 4584    GT_PK(2,2)      3935  13842  4011  13841  10010  3934
-CONVEX 4585    GT_PK(2,2)      3935  13843  3936  13844  7557  4012
-CONVEX 4586    GT_PK(2,2)      3935  13842  4011  13844  10015  4012
-CONVEX 4587    GT_PK(2,2)      3939  13845  3862  13846  10038  3863
-CONVEX 4588    GT_PK(2,2)      3939  13847  4016  13848  13769  4015
-CONVEX 4589    GT_PK(2,2)      3939  13846  3863  13849  13850  3940
-CONVEX 4590    GT_PK(2,2)      3939  13847  4016  13849  13851  3940
-CONVEX 4591    GT_PK(2,2)      3462  13852  3463  13853  10052  3383
-CONVEX 4592    GT_PK(2,2)      3462  13853  3383  13854  10275  3382
-CONVEX 4593    GT_PK(2,2)      3462  13855  3461  13854  10293  3382
-CONVEX 4594    GT_PK(2,2)      3462  13856  3541  13855  13857  3461
-CONVEX 4595    GT_PK(2,2)      3462  13852  3463  13858  13859  3542
-CONVEX 4596    GT_PK(2,2)      3462  13856  3541  13858  10296  3542
-CONVEX 4597    GT_PK(2,2)      3623  13860  3622  13861  10074  3701
-CONVEX 4598    GT_PK(2,2)      3623  13862  3702  13861  10083  3701
-CONVEX 4599    GT_PK(2,2)      3623  13862  3702  13863  7565  3624
-CONVEX 4600    GT_PK(2,2)      3623  13864  3545  13863  10055  3624
-CONVEX 4601    GT_PK(2,2)      3623  13864  3545  13865  13866  3544
-CONVEX 4602    GT_PK(2,2)      3623  13860  3622  13865  13867  3544
-CONVEX 4603    GT_PK(2,2)      3856  13868  3779  13869  10081  3857
-CONVEX 4604    GT_PK(2,2)      3856  13870  3855  13871  10069  3932
-CONVEX 4605    GT_PK(2,2)      3856  13872  3933  13869  7534  3857
-CONVEX 4606    GT_PK(2,2)      3856  13871  3932  13872  6289  3933
-CONVEX 4607    GT_PK(2,2)      3778  13873  3700  13874  10070  3779
-CONVEX 4608    GT_PK(2,2)      3778  13875  3855  13876  10066  3777
-CONVEX 4609    GT_PK(2,2)      3778  13877  3856  13874  13868  3779
-CONVEX 4610    GT_PK(2,2)      3778  13877  3856  13875  13870  3855
-CONVEX 4611    GT_PK(2,2)      3699  13878  3777  13879  10060  3698
-CONVEX 4612    GT_PK(2,2)      3699  13880  3700  13881  10075  3621
-CONVEX 4613    GT_PK(2,2)      3699  13882  3778  13878  13876  3777
-CONVEX 4614    GT_PK(2,2)      3699  13882  3778  13880  13873  3700
-CONVEX 4615    GT_PK(2,2)      3699  13883  3620  13879  7677  3698
-CONVEX 4616    GT_PK(2,2)      3699  13883  3620  13881  7679  3621
-CONVEX 4617    GT_PK(2,2)      4160  13884  4235  13885  10087  4234
-CONVEX 4618    GT_PK(2,2)      4160  13886  4159  13885  7581  4234
-CONVEX 4619    GT_PK(2,2)      4160  13887  4084  13888  7576  4085
-CONVEX 4620    GT_PK(2,2)      4160  13887  4084  13886  7573  4159
-CONVEX 4621    GT_PK(2,2)      4236  13889  4235  13890  10088  4309
-CONVEX 4622    GT_PK(2,2)      4236  13891  4310  13892  10098  4237
-CONVEX 4623    GT_PK(2,2)      4236  13891  4310  13890  10100  4309
-CONVEX 4624    GT_PK(2,2)      4379  13893  4380  13894  10089  4307
-CONVEX 4625    GT_PK(2,2)      4379  13895  4306  13894  10095  4307
-CONVEX 4626    GT_PK(2,2)      4379  13895  4306  13896  13897  4378
-CONVEX 4627    GT_PK(2,2)      4379  13896  4378  13898  13725  4451
-CONVEX 4628    GT_PK(2,2)      4379  13899  4452  13898  7612  4451
-CONVEX 4629    GT_PK(2,2)      4379  13893  4380  13899  10093  4452
-CONVEX 4630    GT_PK(2,2)      2520  13900  2440  13901  10122  2441
-CONVEX 4631    GT_PK(2,2)      2520  13902  2521  13901  10166  2441
-CONVEX 4632    GT_PK(2,2)      2520  13902  2521  13903  10167  2600
-CONVEX 4633    GT_PK(2,2)      2354  13904  2275  13905  10131  2274
-CONVEX 4634    GT_PK(2,2)      2354  13906  2353  13905  10133  2274
-CONVEX 4635    GT_PK(2,2)      2194  13907  2195  13908  10129  2116
-CONVEX 4636    GT_PK(2,2)      2194  13907  2195  13909  10126  2273
-CONVEX 4637    GT_PK(2,2)      2433  13910  2353  13911  13912  2432
-CONVEX 4638    GT_PK(2,2)      2433  13913  2434  13914  7614  2513
-CONVEX 4639    GT_PK(2,2)      2433  13915  2354  13913  13916  2434
-CONVEX 4640    GT_PK(2,2)      2433  13915  2354  13910  13906  2353
-CONVEX 4641    GT_PK(2,2)      2433  13917  2512  13914  10146  2513
-CONVEX 4642    GT_PK(2,2)      2433  13917  2512  13911  13918  2432
-CONVEX 4643    GT_PK(2,2)      2352  13919  2353  13920  10132  2273
-CONVEX 4644    GT_PK(2,2)      2352  13919  2353  13921  13912  2432
-CONVEX 4645    GT_PK(2,2)      2352  13922  2431  13921  13923  2432
-CONVEX 4646    GT_PK(2,2)      2352  13924  2351  13922  7657  2431
-CONVEX 4647    GT_PK(2,2)      2589  13925  2668  13926  6337  2588
-CONVEX 4648    GT_PK(2,2)      2589  13926  2588  13927  5880  2509
-CONVEX 4649    GT_PK(2,2)      2589  13928  2510  13927  7624  2509
-CONVEX 4650    GT_PK(2,2)      2749  13929  2670  13930  10138  2750
-CONVEX 4651    GT_PK(2,2)      2749  13931  2748  13932  10137  2828
-CONVEX 4652    GT_PK(2,2)      2591  13933  2592  13934  10144  2512
-CONVEX 4653    GT_PK(2,2)      2591  13935  2670  13936  10139  2671
-CONVEX 4654    GT_PK(2,2)      2591  13933  2592  13936  10141  2671
-CONVEX 4655    GT_PK(2,2)      2515  13937  2514  13938  7617  2435
-CONVEX 4656    GT_PK(2,2)      2515  13939  2594  13937  10148  2514
-CONVEX 4657    GT_PK(2,2)      2673  13940  2594  13941  10147  2593
-CONVEX 4658    GT_PK(2,2)      2673  13941  2593  13942  10143  2672
-CONVEX 4659    GT_PK(2,2)      2673  13943  2752  13944  10185  2753
-CONVEX 4660    GT_PK(2,2)      2673  13943  2752  13942  7622  2672
-CONVEX 4661    GT_PK(2,2)      2364  13945  2285  13946  10149  2284
-CONVEX 4662    GT_PK(2,2)      2364  13947  2444  13948  10417  2443
-CONVEX 4663    GT_PK(2,2)      2364  13947  2444  13949  7798  2365
-CONVEX 4664    GT_PK(2,2)      2364  13945  2285  13949  10425  2365
-CONVEX 4665    GT_PK(2,2)      2364  13950  2363  13948  7646  2443
-CONVEX 4666    GT_PK(2,2)      2364  13950  2363  13946  7629  2284
-CONVEX 4667    GT_PK(2,2)      2125  13951  2047  13952  7849  2126
-CONVEX 4668    GT_PK(2,2)      2125  13953  2204  13952  10159  2126
-CONVEX 4669    GT_PK(2,2)      2202  13954  2281  13955  10163  2280
-CONVEX 4670    GT_PK(2,2)      2202  13956  2201  13955  13957  2280
-CONVEX 4671    GT_PK(2,2)      2757  13958  2836  13959  13960  2756
-CONVEX 4672    GT_PK(2,2)      3147  13961  3226  13962  13963  3146
-CONVEX 4673    GT_PK(2,2)      3147  13964  3068  13965  10176  3148
-CONVEX 4674    GT_PK(2,2)      3225  13966  3226  13967  10171  3305
-CONVEX 4675    GT_PK(2,2)      3225  13966  3226  13968  13963  3146
-CONVEX 4676    GT_PK(2,2)      3225  13969  3145  13968  6340  3146
-CONVEX 4677    GT_PK(2,2)      3225  13969  3145  13970  6343  3224
-CONVEX 4678    GT_PK(2,2)      3307  13971  3386  13972  13973  3306
-CONVEX 4679    GT_PK(2,2)      3227  13974  3226  13975  10172  3306
-CONVEX 4680    GT_PK(2,2)      3227  13976  3307  13975  13972  3306
-CONVEX 4681    GT_PK(2,2)      3227  13976  3307  13977  13978  3228
-CONVEX 4682    GT_PK(2,2)      3227  13977  3228  13979  10174  3148
-CONVEX 4683    GT_PK(2,2)      3227  13980  3147  13979  13965  3148
-CONVEX 4684    GT_PK(2,2)      3227  13980  3147  13974  13961  3226
-CONVEX 4685    GT_PK(2,2)      2989  13981  3068  13982  10177  3069
-CONVEX 4686    GT_PK(2,2)      3067  13983  3066  13984  6339  3146
-CONVEX 4687    GT_PK(2,2)      3067  13985  3147  13984  13962  3146
-CONVEX 4688    GT_PK(2,2)      3067  13985  3147  13986  13964  3068
-CONVEX 4689    GT_PK(2,2)      3067  13983  3066  13987  6347  2987
-CONVEX 4690    GT_PK(2,2)      3385  13988  3464  13989  10179  3384
-CONVEX 4691    GT_PK(2,2)      3385  13990  3386  13991  13973  3306
-CONVEX 4692    GT_PK(2,2)      3385  13992  3305  13989  13993  3384
-CONVEX 4693    GT_PK(2,2)      3385  13992  3305  13991  10173  3306
-CONVEX 4694    GT_PK(2,2)      3465  13994  3386  13995  13996  3466
-CONVEX 4695    GT_PK(2,2)      3465  13997  3464  13998  13999  3544
-CONVEX 4696    GT_PK(2,2)      3465  14000  3385  13994  13990  3386
-CONVEX 4697    GT_PK(2,2)      3465  14000  3385  13997  13988  3464
-CONVEX 4698    GT_PK(2,2)      3465  14001  3545  13995  10057  3466
-CONVEX 4699    GT_PK(2,2)      3465  14001  3545  13998  13866  3544
-CONVEX 4700    GT_PK(2,2)      3543  14002  3463  14003  13859  3542
-CONVEX 4701    GT_PK(2,2)      3543  14004  3464  14002  10178  3463
-CONVEX 4702    GT_PK(2,2)      3543  14004  3464  14005  13999  3544
-CONVEX 4703    GT_PK(2,2)      3543  14006  3621  14003  7681  3542
-CONVEX 4704    GT_PK(2,2)      3543  14007  3622  14006  10076  3621
-CONVEX 4705    GT_PK(2,2)      3543  14007  3622  14005  13867  3544
-CONVEX 4706    GT_PK(2,2)      3229  14008  3228  14009  10175  3149
-CONVEX 4707    GT_PK(2,2)      3390  14010  3389  14011  14012  3310
-CONVEX 4708    GT_PK(2,2)      3074  14013  2994  14014  14015  3073
-CONVEX 4709    GT_PK(2,2)      3074  14016  3153  14014  14017  3073
-CONVEX 4710    GT_PK(2,2)      3152  14018  3231  14019  14020  3232
-CONVEX 4711    GT_PK(2,2)      3152  14021  3153  14022  14017  3073
-CONVEX 4712    GT_PK(2,2)      3152  14021  3153  14019  14023  3232
-CONVEX 4713    GT_PK(2,2)      3392  14024  3312  14025  14026  3313
-CONVEX 4714    GT_PK(2,2)      3392  14027  3393  14025  14028  3313
-CONVEX 4715    GT_PK(2,2)      3392  14027  3393  14029  14030  3472
-CONVEX 4716    GT_PK(2,2)      2833  14031  2832  14032  10184  2753
-CONVEX 4717    GT_PK(2,2)      2833  14033  2754  14032  14034  2753
-CONVEX 4718    GT_PK(2,2)      2829  14035  2830  14036  10189  2750
-CONVEX 4719    GT_PK(2,2)      2829  14037  2749  14038  13932  2828
-CONVEX 4720    GT_PK(2,2)      2829  14037  2749  14036  13930  2750
-CONVEX 4721    GT_PK(2,2)      2829  14035  2830  14039  10187  2908
-CONVEX 4722    GT_PK(2,2)      2829  14040  2907  14039  5884  2908
-CONVEX 4723    GT_PK(2,2)      2829  14040  2907  14038  6350  2828
-CONVEX 4724    GT_PK(2,2)      2831  14041  2830  14042  10186  2909
-CONVEX 4725    GT_PK(2,2)      2831  14043  2832  14044  10183  2752
-CONVEX 4726    GT_PK(2,2)      2831  14044  2752  14045  7623  2751
-CONVEX 4727    GT_PK(2,2)      2831  14041  2830  14045  10190  2751
-CONVEX 4728    GT_PK(2,2)      2674  14046  2754  14047  14048  2675
-CONVEX 4729    GT_PK(2,2)      2674  14049  2673  14050  13940  2594
-CONVEX 4730    GT_PK(2,2)      2674  14046  2754  14051  14034  2753
-CONVEX 4731    GT_PK(2,2)      2674  14049  2673  14051  13944  2753
-CONVEX 4732    GT_PK(2,2)      2755  14052  2754  14053  14048  2675
-CONVEX 4733    GT_PK(2,2)      2755  14054  2676  14053  14055  2675
-CONVEX 4734    GT_PK(2,2)      2755  14054  2676  14056  14057  2756
-CONVEX 4735    GT_PK(2,2)      2993  14058  2994  14059  14015  3073
-CONVEX 4736    GT_PK(2,2)      2993  14058  2994  14060  7648  2914
-CONVEX 4737    GT_PK(2,2)      3150  14061  3229  14062  14009  3149
-CONVEX 4738    GT_PK(2,2)      3150  14061  3229  14063  14064  3230
-CONVEX 4739    GT_PK(2,2)      2272  14065  2271  14066  10208  2193
-CONVEX 4740    GT_PK(2,2)      2272  14067  2194  14068  13909  2273
-CONVEX 4741    GT_PK(2,2)      2272  14067  2194  14066  14069  2193
-CONVEX 4742    GT_PK(2,2)      2272  14070  2352  14068  13920  2273
-CONVEX 4743    GT_PK(2,2)      2272  14065  2271  14071  10203  2351
-CONVEX 4744    GT_PK(2,2)      2272  14070  2352  14071  13924  2351
-CONVEX 4745    GT_PK(2,2)      2979  14072  2980  14073  10239  3059
-CONVEX 4746    GT_PK(2,2)      2979  14074  3058  14073  14075  3059
-CONVEX 4747    GT_PK(2,2)      2979  14076  2900  14072  14077  2980
-CONVEX 4748    GT_PK(2,2)      3056  14078  3055  14079  8067  3135
-CONVEX 4749    GT_PK(2,2)      3056  14080  3136  14079  10218  3135
-CONVEX 4750    GT_PK(2,2)      3056  14081  2976  14082  11082  2977
-CONVEX 4751    GT_PK(2,2)      3056  14081  2976  14078  11079  3055
-CONVEX 4752    GT_PK(2,2)      3057  14083  3058  14084  14085  3137
-CONVEX 4753    GT_PK(2,2)      3057  14086  3136  14084  10220  3137
-CONVEX 4754    GT_PK(2,2)      3057  14087  3056  14086  14080  3136
-CONVEX 4755    GT_PK(2,2)      3057  14087  3056  14088  14082  2977
-CONVEX 4756    GT_PK(2,2)      3062  14089  2982  14090  10229  3061
-CONVEX 4757    GT_PK(2,2)      3062  14090  3061  14091  10226  3141
-CONVEX 4758    GT_PK(2,2)      2586  14092  2585  14093  9735  2665
-CONVEX 4759    GT_PK(2,2)      2586  14094  2666  14093  10247  2665
-CONVEX 4760    GT_PK(2,2)      2586  14094  2666  14095  10246  2587
-CONVEX 4761    GT_PK(2,2)      3850  14096  3927  14097  7528  3851
-CONVEX 4762    GT_PK(2,2)      3850  14098  3926  14096  10258  3927
-CONVEX 4763    GT_PK(2,2)      3850  14099  3773  14097  9988  3851
-CONVEX 4764    GT_PK(2,2)      4002  14100  3926  14101  10257  4003
-CONVEX 4765    GT_PK(2,2)      4002  14102  4078  14103  13781  4001
-CONVEX 4766    GT_PK(2,2)      4002  14104  3925  14103  9981  4001
-CONVEX 4767    GT_PK(2,2)      4002  14100  3926  14104  14105  3925
-CONVEX 4768    GT_PK(2,2)      4002  14101  4003  14106  9953  4079
-CONVEX 4769    GT_PK(2,2)      4002  14102  4078  14106  9956  4079
-CONVEX 4770    GT_PK(2,2)      3693  14107  3692  14108  8059  3771
-CONVEX 4771    GT_PK(2,2)      3693  14109  3694  14110  10262  3615
-CONVEX 4772    GT_PK(2,2)      3693  14111  3614  14110  14112  3615
-CONVEX 4773    GT_PK(2,2)      3693  14111  3614  14107  14113  3692
-CONVEX 4774    GT_PK(2,2)      3458  14114  3537  14115  14116  3457
-CONVEX 4775    GT_PK(2,2)      3458  14117  3379  14118  7694  3459
-CONVEX 4776    GT_PK(2,2)      3458  14119  3378  14115  14120  3457
-CONVEX 4777    GT_PK(2,2)      3458  14119  3378  14117  10309  3379
-CONVEX 4778    GT_PK(2,2)      3536  14121  3537  14122  14116  3457
-CONVEX 4779    GT_PK(2,2)      3536  14123  3456  14122  14124  3457
-CONVEX 4780    GT_PK(2,2)      3536  14123  3456  14125  7690  3535
-CONVEX 4781    GT_PK(2,2)      3536  14126  3614  14125  14127  3535
-CONVEX 4782    GT_PK(2,2)      3536  14121  3537  14128  10266  3615
-CONVEX 4783    GT_PK(2,2)      3536  14126  3614  14128  14112  3615
-CONVEX 4784    GT_PK(2,2)      3304  14129  3303  14130  10273  3383
-CONVEX 4785    GT_PK(2,2)      3304  14131  3305  14132  13993  3384
-CONVEX 4786    GT_PK(2,2)      3304  14130  3383  14132  10054  3384
-CONVEX 4787    GT_PK(2,2)      3304  14133  3225  14131  13967  3305
-CONVEX 4788    GT_PK(2,2)      3304  14129  3303  14134  10277  3224
-CONVEX 4789    GT_PK(2,2)      3304  14133  3225  14134  13970  3224
-CONVEX 4790    GT_PK(2,2)      3142  14135  3221  14136  10271  3141
-CONVEX 4791    GT_PK(2,2)      3142  14137  3143  14138  10281  3063
-CONVEX 4792    GT_PK(2,2)      3142  14139  3062  14136  14091  3141
-CONVEX 4793    GT_PK(2,2)      3142  14139  3062  14138  14140  3063
-CONVEX 4794    GT_PK(2,2)      3222  14141  3302  14142  10290  3223
-CONVEX 4795    GT_PK(2,2)      3222  14143  3143  14142  10278  3223
-CONVEX 4796    GT_PK(2,2)      3222  14144  3142  14145  14135  3221
-CONVEX 4797    GT_PK(2,2)      3222  14144  3142  14143  14137  3143
-CONVEX 4798    GT_PK(2,2)      3301  14146  3300  14147  10287  3380
-CONVEX 4799    GT_PK(2,2)      3301  14148  3381  14147  10306  3380
-CONVEX 4800    GT_PK(2,2)      3301  14148  3381  14149  10294  3302
-CONVEX 4801    GT_PK(2,2)      3301  14150  3222  14149  14141  3302
-CONVEX 4802    GT_PK(2,2)      3301  14146  3300  14151  10284  3221
-CONVEX 4803    GT_PK(2,2)      3301  14150  3222  14151  14145  3221
-CONVEX 4804    GT_PK(2,2)      3538  14152  3537  14153  10265  3616
-CONVEX 4805    GT_PK(2,2)      3538  14154  3617  14153  10298  3616
-CONVEX 4806    GT_PK(2,2)      3538  14155  3458  14156  14118  3459
-CONVEX 4807    GT_PK(2,2)      3538  14155  3458  14152  14114  3537
-CONVEX 4808    GT_PK(2,2)      3540  14157  3618  14158  7689  3619
-CONVEX 4809    GT_PK(2,2)      3540  14159  3541  14158  10297  3619
-CONVEX 4810    GT_PK(2,2)      3540  14159  3541  14160  13857  3461
-CONVEX 4811    GT_PK(2,2)      3540  14161  3460  14160  10303  3461
-CONVEX 4812    GT_PK(2,2)      3132  14162  3052  14163  10313  3131
-CONVEX 4813    GT_PK(2,2)      3132  14162  3052  14164  10310  3053
-CONVEX 4814    GT_PK(2,2)      3211  14165  3132  14166  14163  3131
-CONVEX 4815    GT_PK(2,2)      3211  14165  3132  14167  14168  3212
-CONVEX 4816    GT_PK(2,2)      3213  14169  3292  14170  14171  3293
-CONVEX 4817    GT_PK(2,2)      3213  14172  3212  14169  14173  3292
-CONVEX 4818    GT_PK(2,2)      2892  14174  2814  14175  10316  2893
-CONVEX 4819    GT_PK(2,2)      2892  14176  2972  14175  10320  2893
-CONVEX 4820    GT_PK(2,2)      3208  14177  3287  14178  7992  3288
-CONVEX 4821    GT_PK(2,2)      3208  14177  3287  14179  10827  3207
-CONVEX 4822    GT_PK(2,2)      3208  14179  3207  14180  14181  3128
-CONVEX 4823    GT_PK(2,2)      3208  14182  3129  14180  7697  3128
-CONVEX 4824    GT_PK(2,2)      2895  14183  2817  14184  10340  2896
-CONVEX 4825    GT_PK(2,2)      2895  14184  2896  14185  11085  2975
-CONVEX 4826    GT_PK(2,2)      2895  14186  2894  14187  7708  2816
-CONVEX 4827    GT_PK(2,2)      2895  14183  2817  14187  10342  2816
-CONVEX 4828    GT_PK(2,2)      2895  14188  2974  14185  10337  2975
-CONVEX 4829    GT_PK(2,2)      2895  14188  2974  14186  10334  2894
-CONVEX 4830    GT_PK(2,2)      3314  14189  3235  14190  10354  3315
-CONVEX 4831    GT_PK(2,2)      3314  14191  3393  14192  14028  3313
-CONVEX 4832    GT_PK(2,2)      2999  14193  3078  14194  10371  3079
-CONVEX 4833    GT_PK(2,2)      2999  14195  3000  14194  6435  3079
-CONVEX 4834    GT_PK(2,2)      2999  14196  2920  14195  10434  3000
-CONVEX 4835    GT_PK(2,2)      2999  14193  3078  14197  14198  2998
-CONVEX 4836    GT_PK(2,2)      3475  14199  3554  14200  7753  3474
-CONVEX 4837    GT_PK(2,2)      3475  14201  3395  14200  14202  3474
-CONVEX 4838    GT_PK(2,2)      3475  14201  3395  14203  14204  3396
-CONVEX 4839    GT_PK(2,2)      3475  14199  3554  14205  14206  3555
-CONVEX 4840    GT_PK(2,2)      3475  14207  3476  14203  7760  3396
-CONVEX 4841    GT_PK(2,2)      3475  14207  3476  14205  7756  3555
-CONVEX 4842    GT_PK(2,2)      2996  14208  2916  14209  14210  2917
-CONVEX 4843    GT_PK(2,2)      2996  14211  2997  14209  14212  2917
-CONVEX 4844    GT_PK(2,2)      2759  14213  2680  14214  10406  2760
-CONVEX 4845    GT_PK(2,2)      2759  14215  2839  14214  14216  2760
-CONVEX 4846    GT_PK(2,2)      2759  14213  2680  14217  10116  2679
-CONVEX 4847    GT_PK(2,2)      3154  14218  3155  14219  14220  3075
-CONVEX 4848    GT_PK(2,2)      3154  14221  3074  14219  14222  3075
-CONVEX 4849    GT_PK(2,2)      3154  14221  3074  14223  14016  3153
-CONVEX 4850    GT_PK(2,2)      3156  14224  3155  14225  14226  3235
-CONVEX 4851    GT_PK(2,2)      3156  14227  3236  14228  10356  3157
-CONVEX 4852    GT_PK(2,2)      3156  14227  3236  14225  10352  3235
-CONVEX 4853    GT_PK(2,2)      3316  14229  3236  14230  10355  3237
-CONVEX 4854    GT_PK(2,2)      3316  14231  3395  14232  14204  3396
-CONVEX 4855    GT_PK(2,2)      3316  14231  3395  14233  14234  3315
-CONVEX 4856    GT_PK(2,2)      3316  14229  3236  14233  10353  3315
-CONVEX 4857    GT_PK(2,2)      3316  14232  3396  14235  6385  3317
-CONVEX 4858    GT_PK(2,2)      3316  14230  3237  14235  14236  3317
-CONVEX 4859    GT_PK(2,2)      3241  14237  3161  14238  14239  3162
-CONVEX 4860    GT_PK(2,2)      3241  14240  3242  14238  10358  3162
-CONVEX 4861    GT_PK(2,2)      3240  14241  3319  14242  7738  3320
-CONVEX 4862    GT_PK(2,2)      3240  14243  3241  14242  14244  3320
-CONVEX 4863    GT_PK(2,2)      3240  14243  3241  14245  14237  3161
-CONVEX 4864    GT_PK(2,2)      3081  14246  3001  14247  7811  3002
-CONVEX 4865    GT_PK(2,2)      3081  14246  3001  14248  7810  3080
-CONVEX 4866    GT_PK(2,2)      3082  14249  3161  14250  14239  3162
-CONVEX 4867    GT_PK(2,2)      3082  14251  3083  14250  10361  3162
-CONVEX 4868    GT_PK(2,2)      3082  14252  3081  14253  14247  3002
-CONVEX 4869    GT_PK(2,2)      3082  14252  3081  14249  14254  3161
-CONVEX 4870    GT_PK(2,2)      3085  14255  3086  14256  7735  3006
-CONVEX 4871    GT_PK(2,2)      2845  14257  2924  14258  14259  2923
-CONVEX 4872    GT_PK(2,2)      2845  14260  2844  14258  10615  2923
-CONVEX 4873    GT_PK(2,2)      2845  14260  2844  14261  14262  2765
-CONVEX 4874    GT_PK(2,2)      3165  14263  3085  14264  14255  3086
-CONVEX 4875    GT_PK(2,2)      3165  14263  3085  14265  14266  3164
-CONVEX 4876    GT_PK(2,2)      3245  14267  3326  14268  14269  3246
-CONVEX 4877    GT_PK(2,2)      3245  14270  3325  14267  10366  3326
-CONVEX 4878    GT_PK(2,2)      3245  14270  3325  14271  14272  3324
-CONVEX 4879    GT_PK(2,2)      3238  14273  3318  14274  7741  3317
-CONVEX 4880    GT_PK(2,2)      3238  14275  3159  14276  10377  3158
-CONVEX 4881    GT_PK(2,2)      3238  14277  3237  14274  14236  3317
-CONVEX 4882    GT_PK(2,2)      3238  14276  3158  14277  10374  3237
-CONVEX 4883    GT_PK(2,2)      3559  14278  3558  14279  7944  3637
-CONVEX 4884    GT_PK(2,2)      3559  14280  3479  14278  10379  3558
-CONVEX 4885    GT_PK(2,2)      3559  14280  3479  14281  14282  3480
-CONVEX 4886    GT_PK(2,2)      3559  14283  3638  14279  14284  3637
-CONVEX 4887    GT_PK(2,2)      3400  14285  3479  14286  14282  3480
-CONVEX 4888    GT_PK(2,2)      3400  14287  3399  14288  7739  3320
-CONVEX 4889    GT_PK(2,2)      3400  14285  3479  14287  10381  3399
-CONVEX 4890    GT_PK(2,2)      3557  14289  3477  14290  10386  3556
-CONVEX 4891    GT_PK(2,2)      3557  14289  3477  14291  10392  3478
-CONVEX 4892    GT_PK(2,2)      3557  14291  3478  14292  10380  3558
-CONVEX 4893    GT_PK(2,2)      3557  14293  3636  14292  7942  3558
-CONVEX 4894    GT_PK(2,2)      2603  14294  2604  14295  7807  2524
-CONVEX 4895    GT_PK(2,2)      2603  14296  2683  14294  10619  2604
-CONVEX 4896    GT_PK(2,2)      2603  14297  2523  14295  10415  2524
-CONVEX 4897    GT_PK(2,2)      2603  14296  2683  14298  10430  2682
-CONVEX 4898    GT_PK(2,2)      2603  14298  2682  14299  10408  2602
-CONVEX 4899    GT_PK(2,2)      2603  14297  2523  14299  10419  2602
-CONVEX 4900    GT_PK(2,2)      2840  14300  2839  14301  14216  2760
-CONVEX 4901    GT_PK(2,2)      2761  14302  2682  14303  10431  2762
-CONVEX 4902    GT_PK(2,2)      2761  14304  2841  14303  14305  2762
-CONVEX 4903    GT_PK(2,2)      2761  14306  2681  14302  10407  2682
-CONVEX 4904    GT_PK(2,2)      2761  14307  2840  14304  14308  2841
-CONVEX 4905    GT_PK(2,2)      2761  14306  2681  14309  10405  2760
-CONVEX 4906    GT_PK(2,2)      2761  14307  2840  14309  14301  2760
-CONVEX 4907    GT_PK(2,2)      2842  14310  2921  14311  10432  2920
-CONVEX 4908    GT_PK(2,2)      2842  14312  2841  14313  14305  2762
-CONVEX 4909    GT_PK(2,2)      2842  14312  2841  14311  14314  2920
-CONVEX 4910    GT_PK(2,2)      2842  14315  2763  14313  10429  2762
-CONVEX 4911    GT_PK(2,2)      2842  14316  2843  14315  14317  2763
-CONVEX 4912    GT_PK(2,2)      2842  14310  2921  14316  10437  2843
-CONVEX 4913    GT_PK(2,2)      1008  14318  941  14319  14320  942
-CONVEX 4914    GT_PK(2,2)      1008  14318  941  14321  10483  1007
-CONVEX 4915    GT_PK(2,2)      1076  14322  1077  14323  10439  1146
-CONVEX 4916    GT_PK(2,2)      1076  14323  1146  14324  14325  1145
-CONVEX 4917    GT_PK(2,2)      1076  14326  1075  14324  14327  1145
-CONVEX 4918    GT_PK(2,2)      1076  14326  1075  14328  10465  1007
-CONVEX 4919    GT_PK(2,2)      1076  14329  1008  14328  14321  1007
-CONVEX 4920    GT_PK(2,2)      1076  14329  1008  14322  14330  1077
-CONVEX 4921    GT_PK(2,2)      1436  14331  1509  14332  10448  1437
-CONVEX 4922    GT_PK(2,2)      1436  14332  1437  14333  10547  1364
-CONVEX 4923    GT_PK(2,2)      1436  14334  1363  14333  10443  1364
-CONVEX 4924    GT_PK(2,2)      1436  14331  1509  14335  14336  1508
-CONVEX 4925    GT_PK(2,2)      1289  14337  1218  14338  7817  1290
-CONVEX 4926    GT_PK(2,2)      1289  14337  1218  14339  7819  1217
-CONVEX 4927    GT_PK(2,2)      1360  14340  1361  14341  14342  1433
-CONVEX 4928    GT_PK(2,2)      1435  14343  1436  14344  14335  1508
-CONVEX 4929    GT_PK(2,2)      1435  14343  1436  14345  14334  1363
-CONVEX 4930    GT_PK(2,2)      1582  14346  1583  14347  10447  1657
-CONVEX 4931    GT_PK(2,2)      1582  14348  1509  14349  14336  1508
-CONVEX 4932    GT_PK(2,2)      1582  14348  1509  14346  10450  1583
-CONVEX 4933    GT_PK(2,2)      1798  14350  1799  14351  14352  1875
-CONVEX 4934    GT_PK(2,2)      1798  14353  1874  14351  13580  1875
-CONVEX 4935    GT_PK(2,2)      1953  14354  1954  14355  10452  2031
-CONVEX 4936    GT_PK(2,2)      1953  14356  2030  14355  13575  2031
-CONVEX 4937    GT_PK(2,2)      1953  14356  2030  14357  13571  1952
-CONVEX 4938    GT_PK(2,2)      1498  14358  1497  14359  11538  1425
-CONVEX 4939    GT_PK(2,2)      1498  14360  1499  14361  14362  1572
-CONVEX 4940    GT_PK(2,2)      1498  14358  1497  14363  10564  1571
-CONVEX 4941    GT_PK(2,2)      1498  14361  1572  14363  14364  1571
-CONVEX 4942    GT_PK(2,2)      752  14365  814  14366  10454  751
-CONVEX 4943    GT_PK(2,2)      752  14367  690  14366  11601  751
-CONVEX 4944    GT_PK(2,2)      752  14368  753  14369  14370  691
-CONVEX 4945    GT_PK(2,2)      752  14367  690  14369  14371  691
-CONVEX 4946    GT_PK(2,2)      877  14372  814  14373  10453  813
-CONVEX 4947    GT_PK(2,2)      877  14374  876  14373  10477  813
-CONVEX 4948    GT_PK(2,2)      877  14375  941  14376  14320  942
-CONVEX 4949    GT_PK(2,2)      877  14374  876  14375  10488  941
-CONVEX 4950    GT_PK(2,2)      879  14377  880  14378  14379  816
-CONVEX 4951    GT_PK(2,2)      879  14377  880  14380  11467  944
-CONVEX 4952    GT_PK(2,2)      809  14381  808  14382  11500  872
-CONVEX 4953    GT_PK(2,2)      810  14383  809  14384  14385  747
-CONVEX 4954    GT_PK(2,2)      1734  14386  1658  14387  7824  1659
-CONVEX 4955    GT_PK(2,2)      1734  14388  1733  14389  9637  1810
-CONVEX 4956    GT_PK(2,2)      1734  14388  1733  14386  9639  1658
-CONVEX 4957    GT_PK(2,2)      1887  14390  1964  14391  10503  1888
-CONVEX 4958    GT_PK(2,2)      1887  14392  1886  14393  13542  1810
-CONVEX 4959    GT_PK(2,2)      1887  14390  1964  14394  10500  1963
-CONVEX 4960    GT_PK(2,2)      1887  14392  1886  14394  13544  1963
-CONVEX 4961    GT_PK(2,2)      1892  14395  1969  14396  14397  1968
-CONVEX 4962    GT_PK(2,2)      1892  14398  1815  14399  10509  1816
-CONVEX 4963    GT_PK(2,2)      1891  14400  1890  14401  10511  1814
-CONVEX 4964    GT_PK(2,2)      1891  14402  1815  14401  10504  1814
-CONVEX 4965    GT_PK(2,2)      1891  14403  1892  14404  14396  1968
-CONVEX 4966    GT_PK(2,2)      1891  14403  1892  14402  14398  1815
-CONVEX 4967    GT_PK(2,2)      1663  14405  1739  14406  10508  1738
-CONVEX 4968    GT_PK(2,2)      1660  14407  1585  14408  10520  1659
-CONVEX 4969    GT_PK(2,2)      1660  14407  1585  14409  10522  1586
-CONVEX 4970    GT_PK(2,2)      1221  14410  1222  14411  14412  1293
-CONVEX 4971    GT_PK(2,2)      1221  14413  1150  14414  8378  1220
-CONVEX 4972    GT_PK(2,2)      1221  14415  1292  14414  7836  1220
-CONVEX 4973    GT_PK(2,2)      1221  14415  1292  14411  10553  1293
-CONVEX 4974    GT_PK(2,2)      1294  14416  1222  14417  14412  1293
-CONVEX 4975    GT_PK(2,2)      1294  14418  1367  14419  10536  1295
-CONVEX 4976    GT_PK(2,2)      1294  14417  1293  14420  10552  1366
-CONVEX 4977    GT_PK(2,2)      1294  14418  1367  14420  10544  1366
-CONVEX 4978    GT_PK(2,2)      1223  14421  1222  14422  14423  1152
-CONVEX 4979    GT_PK(2,2)      1223  14424  1295  14425  7840  1224
-CONVEX 4980    GT_PK(2,2)      1223  14426  1294  14424  14419  1295
-CONVEX 4981    GT_PK(2,2)      1223  14426  1294  14421  14416  1222
-CONVEX 4982    GT_PK(2,2)      1223  14427  1153  14425  14428  1224
-CONVEX 4983    GT_PK(2,2)      1223  14427  1153  14422  10558  1152
-CONVEX 4984    GT_PK(2,2)      1082  14429  1081  14430  10555  1013
-CONVEX 4985    GT_PK(2,2)      1082  14431  1083  14432  10557  1152
-CONVEX 4986    GT_PK(2,2)      1151  14433  1222  14434  14423  1152
-CONVEX 4987    GT_PK(2,2)      1151  14435  1082  14434  14432  1152
-CONVEX 4988    GT_PK(2,2)      1151  14435  1082  14436  14429  1081
-CONVEX 4989    GT_PK(2,2)      1151  14436  1081  14437  14438  1150
-CONVEX 4990    GT_PK(2,2)      1151  14439  1221  14437  14413  1150
-CONVEX 4991    GT_PK(2,2)      1151  14439  1221  14433  14410  1222
-CONVEX 4992    GT_PK(2,2)      1080  14440  1012  14441  11465  1011
-CONVEX 4993    GT_PK(2,2)      1080  14442  1081  14440  10554  1012
-CONVEX 4994    GT_PK(2,2)      1080  14442  1081  14443  14438  1150
-CONVEX 4995    GT_PK(2,2)      1080  14444  1079  14441  6662  1011
-CONVEX 4996    GT_PK(2,2)      1080  14445  1149  14443  8376  1150
-CONVEX 4997    GT_PK(2,2)      1080  14445  1149  14444  8379  1079
-CONVEX 4998    GT_PK(2,2)      1209  14446  1281  14447  14448  1210
-CONVEX 4999    GT_PK(2,2)      1209  14449  1138  14450  11550  1208
-CONVEX 5000    GT_PK(2,2)      1209  14447  1210  14451  7843  1139
-CONVEX 5001    GT_PK(2,2)      1209  14449  1138  14451  8451  1139
-CONVEX 5002    GT_PK(2,2)      1280  14452  1279  14453  11544  1208
-CONVEX 5003    GT_PK(2,2)      1280  14454  1209  14453  14450  1208
-CONVEX 5004    GT_PK(2,2)      1280  14454  1209  14455  14446  1281
-CONVEX 5005    GT_PK(2,2)      1280  14455  1281  14456  14457  1353
-CONVEX 5006    GT_PK(2,2)      1426  14458  1425  14459  14460  1353
-CONVEX 5007    GT_PK(2,2)      1426  14461  1498  14458  14359  1425
-CONVEX 5008    GT_PK(2,2)      1426  14461  1498  14462  14360  1499
-CONVEX 5009    GT_PK(2,2)      2358  14463  2357  14464  10579  2278
-CONVEX 5010    GT_PK(2,2)      2358  14463  2357  14465  14466  2437
-CONVEX 5011    GT_PK(2,2)      2439  14467  2440  14468  10120  2360
-CONVEX 5012    GT_PK(2,2)      2439  14469  2359  14468  10578  2360
-CONVEX 5013    GT_PK(2,2)      2436  14470  2357  14471  14466  2437
-CONVEX 5014    GT_PK(2,2)      2436  14472  2516  14471  14473  2437
-CONVEX 5015    GT_PK(2,2)      2436  14470  2357  14474  10582  2356
-CONVEX 5016    GT_PK(2,2)      2436  14474  2356  14475  14476  2435
-CONVEX 5017    GT_PK(2,2)      2436  14477  2515  14475  13938  2435
-CONVEX 5018    GT_PK(2,2)      2436  14477  2515  14472  14478  2516
-CONVEX 5019    GT_PK(2,2)      2596  14479  2676  14480  14481  2597
-CONVEX 5020    GT_PK(2,2)      2596  14479  2676  14482  14055  2675
-CONVEX 5021    GT_PK(2,2)      1665  14483  1740  14484  10590  1741
-CONVEX 5022    GT_PK(2,2)      1893  14485  1817  14486  10591  1816
-CONVEX 5023    GT_PK(2,2)      1893  14487  1892  14486  14399  1816
-CONVEX 5024    GT_PK(2,2)      1893  14487  1892  14488  14395  1969
-CONVEX 5025    GT_PK(2,2)      1896  14489  1973  14490  11662  1897
-CONVEX 5026    GT_PK(2,2)      1896  14489  1973  14491  11663  1972
-CONVEX 5027    GT_PK(2,2)      1666  14492  1742  14493  10593  1741
-CONVEX 5028    GT_PK(2,2)      1666  14494  1591  14495  11668  1592
-CONVEX 5029    GT_PK(2,2)      1666  14496  1665  14493  14484  1741
-CONVEX 5030    GT_PK(2,2)      1666  14496  1665  14494  14497  1591
-CONVEX 5031    GT_PK(2,2)      1971  14498  2048  14499  7846  2049
-CONVEX 5032    GT_PK(2,2)      1971  14500  1972  14499  10595  2049
-CONVEX 5033    GT_PK(2,2)      2526  14501  2446  14502  7776  2447
-CONVEX 5034    GT_PK(2,2)      2526  14503  2527  14502  10605  2447
-CONVEX 5035    GT_PK(2,2)      2526  14501  2446  14504  7800  2525
-CONVEX 5036    GT_PK(2,2)      2606  14505  2607  14506  14507  2686
-CONVEX 5037    GT_PK(2,2)      2606  14508  2527  14505  10608  2607
-CONVEX 5038    GT_PK(2,2)      2606  14509  2526  14508  14503  2527
-CONVEX 5039    GT_PK(2,2)      2608  14510  2528  14511  10609  2607
-CONVEX 5040    GT_PK(2,2)      2608  14510  2528  14512  10604  2529
-CONVEX 5041    GT_PK(2,2)      2608  14512  2529  14513  7859  2609
-CONVEX 5042    GT_PK(2,2)      2608  14514  2688  14513  10611  2609
-CONVEX 5043    GT_PK(2,2)      2767  14515  2847  14516  10364  2768
-CONVEX 5044    GT_PK(2,2)      2767  14517  2688  14516  10612  2768
-CONVEX 5045    GT_PK(2,2)      2764  14518  2844  14519  14262  2765
-CONVEX 5046    GT_PK(2,2)      2764  14518  2844  14520  10613  2843
-CONVEX 5047    GT_PK(2,2)      2764  14520  2843  14521  14317  2763
-CONVEX 5048    GT_PK(2,2)      2764  14522  2684  14521  10617  2763
-CONVEX 5049    GT_PK(2,2)      1978  14523  2056  14524  10621  1902
-CONVEX 5050    GT_PK(2,2)      1978  14524  1902  14525  6464  1901
-CONVEX 5051    GT_PK(2,2)      1978  14526  1977  14525  6471  1901
-CONVEX 5052    GT_PK(2,2)      1978  14526  1977  14527  7892  2055
-CONVEX 5053    GT_PK(2,2)      1978  14523  2056  14527  10626  2055
-CONVEX 5054    GT_PK(2,2)      3404  14528  3485  14529  14530  3405
-CONVEX 5055    GT_PK(2,2)      3404  14531  3325  14529  10367  3405
-CONVEX 5056    GT_PK(2,2)      3404  14532  3403  14533  14534  3483
-CONVEX 5057    GT_PK(2,2)      3404  14531  3325  14535  14272  3324
-CONVEX 5058    GT_PK(2,2)      3404  14532  3403  14535  14536  3324
-CONVEX 5059    GT_PK(2,2)      3561  14537  3640  14538  7904  3639
-CONVEX 5060    GT_PK(2,2)      4253  14539  4327  14540  14541  4254
-CONVEX 5061    GT_PK(2,2)      4253  14539  4327  14542  10648  4399
-CONVEX 5062    GT_PK(2,2)      4815  14543  4747  14544  14545  4816
-CONVEX 5063    GT_PK(2,2)      4815  14546  4882  14544  11821  4816
-CONVEX 5064    GT_PK(2,2)      4815  14546  4882  14547  11818  4881
-CONVEX 5065    GT_PK(2,2)      4815  14548  4814  14547  11825  4881
-CONVEX 5066    GT_PK(2,2)      4815  14543  4747  14549  11811  4746
-CONVEX 5067    GT_PK(2,2)      4815  14548  4814  14549  11829  4746
-CONVEX 5068    GT_PK(2,2)      4323  14550  4249  14551  14552  4250
-CONVEX 5069    GT_PK(2,2)      4323  14553  4324  14551  14554  4250
-CONVEX 5070    GT_PK(2,2)      4323  14555  4396  14556  14557  4395
-CONVEX 5071    GT_PK(2,2)      4323  14555  4396  14553  14558  4324
-CONVEX 5072    GT_PK(2,2)      4464  14559  4465  14560  14561  4392
-CONVEX 5073    GT_PK(2,2)      4464  14562  4391  14560  10705  4392
-CONVEX 5074    GT_PK(2,2)      4464  14562  4391  14563  11804  4463
-CONVEX 5075    GT_PK(2,2)      4464  14564  4536  14563  14565  4463
-CONVEX 5076    GT_PK(2,2)      4468  14566  4540  14567  10684  4467
-CONVEX 5077    GT_PK(2,2)      4468  14568  4396  14569  14570  4469
-CONVEX 5078    GT_PK(2,2)      4468  14569  4469  14571  10660  4541
-CONVEX 5079    GT_PK(2,2)      4468  14566  4540  14571  10679  4541
-CONVEX 5080    GT_PK(2,2)      4468  14567  4467  14572  7928  4395
-CONVEX 5081    GT_PK(2,2)      4468  14568  4396  14572  14557  4395
-CONVEX 5082    GT_PK(2,2)      4244  14573  4169  14574  10687  4170
-CONVEX 5083    GT_PK(2,2)      4241  14575  4240  14576  9945  4314
-CONVEX 5084    GT_PK(2,2)      4241  14577  4242  14578  10690  4167
-CONVEX 5085    GT_PK(2,2)      4241  14579  4166  14578  9949  4167
-CONVEX 5086    GT_PK(2,2)      4241  14575  4240  14579  9944  4166
-CONVEX 5087    GT_PK(2,2)      3874  14580  3951  14581  10692  3875
-CONVEX 5088    GT_PK(2,2)      3874  14581  3875  14582  7913  3797
-CONVEX 5089    GT_PK(2,2)      3874  14583  3796  14582  10700  3797
-CONVEX 5090    GT_PK(2,2)      3716  14584  3794  14585  14586  3795
-CONVEX 5091    GT_PK(2,2)      3716  14585  3795  14587  10698  3717
-CONVEX 5092    GT_PK(2,2)      3716  14588  3638  14589  14284  3637
-CONVEX 5093    GT_PK(2,2)      3716  14588  3638  14587  10384  3717
-CONVEX 5094    GT_PK(2,2)      3872  14590  3794  14591  14586  3795
-CONVEX 5095    GT_PK(2,2)      3633  14592  3554  14593  14206  3555
-CONVEX 5096    GT_PK(2,2)      3633  14594  3634  14593  10701  3555
-CONVEX 5097    GT_PK(2,2)      3792  14595  3714  14596  14597  3793
-CONVEX 5098    GT_PK(2,2)      3709  14598  3710  14599  14600  3631
-CONVEX 5099    GT_PK(2,2)      3709  14601  3630  14599  7749  3631
-CONVEX 5100    GT_PK(2,2)      3709  14601  3630  14602  7752  3708
-CONVEX 5101    GT_PK(2,2)      4171  14603  4096  14604  14605  4172
-CONVEX 5102    GT_PK(2,2)      4247  14606  4172  14607  14608  4173
-CONVEX 5103    GT_PK(2,2)      4248  14609  4174  14610  14611  4173
-CONVEX 5104    GT_PK(2,2)      4248  14609  4174  14612  14613  4249
-CONVEX 5105    GT_PK(2,2)      4248  14614  4247  14610  14607  4173
-CONVEX 5106    GT_PK(2,2)      4248  14614  4247  14615  14616  4321
-CONVEX 5107    GT_PK(2,2)      4393  14617  4321  14618  14619  4394
-CONVEX 5108    GT_PK(2,2)      4393  14618  4394  14620  7931  4466
-CONVEX 5109    GT_PK(2,2)      4393  14621  4465  14622  14561  4392
-CONVEX 5110    GT_PK(2,2)      4393  14621  4465  14620  10674  4466
-CONVEX 5111    GT_PK(2,2)      4097  14623  4172  14624  14608  4173
-CONVEX 5112    GT_PK(2,2)      4097  14625  4096  14623  14605  4172
-CONVEX 5113    GT_PK(2,2)      2566  14626  2646  14627  10711  2567
-CONVEX 5114    GT_PK(2,2)      2566  14628  2487  14627  13560  2567
-CONVEX 5115    GT_PK(2,2)      2566  14629  2565  14630  9048  2486
-CONVEX 5116    GT_PK(2,2)      2566  14628  2487  14630  14631  2486
-CONVEX 5117    GT_PK(2,2)      3040  14632  2960  14633  14634  3039
-CONVEX 5118    GT_PK(2,2)      3040  14635  3120  14636  10720  3041
-CONVEX 5119    GT_PK(2,2)      3040  14637  3119  14633  10753  3039
-CONVEX 5120    GT_PK(2,2)      3040  14635  3120  14637  14638  3119
-CONVEX 5121    GT_PK(2,2)      2961  14639  2883  14640  10730  2882
-CONVEX 5122    GT_PK(2,2)      2961  14641  2960  14640  10733  2882
-CONVEX 5123    GT_PK(2,2)      2961  14642  3040  14643  14636  3041
-CONVEX 5124    GT_PK(2,2)      2961  14642  3040  14641  14632  2960
-CONVEX 5125    GT_PK(2,2)      3200  14644  3201  14645  10740  3280
-CONVEX 5126    GT_PK(2,2)      3200  14646  3279  14645  10742  3280
-CONVEX 5127    GT_PK(2,2)      3200  14647  3120  14648  10721  3121
-CONVEX 5128    GT_PK(2,2)      3200  14644  3201  14648  10735  3121
-CONVEX 5129    GT_PK(2,2)      3277  14649  3278  14650  7957  3357
-CONVEX 5130    GT_PK(2,2)      3277  14651  3276  14652  14653  3197
-CONVEX 5131    GT_PK(2,2)      3277  14654  3198  14649  14655  3278
-CONVEX 5132    GT_PK(2,2)      3277  14654  3198  14652  10757  3197
-CONVEX 5133    GT_PK(2,2)      3355  14656  3434  14657  10959  3435
-CONVEX 5134    GT_PK(2,2)      3355  14656  3434  14658  10956  3354
-CONVEX 5135    GT_PK(2,2)      3196  14659  3276  14660  14653  3197
-CONVEX 5136    GT_PK(2,2)      4273  14661  4272  14662  10759  4199
-CONVEX 5137    GT_PK(2,2)      3815  14663  3814  14664  14665  3737
-CONVEX 5138    GT_PK(2,2)      3815  14663  3814  14666  12745  3891
-CONVEX 5139    GT_PK(2,2)      3815  14664  3737  14667  12896  3738
-CONVEX 5140    GT_PK(2,2)      3815  14668  3816  14667  14669  3738
-CONVEX 5141    GT_PK(2,2)      3739  14670  3816  14671  14669  3738
-CONVEX 5142    GT_PK(2,2)      3739  14672  3660  14671  12898  3738
-CONVEX 5143    GT_PK(2,2)      4200  14673  4125  14674  14675  4199
-CONVEX 5144    GT_PK(2,2)      4200  14676  4273  14674  14662  4199
-CONVEX 5145    GT_PK(2,2)      4200  14676  4273  14677  14678  4274
-CONVEX 5146    GT_PK(2,2)      4200  14673  4125  14679  10768  4126
-CONVEX 5147    GT_PK(2,2)      4124  14680  4198  14681  10760  4199
-CONVEX 5148    GT_PK(2,2)      4124  14682  4125  14681  14675  4199
-CONVEX 5149    GT_PK(2,2)      4124  14682  4125  14683  10770  4049
-CONVEX 5150    GT_PK(2,2)      3973  14684  4050  14685  10769  4049
-CONVEX 5151    GT_PK(2,2)      3973  14684  4050  14686  10771  3974
-CONVEX 5152    GT_PK(2,2)      4635  14687  4565  14688  14689  4636
-CONVEX 5153    GT_PK(2,2)      4417  14690  4418  14691  14692  4490
-CONVEX 5154    GT_PK(2,2)      4417  14693  4416  14694  14695  4344
-CONVEX 5155    GT_PK(2,2)      4417  14696  4489  14691  11728  4490
-CONVEX 5156    GT_PK(2,2)      4417  14693  4416  14696  14697  4489
-CONVEX 5157    GT_PK(2,2)      4491  14698  4418  14699  14692  4490
-CONVEX 5158    GT_PK(2,2)      4491  14700  4492  14701  14702  4563
-CONVEX 5159    GT_PK(2,2)      4491  14703  4562  14701  11760  4563
-CONVEX 5160    GT_PK(2,2)      4491  14703  4562  14699  11726  4490
-CONVEX 5161    GT_PK(2,2)      4419  14704  4491  14705  14700  4492
-CONVEX 5162    GT_PK(2,2)      4419  14704  4491  14706  14698  4418
-CONVEX 5163    GT_PK(2,2)      3187  14707  3266  14708  14709  3267
-CONVEX 5164    GT_PK(2,2)      3425  14710  3424  14711  14712  3504
-CONVEX 5165    GT_PK(2,2)      3346  14713  3266  14714  14709  3267
-CONVEX 5166    GT_PK(2,2)      3346  14715  3347  14714  14716  3267
-CONVEX 5167    GT_PK(2,2)      3766  14717  3765  14718  13820  3843
-CONVEX 5168    GT_PK(2,2)      3766  14719  3844  14720  14721  3767
-CONVEX 5169    GT_PK(2,2)      3766  14719  3844  14718  14722  3843
-CONVEX 5170    GT_PK(2,2)      3517  14723  3516  14724  10781  3595
-CONVEX 5171    GT_PK(2,2)      3517  14723  3516  14725  10777  3437
-CONVEX 5172    GT_PK(2,2)      3517  14726  3438  14727  14728  3518
-CONVEX 5173    GT_PK(2,2)      3517  14726  3438  14725  10750  3437
-CONVEX 5174    GT_PK(2,2)      3593  14729  3592  14730  10789  3671
-CONVEX 5175    GT_PK(2,2)      3593  14731  3514  14729  10782  3592
-CONVEX 5176    GT_PK(2,2)      3593  14732  3594  14733  10779  3515
-CONVEX 5177    GT_PK(2,2)      3593  14731  3514  14733  10786  3515
-CONVEX 5178    GT_PK(2,2)      3672  14734  3671  14735  7983  3750
-CONVEX 5179    GT_PK(2,2)      3672  14736  3751  14735  10793  3750
-CONVEX 5180    GT_PK(2,2)      3672  14737  3593  14734  14730  3671
-CONVEX 5181    GT_PK(2,2)      3672  14737  3593  14738  14732  3594
-CONVEX 5182    GT_PK(2,2)      3512  14739  3433  14740  10961  3513
-CONVEX 5183    GT_PK(2,2)      3591  14741  3670  14742  10787  3592
-CONVEX 5184    GT_PK(2,2)      3591  14743  3512  14744  14745  3590
-CONVEX 5185    GT_PK(2,2)      3591  14742  3592  14746  10784  3513
-CONVEX 5186    GT_PK(2,2)      3591  14743  3512  14746  14740  3513
-CONVEX 5187    GT_PK(2,2)      3748  14747  3670  14748  10790  3749
-CONVEX 5188    GT_PK(2,2)      3977  14749  3900  14750  14751  3976
-CONVEX 5189    GT_PK(2,2)      3977  14752  4053  14750  14753  3976
-CONVEX 5190    GT_PK(2,2)      3977  14752  4053  14754  14755  4054
-CONVEX 5191    GT_PK(2,2)      3824  14756  3823  14757  14758  3900
-CONVEX 5192    GT_PK(2,2)      3596  14759  3675  14760  10794  3597
-CONVEX 5193    GT_PK(2,2)      3596  14761  3517  14762  14724  3595
-CONVEX 5194    GT_PK(2,2)      3596  14762  3595  14763  14764  3674
-CONVEX 5195    GT_PK(2,2)      3596  14759  3675  14763  10797  3674
-CONVEX 5196    GT_PK(2,2)      3596  14760  3597  14765  7989  3518
-CONVEX 5197    GT_PK(2,2)      3596  14761  3517  14765  14727  3518
-CONVEX 5198    GT_PK(2,2)      3754  14766  3675  14767  10796  3753
-CONVEX 5199    GT_PK(2,2)      3754  14768  3832  14769  14770  3755
-CONVEX 5200    GT_PK(2,2)      3754  14771  3676  14769  14772  3755
-CONVEX 5201    GT_PK(2,2)      3754  14766  3675  14771  10795  3676
-CONVEX 5202    GT_PK(2,2)      3677  14773  3676  14774  7986  3598
-CONVEX 5203    GT_PK(2,2)      3677  14773  3676  14775  14772  3755
-CONVEX 5204    GT_PK(2,2)      3677  14776  3756  14775  14777  3755
-CONVEX 5205    GT_PK(2,2)      3439  14778  3519  14779  7988  3518
-CONVEX 5206    GT_PK(2,2)      3439  14780  3438  14779  14728  3518
-CONVEX 5207    GT_PK(2,2)      3439  14780  3438  14781  10749  3359
-CONVEX 5208    GT_PK(2,2)      3439  14782  3360  14781  10803  3359
-CONVEX 5209    GT_PK(2,2)      3599  14783  3600  14784  10801  3521
-CONVEX 5210    GT_PK(2,2)      3599  14785  3520  14784  10807  3521
-CONVEX 5211    GT_PK(2,2)      3599  14785  3520  14786  10810  3598
-CONVEX 5212    GT_PK(2,2)      3599  14787  3677  14786  14774  3598
-CONVEX 5213    GT_PK(2,2)      3526  14788  3447  14789  10816  3527
-CONVEX 5214    GT_PK(2,2)      3526  14790  3604  14791  14792  3525
-CONVEX 5215    GT_PK(2,2)      3446  14793  3525  14794  7964  3445
-CONVEX 5216    GT_PK(2,2)      3446  14795  3447  14796  10820  3367
-CONVEX 5217    GT_PK(2,2)      3446  14797  3526  14793  14791  3525
-CONVEX 5218    GT_PK(2,2)      3446  14797  3526  14795  14788  3447
-CONVEX 5219    GT_PK(2,2)      3446  14798  3366  14794  10832  3445
-CONVEX 5220    GT_PK(2,2)      3446  14796  3367  14798  7995  3366
-CONVEX 5221    GT_PK(2,2)      3127  14799  3047  14800  10836  3126
-CONVEX 5222    GT_PK(2,2)      3127  14801  3207  14802  14181  3128
-CONVEX 5223    GT_PK(2,2)      3127  14801  3207  14803  10826  3206
-CONVEX 5224    GT_PK(2,2)      3127  14800  3126  14803  8007  3206
-CONVEX 5225    GT_PK(2,2)      3048  14804  3049  14805  7698  3128
-CONVEX 5226    GT_PK(2,2)      3048  14806  3127  14805  14802  3128
-CONVEX 5227    GT_PK(2,2)      3048  14806  3127  14807  14799  3047
-CONVEX 5228    GT_PK(2,2)      3048  14807  3047  14808  10839  2968
-CONVEX 5229    GT_PK(2,2)      3048  14808  2968  14809  5914  2969
-CONVEX 5230    GT_PK(2,2)      3048  14804  3049  14809  7703  2969
-CONVEX 5231    GT_PK(2,2)      2966  14810  2967  14811  10840  3046
-CONVEX 5232    GT_PK(2,2)      2966  14812  2888  14813  7331  2887
-CONVEX 5233    GT_PK(2,2)      2966  14810  2967  14812  8011  2888
-CONVEX 5234    GT_PK(2,2)      3044  14814  2964  14815  8017  3043
-CONVEX 5235    GT_PK(2,2)      3044  14815  3043  14816  8024  3123
-CONVEX 5236    GT_PK(2,2)      3044  14817  3124  14816  10842  3123
-CONVEX 5237    GT_PK(2,2)      3204  14818  3124  14819  10841  3203
-CONVEX 5238    GT_PK(2,2)      3204  14820  3284  14821  10849  3205
-CONVEX 5239    GT_PK(2,2)      3204  14822  3125  14821  8014  3205
-CONVEX 5240    GT_PK(2,2)      3204  14818  3124  14822  14823  3125
-CONVEX 5241    GT_PK(2,2)      3283  14824  3282  14825  10859  3203
-CONVEX 5242    GT_PK(2,2)      3283  14826  3204  14825  14819  3203
-CONVEX 5243    GT_PK(2,2)      3283  14826  3204  14827  14820  3284
-CONVEX 5244    GT_PK(2,2)      3283  14827  3284  14828  10851  3363
-CONVEX 5245    GT_PK(2,2)      3283  14829  3362  14828  10853  3363
-CONVEX 5246    GT_PK(2,2)      3283  14824  3282  14829  10861  3362
-CONVEX 5247    GT_PK(2,2)      4064  14830  4140  14831  11043  4065
-CONVEX 5248    GT_PK(2,2)      4064  14832  4063  14833  10869  3987
-CONVEX 5249    GT_PK(2,2)      4064  14834  3988  14831  11025  4065
-CONVEX 5250    GT_PK(2,2)      4064  14834  3988  14833  11051  3987
-CONVEX 5251    GT_PK(2,2)      4287  14835  4213  14836  14837  4286
-CONVEX 5252    GT_PK(2,2)      4287  14838  4360  14839  14840  4288
-CONVEX 5253    GT_PK(2,2)      4139  14841  4213  14842  14843  4138
-CONVEX 5254    GT_PK(2,2)      4139  14844  4063  14842  10868  4138
-CONVEX 5255    GT_PK(2,2)      4139  14845  4064  14846  14830  4140
-CONVEX 5256    GT_PK(2,2)      4139  14845  4064  14844  14832  4063
-CONVEX 5257    GT_PK(2,2)      4212  14847  4213  14848  14837  4286
-CONVEX 5258    GT_PK(2,2)      4212  14849  4285  14850  10897  4211
-CONVEX 5259    GT_PK(2,2)      4212  14849  4285  14848  10900  4286
-CONVEX 5260    GT_PK(2,2)      4212  14851  4137  14850  10865  4211
-CONVEX 5261    GT_PK(2,2)      4212  14851  4137  14852  10863  4138
-CONVEX 5262    GT_PK(2,2)      4212  14847  4213  14852  14843  4138
-CONVEX 5263    GT_PK(2,2)      4432  14853  4360  14854  14855  4433
-CONVEX 5264    GT_PK(2,2)      4361  14856  4289  14857  10875  4288
-CONVEX 5265    GT_PK(2,2)      4361  14858  4360  14857  14840  4288
-CONVEX 5266    GT_PK(2,2)      4361  14859  4434  14860  8047  4433
-CONVEX 5267    GT_PK(2,2)      4361  14858  4360  14860  14855  4433
-CONVEX 5268    GT_PK(2,2)      4058  14861  4134  14862  10880  4059
-CONVEX 5269    GT_PK(2,2)      4058  14863  3981  14864  14865  4057
-CONVEX 5270    GT_PK(2,2)      4058  14862  4059  14866  10886  3982
-CONVEX 5271    GT_PK(2,2)      4058  14863  3981  14866  10927  3982
-CONVEX 5272    GT_PK(2,2)      4208  14867  4134  14868  10879  4209
-CONVEX 5273    GT_PK(2,2)      4208  14869  4282  14868  10954  4209
-CONVEX 5274    GT_PK(2,2)      4208  14869  4282  14870  14871  4281
-CONVEX 5275    GT_PK(2,2)      3906  14872  3905  14873  10928  3982
-CONVEX 5276    GT_PK(2,2)      3906  14874  3983  14873  10885  3982
-CONVEX 5277    GT_PK(2,2)      4060  14875  3983  14876  14877  3984
-CONVEX 5278    GT_PK(2,2)      4060  14878  4061  14876  10894  3984
-CONVEX 5279    GT_PK(2,2)      4060  14875  3983  14879  10884  4059
-CONVEX 5280    GT_PK(2,2)      4060  14878  4061  14880  10888  4136
-CONVEX 5281    GT_PK(2,2)      4060  14881  4135  14880  8030  4136
-CONVEX 5282    GT_PK(2,2)      4060  14881  4135  14879  10881  4059
-CONVEX 5283    GT_PK(2,2)      4359  14882  4358  14883  10899  4286
-CONVEX 5284    GT_PK(2,2)      4359  14884  4287  14883  14836  4286
-CONVEX 5285    GT_PK(2,2)      4359  14884  4287  14885  14838  4360
-CONVEX 5286    GT_PK(2,2)      4359  14886  4432  14885  14853  4360
-CONVEX 5287    GT_PK(2,2)      4359  14882  4358  14887  10904  4431
-CONVEX 5288    GT_PK(2,2)      4359  14886  4432  14887  14888  4431
-CONVEX 5289    GT_PK(2,2)      5042  14889  4980  14890  14891  4979
-CONVEX 5290    GT_PK(2,2)      5040  14892  5101  14893  12159  5039
-CONVEX 5291    GT_PK(2,2)      5040  14892  5101  14894  12173  5102
-CONVEX 5292    GT_PK(2,2)      4429  14895  4501  14896  10910  4428
-CONVEX 5293    GT_PK(2,2)      4429  14897  4356  14896  6513  4428
-CONVEX 5294    GT_PK(2,2)      4429  14898  4357  14897  8031  4356
-CONVEX 5295    GT_PK(2,2)      4429  14899  4430  14898  10905  4357
-CONVEX 5296    GT_PK(2,2)      5097  14900  5158  14901  8116  5157
-CONVEX 5297    GT_PK(2,2)      4127  14902  4051  14903  10766  4126
-CONVEX 5298    GT_PK(2,2)      4127  14904  4128  14905  14906  4202
-CONVEX 5299    GT_PK(2,2)      4052  14907  4128  14908  14909  4053
-CONVEX 5300    GT_PK(2,2)      4052  14910  3975  14911  10761  4051
-CONVEX 5301    GT_PK(2,2)      4052  14912  4127  14911  14902  4051
-CONVEX 5302    GT_PK(2,2)      4052  14912  4127  14907  14904  4128
-CONVEX 5303    GT_PK(2,2)      4052  14908  4053  14913  14753  3976
-CONVEX 5304    GT_PK(2,2)      4052  14910  3975  14913  14914  3976
-CONVEX 5305    GT_PK(2,2)      3979  14915  4055  14916  10917  4056
-CONVEX 5306    GT_PK(2,2)      4132  14917  4206  14918  10925  4131
-CONVEX 5307    GT_PK(2,2)      4132  14918  4131  14919  10918  4056
-CONVEX 5308    GT_PK(2,2)      4132  14920  4057  14919  14921  4056
-CONVEX 5309    GT_PK(2,2)      4423  14922  4496  14923  14924  4424
-CONVEX 5310    GT_PK(2,2)      4423  14922  4496  14925  10930  4495
-CONVEX 5311    GT_PK(2,2)      4497  14926  4496  14927  10932  4568
-CONVEX 5312    GT_PK(2,2)      4497  14926  4496  14928  14924  4424
-CONVEX 5313    GT_PK(2,2)      4351  14929  4278  14930  10942  4350
-CONVEX 5314    GT_PK(2,2)      4351  14931  4424  14932  14933  4352
-CONVEX 5315    GT_PK(2,2)      4351  14934  4279  14932  10945  4352
-CONVEX 5316    GT_PK(2,2)      4351  14929  4278  14934  10938  4279
-CONVEX 5317    GT_PK(2,2)      4351  14935  4423  14931  14923  4424
-CONVEX 5318    GT_PK(2,2)      4351  14935  4423  14930  14936  4350
-CONVEX 5319    GT_PK(2,2)      4349  14937  4277  14938  10941  4350
-CONVEX 5320    GT_PK(2,2)      4349  14939  4421  14940  14941  4348
-CONVEX 5321    GT_PK(2,2)      4276  14942  4275  14943  14944  4202
-CONVEX 5322    GT_PK(2,2)      4276  14945  4349  14946  14937  4277
-CONVEX 5323    GT_PK(2,2)      4276  14942  4275  14947  14948  4348
-CONVEX 5324    GT_PK(2,2)      4276  14945  4349  14947  14940  4348
-CONVEX 5325    GT_PK(2,2)      4203  14949  4128  14950  14906  4202
-CONVEX 5326    GT_PK(2,2)      4203  14951  4276  14950  14943  4202
-CONVEX 5327    GT_PK(2,2)      4203  14951  4276  14952  14946  4277
-CONVEX 5328    GT_PK(2,2)      4353  14953  4280  14954  10944  4352
-CONVEX 5329    GT_PK(2,2)      4353  14953  4280  14955  14956  4281
-CONVEX 5330    GT_PK(2,2)      4426  14957  4498  14958  14959  4499
-CONVEX 5331    GT_PK(2,2)      4426  14960  4427  14958  10950  4499
-CONVEX 5332    GT_PK(2,2)      3432  14961  3353  14962  10962  3433
-CONVEX 5333    GT_PK(2,2)      3432  14963  3512  14962  14739  3433
-CONVEX 5334    GT_PK(2,2)      3668  14964  3590  14965  14966  3589
-CONVEX 5335    GT_PK(2,2)      3668  14967  3667  14965  14968  3589
-CONVEX 5336    GT_PK(2,2)      3588  14969  3667  14970  14968  3589
-CONVEX 5337    GT_PK(2,2)      3588  14971  3510  14970  14972  3589
-CONVEX 5338    GT_PK(2,2)      3588  14971  3510  14973  14974  3509
-CONVEX 5339    GT_PK(2,2)      5492  14975  5444  14976  14977  5493
-CONVEX 5340    GT_PK(2,2)      5492  14978  5539  14976  14979  5493
-CONVEX 5341    GT_PK(2,2)      5492  14980  5491  14981  14982  5538
-CONVEX 5342    GT_PK(2,2)      5492  14978  5539  14981  14983  5538
-CONVEX 5343    GT_PK(2,2)      5540  14984  5539  14985  14979  5493
-CONVEX 5344    GT_PK(2,2)      5540  14986  5494  14985  14987  5493
-CONVEX 5345    GT_PK(2,2)      5583  14988  5624  14989  14990  5584
-CONVEX 5346    GT_PK(2,2)      5583  14991  5540  14989  14992  5584
-CONVEX 5347    GT_PK(2,2)      5583  14991  5540  14993  14984  5539
-CONVEX 5348    GT_PK(2,2)      5583  14994  5623  14988  12149  5624
-CONVEX 5349    GT_PK(2,2)      5166  14995  5165  14996  14997  5105
-CONVEX 5350    GT_PK(2,2)      5166  14995  5165  14998  10990  5224
-CONVEX 5351    GT_PK(2,2)      5106  14999  5044  15000  15001  5105
-CONVEX 5352    GT_PK(2,2)      5106  15002  5166  15000  14996  5105
-CONVEX 5353    GT_PK(2,2)      4854  15003  4853  15004  15005  4918
-CONVEX 5354    GT_PK(2,2)      5113  15006  5114  15007  9838  5174
-CONVEX 5355    GT_PK(2,2)      5282  15008  5281  15009  11000  5336
-CONVEX 5356    GT_PK(2,2)      5282  15010  5337  15009  15011  5336
-CONVEX 5357    GT_PK(2,2)      5282  15010  5337  15012  15013  5283
-CONVEX 5358    GT_PK(2,2)      5282  15012  5283  15014  15015  5226
-CONVEX 5359    GT_PK(2,2)      5279  15016  5223  15017  10986  5280
-CONVEX 5360    GT_PK(2,2)      4648  15018  4578  15019  15020  4649
-CONVEX 5361    GT_PK(2,2)      4648  15021  4718  15019  15022  4649
-CONVEX 5362    GT_PK(2,2)      4503  15023  4430  15024  10903  4431
-CONVEX 5363    GT_PK(2,2)      4577  15025  4578  15026  15027  4506
-CONVEX 5364    GT_PK(2,2)      4577  15028  4648  15025  15018  4578
-CONVEX 5365    GT_PK(2,2)      4577  15029  4576  15030  15031  4647
-CONVEX 5366    GT_PK(2,2)      4577  15028  4648  15030  15032  4647
-CONVEX 5367    GT_PK(2,2)      4646  15033  4576  15034  15031  4647
-CONVEX 5368    GT_PK(2,2)      4646  15035  4716  15034  15036  4647
-CONVEX 5369    GT_PK(2,2)      4719  15037  4720  15038  15039  4788
-CONVEX 5370    GT_PK(2,2)      4719  15040  4718  15041  15022  4649
-CONVEX 5371    GT_PK(2,2)      4717  15042  4718  15043  15044  4786
-CONVEX 5372    GT_PK(2,2)      4717  15045  4716  15046  15036  4647
-CONVEX 5373    GT_PK(2,2)      4717  15047  4648  15046  15032  4647
-CONVEX 5374    GT_PK(2,2)      4717  15047  4648  15042  15021  4718
-CONVEX 5375    GT_PK(2,2)      5434  15048  5384  15049  15050  5435
-CONVEX 5376    GT_PK(2,2)      5434  15051  5482  15052  15053  5433
-CONVEX 5377    GT_PK(2,2)      5434  15052  5433  15054  12179  5383
-CONVEX 5378    GT_PK(2,2)      5434  15048  5384  15054  15055  5383
-CONVEX 5379    GT_PK(2,2)      5434  15049  5435  15056  12079  5483
-CONVEX 5380    GT_PK(2,2)      5434  15051  5482  15056  12081  5483
-CONVEX 5381    GT_PK(2,2)      5577  15057  5618  15058  15059  5578
-CONVEX 5382    GT_PK(2,2)      5620  15060  5658  15061  15062  5657
-CONVEX 5383    GT_PK(2,2)      5620  15060  5658  15063  15064  5621
-CONVEX 5384    GT_PK(2,2)      5580  15065  5620  15066  15063  5621
-CONVEX 5385    GT_PK(2,2)      5580  15065  5620  15067  15068  5579
-CONVEX 5386    GT_PK(2,2)      5389  15069  5337  15070  15011  5336
-CONVEX 5387    GT_PK(2,2)      5389  15069  5337  15071  15072  5390
-CONVEX 5388    GT_PK(2,2)      5338  15073  5390  15074  15075  5391
-CONVEX 5389    GT_PK(2,2)      5338  15076  5337  15073  15072  5390
-CONVEX 5390    GT_PK(2,2)      5338  15077  5339  15074  10975  5391
-CONVEX 5391    GT_PK(2,2)      5338  15076  5337  15078  15013  5283
-CONVEX 5392    GT_PK(2,2)      5338  15078  5283  15079  15080  5284
-CONVEX 5393    GT_PK(2,2)      5338  15077  5339  15079  10979  5284
-CONVEX 5394    GT_PK(2,2)      5385  15081  5384  15082  15050  5435
-CONVEX 5395    GT_PK(2,2)      5385  15083  5386  15084  15085  5333
-CONVEX 5396    GT_PK(2,2)      5385  15086  5332  15084  15087  5333
-CONVEX 5397    GT_PK(2,2)      5385  15086  5332  15081  15088  5384
-CONVEX 5398    GT_PK(2,2)      5334  15089  5335  15090  15091  5387
-CONVEX 5399    GT_PK(2,2)      5334  15092  5386  15090  15093  5387
-CONVEX 5400    GT_PK(2,2)      5334  15092  5386  15094  15085  5333
-CONVEX 5401    GT_PK(2,2)      5334  15089  5335  15095  10998  5280
-CONVEX 5402    GT_PK(2,2)      5334  15096  5279  15095  15017  5280
-CONVEX 5403    GT_PK(2,2)      5334  15096  5279  15094  15097  5333
-CONVEX 5404    GT_PK(2,2)      5436  15098  5484  15099  15100  5485
-CONVEX 5405    GT_PK(2,2)      5436  15098  5484  15101  12077  5435
-CONVEX 5406    GT_PK(2,2)      5436  15102  5385  15101  15082  5435
-CONVEX 5407    GT_PK(2,2)      5436  15102  5385  15103  15083  5386
-CONVEX 5408    GT_PK(2,2)      5438  15104  5439  15105  15106  5487
-CONVEX 5409    GT_PK(2,2)      5438  15107  5486  15105  15108  5487
-CONVEX 5410    GT_PK(2,2)      4293  15109  4292  15110  11028  4365
-CONVEX 5411    GT_PK(2,2)      4293  15111  4219  15109  11009  4292
-CONVEX 5412    GT_PK(2,2)      3992  15112  3991  15113  11017  4068
-CONVEX 5413    GT_PK(2,2)      3992  15114  4069  15113  13807  4068
-CONVEX 5414    GT_PK(2,2)      3992  15114  4069  15115  15116  3993
-CONVEX 5415    GT_PK(2,2)      3992  15117  3916  15115  15118  3993
-CONVEX 5416    GT_PK(2,2)      3992  15112  3991  15119  15120  3915
-CONVEX 5417    GT_PK(2,2)      3992  15117  3916  15119  15121  3915
-CONVEX 5418    GT_PK(2,2)      4510  15122  4509  15123  11031  4581
-CONVEX 5419    GT_PK(2,2)      4651  15124  4580  15125  11030  4581
-CONVEX 5420    GT_PK(2,2)      4650  15126  4651  15127  15124  4580
-CONVEX 5421    GT_PK(2,2)      4650  15126  4651  15128  15129  4720
-CONVEX 5422    GT_PK(2,2)      4650  15130  4719  15131  15041  4649
-CONVEX 5423    GT_PK(2,2)      4650  15130  4719  15128  15037  4720
-CONVEX 5424    GT_PK(2,2)      4507  15132  4434  15133  8048  4506
-CONVEX 5425    GT_PK(2,2)      4507  15134  4578  15133  15027  4506
-CONVEX 5426    GT_PK(2,2)      4856  15135  4921  15136  15137  4920
-CONVEX 5427    GT_PK(2,2)      4861  15138  4862  15139  7422  4926
-CONVEX 5428    GT_PK(2,2)      4861  15140  4795  15138  9822  4862
-CONVEX 5429    GT_PK(2,2)      4861  15141  4794  15140  15142  4795
-CONVEX 5430    GT_PK(2,2)      4861  15143  4860  15141  15144  4794
-CONVEX 5431    GT_PK(2,2)      4989  15145  4990  15146  13673  4926
-CONVEX 5432    GT_PK(2,2)      4372  15147  4444  15148  15149  4371
-CONVEX 5433    GT_PK(2,2)      4372  15150  4373  15151  7508  4300
-CONVEX 5434    GT_PK(2,2)      4372  15150  4373  15152  7513  4445
-CONVEX 5435    GT_PK(2,2)      4372  15147  4444  15152  11032  4445
-CONVEX 5436    GT_PK(2,2)      4372  15153  4299  15151  13777  4300
-CONVEX 5437    GT_PK(2,2)      4372  15153  4299  15148  15154  4371
-CONVEX 5438    GT_PK(2,2)      4587  15155  4588  15156  7455  4658
-CONVEX 5439    GT_PK(2,2)      4443  15157  4444  15158  15149  4371
-CONVEX 5440    GT_PK(2,2)      4297  15159  4224  15160  15161  4223
-CONVEX 5441    GT_PK(2,2)      4217  15162  4290  15163  11035  4216
-CONVEX 5442    GT_PK(2,2)      4217  15164  4142  15163  11038  4216
-CONVEX 5443    GT_PK(2,2)      4217  15164  4142  15165  11020  4143
-CONVEX 5444    GT_PK(2,2)      4217  15166  4218  15165  11011  4143
-CONVEX 5445    GT_PK(2,2)      4437  15167  4436  15168  15169  4509
-CONVEX 5446    GT_PK(2,2)      4437  15170  4510  15168  15122  4509
-CONVEX 5447    GT_PK(2,2)      4437  15170  4510  15171  15172  4438
-CONVEX 5448    GT_PK(2,2)      4437  15171  4438  15173  15174  4365
-CONVEX 5449    GT_PK(2,2)      4437  15175  4364  15173  11027  4365
-CONVEX 5450    GT_PK(2,2)      4437  15167  4436  15175  11045  4364
-CONVEX 5451    GT_PK(2,2)      3910  15176  3987  15177  10871  3986
-CONVEX 5452    GT_PK(2,2)      3910  15178  3911  15176  11050  3987
-CONVEX 5453    GT_PK(2,2)      3910  15178  3911  15179  11061  3834
-CONVEX 5454    GT_PK(2,2)      3679  15180  3600  15181  10799  3601
-CONVEX 5455    GT_PK(2,2)      3679  15182  3680  15181  11052  3601
-CONVEX 5456    GT_PK(2,2)      3758  15183  3835  15184  11062  3757
-CONVEX 5457    GT_PK(2,2)      3758  15183  3835  15185  11056  3836
-CONVEX 5458    GT_PK(2,2)      3758  15186  3679  15184  15187  3757
-CONVEX 5459    GT_PK(2,2)      3758  15186  3679  15188  15182  3680
-CONVEX 5460    GT_PK(2,2)      3914  15189  3991  15190  11015  3990
-CONVEX 5461    GT_PK(2,2)      3914  15191  3913  15190  11066  3990
-CONVEX 5462    GT_PK(2,2)      3914  15189  3991  15192  15120  3915
-CONVEX 5463    GT_PK(2,2)      3682  15193  3604  15194  15195  3683
-CONVEX 5464    GT_PK(2,2)      3682  15196  3681  15197  15198  3760
-CONVEX 5465    GT_PK(2,2)      3763  15199  3841  15200  13824  3764
-CONVEX 5466    GT_PK(2,2)      3838  15201  3914  15202  15192  3915
-CONVEX 5467    GT_PK(2,2)      3605  15203  3604  15204  15195  3683
-CONVEX 5468    GT_PK(2,2)      3605  15205  3606  15206  15207  3527
-CONVEX 5469    GT_PK(2,2)      3605  15208  3526  15206  14789  3527
-CONVEX 5470    GT_PK(2,2)      3605  15208  3526  15203  14790  3604
-CONVEX 5471    GT_PK(2,2)      3690  15209  3611  15210  15211  3689
-CONVEX 5472    GT_PK(2,2)      3690  15212  3768  15210  11069  3689
-CONVEX 5473    GT_PK(2,2)      3690  15213  3769  15214  8056  3691
-CONVEX 5474    GT_PK(2,2)      3690  15212  3768  15213  11073  3769
-CONVEX 5475    GT_PK(2,2)      3610  15215  3611  15216  15211  3689
-CONVEX 5476    GT_PK(2,2)      3610  15215  3611  15217  11092  3532
-CONVEX 5477    GT_PK(2,2)      3453  15218  3452  15219  15220  3532
-CONVEX 5478    GT_PK(2,2)      3453  15221  3533  15219  11091  3532
-CONVEX 5479    GT_PK(2,2)      3453  15221  3533  15222  15223  3454
-CONVEX 5480    GT_PK(2,2)      3453  15222  3454  15224  8077  3374
-CONVEX 5481    GT_PK(2,2)      3453  15225  3373  15224  11078  3374
-CONVEX 5482    GT_PK(2,2)      3453  15218  3452  15225  15226  3373
-CONVEX 5483    GT_PK(2,2)      3531  15227  3452  15228  15220  3532
-CONVEX 5484    GT_PK(2,2)      3531  15229  3610  15228  15217  3532
-CONVEX 5485    GT_PK(2,2)      3531  15229  3610  15230  15231  3609
-CONVEX 5486    GT_PK(2,2)      3372  15232  3452  15233  15226  3373
-CONVEX 5487    GT_PK(2,2)      3372  15234  3292  15235  14171  3293
-CONVEX 5488    GT_PK(2,2)      3372  15233  3373  15235  11076  3293
-CONVEX 5489    GT_PK(2,2)      3291  15236  3370  15237  15238  3290
-CONVEX 5490    GT_PK(2,2)      3291  15239  3212  15240  14173  3292
-CONVEX 5491    GT_PK(2,2)      3291  15241  3211  15237  15242  3290
-CONVEX 5492    GT_PK(2,2)      3291  15241  3211  15239  14167  3212
-CONVEX 5493    GT_PK(2,2)      3369  15243  3368  15244  10819  3448
-CONVEX 5494    GT_PK(2,2)      3369  15245  3370  15246  15238  3290
-CONVEX 5495    GT_PK(2,2)      3369  15247  3289  15246  15248  3290
-CONVEX 5496    GT_PK(2,2)      3369  15243  3368  15247  10811  3289
-CONVEX 5497    GT_PK(2,2)      3295  15249  3294  15250  11077  3374
-CONVEX 5498    GT_PK(2,2)      3295  15251  3375  15252  11095  3296
-CONVEX 5499    GT_PK(2,2)      3295  15251  3375  15250  8076  3374
-CONVEX 5500    GT_PK(2,2)      3295  15252  3296  15253  11089  3216
-CONVEX 5501    GT_PK(2,2)      3295  15254  3215  15253  10223  3216
-CONVEX 5502    GT_PK(2,2)      3295  15249  3294  15254  15255  3215
-CONVEX 5503    GT_PK(2,2)      3138  15256  3217  15257  11086  3137
-CONVEX 5504    GT_PK(2,2)      3138  15258  3139  15259  10242  3059
-CONVEX 5505    GT_PK(2,2)      3138  15260  3218  15258  8071  3139
-CONVEX 5506    GT_PK(2,2)      3138  15256  3217  15260  15261  3218
-CONVEX 5507    GT_PK(2,2)      3138  15262  3058  15259  14075  3059
-CONVEX 5508    GT_PK(2,2)      3138  15262  3058  15257  14085  3137
-CONVEX 5509    GT_PK(2,2)      3534  15263  3535  15264  7692  3455
-CONVEX 5510    GT_PK(2,2)      3534  15265  3454  15264  8075  3455
-CONVEX 5511    GT_PK(2,2)      3534  15266  3533  15265  15223  3454
-CONVEX 5512    GT_PK(2,2)      3297  15267  3376  15268  11094  3296
-CONVEX 5513    GT_PK(2,2)      3297  15269  3218  15270  8070  3298
-CONVEX 5514    GT_PK(2,2)      3297  15271  3217  15268  11088  3296
-CONVEX 5515    GT_PK(2,2)      3297  15271  3217  15269  15261  3218
-CONVEX 5516    GT_PK(2,2)      3377  15272  3378  15273  10308  3298
-CONVEX 5517    GT_PK(2,2)      3377  15274  3297  15273  15270  3298
-CONVEX 5518    GT_PK(2,2)      3377  15274  3297  15275  15267  3376
-CONVEX 5519    GT_PK(2,2)      3377  15275  3376  15276  11096  3456
-CONVEX 5520    GT_PK(2,2)      3377  15276  3456  15277  14124  3457
-CONVEX 5521    GT_PK(2,2)      3377  15272  3378  15277  14120  3457
-CONVEX 5522    GT_PK(2,2)      5152  15278  5153  15279  11111  5211
-CONVEX 5523    GT_PK(2,2)      5152  15280  5151  15281  11103  5210
-CONVEX 5524    GT_PK(2,2)      5152  15279  5211  15281  8082  5210
-CONVEX 5525    GT_PK(2,2)      5032  15282  5033  15283  15284  5094
-CONVEX 5526    GT_PK(2,2)      5032  15285  4970  15286  15287  4969
-CONVEX 5527    GT_PK(2,2)      5032  15282  5033  15285  15288  4970
-CONVEX 5528    GT_PK(2,2)      5375  15289  5322  15290  11138  5374
-CONVEX 5529    GT_PK(2,2)      5375  15291  5426  15292  11121  5376
-CONVEX 5530    GT_PK(2,2)      5375  15292  5376  15293  8103  5323
-CONVEX 5531    GT_PK(2,2)      5375  15289  5322  15293  11142  5323
-CONVEX 5532    GT_PK(2,2)      5375  15290  5374  15294  8111  5425
-CONVEX 5533    GT_PK(2,2)      5375  15291  5426  15294  11126  5425
-CONVEX 5534    GT_PK(2,2)      1037  15295  1038  15296  11143  969
-CONVEX 5535    GT_PK(2,2)      1037  15297  1036  15298  15299  1106
-CONVEX 5536    GT_PK(2,2)      1108  15300  1109  15301  11150  1179
-CONVEX 5537    GT_PK(2,2)      1108  15300  1109  15302  15303  1039
-CONVEX 5538    GT_PK(2,2)      1108  15302  1039  15304  11147  1038
-CONVEX 5539    GT_PK(2,2)      1040  15305  1109  15306  15303  1039
-CONVEX 5540    GT_PK(2,2)      1040  15307  972  15308  8183  971
-CONVEX 5541    GT_PK(2,2)      1040  15306  1039  15308  11145  971
-CONVEX 5542    GT_PK(2,2)      1040  15307  972  15309  8190  1041
-CONVEX 5543    GT_PK(2,2)      1040  15310  1110  15309  8129  1041
-CONVEX 5544    GT_PK(2,2)      1040  15305  1109  15310  11148  1110
-CONVEX 5545    GT_PK(2,2)      768  15311  769  15312  11157  706
-CONVEX 5546    GT_PK(2,2)      768  15313  831  15314  8149  832
-CONVEX 5547    GT_PK(2,2)      768  15311  769  15314  11188  832
-CONVEX 5548    GT_PK(2,2)      708  15315  647  15316  11204  646
-CONVEX 5549    GT_PK(2,2)      708  15316  646  15317  8144  707
-CONVEX 5550    GT_PK(2,2)      708  15318  770  15317  11160  707
-CONVEX 5551    GT_PK(2,2)      708  15315  647  15319  11162  709
-CONVEX 5552    GT_PK(2,2)      708  15320  771  15319  11227  709
-CONVEX 5553    GT_PK(2,2)      708  15320  771  15318  8157  770
-CONVEX 5554    GT_PK(2,2)      1026  15321  1096  15322  15323  1027
-CONVEX 5555    GT_PK(2,2)      1315  15324  1388  15325  8332  1316
-CONVEX 5556    GT_PK(2,2)      1315  15326  1387  15324  11166  1388
-CONVEX 5557    GT_PK(2,2)      1459  15327  1533  15328  8362  1532
-CONVEX 5558    GT_PK(2,2)      1459  15329  1458  15328  11169  1532
-CONVEX 5559    GT_PK(2,2)      1459  15327  1533  15330  15331  1460
-CONVEX 5560    GT_PK(2,2)      1459  15332  1386  15329  15333  1458
-CONVEX 5561    GT_PK(2,2)      1459  15334  1387  15330  11167  1460
-CONVEX 5562    GT_PK(2,2)      1459  15332  1386  15334  15335  1387
-CONVEX 5563    GT_PK(2,2)      1173  15336  1174  15337  9017  1103
-CONVEX 5564    GT_PK(2,2)      1173  15336  1174  15338  8330  1245
-CONVEX 5565    GT_PK(2,2)      525  15339  584  15340  15341  583
-CONVEX 5566    GT_PK(2,2)      525  15342  526  15343  11215  469
-CONVEX 5567    GT_PK(2,2)      525  15342  526  15339  11213  584
-CONVEX 5568    GT_PK(2,2)      582  15344  643  15345  15346  642
-CONVEX 5569    GT_PK(2,2)      644  15347  584  15348  15341  583
-CONVEX 5570    GT_PK(2,2)      644  15349  582  15348  15350  583
-CONVEX 5571    GT_PK(2,2)      644  15349  582  15351  15344  643
-CONVEX 5572    GT_PK(2,2)      644  15347  584  15352  11172  645
-CONVEX 5573    GT_PK(2,2)      644  15353  706  15352  8142  645
-CONVEX 5574    GT_PK(2,2)      839  15354  838  15355  11190  903
-CONVEX 5575    GT_PK(2,2)      839  15356  904  15355  6572  903
-CONVEX 5576    GT_PK(2,2)      839  15357  840  15356  8187  904
-CONVEX 5577    GT_PK(2,2)      839  15354  838  15358  11192  775
-CONVEX 5578    GT_PK(2,2)      712  15359  775  15360  11194  774
-CONVEX 5579    GT_PK(2,2)      712  15361  713  15359  15362  775
-CONVEX 5580    GT_PK(2,2)      712  15363  711  15360  8166  774
-CONVEX 5581    GT_PK(2,2)      712  15364  650  15363  15365  711
-CONVEX 5582    GT_PK(2,2)      365  15366  364  15367  15368  315
-CONVEX 5583    GT_PK(2,2)      365  15369  417  15366  11205  364
-CONVEX 5584    GT_PK(2,2)      528  15370  586  15371  11203  587
-CONVEX 5585    GT_PK(2,2)      528  15370  586  15372  11198  527
-CONVEX 5586    GT_PK(2,2)      471  15373  470  15374  11216  527
-CONVEX 5587    GT_PK(2,2)      471  15375  528  15374  15372  527
-CONVEX 5588    GT_PK(2,2)      471  15376  417  15377  11206  416
-CONVEX 5589    GT_PK(2,2)      471  15373  470  15377  11208  416
-CONVEX 5590    GT_PK(2,2)      842  15378  779  15379  15380  843
-CONVEX 5591    GT_PK(2,2)      842  15381  906  15382  8181  841
-CONVEX 5592    GT_PK(2,2)      716  15383  779  15384  15385  717
-CONVEX 5593    GT_PK(2,2)      716  15386  655  15384  11240  717
-CONVEX 5594    GT_PK(2,2)      907  15387  973  15388  8194  906
-CONVEX 5595    GT_PK(2,2)      907  15389  908  15390  15391  843
-CONVEX 5596    GT_PK(2,2)      907  15387  973  15392  8192  974
-CONVEX 5597    GT_PK(2,2)      907  15389  908  15392  11237  974
-CONVEX 5598    GT_PK(2,2)      907  15393  842  15388  15381  906
-CONVEX 5599    GT_PK(2,2)      907  15393  842  15390  15379  843
-CONVEX 5600    GT_PK(2,2)      654  15394  653  15395  11242  715
-CONVEX 5601    GT_PK(2,2)      654  15396  716  15395  15397  715
-CONVEX 5602    GT_PK(2,2)      654  15396  716  15398  15386  655
-CONVEX 5603    GT_PK(2,2)      654  15398  655  15399  11250  594
-CONVEX 5604    GT_PK(2,2)      654  15400  593  15399  8172  594
-CONVEX 5605    GT_PK(2,2)      654  15394  653  15400  11247  593
-CONVEX 5606    GT_PK(2,2)      596  15401  595  15402  11251  656
-CONVEX 5607    GT_PK(2,2)      596  15403  657  15404  15405  597
-CONVEX 5608    GT_PK(2,2)      596  15403  657  15402  15406  656
-CONVEX 5609    GT_PK(2,2)      596  15407  538  15404  6570  597
-CONVEX 5610    GT_PK(2,2)      844  15408  908  15409  15391  843
-CONVEX 5611    GT_PK(2,2)      844  15408  908  15410  11238  909
-CONVEX 5612    GT_PK(2,2)      844  15411  845  15410  11253  909
-CONVEX 5613    GT_PK(2,2)      720  15412  782  15413  15414  783
-CONVEX 5614    GT_PK(2,2)      658  15415  598  15416  8250  597
-CONVEX 5615    GT_PK(2,2)      658  15417  657  15416  15405  597
-CONVEX 5616    GT_PK(2,2)      658  15415  598  15418  11333  659
-CONVEX 5617    GT_PK(2,2)      658  15419  720  15418  15420  659
-CONVEX 5618    GT_PK(2,2)      267  15421  316  15422  11254  268
-CONVEX 5619    GT_PK(2,2)      226  15423  225  15424  15425  272
-CONVEX 5620    GT_PK(2,2)      226  15426  227  15427  11310  183
-CONVEX 5621    GT_PK(2,2)      271  15428  225  15429  15425  272
-CONVEX 5622    GT_PK(2,2)      318  15430  319  15431  11258  369
-CONVEX 5623    GT_PK(2,2)      318  15432  368  15431  15433  369
-CONVEX 5624    GT_PK(2,2)      318  15434  269  15435  11263  317
-CONVEX 5625    GT_PK(2,2)      318  15432  368  15435  15436  317
-CONVEX 5626    GT_PK(2,2)      367  15437  316  15438  11255  317
-CONVEX 5627    GT_PK(2,2)      367  15439  368  15438  15436  317
-CONVEX 5628    GT_PK(2,2)      532  15440  533  15441  11233  591
-CONVEX 5629    GT_PK(2,2)      649  15442  710  15443  11217  648
-CONVEX 5630    GT_PK(2,2)      649  15442  710  15444  11220  711
-CONVEX 5631    GT_PK(2,2)      649  15445  650  15444  15365  711
-CONVEX 5632    GT_PK(2,2)      1410  15446  1338  15447  9051  1337
-CONVEX 5633    GT_PK(2,2)      1410  15448  1409  15447  15449  1337
-CONVEX 5634    GT_PK(2,2)      54  15450  53  15451  8207  28
-CONVEX 5635    GT_PK(2,2)      54  15452  29  15451  11278  28
-CONVEX 5636    GT_PK(2,2)      54  15453  84  15454  11286  85
-CONVEX 5637    GT_PK(2,2)      54  15453  84  15450  11288  53
-CONVEX 5638    GT_PK(2,2)      118  15455  156  15456  11295  119
-CONVEX 5639    GT_PK(2,2)      118  15457  117  15458  8238  83
-CONVEX 5640    GT_PK(2,2)      118  15459  84  15458  11289  83
-CONVEX 5641    GT_PK(2,2)      118  15459  84  15456  11285  119
-CONVEX 5642    GT_PK(2,2)      155  15460  117  15461  8229  154
-CONVEX 5643    GT_PK(2,2)      155  15462  156  15463  11297  196
-CONVEX 5644    GT_PK(2,2)      155  15464  118  15460  15457  117
-CONVEX 5645    GT_PK(2,2)      155  15464  118  15462  15455  156
-CONVEX 5646    GT_PK(2,2)      155  15465  195  15461  11385  154
-CONVEX 5647    GT_PK(2,2)      155  15465  195  15463  11398  196
-CONVEX 5648    GT_PK(2,2)      371  15466  321  15467  15468  372
-CONVEX 5649    GT_PK(2,2)      371  15469  370  15470  15471  423
-CONVEX 5650    GT_PK(2,2)      320  15472  319  15473  11257  370
-CONVEX 5651    GT_PK(2,2)      320  15474  371  15473  15469  370
-CONVEX 5652    GT_PK(2,2)      320  15474  371  15475  15466  321
-CONVEX 5653    GT_PK(2,2)      320  15475  321  15476  15477  272
-CONVEX 5654    GT_PK(2,2)      320  15478  271  15476  15429  272
-CONVEX 5655    GT_PK(2,2)      320  15478  271  15472  15479  319
-CONVEX 5656    GT_PK(2,2)      273  15480  321  15481  15477  272
-CONVEX 5657    GT_PK(2,2)      273  15482  227  15483  11318  274
-CONVEX 5658    GT_PK(2,2)      273  15484  226  15481  15424  272
-CONVEX 5659    GT_PK(2,2)      273  15484  226  15482  15426  227
-CONVEX 5660    GT_PK(2,2)      322  15485  274  15486  8243  323
-CONVEX 5661    GT_PK(2,2)      322  15487  321  15488  15468  372
-CONVEX 5662    GT_PK(2,2)      322  15489  273  15485  15483  274
-CONVEX 5663    GT_PK(2,2)      322  15489  273  15487  15480  321
-CONVEX 5664    GT_PK(2,2)      427  15490  428  15491  11326  482
-CONVEX 5665    GT_PK(2,2)      427  15490  428  15492  15493  375
-CONVEX 5666    GT_PK(2,2)      480  15494  425  15495  15496  426
-CONVEX 5667    GT_PK(2,2)      374  15497  324  15498  11366  375
-CONVEX 5668    GT_PK(2,2)      374  15499  427  15498  15492  375
-CONVEX 5669    GT_PK(2,2)      374  15499  427  15500  15501  426
-CONVEX 5670    GT_PK(2,2)      374  15497  324  15502  6587  323
-CONVEX 5671    GT_PK(2,2)      541  15503  540  15504  11330  484
-CONVEX 5672    GT_PK(2,2)      541  15505  599  15503  11336  540
-CONVEX 5673    GT_PK(2,2)      661  15506  601  15507  15508  662
-CONVEX 5674    GT_PK(2,2)      661  15509  723  15507  8301  662
-CONVEX 5675    GT_PK(2,2)      543  15510  601  15511  15512  542
-CONVEX 5676    GT_PK(2,2)      543  15513  487  15514  11410  544
-CONVEX 5677    GT_PK(2,2)      600  15515  601  15516  15512  542
-CONVEX 5678    GT_PK(2,2)      600  15517  541  15516  15518  542
-CONVEX 5679    GT_PK(2,2)      600  15517  541  15519  15505  599
-CONVEX 5680    GT_PK(2,2)      600  15519  599  15520  11334  660
-CONVEX 5681    GT_PK(2,2)      600  15521  661  15520  15522  660
-CONVEX 5682    GT_PK(2,2)      600  15521  661  15515  15506  601
-CONVEX 5683    GT_PK(2,2)      230  15523  186  15524  6593  229
-CONVEX 5684    GT_PK(2,2)      230  15525  276  15524  8245  229
-CONVEX 5685    GT_PK(2,2)      230  15523  186  15526  6597  187
-CONVEX 5686    GT_PK(2,2)      230  15527  231  15526  11363  187
-CONVEX 5687    GT_PK(2,2)      485  15528  541  15529  15518  542
-CONVEX 5688    GT_PK(2,2)      485  15528  541  15530  15504  484
-CONVEX 5689    GT_PK(2,2)      277  15531  325  15532  11367  276
-CONVEX 5690    GT_PK(2,2)      277  15533  230  15532  15525  276
-CONVEX 5691    GT_PK(2,2)      277  15534  231  15535  11359  278
-CONVEX 5692    GT_PK(2,2)      277  15533  230  15534  15527  231
-CONVEX 5693    GT_PK(2,2)      376  15536  325  15537  11365  375
-CONVEX 5694    GT_PK(2,2)      376  15538  428  15537  15493  375
-CONVEX 5695    GT_PK(2,2)      376  15538  428  15539  11325  429
-CONVEX 5696    GT_PK(2,2)      376  15540  377  15539  15541  429
-CONVEX 5697    GT_PK(2,2)      149  15542  148  15543  11369  189
-CONVEX 5698    GT_PK(2,2)      149  15544  190  15543  6618  189
-CONVEX 5699    GT_PK(2,2)      149  15545  150  15544  8280  190
-CONVEX 5700    GT_PK(2,2)      149  15545  150  15546  11356  112
-CONVEX 5701    GT_PK(2,2)      111  15547  77  15548  6625  112
-CONVEX 5702    GT_PK(2,2)      111  15549  76  15547  6629  77
-CONVEX 5703    GT_PK(2,2)      111  15550  149  15548  15546  112
-CONVEX 5704    GT_PK(2,2)      111  15550  149  15551  15542  148
-CONVEX 5705    GT_PK(2,2)      110  15552  148  15553  11370  147
-CONVEX 5706    GT_PK(2,2)      110  15553  147  15554  8287  109
-CONVEX 5707    GT_PK(2,2)      110  15555  75  15554  8294  109
-CONVEX 5708    GT_PK(2,2)      110  15556  111  15552  15551  148
-CONVEX 5709    GT_PK(2,2)      110  15555  75  15557  8298  76
-CONVEX 5710    GT_PK(2,2)      110  15556  111  15557  15549  76
-CONVEX 5711    GT_PK(2,2)      787  15558  725  15559  11377  724
-CONVEX 5712    GT_PK(2,2)      787  15560  850  15561  9069  851
-CONVEX 5713    GT_PK(2,2)      726  15562  727  15563  13228  789
-CONVEX 5714    GT_PK(2,2)      545  15564  603  15565  15566  544
-CONVEX 5715    GT_PK(2,2)      545  15567  489  15568  15569  546
-CONVEX 5716    GT_PK(2,2)      545  15568  546  15570  9425  604
-CONVEX 5717    GT_PK(2,2)      545  15564  603  15570  15571  604
-CONVEX 5718    GT_PK(2,2)      545  15565  544  15572  11412  488
-CONVEX 5719    GT_PK(2,2)      545  15567  489  15572  13150  488
-CONVEX 5720    GT_PK(2,2)      602  15573  663  15574  8303  662
-CONVEX 5721    GT_PK(2,2)      602  15575  603  15573  15576  663
-CONVEX 5722    GT_PK(2,2)      602  15577  601  15574  15508  662
-CONVEX 5723    GT_PK(2,2)      602  15575  603  15578  15566  544
-CONVEX 5724    GT_PK(2,2)      602  15579  543  15578  15514  544
-CONVEX 5725    GT_PK(2,2)      602  15579  543  15577  15510  601
-CONVEX 5726    GT_PK(2,2)      193  15580  236  15581  11389  237
-CONVEX 5727    GT_PK(2,2)      193  15582  194  15583  11383  153
-CONVEX 5728    GT_PK(2,2)      193  15582  194  15581  11379  237
-CONVEX 5729    GT_PK(2,2)      193  15583  153  15584  8224  152
-CONVEX 5730    GT_PK(2,2)      193  15585  192  15584  8310  152
-CONVEX 5731    GT_PK(2,2)      193  15580  236  15585  11392  192
-CONVEX 5732    GT_PK(2,2)      286  15586  239  15587  11393  285
-CONVEX 5733    GT_PK(2,2)      286  15588  335  15589  9435  334
-CONVEX 5734    GT_PK(2,2)      286  15587  285  15589  8325  334
-CONVEX 5735    GT_PK(2,2)      286  15586  239  15590  11397  240
-CONVEX 5736    GT_PK(2,2)      433  15591  434  15592  11406  381
-CONVEX 5737    GT_PK(2,2)      433  15591  434  15593  13151  488
-CONVEX 5738    GT_PK(2,2)      433  15594  487  15593  11411  488
-CONVEX 5739    GT_PK(2,2)      281  15595  235  15596  11391  282
-CONVEX 5740    GT_PK(2,2)      330  15597  331  15598  11409  381
-CONVEX 5741    GT_PK(2,2)      330  15597  331  15599  11399  282
-CONVEX 5742    GT_PK(2,2)      330  15600  281  15599  15596  282
-CONVEX 5743    GT_PK(2,2)      330  15600  281  15601  15602  329
-CONVEX 5744    GT_PK(2,2)      279  15603  233  15604  6615  232
-CONVEX 5745    GT_PK(2,2)      279  15605  278  15604  11361  232
-CONVEX 5746    GT_PK(2,2)      1611  15606  1537  15607  11414  1612
-CONVEX 5747    GT_PK(2,2)      1611  15608  1687  15607  8347  1612
-CONVEX 5748    GT_PK(2,2)      1611  15608  1687  15609  8343  1686
-CONVEX 5749    GT_PK(2,2)      1611  15606  1537  15610  15611  1536
-CONVEX 5750    GT_PK(2,2)      1462  15612  1461  15613  11417  1389
-CONVEX 5751    GT_PK(2,2)      1463  15614  1537  15615  15611  1536
-CONVEX 5752    GT_PK(2,2)      1463  15616  1462  15615  15617  1536
-CONVEX 5753    GT_PK(2,2)      1760  15618  1684  15619  6648  1683
-CONVEX 5754    GT_PK(2,2)      1760  15620  1761  15618  11419  1684
-CONVEX 5755    GT_PK(2,2)      1757  15621  1758  15622  11443  1681
-CONVEX 5756    GT_PK(2,2)      1757  15623  1680  15622  11448  1681
-CONVEX 5757    GT_PK(2,2)      1757  15624  1833  15625  11438  1756
-CONVEX 5758    GT_PK(2,2)      1757  15623  1680  15625  11450  1756
-CONVEX 5759    GT_PK(2,2)      755  15626  818  15627  11455  756
-CONVEX 5760    GT_PK(2,2)      755  15627  756  15628  6660  694
-CONVEX 5761    GT_PK(2,2)      755  15629  693  15628  6747  694
-CONVEX 5762    GT_PK(2,2)      817  15630  818  15631  11453  881
-CONVEX 5763    GT_PK(2,2)      817  15632  880  15633  14379  816
-CONVEX 5764    GT_PK(2,2)      817  15632  880  15631  11470  881
-CONVEX 5765    GT_PK(2,2)      817  15634  755  15630  15626  818
-CONVEX 5766    GT_PK(2,2)      1014  15635  947  15636  11461  1013
-CONVEX 5767    GT_PK(2,2)      1014  15637  1082  15636  14430  1013
-CONVEX 5768    GT_PK(2,2)      1014  15637  1082  15638  14431  1083
-CONVEX 5769    GT_PK(2,2)      1014  15638  1083  15639  15640  1015
-CONVEX 5770    GT_PK(2,2)      1014  15641  948  15639  11642  1015
-CONVEX 5771    GT_PK(2,2)      1014  15635  947  15641  11459  948
-CONVEX 5772    GT_PK(2,2)      692  15642  631  15643  15644  691
-CONVEX 5773    GT_PK(2,2)      692  15645  753  15643  14370  691
-CONVEX 5774    GT_PK(2,2)      630  15646  631  15647  15644  691
-CONVEX 5775    GT_PK(2,2)      630  15648  690  15647  14371  691
-CONVEX 5776    GT_PK(2,2)      630  15648  690  15649  11600  629
-CONVEX 5777    GT_PK(2,2)      632  15650  693  15651  6746  633
-CONVEX 5778    GT_PK(2,2)      632  15652  631  15653  15654  573
-CONVEX 5779    GT_PK(2,2)      632  15655  692  15650  15656  693
-CONVEX 5780    GT_PK(2,2)      632  15655  692  15652  15642  631
-CONVEX 5781    GT_PK(2,2)      632  15657  574  15651  11477  633
-CONVEX 5782    GT_PK(2,2)      632  15657  574  15653  15658  573
-CONVEX 5783    GT_PK(2,2)      517  15659  574  15660  11479  518
-CONVEX 5784    GT_PK(2,2)      517  15659  574  15661  15658  573
-CONVEX 5785    GT_PK(2,2)      517  15660  518  15662  6678  463
-CONVEX 5786    GT_PK(2,2)      460  15663  514  15664  15665  459
-CONVEX 5787    GT_PK(2,2)      460  15666  407  15664  6745  459
-CONVEX 5788    GT_PK(2,2)      460  15667  408  15666  7252  407
-CONVEX 5789    GT_PK(2,2)      460  15668  461  15667  11481  408
-CONVEX 5790    GT_PK(2,2)      522  15669  579  15670  11488  523
-CONVEX 5791    GT_PK(2,2)      522  15670  523  15671  6725  468
-CONVEX 5792    GT_PK(2,2)      522  15672  467  15671  11473  468
-CONVEX 5793    GT_PK(2,2)      522  15669  579  15673  11490  578
-CONVEX 5794    GT_PK(2,2)      522  15673  578  15674  8408  521
-CONVEX 5795    GT_PK(2,2)      522  15672  467  15674  11476  521
-CONVEX 5796    GT_PK(2,2)      684  15675  624  15676  15677  623
-CONVEX 5797    GT_PK(2,2)      565  15678  508  15679  11583  509
-CONVEX 5798    GT_PK(2,2)      565  15678  508  15680  15681  564
-CONVEX 5799    GT_PK(2,2)      565  15682  623  15680  11504  564
-CONVEX 5800    GT_PK(2,2)      565  15683  624  15682  15677  623
-CONVEX 5801    GT_PK(2,2)      563  15684  622  15685  11503  564
-CONVEX 5802    GT_PK(2,2)      563  15686  506  15687  15688  562
-CONVEX 5803    GT_PK(2,2)      1352  15689  1280  15690  14456  1353
-CONVEX 5804    GT_PK(2,2)      1352  15689  1280  15691  14452  1279
-CONVEX 5805    GT_PK(2,2)      1352  15692  1425  15690  14460  1353
-CONVEX 5806    GT_PK(2,2)      1352  15693  1424  15692  11537  1425
-CONVEX 5807    GT_PK(2,2)      1278  15694  1207  15695  11542  1279
-CONVEX 5808    GT_PK(2,2)      1278  15696  1350  15697  11540  1277
-CONVEX 5809    GT_PK(2,2)      937  15698  1003  15699  8482  936
-CONVEX 5810    GT_PK(2,2)      937  15700  1004  15698  11555  1003
-CONVEX 5811    GT_PK(2,2)      937  15699  936  15701  11494  872
-CONVEX 5812    GT_PK(2,2)      458  15702  512  15703  11596  457
-CONVEX 5813    GT_PK(2,2)      458  15704  405  15703  11565  457
-CONVEX 5814    GT_PK(2,2)      458  15705  406  15706  6744  459
-CONVEX 5815    GT_PK(2,2)      458  15704  405  15705  11563  406
-CONVEX 5816    GT_PK(2,2)      513  15707  570  15708  11594  569
-CONVEX 5817    GT_PK(2,2)      513  15709  512  15708  11598  569
-CONVEX 5818    GT_PK(2,2)      513  15707  570  15710  15711  514
-CONVEX 5819    GT_PK(2,2)      513  15712  458  15709  15702  512
-CONVEX 5820    GT_PK(2,2)      513  15710  514  15713  15665  459
-CONVEX 5821    GT_PK(2,2)      513  15712  458  15713  15706  459
-CONVEX 5822    GT_PK(2,2)      1091  15714  1092  15715  11602  1023
-CONVEX 5823    GT_PK(2,2)      1091  15715  1023  15716  8520  1022
-CONVEX 5824    GT_PK(2,2)      1091  15717  1160  15718  11635  1161
-CONVEX 5825    GT_PK(2,2)      1091  15714  1092  15718  11611  1161
-CONVEX 5826    GT_PK(2,2)      1441  15719  1442  15720  11615  1514
-CONVEX 5827    GT_PK(2,2)      1441  15721  1513  15720  15722  1514
-CONVEX 5828    GT_PK(2,2)      1441  15721  1513  15723  10531  1440
-CONVEX 5829    GT_PK(2,2)      1441  15723  1440  15724  10535  1368
-CONVEX 5830    GT_PK(2,2)      1441  15725  1369  15724  8525  1368
-CONVEX 5831    GT_PK(2,2)      1441  15719  1442  15725  15726  1369
-CONVEX 5832    GT_PK(2,2)      1226  15727  1225  15728  8529  1297
-CONVEX 5833    GT_PK(2,2)      1226  15729  1155  15730  15731  1156
-CONVEX 5834    GT_PK(2,2)      1226  15729  1155  15727  15732  1225
-CONVEX 5835    GT_PK(2,2)      1376  15733  1304  15734  15735  1303
-CONVEX 5836    GT_PK(2,2)      1376  15736  1375  15734  11623  1303
-CONVEX 5837    GT_PK(2,2)      1376  15733  1304  15737  11622  1377
-CONVEX 5838    GT_PK(2,2)      1376  15736  1375  15738  11627  1448
-CONVEX 5839    GT_PK(2,2)      1376  15739  1449  15737  8541  1377
-CONVEX 5840    GT_PK(2,2)      1376  15739  1449  15738  15740  1448
-CONVEX 5841    GT_PK(2,2)      1230  15741  1231  15742  11632  1302
-CONVEX 5842    GT_PK(2,2)      1230  15743  1301  15742  11619  1302
-CONVEX 5843    GT_PK(2,2)      1230  15744  1160  15745  15746  1159
-CONVEX 5844    GT_PK(2,2)      1230  15741  1231  15744  11633  1160
-CONVEX 5845    GT_PK(2,2)      1232  15747  1162  15748  11610  1161
-CONVEX 5846    GT_PK(2,2)      1232  15749  1231  15748  11634  1161
-CONVEX 5847    GT_PK(2,2)      1232  15747  1162  15750  11612  1233
-CONVEX 5848    GT_PK(2,2)      1232  15749  1231  15751  11631  1303
-CONVEX 5849    GT_PK(2,2)      1232  15752  1304  15750  11621  1233
-CONVEX 5850    GT_PK(2,2)      1232  15752  1304  15751  15735  1303
-CONVEX 5851    GT_PK(2,2)      1085  15753  1016  15754  15755  1017
-CONVEX 5852    GT_PK(2,2)      1088  15756  1087  15757  15758  1019
-CONVEX 5853    GT_PK(2,2)      1018  15759  1087  15760  15758  1019
-CONVEX 5854    GT_PK(2,2)      1018  15761  951  15762  15763  1017
-CONVEX 5855    GT_PK(2,2)      825  15764  763  15765  5959  826
-CONVEX 5856    GT_PK(2,2)      825  15764  763  15766  6701  762
-CONVEX 5857    GT_PK(2,2)      825  15767  824  15766  6755  762
-CONVEX 5858    GT_PK(2,2)      954  15768  955  15769  8513  890
-CONVEX 5859    GT_PK(2,2)      954  15768  955  15770  8521  1022
-CONVEX 5860    GT_PK(2,2)      954  15771  1021  15770  15772  1022
-CONVEX 5861    GT_PK(2,2)      952  15773  953  15774  15775  1019
-CONVEX 5862    GT_PK(2,2)      952  15776  1018  15774  15760  1019
-CONVEX 5863    GT_PK(2,2)      952  15776  1018  15777  15761  951
-CONVEX 5864    GT_PK(2,2)      950  15778  949  15779  11636  885
-CONVEX 5865    GT_PK(2,2)      950  15780  951  15781  15763  1017
-CONVEX 5866    GT_PK(2,2)      950  15782  1016  15781  15755  1017
-CONVEX 5867    GT_PK(2,2)      950  15778  949  15782  11639  1016
-CONVEX 5868    GT_PK(2,2)      950  15779  885  15783  8538  886
-CONVEX 5869    GT_PK(2,2)      950  15780  951  15783  15784  886
-CONVEX 5870    GT_PK(2,2)      1521  15785  1520  15786  11648  1594
-CONVEX 5871    GT_PK(2,2)      1521  15787  1449  15788  8540  1522
-CONVEX 5872    GT_PK(2,2)      1521  15787  1449  15789  15740  1448
-CONVEX 5873    GT_PK(2,2)      1521  15785  1520  15789  11652  1448
-CONVEX 5874    GT_PK(2,2)      1521  15790  1595  15788  15791  1522
-CONVEX 5875    GT_PK(2,2)      1521  15790  1595  15786  11656  1594
-CONVEX 5876    GT_PK(2,2)      1670  15792  1595  15793  11655  1669
-CONVEX 5877    GT_PK(2,2)      1670  15794  1671  15795  8553  1746
-CONVEX 5878    GT_PK(2,2)      1745  15796  1821  15797  11659  1822
-CONVEX 5879    GT_PK(2,2)      1745  15798  1670  15799  15793  1669
-CONVEX 5880    GT_PK(2,2)      1745  15800  1746  15797  8557  1822
-CONVEX 5881    GT_PK(2,2)      1745  15798  1670  15800  15795  1746
-CONVEX 5882    GT_PK(2,2)      2051  15801  1974  15802  8567  2052
-CONVEX 5883    GT_PK(2,2)      2051  15803  1973  15801  11661  1974
-CONVEX 5884    GT_PK(2,2)      2051  15804  2130  15802  6392  2052
-CONVEX 5885    GT_PK(2,2)      2051  15804  2130  15805  7805  2129
-CONVEX 5886    GT_PK(2,2)      2051  15806  2050  15805  7852  2129
-CONVEX 5887    GT_PK(2,2)      2051  15803  1973  15806  11664  2050
-CONVEX 5888    GT_PK(2,2)      1446  15807  1374  15808  11630  1447
-CONVEX 5889    GT_PK(2,2)      1446  15809  1519  15808  11654  1447
-CONVEX 5890    GT_PK(2,2)      1446  15810  1518  15809  11665  1519
-CONVEX 5891    GT_PK(2,2)      162  15811  161  15812  11673  202
-CONVEX 5892    GT_PK(2,2)      162  15812  202  15813  13275  203
-CONVEX 5893    GT_PK(2,2)      162  15814  163  15813  13270  203
-CONVEX 5894    GT_PK(2,2)      162  15814  163  15815  15816  125
-CONVEX 5895    GT_PK(2,2)      162  15817  124  15815  11689  125
-CONVEX 5896    GT_PK(2,2)      162  15811  161  15817  11678  124
-CONVEX 5897    GT_PK(2,2)      127  15818  128  15819  15820  165
-CONVEX 5898    GT_PK(2,2)      127  15821  164  15819  11698  165
-CONVEX 5899    GT_PK(2,2)      127  15822  93  15818  15823  128
-CONVEX 5900    GT_PK(2,2)      127  15822  93  15824  15825  92
-CONVEX 5901    GT_PK(2,2)      62  15826  37  15827  11716  36
-CONVEX 5902    GT_PK(2,2)      62  15828  61  15827  11710  36
-CONVEX 5903    GT_PK(2,2)      62  15826  37  15829  8575  63
-CONVEX 5904    GT_PK(2,2)      62  15828  61  15830  11700  92
-CONVEX 5905    GT_PK(2,2)      62  15831  93  15829  15832  63
-CONVEX 5906    GT_PK(2,2)      62  15831  93  15830  15825  92
-CONVEX 5907    GT_PK(2,2)      34  15833  14  15834  15835  15
-CONVEX 5908    GT_PK(2,2)      34  15836  35  15834  11705  15
-CONVEX 5909    GT_PK(2,2)      34  15833  14  15837  5960  33
-CONVEX 5910    GT_PK(2,2)      34  15836  35  15838  11711  60
-CONVEX 5911    GT_PK(2,2)      34  15839  59  15837  8583  33
-CONVEX 5912    GT_PK(2,2)      34  15838  60  15839  11691  59
-CONVEX 5913    GT_PK(2,2)      4566  15840  4637  15841  11732  4567
-CONVEX 5914    GT_PK(2,2)      4566  15842  4494  15843  10936  4565
-CONVEX 5915    GT_PK(2,2)      4566  15843  4565  15844  14689  4636
-CONVEX 5916    GT_PK(2,2)      4566  15840  4637  15844  15845  4636
-CONVEX 5917    GT_PK(2,2)      4566  15841  4567  15846  10931  4495
-CONVEX 5918    GT_PK(2,2)      4566  15842  4494  15846  15847  4495
-CONVEX 5919    GT_PK(2,2)      4902  15848  4966  15849  11748  4965
-CONVEX 5920    GT_PK(2,2)      4902  15848  4966  15850  11745  4903
-CONVEX 5921    GT_PK(2,2)      4902  15851  4838  15850  15852  4903
-CONVEX 5922    GT_PK(2,2)      4902  15851  4838  15853  11772  4837
-CONVEX 5923    GT_PK(2,2)      4772  15854  4703  15855  11754  4771
-CONVEX 5924    GT_PK(2,2)      4772  15856  4838  15855  11773  4771
-CONVEX 5925    GT_PK(2,2)      4706  15857  4637  15858  15845  4636
-CONVEX 5926    GT_PK(2,2)      4706  15857  4637  15859  11734  4707
-CONVEX 5927    GT_PK(2,2)      4750  15860  4819  15861  11846  4751
-CONVEX 5928    GT_PK(2,2)      4750  15862  4681  15861  11783  4751
-CONVEX 5929    GT_PK(2,2)      4748  15863  4747  15864  11812  4678
-CONVEX 5930    GT_PK(2,2)      4748  15863  4747  15865  14545  4816
-CONVEX 5931    GT_PK(2,2)      4818  15866  4819  15867  11848  4885
-CONVEX 5932    GT_PK(2,2)      4818  15868  4884  15867  8640  4885
-CONVEX 5933    GT_PK(2,2)      4818  15869  4750  15866  15860  4819
-CONVEX 5934    GT_PK(2,2)      4818  15869  4750  15870  15871  4749
-CONVEX 5935    GT_PK(2,2)      4683  15872  4682  15873  11784  4612
-CONVEX 5936    GT_PK(2,2)      4683  15874  4613  15873  10667  4612
-CONVEX 5937    GT_PK(2,2)      4683  15874  4613  15875  10672  4684
-CONVEX 5938    GT_PK(2,2)      4812  15876  4879  15877  15878  4878
-CONVEX 5939    GT_PK(2,2)      4812  15879  4813  15876  11794  4879
-CONVEX 5940    GT_PK(2,2)      4812  15879  4813  15880  11798  4744
-CONVEX 5941    GT_PK(2,2)      4812  15881  4811  15877  7449  4878
-CONVEX 5942    GT_PK(2,2)      4812  15882  4743  15880  9884  4744
-CONVEX 5943    GT_PK(2,2)      4812  15882  4743  15881  9879  4811
-CONVEX 5944    GT_PK(2,2)      4317  15883  4390  15884  11800  4318
-CONVEX 5945    GT_PK(2,2)      4317  15885  4244  15884  15886  4318
-CONVEX 5946    GT_PK(2,2)      4534  15887  4606  15888  15889  4605
-CONVEX 5947    GT_PK(2,2)      4534  15890  4533  15888  13693  4605
-CONVEX 5948    GT_PK(2,2)      4534  15891  4462  15892  15893  4461
-CONVEX 5949    GT_PK(2,2)      4534  15890  4533  15892  13695  4461
-CONVEX 5950    GT_PK(2,2)      4535  15894  4536  15895  11805  4607
-CONVEX 5951    GT_PK(2,2)      4535  15896  4606  15895  11814  4607
-CONVEX 5952    GT_PK(2,2)      4535  15897  4534  15896  15887  4606
-CONVEX 5953    GT_PK(2,2)      4535  15894  4536  15898  14565  4463
-CONVEX 5954    GT_PK(2,2)      4535  15899  4462  15898  11803  4463
-CONVEX 5955    GT_PK(2,2)      4535  15897  4534  15899  15891  4462
-CONVEX 5956    GT_PK(2,2)      4676  15900  4745  15901  11830  4746
-CONVEX 5957    GT_PK(2,2)      4676  15902  4677  15901  11810  4746
-CONVEX 5958    GT_PK(2,2)      4676  15903  4675  15900  11786  4745
-CONVEX 5959    GT_PK(2,2)      4676  15902  4677  15904  11813  4606
-CONVEX 5960    GT_PK(2,2)      4676  15903  4675  15905  11791  4605
-CONVEX 5961    GT_PK(2,2)      4676  15904  4606  15905  15889  4605
-CONVEX 5962    GT_PK(2,2)      4943  15906  4944  15907  11815  4879
-CONVEX 5963    GT_PK(2,2)      4943  15908  4942  15909  6824  5006
-CONVEX 5964    GT_PK(2,2)      4943  15909  5006  15910  6850  5007
-CONVEX 5965    GT_PK(2,2)      4943  15906  4944  15910  11834  5007
-CONVEX 5966    GT_PK(2,2)      4943  15908  4942  15911  7447  4878
-CONVEX 5967    GT_PK(2,2)      4943  15907  4879  15911  15878  4878
-CONVEX 5968    GT_PK(2,2)      5012  15912  5013  15913  11853  5075
-CONVEX 5969    GT_PK(2,2)      5012  15912  5013  15914  8641  4949
-CONVEX 5970    GT_PK(2,2)      5074  15915  5011  15916  11864  5073
-CONVEX 5971    GT_PK(2,2)      5074  15916  5073  15917  8657  5135
-CONVEX 5972    GT_PK(2,2)      5074  15918  5136  15917  11858  5135
-CONVEX 5973    GT_PK(2,2)      5074  15919  5012  15915  15920  5011
-CONVEX 5974    GT_PK(2,2)      5074  15918  5136  15921  11860  5075
-CONVEX 5975    GT_PK(2,2)      5074  15919  5012  15921  15913  5075
-CONVEX 5976    GT_PK(2,2)      4948  15922  4947  15923  11824  4883
-CONVEX 5977    GT_PK(2,2)      4948  15924  5011  15922  11862  4947
-CONVEX 5978    GT_PK(2,2)      4948  15925  5012  15924  15920  5011
-CONVEX 5979    GT_PK(2,2)      4948  15926  4884  15923  15927  4883
-CONVEX 5980    GT_PK(2,2)      4948  15926  4884  15928  8639  4949
-CONVEX 5981    GT_PK(2,2)      4948  15925  5012  15928  15914  4949
-CONVEX 5982    GT_PK(2,2)      5553  15929  5596  15930  12117  5552
-CONVEX 5983    GT_PK(2,2)      5553  15929  5596  15931  11867  5597
-CONVEX 5984    GT_PK(2,2)      5553  15932  5506  15933  11900  5507
-CONVEX 5985    GT_PK(2,2)      5553  15932  5506  15930  15934  5552
-CONVEX 5986    GT_PK(2,2)      5553  15935  5554  15933  8672  5507
-CONVEX 5987    GT_PK(2,2)      5553  15931  5597  15935  8666  5554
-CONVEX 5988    GT_PK(2,2)      5128  15936  5129  15937  11895  5067
-CONVEX 5989    GT_PK(2,2)      5128  15938  5127  15939  6833  5066
-CONVEX 5990    GT_PK(2,2)      5128  15937  5067  15939  6838  5066
-CONVEX 5991    GT_PK(2,2)      5128  15940  5188  15938  15941  5127
-CONVEX 5992    GT_PK(2,2)      5505  15942  5506  15943  11899  5457
-CONVEX 5993    GT_PK(2,2)      5505  15944  5551  15945  7050  5504
-CONVEX 5994    GT_PK(2,2)      5505  15946  5552  15944  12121  5551
-CONVEX 5995    GT_PK(2,2)      5505  15942  5506  15946  15934  5552
-CONVEX 5996    GT_PK(2,2)      5505  15947  5456  15945  8681  5504
-CONVEX 5997    GT_PK(2,2)      5505  15947  5456  15943  11903  5457
-CONVEX 5998    GT_PK(2,2)      5360  15948  5412  15949  11914  5359
-CONVEX 5999    GT_PK(2,2)      5360  15949  5359  15950  11921  5305
-CONVEX 6000    GT_PK(2,2)      5360  15951  5413  15952  5982  5361
-CONVEX 6001    GT_PK(2,2)      5360  15948  5412  15951  11918  5413
-CONVEX 6002    GT_PK(2,2)      5360  15953  5306  15952  8711  5361
-CONVEX 6003    GT_PK(2,2)      5360  15950  5305  15953  6865  5306
-CONVEX 6004    GT_PK(2,2)      5246  15954  5188  15955  15956  5247
-CONVEX 6005    GT_PK(2,2)      5246  15957  5245  15958  8721  5302
-CONVEX 6006    GT_PK(2,2)      5246  15959  5303  15958  6859  5302
-CONVEX 6007    GT_PK(2,2)      5246  15955  5247  15959  11927  5303
-CONVEX 6008    GT_PK(2,2)      5189  15960  5129  15961  11897  5190
-CONVEX 6009    GT_PK(2,2)      5189  15962  5188  15963  15956  5247
-CONVEX 6010    GT_PK(2,2)      5189  15964  5128  15960  15936  5129
-CONVEX 6011    GT_PK(2,2)      5189  15964  5128  15962  15940  5188
-CONVEX 6012    GT_PK(2,2)      5189  15965  5248  15961  6026  5190
-CONVEX 6013    GT_PK(2,2)      5189  15963  5247  15965  11926  5248
-CONVEX 6014    GT_PK(2,2)      5123  15966  5122  15967  9896  5183
-CONVEX 6015    GT_PK(2,2)      5123  15968  5124  15969  15970  5062
-CONVEX 6016    GT_PK(2,2)      5123  15971  5061  15969  13714  5062
-CONVEX 6017    GT_PK(2,2)      5123  15971  5061  15966  13715  5122
-CONVEX 6018    GT_PK(2,2)      5184  15972  5183  15973  8762  5242
-CONVEX 6019    GT_PK(2,2)      5184  15974  5243  15973  6019  5242
-CONVEX 6020    GT_PK(2,2)      5184  15975  5123  15972  15967  5183
-CONVEX 6021    GT_PK(2,2)      5184  15975  5123  15976  15968  5124
-CONVEX 6022    GT_PK(2,2)      5063  15977  5124  15978  15979  5125
-CONVEX 6023    GT_PK(2,2)      5063  15980  5064  15978  15981  5125
-CONVEX 6024    GT_PK(2,2)      5063  15977  5124  15982  15970  5062
-CONVEX 6025    GT_PK(2,2)      5063  15980  5064  15983  11930  5001
-CONVEX 6026    GT_PK(2,2)      5063  15984  5000  15982  9910  5062
-CONVEX 6027    GT_PK(2,2)      5063  15983  5001  15984  9907  5000
-CONVEX 6028    GT_PK(2,2)      5126  15985  5186  15986  15987  5125
-CONVEX 6029    GT_PK(2,2)      5126  15988  5127  15989  6834  5065
-CONVEX 6030    GT_PK(2,2)      5126  15990  5064  15989  11929  5065
-CONVEX 6031    GT_PK(2,2)      5126  15990  5064  15986  15981  5125
-CONVEX 6032    GT_PK(2,2)      5187  15991  5188  15992  15941  5127
-CONVEX 6033    GT_PK(2,2)      5187  15993  5126  15992  15988  5127
-CONVEX 6034    GT_PK(2,2)      5187  15993  5126  15994  15985  5186
-CONVEX 6035    GT_PK(2,2)      5187  15994  5186  15995  11932  5245
-CONVEX 6036    GT_PK(2,2)      5187  15996  5246  15995  15957  5245
-CONVEX 6037    GT_PK(2,2)      5187  15996  5246  15991  15954  5188
-CONVEX 6038    GT_PK(2,2)      5496  15997  5447  15998  11933  5495
-CONVEX 6039    GT_PK(2,2)      5445  15999  5395  16000  11941  5446
-CONVEX 6040    GT_PK(2,2)      5445  16001  5494  16000  10972  5446
-CONVEX 6041    GT_PK(2,2)      5445  16002  5444  16003  14977  5493
-CONVEX 6042    GT_PK(2,2)      5445  16001  5494  16003  14987  5493
-CONVEX 6043    GT_PK(2,2)      5394  16004  5341  16005  11943  5393
-CONVEX 6044    GT_PK(2,2)      5394  16006  5445  16007  15999  5395
-CONVEX 6045    GT_PK(2,2)      5394  16007  5395  16008  11939  5342
-CONVEX 6046    GT_PK(2,2)      5394  16004  5341  16008  11944  5342
-CONVEX 6047    GT_PK(2,2)      5394  16009  5444  16005  16010  5393
-CONVEX 6048    GT_PK(2,2)      5394  16006  5445  16009  16002  5444
-CONVEX 6049    GT_PK(2,2)      5286  16011  5285  16012  10981  5340
-CONVEX 6050    GT_PK(2,2)      5286  16013  5341  16012  11942  5340
-CONVEX 6051    GT_PK(2,2)      5286  16013  5341  16014  11945  5287
-CONVEX 6052    GT_PK(2,2)      5286  16015  5230  16014  16016  5287
-CONVEX 6053    GT_PK(2,2)      5586  16017  5543  16018  8806  5587
-CONVEX 6054    GT_PK(2,2)      5586  16019  5627  16018  11978  5587
-CONVEX 6055    GT_PK(2,2)      5629  16020  5588  16021  8801  5628
-CONVEX 6056    GT_PK(2,2)      5629  16022  5589  16020  12011  5588
-CONVEX 6057    GT_PK(2,2)      5629  16023  5666  16021  11995  5628
-CONVEX 6058    GT_PK(2,2)      5629  16022  5589  16024  12012  5630
-CONVEX 6059    GT_PK(2,2)      5629  16023  5666  16025  8796  5667
-CONVEX 6060    GT_PK(2,2)      5629  16024  5630  16025  8811  5667
-CONVEX 6061    GT_PK(2,2)      5449  16026  5450  16027  6919  5498
-CONVEX 6062    GT_PK(2,2)      5449  16028  5399  16026  8805  5450
-CONVEX 6063    GT_PK(2,2)      5449  16029  5398  16028  12021  5399
-CONVEX 6064    GT_PK(2,2)      5397  16030  5447  16031  11935  5396
-CONVEX 6065    GT_PK(2,2)      5397  16032  5398  16033  12020  5345
-CONVEX 6066    GT_PK(2,2)      5397  16031  5396  16034  8751  5344
-CONVEX 6067    GT_PK(2,2)      5397  16033  5345  16034  8777  5344
-CONVEX 6068    GT_PK(2,2)      5625  16035  5585  16036  16037  5584
-CONVEX 6069    GT_PK(2,2)      5625  16038  5624  16036  14990  5584
-CONVEX 6070    GT_PK(2,2)      5625  16039  5662  16040  11988  5663
-CONVEX 6071    GT_PK(2,2)      5625  16039  5662  16038  11989  5624
-CONVEX 6072    GT_PK(2,2)      5671  16041  5633  16042  12023  5670
-CONVEX 6073    GT_PK(2,2)      5671  16043  5705  16042  7042  5670
-CONVEX 6074    GT_PK(2,2)      5671  16044  5672  16045  8911  5634
-CONVEX 6075    GT_PK(2,2)      5671  16041  5633  16045  12027  5634
-CONVEX 6076    GT_PK(2,2)      5671  16043  5705  16046  7038  5706
-CONVEX 6077    GT_PK(2,2)      5671  16044  5672  16046  8909  5706
-CONVEX 6078    GT_PK(2,2)      5454  16047  5453  16048  16049  5502
-CONVEX 6079    GT_PK(2,2)      5454  16050  5404  16051  11876  5455
-CONVEX 6080    GT_PK(2,2)      5454  16050  5404  16052  11892  5403
-CONVEX 6081    GT_PK(2,2)      5454  16047  5453  16052  12042  5403
-CONVEX 6082    GT_PK(2,2)      5454  16053  5503  16051  12050  5455
-CONVEX 6083    GT_PK(2,2)      5454  16053  5503  16048  12048  5502
-CONVEX 6084    GT_PK(2,2)      5501  16054  5453  16055  12041  5452
-CONVEX 6085    GT_PK(2,2)      5501  16056  5500  16055  12043  5452
-CONVEX 6086    GT_PK(2,2)      5501  16054  5453  16057  16049  5502
-CONVEX 6087    GT_PK(2,2)      5501  16057  5502  16058  8815  5548
-CONVEX 6088    GT_PK(2,2)      5501  16059  5547  16058  12036  5548
-CONVEX 6089    GT_PK(2,2)      5501  16056  5500  16059  12047  5547
-CONVEX 6090    GT_PK(2,2)      5712  16060  5711  16061  12054  5737
-CONVEX 6091    GT_PK(2,2)      5712  16061  5737  16062  16063  5738
-CONVEX 6092    GT_PK(2,2)      5712  16064  5682  16065  12095  5713
-CONVEX 6093    GT_PK(2,2)      5712  16066  5739  16062  8897  5738
-CONVEX 6094    GT_PK(2,2)      5712  16066  5739  16065  8900  5713
-CONVEX 6095    GT_PK(2,2)      5712  16060  5711  16067  16068  5681
-CONVEX 6096    GT_PK(2,2)      5712  16064  5682  16067  12056  5681
-CONVEX 6097    GT_PK(2,2)      5680  16069  5711  16070  16068  5681
-CONVEX 6098    GT_PK(2,2)      5680  16071  5646  16070  12061  5681
-CONVEX 6099    GT_PK(2,2)      5680  16072  5710  16073  6073  5679
-CONVEX 6100    GT_PK(2,2)      5680  16074  5645  16073  8835  5679
-CONVEX 6101    GT_PK(2,2)      5680  16071  5646  16074  12064  5645
-CONVEX 6102    GT_PK(2,2)      5680  16075  5736  16072  16076  5710
-CONVEX 6103    GT_PK(2,2)      5680  16069  5711  16075  12053  5736
-CONVEX 6104    GT_PK(2,2)      5530  16077  5529  16078  12082  5483
-CONVEX 6105    GT_PK(2,2)      5530  16079  5484  16078  12078  5483
-CONVEX 6106    GT_PK(2,2)      5528  16080  5482  16081  12080  5529
-CONVEX 6107    GT_PK(2,2)      5528  16082  5572  16083  12105  5571
-CONVEX 6108    GT_PK(2,2)      5528  16082  5572  16081  16084  5529
-CONVEX 6109    GT_PK(2,2)      5528  16085  5527  16083  7025  5571
-CONVEX 6110    GT_PK(2,2)      5610  16086  5648  16087  12060  5647
-CONVEX 6111    GT_PK(2,2)      5610  16088  5609  16087  12112  5647
-CONVEX 6112    GT_PK(2,2)      5610  16088  5609  16089  16090  5569
-CONVEX 6113    GT_PK(2,2)      5610  16089  5569  16091  8907  5570
-CONVEX 6114    GT_PK(2,2)      5610  16092  5611  16086  12107  5648
-CONVEX 6115    GT_PK(2,2)      5610  16092  5611  16091  12108  5570
-CONVEX 6116    GT_PK(2,2)      5568  16093  5609  16094  16090  5569
-CONVEX 6117    GT_PK(2,2)      5568  16095  5524  16096  12199  5525
-CONVEX 6118    GT_PK(2,2)      5568  16094  5569  16096  8905  5525
-CONVEX 6119    GT_PK(2,2)      5568  16093  5609  16097  12113  5608
-CONVEX 6120    GT_PK(2,2)      5575  16098  5615  16099  12123  5616
-CONVEX 6121    GT_PK(2,2)      5652  16100  5615  16101  12122  5653
-CONVEX 6122    GT_PK(2,2)      5652  16102  5687  16101  12138  5653
-CONVEX 6123    GT_PK(2,2)      5652  16102  5687  16103  12134  5686
-CONVEX 6124    GT_PK(2,2)      5652  16100  5615  16104  16105  5614
-CONVEX 6125    GT_PK(2,2)      5654  16106  5688  16107  12139  5653
-CONVEX 6126    GT_PK(2,2)      5654  16107  5653  16108  12124  5616
-CONVEX 6127    GT_PK(2,2)      5689  16109  5688  16110  12129  5719
-CONVEX 6128    GT_PK(2,2)      5689  16111  5654  16109  16106  5688
-CONVEX 6129    GT_PK(2,2)      5689  16111  5654  16112  16113  5655
-CONVEX 6130    GT_PK(2,2)      5745  16114  5764  16115  12125  5744
-CONVEX 6131    GT_PK(2,2)      5745  16115  5744  16116  12131  5719
-CONVEX 6132    GT_PK(2,2)      5693  16117  5694  16118  8938  5724
-CONVEX 6133    GT_PK(2,2)      5693  16119  5723  16118  12142  5724
-CONVEX 6134    GT_PK(2,2)      5659  16120  5658  16121  15064  5621
-CONVEX 6135    GT_PK(2,2)      5659  16122  5622  16121  16123  5621
-CONVEX 6136    GT_PK(2,2)      5659  16124  5660  16122  12153  5622
-CONVEX 6137    GT_PK(2,2)      5659  16124  5660  16125  12148  5694
-CONVEX 6138    GT_PK(2,2)      5659  16126  5693  16120  16127  5658
-CONVEX 6139    GT_PK(2,2)      5659  16126  5693  16125  16117  5694
-CONVEX 6140    GT_PK(2,2)      5481  16128  5528  16129  16085  5527
-CONVEX 6141    GT_PK(2,2)      5481  16128  5528  16130  16080  5482
-CONVEX 6142    GT_PK(2,2)      5481  16130  5482  16131  15053  5433
-CONVEX 6143    GT_PK(2,2)      5481  16132  5432  16131  12192  5433
-CONVEX 6144    GT_PK(2,2)      5431  16133  5432  16134  12191  5381
-CONVEX 6145    GT_PK(2,2)      5431  16135  5380  16134  16136  5381
-CONVEX 6146    GT_PK(2,2)      5328  16137  5274  16138  12186  5329
-CONVEX 6147    GT_PK(2,2)      5328  16138  5329  16139  12176  5381
-CONVEX 6148    GT_PK(2,2)      5328  16140  5380  16139  16136  5381
-CONVEX 6149    GT_PK(2,2)      2060  16141  2061  16142  12205  1982
-CONVEX 6150    GT_PK(2,2)      2060  16141  2061  16143  12202  2139
-CONVEX 6151    GT_PK(2,2)      2060  16144  1981  16142  16145  1982
-CONVEX 6152    GT_PK(2,2)      2060  16146  2059  16144  13498  1981
-CONVEX 6153    GT_PK(2,2)      2154  16147  2155  16148  12413  2076
-CONVEX 6154    GT_PK(2,2)      2154  16149  2233  16150  12538  2232
-CONVEX 6155    GT_PK(2,2)      2154  16149  2233  16147  16151  2155
-CONVEX 6156    GT_PK(2,2)      1994  16152  1916  16153  8960  1917
-CONVEX 6157    GT_PK(2,2)      1994  16154  2072  16155  12213  2073
-CONVEX 6158    GT_PK(2,2)      1994  16152  1916  16156  8978  1993
-CONVEX 6159    GT_PK(2,2)      1994  16154  2072  16156  12681  1993
-CONVEX 6160    GT_PK(2,2)      1997  16157  1998  16158  12411  2076
-CONVEX 6161    GT_PK(2,2)      1997  16157  1998  16159  9060  1920
-CONVEX 6162    GT_PK(2,2)      1919  16160  1920  16161  16162  1843
-CONVEX 6163    GT_PK(2,2)      1919  16163  1842  16161  8951  1843
-CONVEX 6164    GT_PK(2,2)      1919  16164  1997  16160  16159  1920
-CONVEX 6165    GT_PK(2,2)      1919  16164  1997  16165  16166  1996
-CONVEX 6166    GT_PK(2,2)      1995  16167  1994  16168  16153  1917
-CONVEX 6167    GT_PK(2,2)      1995  16167  1994  16169  16155  2073
-CONVEX 6168    GT_PK(2,2)      1471  16170  1470  16171  12238  1544
-CONVEX 6169    GT_PK(2,2)      1471  16172  1472  16173  12508  1545
-CONVEX 6170    GT_PK(2,2)      1471  16171  1544  16173  12233  1545
-CONVEX 6171    GT_PK(2,2)      1471  16172  1472  16174  9114  1399
-CONVEX 6172    GT_PK(2,2)      1471  16175  1398  16174  7113  1399
-CONVEX 6173    GT_PK(2,2)      1471  16170  1470  16175  12237  1398
-CONVEX 6174    GT_PK(2,2)      968  16176  969  16177  9013  902
-CONVEX 6175    GT_PK(2,2)      968  16177  902  16178  8155  901
-CONVEX 6176    GT_PK(2,2)      968  16179  1037  16176  15296  969
-CONVEX 6177    GT_PK(2,2)      968  16179  1037  16180  15297  1036
-CONVEX 6178    GT_PK(2,2)      1035  16181  1034  16182  11176  1104
-CONVEX 6179    GT_PK(2,2)      1035  16181  1034  16183  12257  966
-CONVEX 6180    GT_PK(2,2)      1105  16184  1175  16185  12258  1104
-CONVEX 6181    GT_PK(2,2)      1105  16186  1035  16185  16182  1104
-CONVEX 6182    GT_PK(2,2)      1105  16186  1035  16187  16188  1036
-CONVEX 6183    GT_PK(2,2)      1105  16187  1036  16189  15299  1106
-CONVEX 6184    GT_PK(2,2)      1176  16190  1177  16191  16192  1106
-CONVEX 6185    GT_PK(2,2)      1176  16193  1175  16194  12261  1247
-CONVEX 6186    GT_PK(2,2)      1176  16195  1248  16194  16196  1247
-CONVEX 6187    GT_PK(2,2)      1176  16195  1248  16190  12266  1177
-CONVEX 6188    GT_PK(2,2)      1176  16197  1105  16191  16189  1106
-CONVEX 6189    GT_PK(2,2)      1176  16197  1105  16193  16184  1175
-CONVEX 6190    GT_PK(2,2)      1107  16198  1177  16199  16192  1106
-CONVEX 6191    GT_PK(2,2)      1107  16200  1037  16199  15298  1106
-CONVEX 6192    GT_PK(2,2)      1107  16200  1037  16201  15295  1038
-CONVEX 6193    GT_PK(2,2)      1107  16202  1108  16201  15304  1038
-CONVEX 6194    GT_PK(2,2)      1320  16203  1248  16204  12264  1321
-CONVEX 6195    GT_PK(2,2)      1320  16205  1393  16204  12268  1321
-CONVEX 6196    GT_PK(2,2)      1320  16203  1248  16206  16196  1247
-CONVEX 6197    GT_PK(2,2)      1929  16207  2006  16208  12302  1928
-CONVEX 6198    GT_PK(2,2)      1929  16209  1930  16210  9101  1853
-CONVEX 6199    GT_PK(2,2)      1929  16211  1852  16210  12292  1853
-CONVEX 6200    GT_PK(2,2)      1929  16211  1852  16208  12290  1928
-CONVEX 6201    GT_PK(2,2)      2007  16212  1930  16213  12487  2008
-CONVEX 6202    GT_PK(2,2)      2007  16214  2086  16213  16215  2008
-CONVEX 6203    GT_PK(2,2)      2007  16216  1929  16212  16209  1930
-CONVEX 6204    GT_PK(2,2)      2007  16216  1929  16217  16207  2006
-CONVEX 6205    GT_PK(2,2)      2084  16218  2162  16219  12323  2163
-CONVEX 6206    GT_PK(2,2)      2084  16218  2162  16220  12318  2083
-CONVEX 6207    GT_PK(2,2)      2084  16221  2005  16220  12295  2083
-CONVEX 6208    GT_PK(2,2)      2084  16222  2006  16221  12301  2005
-CONVEX 6209    GT_PK(2,2)      2317  16223  2238  16224  12326  2318
-CONVEX 6210    GT_PK(2,2)      2317  16225  2316  16226  12400  2396
-CONVEX 6211    GT_PK(2,2)      2317  16225  2316  16227  16228  2237
-CONVEX 6212    GT_PK(2,2)      2317  16223  2238  16227  12418  2237
-CONVEX 6213    GT_PK(2,2)      2317  16229  2397  16226  7150  2396
-CONVEX 6214    GT_PK(2,2)      2317  16224  2318  16229  12311  2397
-CONVEX 6215    GT_PK(2,2)      2322  16230  2401  16231  16232  2321
-CONVEX 6216    GT_PK(2,2)      2322  16233  2243  16234  16235  2323
-CONVEX 6217    GT_PK(2,2)      2322  16231  2321  16236  7140  2242
-CONVEX 6218    GT_PK(2,2)      2322  16233  2243  16236  12346  2242
-CONVEX 6219    GT_PK(2,2)      2400  16237  2401  16238  16232  2321
-CONVEX 6220    GT_PK(2,2)      2400  16239  2320  16240  12317  2399
-CONVEX 6221    GT_PK(2,2)      2400  16239  2320  16238  12312  2321
-CONVEX 6222    GT_PK(2,2)      2400  16241  2479  16240  12606  2399
-CONVEX 6223    GT_PK(2,2)      2561  16242  2560  16243  16244  2640
-CONVEX 6224    GT_PK(2,2)      2561  16245  2641  16243  12361  2640
-CONVEX 6225    GT_PK(2,2)      2561  16245  2641  16246  12357  2562
-CONVEX 6226    GT_PK(2,2)      2561  16246  2562  16247  9042  2482
-CONVEX 6227    GT_PK(2,2)      2481  16248  2561  16249  16247  2482
-CONVEX 6228    GT_PK(2,2)      2481  16248  2561  16250  16242  2560
-CONVEX 6229    GT_PK(2,2)      2721  16251  2722  16252  12355  2642
-CONVEX 6230    GT_PK(2,2)      2721  16253  2641  16252  12358  2642
-CONVEX 6231    GT_PK(2,2)      2721  16253  2641  16254  12360  2720
-CONVEX 6232    GT_PK(2,2)      2402  16255  2403  16256  12350  2323
-CONVEX 6233    GT_PK(2,2)      2402  16257  2322  16256  16234  2323
-CONVEX 6234    GT_PK(2,2)      2402  16257  2322  16258  16230  2401
-CONVEX 6235    GT_PK(2,2)      2402  16259  2481  16258  16260  2401
-CONVEX 6236    GT_PK(2,2)      2402  16255  2403  16261  12344  2482
-CONVEX 6237    GT_PK(2,2)      2402  16259  2481  16261  16249  2482
-CONVEX 6238    GT_PK(2,2)      2408  16262  2488  16263  16264  2409
-CONVEX 6239    GT_PK(2,2)      2408  16262  2488  16265  13559  2487
-CONVEX 6240    GT_PK(2,2)      2329  16266  2408  16267  16263  2409
-CONVEX 6241    GT_PK(2,2)      2329  16266  2408  16268  16269  2328
-CONVEX 6242    GT_PK(2,2)      2405  16270  2484  16271  9039  2404
-CONVEX 6243    GT_PK(2,2)      2405  16272  2485  16270  9044  2484
-CONVEX 6244    GT_PK(2,2)      2325  16273  2324  16274  12348  2404
-CONVEX 6245    GT_PK(2,2)      2325  16275  2405  16274  16271  2404
-CONVEX 6246    GT_PK(2,2)      2248  16276  2327  16277  16278  2328
-CONVEX 6247    GT_PK(2,2)      1561  16279  1635  16280  16281  1560
-CONVEX 6248    GT_PK(2,2)      1561  16282  1488  16283  13393  1562
-CONVEX 6249    GT_PK(2,2)      1636  16284  1711  16285  12370  1712
-CONVEX 6250    GT_PK(2,2)      1636  16286  1635  16284  12371  1711
-CONVEX 6251    GT_PK(2,2)      1636  16287  1637  16285  9572  1712
-CONVEX 6252    GT_PK(2,2)      1636  16287  1637  16288  9567  1562
-CONVEX 6253    GT_PK(2,2)      1636  16289  1561  16288  16283  1562
-CONVEX 6254    GT_PK(2,2)      1636  16289  1561  16286  16279  1635
-CONVEX 6255    GT_PK(2,2)      2010  16290  2089  16291  12386  2011
-CONVEX 6256    GT_PK(2,2)      2010  16291  2011  16292  16293  1933
-CONVEX 6257    GT_PK(2,2)      2012  16294  2090  16295  12385  2011
-CONVEX 6258    GT_PK(2,2)      2012  16296  1935  16297  12467  2013
-CONVEX 6259    GT_PK(2,2)      2091  16298  2092  16299  12383  2013
-CONVEX 6260    GT_PK(2,2)      2091  16300  2012  16299  16297  2013
-CONVEX 6261    GT_PK(2,2)      2091  16300  2012  16301  16294  2090
-CONVEX 6262    GT_PK(2,2)      2091  16301  2090  16302  16303  2169
-CONVEX 6263    GT_PK(2,2)      1634  16304  1635  16305  16281  1560
-CONVEX 6264    GT_PK(2,2)      1634  16306  1633  16307  16308  1709
-CONVEX 6265    GT_PK(2,2)      1634  16309  1710  16307  12392  1709
-CONVEX 6266    GT_PK(2,2)      1634  16304  1635  16309  12372  1710
-CONVEX 6267    GT_PK(2,2)      1485  16310  1486  16311  16312  1413
-CONVEX 6268    GT_PK(2,2)      1559  16313  1486  16314  16315  1560
-CONVEX 6269    GT_PK(2,2)      1559  16316  1633  16317  16318  1558
-CONVEX 6270    GT_PK(2,2)      1559  16319  1485  16317  16320  1558
-CONVEX 6271    GT_PK(2,2)      1559  16319  1485  16313  16310  1486
-CONVEX 6272    GT_PK(2,2)      1559  16321  1634  16314  16305  1560
-CONVEX 6273    GT_PK(2,2)      1559  16321  1634  16316  16306  1633
-CONVEX 6274    GT_PK(2,2)      1414  16322  1486  16323  16312  1413
-CONVEX 6275    GT_PK(2,2)      1414  16324  1341  16323  13376  1413
-CONVEX 6276    GT_PK(2,2)      1482  16325  1409  16326  11273  1481
-CONVEX 6277    GT_PK(2,2)      1482  16327  1410  16325  15448  1409
-CONVEX 6278    GT_PK(2,2)      1193  16328  1194  16329  16330  1265
-CONVEX 6279    GT_PK(2,2)      1268  16331  1341  16332  13375  1340
-CONVEX 6280    GT_PK(2,2)      1268  16331  1341  16333  16334  1269
-CONVEX 6281    GT_PK(2,2)      1268  16333  1269  16335  13382  1197
-CONVEX 6282    GT_PK(2,2)      1268  16336  1196  16335  16337  1197
-CONVEX 6283    GT_PK(2,2)      1125  16338  1195  16339  12395  1124
-CONVEX 6284    GT_PK(2,2)      1125  16340  1196  16338  16341  1195
-CONVEX 6285    GT_PK(2,2)      1266  16342  1194  16343  16330  1265
-CONVEX 6286    GT_PK(2,2)      1266  16342  1194  16344  12393  1195
-CONVEX 6287    GT_PK(2,2)      1266  16345  1338  16343  9052  1265
-CONVEX 6288    GT_PK(2,2)      1266  16346  1339  16345  16347  1338
-CONVEX 6289    GT_PK(2,2)      2314  16348  2393  16349  9151  2313
-CONVEX 6290    GT_PK(2,2)      2314  16348  2393  16350  9152  2394
-CONVEX 6291    GT_PK(2,2)      2314  16351  2315  16350  12407  2394
-CONVEX 6292    GT_PK(2,2)      2235  16352  2314  16353  16351  2315
-CONVEX 6293    GT_PK(2,2)      1999  16354  1998  16355  9061  1921
-CONVEX 6294    GT_PK(2,2)      1999  16356  1922  16355  12431  1921
-CONVEX 6295    GT_PK(2,2)      1999  16356  1922  16357  16358  2000
-CONVEX 6296    GT_PK(2,2)      1999  16359  2077  16354  12409  1998
-CONVEX 6297    GT_PK(2,2)      1999  16357  2000  16360  12426  2078
-CONVEX 6298    GT_PK(2,2)      1999  16359  2077  16360  16361  2078
-CONVEX 6299    GT_PK(2,2)      1847  16362  1770  16363  16364  1846
-CONVEX 6300    GT_PK(2,2)      2001  16365  2079  16366  12428  2080
-CONVEX 6301    GT_PK(2,2)      2001  16365  2079  16367  12424  2000
-CONVEX 6302    GT_PK(2,2)      1926  16368  1927  16369  12285  1850
-CONVEX 6303    GT_PK(2,2)      1926  16370  2003  16371  12334  2004
-CONVEX 6304    GT_PK(2,2)      1926  16368  1927  16371  12299  2004
-CONVEX 6305    GT_PK(2,2)      1844  16372  1920  16373  9062  1921
-CONVEX 6306    GT_PK(2,2)      1844  16374  1845  16373  12430  1921
-CONVEX 6307    GT_PK(2,2)      1844  16372  1920  16375  16162  1843
-CONVEX 6308    GT_PK(2,2)      1844  16374  1845  16376  16377  1768
-CONVEX 6309    GT_PK(2,2)      1844  16378  1767  16375  7111  1843
-CONVEX 6310    GT_PK(2,2)      1844  16376  1768  16378  9063  1767
-CONVEX 6311    GT_PK(2,2)      1769  16379  1845  16380  16377  1768
-CONVEX 6312    GT_PK(2,2)      1769  16381  1770  16382  12436  1693
-CONVEX 6313    GT_PK(2,2)      1769  16381  1770  16383  16364  1846
-CONVEX 6314    GT_PK(2,2)      1769  16379  1845  16383  12432  1846
-CONVEX 6315    GT_PK(2,2)      1769  16384  1692  16382  8996  1693
-CONVEX 6316    GT_PK(2,2)      1769  16380  1768  16384  9066  1692
-CONVEX 6317    GT_PK(2,2)      1478  16385  1551  16386  12475  1477
-CONVEX 6318    GT_PK(2,2)      1478  16385  1551  16387  16388  1552
-CONVEX 6319    GT_PK(2,2)      1405  16389  1406  16390  12446  1333
-CONVEX 6320    GT_PK(2,2)      1405  16391  1404  16392  12515  1477
-CONVEX 6321    GT_PK(2,2)      1405  16393  1478  16392  16386  1477
-CONVEX 6322    GT_PK(2,2)      1405  16393  1478  16389  16394  1406
-CONVEX 6323    GT_PK(2,2)      1332  16395  1405  16396  16390  1333
-CONVEX 6324    GT_PK(2,2)      1332  16395  1405  16397  16391  1404
-CONVEX 6325    GT_PK(2,2)      1116  16398  1186  16399  9083  1115
-CONVEX 6326    GT_PK(2,2)      1116  16400  1187  16398  16401  1186
-CONVEX 6327    GT_PK(2,2)      982  16402  916  16403  16404  983
-CONVEX 6328    GT_PK(2,2)      982  16402  916  16405  13220  915
-CONVEX 6329    GT_PK(2,2)      848  16406  784  16407  16408  785
-CONVEX 6330    GT_PK(2,2)      722  16409  785  16410  16411  723
-CONVEX 6331    GT_PK(2,2)      722  16412  784  16409  16408  785
-CONVEX 6332    GT_PK(2,2)      722  16413  661  16410  15509  723
-CONVEX 6333    GT_PK(2,2)      722  16413  661  16414  15522  660
-CONVEX 6334    GT_PK(2,2)      914  16415  915  16416  9067  850
-CONVEX 6335    GT_PK(2,2)      1858  16417  1782  16418  16419  1859
-CONVEX 6336    GT_PK(2,2)      1858  16420  1935  16418  12469  1859
-CONVEX 6337    GT_PK(2,2)      1858  16421  1857  16422  16423  1781
-CONVEX 6338    GT_PK(2,2)      1858  16417  1782  16422  12462  1781
-CONVEX 6339    GT_PK(2,2)      1934  16424  2011  16425  16293  1933
-CONVEX 6340    GT_PK(2,2)      1934  16426  1858  16427  16420  1935
-CONVEX 6341    GT_PK(2,2)      1934  16428  2012  16424  16295  2011
-CONVEX 6342    GT_PK(2,2)      1934  16428  2012  16427  16296  1935
-CONVEX 6343    GT_PK(2,2)      1934  16429  1857  16425  12499  1933
-CONVEX 6344    GT_PK(2,2)      1934  16426  1858  16429  16421  1857
-CONVEX 6345    GT_PK(2,2)      1555  16430  1629  16431  12472  1554
-CONVEX 6346    GT_PK(2,2)      1555  16432  1482  16433  16434  1556
-CONVEX 6347    GT_PK(2,2)      1555  16433  1556  16435  16436  1630
-CONVEX 6348    GT_PK(2,2)      1555  16430  1629  16435  12471  1630
-CONVEX 6349    GT_PK(2,2)      1555  16431  1554  16437  9094  1481
-CONVEX 6350    GT_PK(2,2)      1555  16432  1482  16437  16326  1481
-CONVEX 6351    GT_PK(2,2)      1932  16438  1931  16439  12488  2009
-CONVEX 6352    GT_PK(2,2)      1932  16440  2010  16441  16292  1933
-CONVEX 6353    GT_PK(2,2)      1932  16440  2010  16439  16442  2009
-CONVEX 6354    GT_PK(2,2)      1932  16443  1856  16441  12498  1933
-CONVEX 6355    GT_PK(2,2)      1780  16444  1704  16445  12491  1781
-CONVEX 6356    GT_PK(2,2)      1780  16446  1856  16447  16448  1779
-CONVEX 6357    GT_PK(2,2)      1780  16449  1857  16445  16423  1781
-CONVEX 6358    GT_PK(2,2)      1780  16446  1856  16449  12497  1857
-CONVEX 6359    GT_PK(2,2)      1627  16450  1553  16451  9056  1628
-CONVEX 6360    GT_PK(2,2)      1627  16452  1552  16450  16453  1553
-CONVEX 6361    GT_PK(2,2)      1626  16454  1627  16455  16456  1702
-CONVEX 6362    GT_PK(2,2)      1626  16454  1627  16457  16452  1552
-CONVEX 6363    GT_PK(2,2)      1626  16458  1551  16459  12477  1625
-CONVEX 6364    GT_PK(2,2)      1626  16458  1551  16457  16388  1552
-CONVEX 6365    GT_PK(2,2)      1703  16460  1702  16461  12494  1779
-CONVEX 6366    GT_PK(2,2)      1703  16462  1780  16461  16447  1779
-CONVEX 6367    GT_PK(2,2)      1703  16462  1780  16463  16444  1704
-CONVEX 6368    GT_PK(2,2)      1703  16463  1704  16464  12493  1628
-CONVEX 6369    GT_PK(2,2)      1703  16465  1627  16464  16451  1628
-CONVEX 6370    GT_PK(2,2)      1703  16465  1627  16460  16456  1702
-CONVEX 6371    GT_PK(2,2)      1701  16466  1777  16467  12482  1778
-CONVEX 6372    GT_PK(2,2)      1701  16468  1702  16467  12495  1778
-CONVEX 6373    GT_PK(2,2)      1701  16466  1777  16469  12478  1700
-CONVEX 6374    GT_PK(2,2)      1701  16470  1626  16468  16455  1702
-CONVEX 6375    GT_PK(2,2)      1701  16469  1700  16471  9140  1625
-CONVEX 6376    GT_PK(2,2)      1701  16470  1626  16471  16459  1625
-CONVEX 6377    GT_PK(2,2)      1855  16472  1931  16473  12484  1854
-CONVEX 6378    GT_PK(2,2)      1855  16474  1856  16475  16448  1779
-CONVEX 6379    GT_PK(2,2)      1855  16476  1932  16472  16438  1931
-CONVEX 6380    GT_PK(2,2)      1855  16476  1932  16474  16443  1856
-CONVEX 6381    GT_PK(2,2)      1855  16473  1854  16477  12483  1778
-CONVEX 6382    GT_PK(2,2)      1855  16475  1779  16477  12496  1778
-CONVEX 6383    GT_PK(2,2)      1547  16478  1548  16479  12523  1622
-CONVEX 6384    GT_PK(2,2)      1547  16478  1548  16480  9122  1474
-CONVEX 6385    GT_PK(2,2)      1547  16481  1473  16480  9103  1474
-CONVEX 6386    GT_PK(2,2)      1547  16482  1546  16481  12509  1473
-CONVEX 6387    GT_PK(2,2)      1698  16483  1623  16484  12519  1699
-CONVEX 6388    GT_PK(2,2)      1698  16485  1774  16486  12524  1697
-CONVEX 6389    GT_PK(2,2)      1698  16486  1697  16487  16488  1622
-CONVEX 6390    GT_PK(2,2)      1698  16483  1623  16487  12522  1622
-CONVEX 6391    GT_PK(2,2)      1775  16489  1699  16490  9098  1776
-CONVEX 6392    GT_PK(2,2)      1775  16491  1774  16492  12529  1851
-CONVEX 6393    GT_PK(2,2)      1775  16493  1698  16489  16484  1699
-CONVEX 6394    GT_PK(2,2)      1775  16493  1698  16491  16485  1774
-CONVEX 6395    GT_PK(2,2)      1775  16494  1852  16490  12293  1776
-CONVEX 6396    GT_PK(2,2)      1775  16494  1852  16492  12291  1851
-CONVEX 6397    GT_PK(2,2)      1621  16495  1696  16496  12530  1620
-CONVEX 6398    GT_PK(2,2)      1621  16497  1547  16498  16479  1622
-CONVEX 6399    GT_PK(2,2)      1621  16499  1697  16498  16488  1622
-CONVEX 6400    GT_PK(2,2)      1621  16495  1696  16499  12532  1697
-CONVEX 6401    GT_PK(2,2)      1621  16500  1546  16496  12505  1620
-CONVEX 6402    GT_PK(2,2)      1621  16497  1547  16500  16482  1546
-CONVEX 6403    GT_PK(2,2)      2547  16501  2467  16502  12703  2546
-CONVEX 6404    GT_PK(2,2)      2311  16503  2310  16504  12565  2390
-CONVEX 6405    GT_PK(2,2)      2311  16505  2312  16506  12539  2232
-CONVEX 6406    GT_PK(2,2)      2311  16505  2312  16507  9149  2391
-CONVEX 6407    GT_PK(2,2)      2311  16504  2390  16507  12560  2391
-CONVEX 6408    GT_PK(2,2)      2153  16508  2154  16509  16150  2232
-CONVEX 6409    GT_PK(2,2)      2231  16510  2152  16511  12211  2230
-CONVEX 6410    GT_PK(2,2)      2231  16512  2310  16511  12576  2230
-CONVEX 6411    GT_PK(2,2)      2231  16513  2153  16510  16514  2152
-CONVEX 6412    GT_PK(2,2)      2231  16513  2153  16515  16509  2232
-CONVEX 6413    GT_PK(2,2)      2231  16516  2311  16515  16506  2232
-CONVEX 6414    GT_PK(2,2)      2231  16516  2311  16512  16503  2310
-CONVEX 6415    GT_PK(2,2)      2868  16517  2788  16518  16519  2867
-CONVEX 6416    GT_PK(2,2)      2629  16520  2709  16521  12587  2708
-CONVEX 6417    GT_PK(2,2)      2629  16522  2550  16523  12564  2549
-CONVEX 6418    GT_PK(2,2)      2629  16524  2628  16523  16525  2549
-CONVEX 6419    GT_PK(2,2)      2629  16524  2628  16521  12596  2708
-CONVEX 6420    GT_PK(2,2)      3183  16526  3262  16527  16528  3263
-CONVEX 6421    GT_PK(2,2)      3026  16529  3106  16530  16531  3105
-CONVEX 6422    GT_PK(2,2)      3026  16532  3025  16530  12592  3105
-CONVEX 6423    GT_PK(2,2)      3026  16529  3106  16533  12589  3027
-CONVEX 6424    GT_PK(2,2)      3024  16534  3025  16535  12591  3104
-CONVEX 6425    GT_PK(2,2)      2787  16536  2707  16537  12595  2708
-CONVEX 6426    GT_PK(2,2)      2787  16538  2866  16539  16540  2867
-CONVEX 6427    GT_PK(2,2)      2787  16541  2786  16536  16542  2707
-CONVEX 6428    GT_PK(2,2)      2787  16541  2786  16538  16543  2866
-CONVEX 6429    GT_PK(2,2)      2787  16544  2788  16539  16519  2867
-CONVEX 6430    GT_PK(2,2)      2787  16544  2788  16537  12588  2708
-CONVEX 6431    GT_PK(2,2)      2865  16545  2864  16546  16547  2785
-CONVEX 6432    GT_PK(2,2)      2865  16548  2786  16546  16549  2785
-CONVEX 6433    GT_PK(2,2)      2865  16548  2786  16550  16543  2866
-CONVEX 6434    GT_PK(2,2)      2555  16551  2556  16552  12622  2476
-CONVEX 6435    GT_PK(2,2)      2555  16553  2475  16552  12402  2476
-CONVEX 6436    GT_PK(2,2)      2555  16553  2475  16554  12404  2554
-CONVEX 6437    GT_PK(2,2)      2555  16555  2634  16554  12629  2554
-CONVEX 6438    GT_PK(2,2)      2555  16551  2556  16556  12625  2635
-CONVEX 6439    GT_PK(2,2)      2555  16555  2634  16556  12635  2635
-CONVEX 6440    GT_PK(2,2)      2873  16557  2793  16558  12638  2794
-CONVEX 6441    GT_PK(2,2)      2715  16559  2714  16560  12637  2794
-CONVEX 6442    GT_PK(2,2)      2715  16561  2636  16562  12618  2716
-CONVEX 6443    GT_PK(2,2)      2715  16561  2636  16563  12626  2635
-CONVEX 6444    GT_PK(2,2)      2715  16559  2714  16563  12634  2635
-CONVEX 6445    GT_PK(2,2)      3111  16564  3110  16565  16566  3190
-CONVEX 6446    GT_PK(2,2)      3430  16567  3510  16568  16569  3431
-CONVEX 6447    GT_PK(2,2)      3430  16567  3510  16570  14974  3509
-CONVEX 6448    GT_PK(2,2)      3189  16571  3110  16572  16566  3190
-CONVEX 6449    GT_PK(2,2)      3189  16573  3269  16572  16574  3190
-CONVEX 6450    GT_PK(2,2)      2959  16575  2960  16576  10732  2881
-CONVEX 6451    GT_PK(2,2)      2959  16575  2960  16577  14634  3039
-CONVEX 6452    GT_PK(2,2)      2795  16578  2715  16579  16562  2716
-CONVEX 6453    GT_PK(2,2)      2795  16578  2715  16580  16560  2794
-CONVEX 6454    GT_PK(2,2)      3036  16581  2956  16582  12639  2957
-CONVEX 6455    GT_PK(2,2)      1913  16583  1990  16584  12658  1912
-CONVEX 6456    GT_PK(2,2)      1913  16585  1914  16586  6158  1991
-CONVEX 6457    GT_PK(2,2)      1913  16583  1990  16586  12676  1991
-CONVEX 6458    GT_PK(2,2)      1834  16587  1835  16588  16589  1758
-CONVEX 6459    GT_PK(2,2)      1834  16590  1757  16588  15621  1758
-CONVEX 6460    GT_PK(2,2)      1834  16591  1833  16592  11436  1910
-CONVEX 6461    GT_PK(2,2)      1834  16590  1757  16591  15624  1833
-CONVEX 6462    GT_PK(2,2)      1759  16593  1682  16594  11442  1758
-CONVEX 6463    GT_PK(2,2)      1759  16595  1835  16594  16589  1758
-CONVEX 6464    GT_PK(2,2)      1759  16593  1682  16596  11445  1683
-CONVEX 6465    GT_PK(2,2)      1759  16597  1760  16596  15619  1683
-CONVEX 6466    GT_PK(2,2)      2303  16598  2224  16599  12668  2223
-CONVEX 6467    GT_PK(2,2)      2303  16599  2223  16600  12651  2302
-CONVEX 6468    GT_PK(2,2)      2303  16601  2304  16602  12665  2383
-CONVEX 6469    GT_PK(2,2)      2303  16598  2224  16601  12671  2304
-CONVEX 6470    GT_PK(2,2)      2148  16603  2069  16604  12672  2070
-CONVEX 6471    GT_PK(2,2)      2149  16605  2071  16606  12679  2070
-CONVEX 6472    GT_PK(2,2)      2149  16607  2148  16608  16609  2227
-CONVEX 6473    GT_PK(2,2)      2149  16607  2148  16606  16604  2070
-CONVEX 6474    GT_PK(2,2)      2625  16610  2545  16611  12701  2546
-CONVEX 6475    GT_PK(2,2)      2625  16612  2705  16613  16614  2704
-CONVEX 6476    GT_PK(2,2)      2863  16615  2941  16616  12915  2862
-CONVEX 6477    GT_PK(2,2)      2624  16617  2545  16618  12691  2544
-CONVEX 6478    GT_PK(2,2)      2624  16619  2625  16617  16610  2545
-CONVEX 6479    GT_PK(2,2)      2624  16619  2625  16620  16613  2704
-CONVEX 6480    GT_PK(2,2)      2543  16621  2464  16622  12695  2544
-CONVEX 6481    GT_PK(2,2)      2703  16623  2624  16624  16620  2704
-CONVEX 6482    GT_PK(2,2)      2775  16625  2854  16626  12706  2855
-CONVEX 6483    GT_PK(2,2)      2775  16625  2854  16627  12705  2774
-CONVEX 6484    GT_PK(2,2)      2775  16628  2695  16627  12709  2774
-CONVEX 6485    GT_PK(2,2)      2775  16629  2696  16628  12718  2695
-CONVEX 6486    GT_PK(2,2)      2380  16630  2459  16631  16632  2460
-CONVEX 6487    GT_PK(2,2)      2380  16633  2381  16634  12724  2301
-CONVEX 6488    GT_PK(2,2)      2380  16633  2381  16631  16635  2460
-CONVEX 6489    GT_PK(2,2)      2380  16636  2300  16634  9597  2301
-CONVEX 6490    GT_PK(2,2)      2380  16636  2300  16637  7319  2379
-CONVEX 6491    GT_PK(2,2)      2380  16630  2459  16637  12721  2379
-CONVEX 6492    GT_PK(2,2)      2779  16638  2858  16639  12930  2778
-CONVEX 6493    GT_PK(2,2)      2621  16640  2622  16641  16642  2701
-CONVEX 6494    GT_PK(2,2)      2461  16643  2381  16644  16635  2460
-CONVEX 6495    GT_PK(2,2)      1603  16645  1528  16646  12737  1529
-CONVEX 6496    GT_PK(2,2)      1603  16647  1604  16646  8356  1529
-CONVEX 6497    GT_PK(2,2)      1603  16647  1604  16648  11452  1679
-CONVEX 6498    GT_PK(2,2)      1603  16649  1678  16648  12727  1679
-CONVEX 6499    GT_PK(2,2)      1602  16650  1677  16651  12735  1678
-CONVEX 6500    GT_PK(2,2)      1602  16652  1603  16651  16649  1678
-CONVEX 6501    GT_PK(2,2)      1602  16652  1603  16653  16645  1528
-CONVEX 6502    GT_PK(2,2)      1602  16653  1528  16654  16655  1527
-CONVEX 6503    GT_PK(2,2)      1454  16656  1528  16657  12736  1455
-CONVEX 6504    GT_PK(2,2)      1454  16658  1381  16659  13493  1382
-CONVEX 6505    GT_PK(2,2)      1454  16657  1455  16659  16660  1382
-CONVEX 6506    GT_PK(2,2)      1454  16656  1528  16661  16655  1527
-CONVEX 6507    GT_PK(2,2)      3967  16662  3966  16663  9204  4043
-CONVEX 6508    GT_PK(2,2)      3967  16664  3890  16662  12741  3966
-CONVEX 6509    GT_PK(2,2)      3967  16664  3890  16665  12746  3891
-CONVEX 6510    GT_PK(2,2)      3967  16666  3968  16665  16667  3891
-CONVEX 6511    GT_PK(2,2)      3573  16668  3574  16669  12778  3495
-CONVEX 6512    GT_PK(2,2)      3573  16670  3652  16668  12769  3574
-CONVEX 6513    GT_PK(2,2)      3801  16671  3877  16672  7223  3878
-CONVEX 6514    GT_PK(2,2)      3567  16673  3489  16674  12761  3488
-CONVEX 6515    GT_PK(2,2)      3568  16675  3567  16676  16677  3646
-CONVEX 6516    GT_PK(2,2)      3568  16675  3567  16678  16673  3489
-CONVEX 6517    GT_PK(2,2)      3725  16679  3724  16680  16681  3646
-CONVEX 6518    GT_PK(2,2)      3957  16682  4034  16683  16684  4033
-CONVEX 6519    GT_PK(2,2)      3492  16685  3571  16686  16687  3570
-CONVEX 6520    GT_PK(2,2)      3572  16688  3650  16689  16690  3571
-CONVEX 6521    GT_PK(2,2)      3734  16691  3735  16692  9274  3812
-CONVEX 6522    GT_PK(2,2)      3734  16693  3811  16692  12773  3812
-CONVEX 6523    GT_PK(2,2)      4109  16694  4034  16695  16684  4033
-CONVEX 6524    GT_PK(2,2)      4109  16696  4183  16697  16698  4184
-CONVEX 6525    GT_PK(2,2)      4109  16699  4110  16697  12804  4184
-CONVEX 6526    GT_PK(2,2)      4109  16699  4110  16694  12805  4034
-CONVEX 6527    GT_PK(2,2)      4406  16700  4479  16701  9271  4407
-CONVEX 6528    GT_PK(2,2)      4406  16701  4407  16702  12882  4334
-CONVEX 6529    GT_PK(2,2)      4406  16700  4479  16703  9264  4478
-CONVEX 6530    GT_PK(2,2)      4406  16704  4405  16703  12795  4478
-CONVEX 6531    GT_PK(2,2)      4401  16705  4400  16706  12956  4328
-CONVEX 6532    GT_PK(2,2)      4476  16707  4475  16708  12799  4547
-CONVEX 6533    GT_PK(2,2)      4476  16709  4548  16710  12847  4477
-CONVEX 6534    GT_PK(2,2)      4476  16709  4548  16708  9250  4547
-CONVEX 6535    GT_PK(2,2)      4476  16707  4475  16711  16712  4403
-CONVEX 6536    GT_PK(2,2)      4474  16713  4546  16714  7191  4545
-CONVEX 6537    GT_PK(2,2)      4474  16715  4475  16713  12798  4546
-CONVEX 6538    GT_PK(2,2)      3809  16716  3885  16717  9226  3808
-CONVEX 6539    GT_PK(2,2)      3809  16718  3731  16717  12815  3808
-CONVEX 6540    GT_PK(2,2)      3809  16719  3886  16716  12834  3885
-CONVEX 6541    GT_PK(2,2)      3809  16718  3731  16720  12817  3732
-CONVEX 6542    GT_PK(2,2)      3810  16721  3886  16722  12832  3887
-CONVEX 6543    GT_PK(2,2)      3810  16723  3811  16722  12774  3887
-CONVEX 6544    GT_PK(2,2)      3810  16724  3809  16725  16720  3732
-CONVEX 6545    GT_PK(2,2)      3810  16724  3809  16721  16719  3886
-CONVEX 6546    GT_PK(2,2)      4047  16726  4046  16727  16728  4122
-CONVEX 6547    GT_PK(2,2)      3894  16729  3895  16730  16731  3818
-CONVEX 6548    GT_PK(2,2)      3894  16729  3895  16732  16733  3971
-CONVEX 6549    GT_PK(2,2)      4197  16734  4196  16735  16736  4122
-CONVEX 6550    GT_PK(2,2)      4121  16737  4120  16738  16739  4045
-CONVEX 6551    GT_PK(2,2)      4121  16740  4196  16741  16736  4122
-CONVEX 6552    GT_PK(2,2)      4121  16742  4046  16741  16728  4122
-CONVEX 6553    GT_PK(2,2)      4121  16742  4046  16738  9247  4045
-CONVEX 6554    GT_PK(2,2)      4195  16743  4196  16744  16745  4269
-CONVEX 6555    GT_PK(2,2)      4195  16746  4120  16747  16748  4194
-CONVEX 6556    GT_PK(2,2)      4195  16749  4121  16743  16740  4196
-CONVEX 6557    GT_PK(2,2)      4195  16749  4121  16746  16737  4120
-CONVEX 6558    GT_PK(2,2)      4195  16750  4268  16744  16751  4269
-CONVEX 6559    GT_PK(2,2)      4195  16750  4268  16747  12835  4194
-CONVEX 6560    GT_PK(2,2)      4119  16752  4193  16753  12853  4194
-CONVEX 6561    GT_PK(2,2)      4119  16754  4120  16753  16748  4194
-CONVEX 6562    GT_PK(2,2)      4832  16755  4897  16756  9288  4896
-CONVEX 6563    GT_PK(2,2)      4758  16757  4689  16758  12839  4757
-CONVEX 6564    GT_PK(2,2)      4758  16759  4825  16758  9317  4757
-CONVEX 6565    GT_PK(2,2)      4758  16759  4825  16760  12989  4759
-CONVEX 6566    GT_PK(2,2)      4690  16761  4758  16762  16760  4759
-CONVEX 6567    GT_PK(2,2)      4690  16761  4758  16763  16757  4689
-CONVEX 6568    GT_PK(2,2)      4690  16763  4689  16764  12840  4620
-CONVEX 6569    GT_PK(2,2)      4690  16765  4621  16764  12873  4620
-CONVEX 6570    GT_PK(2,2)      4692  16766  4760  16767  12963  4761
-CONVEX 6571    GT_PK(2,2)      4622  16768  4621  16769  12875  4551
-CONVEX 6572    GT_PK(2,2)      4622  16770  4552  16769  12879  4551
-CONVEX 6573    GT_PK(2,2)      4622  16770  4552  16771  16772  4623
-CONVEX 6574    GT_PK(2,2)      4622  16773  4692  16771  16774  4623
-CONVEX 6575    GT_PK(2,2)      4409  16775  4408  16776  12891  4336
-CONVEX 6576    GT_PK(2,2)      4409  16777  4337  16776  16778  4336
-CONVEX 6577    GT_PK(2,2)      4409  16777  4337  16779  16780  4410
-CONVEX 6578    GT_PK(2,2)      4409  16775  4408  16781  12888  4481
-CONVEX 6579    GT_PK(2,2)      4341  16782  4342  16783  16784  4269
-CONVEX 6580    GT_PK(2,2)      4341  16785  4268  16783  16751  4269
-CONVEX 6581    GT_PK(2,2)      4699  16786  4698  16787  16788  4629
-CONVEX 6582    GT_PK(2,2)      4699  16789  4768  16790  5972  4700
-CONVEX 6583    GT_PK(2,2)      4699  16791  4630  16790  12892  4700
-CONVEX 6584    GT_PK(2,2)      4699  16791  4630  16787  16792  4629
-CONVEX 6585    GT_PK(2,2)      3503  16793  3582  16794  16795  3504
-CONVEX 6586    GT_PK(2,2)      3503  16796  3424  16794  14712  3504
-CONVEX 6587    GT_PK(2,2)      3581  16797  3502  16798  16799  3580
-CONVEX 6588    GT_PK(2,2)      3581  16800  3659  16798  12907  3580
-CONVEX 6589    GT_PK(2,2)      3581  16800  3659  16801  12897  3660
-CONVEX 6590    GT_PK(2,2)      3581  16801  3660  16802  16803  3582
-CONVEX 6591    GT_PK(2,2)      3581  16804  3503  16802  16793  3582
-CONVEX 6592    GT_PK(2,2)      3581  16804  3503  16797  16805  3502
-CONVEX 6593    GT_PK(2,2)      3260  16806  3180  16807  12953  3259
-CONVEX 6594    GT_PK(2,2)      3260  16808  3339  16807  12939  3259
-CONVEX 6595    GT_PK(2,2)      3260  16808  3339  16809  16810  3340
-CONVEX 6596    GT_PK(2,2)      3260  16811  3181  16806  16812  3180
-CONVEX 6597    GT_PK(2,2)      3419  16813  3339  16814  16810  3340
-CONVEX 6598    GT_PK(2,2)      3419  16815  3499  16816  12903  3498
-CONVEX 6599    GT_PK(2,2)      3736  16817  3735  16818  9273  3813
-CONVEX 6600    GT_PK(2,2)      3736  16819  3814  16818  12744  3813
-CONVEX 6601    GT_PK(2,2)      3736  16819  3814  16820  14665  3737
-CONVEX 6602    GT_PK(2,2)      3736  16821  3658  16820  12905  3737
-CONVEX 6603    GT_PK(2,2)      3415  16822  3336  16823  16824  3335
-CONVEX 6604    GT_PK(2,2)      3415  16825  3416  16826  12780  3495
-CONVEX 6605    GT_PK(2,2)      3415  16822  3336  16825  12946  3416
-CONVEX 6606    GT_PK(2,2)      3176  16827  3177  16828  16829  3097
-CONVEX 6607    GT_PK(2,2)      3098  16830  3097  16831  16832  3018
-CONVEX 6608    GT_PK(2,2)      3098  16833  3177  16830  16829  3097
-CONVEX 6609    GT_PK(2,2)      3098  16834  3019  16831  12926  3018
-CONVEX 6610    GT_PK(2,2)      2776  16835  2856  16836  12921  2855
-CONVEX 6611    GT_PK(2,2)      2776  16837  2775  16836  16626  2855
-CONVEX 6612    GT_PK(2,2)      2776  16837  2775  16838  16629  2696
-CONVEX 6613    GT_PK(2,2)      2777  16839  2857  16840  12931  2778
-CONVEX 6614    GT_PK(2,2)      2777  16841  2856  16839  12916  2857
-CONVEX 6615    GT_PK(2,2)      2777  16842  2776  16841  16835  2856
-CONVEX 6616    GT_PK(2,2)      3418  16843  3338  16844  12938  3339
-CONVEX 6617    GT_PK(2,2)      3418  16845  3419  16846  16816  3498
-CONVEX 6618    GT_PK(2,2)      3418  16845  3419  16844  16813  3339
-CONVEX 6619    GT_PK(2,2)      3418  16846  3498  16847  16848  3497
-CONVEX 6620    GT_PK(2,2)      3417  16849  3496  16850  12779  3416
-CONVEX 6621    GT_PK(2,2)      3417  16851  3337  16850  12945  3416
-CONVEX 6622    GT_PK(2,2)      3417  16849  3496  16852  12781  3497
-CONVEX 6623    GT_PK(2,2)      3417  16851  3337  16853  12947  3338
-CONVEX 6624    GT_PK(2,2)      3417  16854  3418  16852  16847  3497
-CONVEX 6625    GT_PK(2,2)      3417  16854  3418  16853  16843  3338
-CONVEX 6626    GT_PK(2,2)      4107  16855  4106  16856  6161  4031
-CONVEX 6627    GT_PK(2,2)      4107  16857  4032  16856  12784  4031
-CONVEX 6628    GT_PK(2,2)      4182  16858  4256  16859  16860  4328
-CONVEX 6629    GT_PK(2,2)      4182  16861  4255  16859  12955  4328
-CONVEX 6630    GT_PK(2,2)      4182  16862  4183  16858  16863  4256
-CONVEX 6631    GT_PK(2,2)      4108  16864  4032  16865  16866  4033
-CONVEX 6632    GT_PK(2,2)      4108  16867  4109  16865  16695  4033
-CONVEX 6633    GT_PK(2,2)      4108  16867  4109  16868  16696  4183
-CONVEX 6634    GT_PK(2,2)      4108  16869  4107  16864  16857  4032
-CONVEX 6635    GT_PK(2,2)      4108  16870  4182  16868  16862  4183
-CONVEX 6636    GT_PK(2,2)      4108  16870  4182  16869  16871  4107
-CONVEX 6637    GT_PK(2,2)      4828  16872  4893  16873  12958  4829
-CONVEX 6638    GT_PK(2,2)      4828  16872  4893  16874  12972  4892
-CONVEX 6639    GT_PK(2,2)      4828  16875  4827  16876  12962  4761
-CONVEX 6640    GT_PK(2,2)      4828  16875  4827  16874  12964  4892
-CONVEX 6641    GT_PK(2,2)      4955  16877  5018  16878  9309  5017
-CONVEX 6642    GT_PK(2,2)      4955  16879  4956  16877  12969  5018
-CONVEX 6643    GT_PK(2,2)      4955  16879  4956  16880  12971  4892
-CONVEX 6644    GT_PK(2,2)      4955  16880  4892  16881  12966  4891
-CONVEX 6645    GT_PK(2,2)      4953  16882  5015  16883  9311  5016
-CONVEX 6646    GT_PK(2,2)      4953  16882  5015  16884  16885  4952
-CONVEX 6647    GT_PK(2,2)      4953  16886  4889  16884  12997  4952
-CONVEX 6648    GT_PK(2,2)      3327  16887  3328  16888  13020  3406
-CONVEX 6649    GT_PK(2,2)      3327  16889  3248  16887  13024  3328
-CONVEX 6650    GT_PK(2,2)      3327  16889  3248  16890  13028  3247
-CONVEX 6651    GT_PK(2,2)      3250  16891  3329  16892  13033  3330
-CONVEX 6652    GT_PK(2,2)      3250  16893  3171  16894  12764  3251
-CONVEX 6653    GT_PK(2,2)      3250  16892  3330  16894  16895  3251
-CONVEX 6654    GT_PK(2,2)      3250  16891  3329  16896  13031  3249
-CONVEX 6655    GT_PK(2,2)      3250  16897  3170  16896  13014  3249
-CONVEX 6656    GT_PK(2,2)      3250  16897  3170  16893  13038  3171
-CONVEX 6657    GT_PK(2,2)      3012  16898  2932  16899  13041  3011
-CONVEX 6658    GT_PK(2,2)      3012  16900  3091  16901  13036  3092
-CONVEX 6659    GT_PK(2,2)      3012  16900  3091  16899  13039  3011
-CONVEX 6660    GT_PK(2,2)      3012  16898  2932  16902  13045  2933
-CONVEX 6661    GT_PK(2,2)      69  16903  100  16904  13089  70
-CONVEX 6662    GT_PK(2,2)      69  16905  99  16903  13078  100
-CONVEX 6663    GT_PK(2,2)      69  16905  99  16906  13075  43
-CONVEX 6664    GT_PK(2,2)      209  16907  210  16908  13094  253
-CONVEX 6665    GT_PK(2,2)      209  16909  252  16908  13095  253
-CONVEX 6666    GT_PK(2,2)      209  16910  208  16911  11696  168
-CONVEX 6667    GT_PK(2,2)      209  16909  252  16910  13305  208
-CONVEX 6668    GT_PK(2,2)      169  16912  209  16913  16911  168
-CONVEX 6669    GT_PK(2,2)      169  16912  209  16914  16907  210
-CONVEX 6670    GT_PK(2,2)      170  16915  132  16916  13068  133
-CONVEX 6671    GT_PK(2,2)      170  16917  171  16916  13080  133
-CONVEX 6672    GT_PK(2,2)      170  16917  171  16918  16919  211
-CONVEX 6673    GT_PK(2,2)      170  16920  169  16915  16921  132
-CONVEX 6674    GT_PK(2,2)      170  16922  210  16918  13092  211
-CONVEX 6675    GT_PK(2,2)      170  16920  169  16922  16914  210
-CONVEX 6676    GT_PK(2,2)      135  16923  172  16924  13083  134
-CONVEX 6677    GT_PK(2,2)      135  16925  100  16924  13079  134
-CONVEX 6678    GT_PK(2,2)      135  16926  101  16925  13088  100
-CONVEX 6679    GT_PK(2,2)      255  16927  256  16928  11573  302
-CONVEX 6680    GT_PK(2,2)      255  16929  254  16930  13091  211
-CONVEX 6681    GT_PK(2,2)      301  16931  350  16932  9391  302
-CONVEX 6682    GT_PK(2,2)      301  16933  255  16932  16928  302
-CONVEX 6683    GT_PK(2,2)      301  16933  255  16934  16929  254
-CONVEX 6684    GT_PK(2,2)      39  16935  19  16936  16937  20
-CONVEX 6685    GT_PK(2,2)      39  16935  19  16938  7262  38
-CONVEX 6686    GT_PK(2,2)      67  16939  68  16940  13073  98
-CONVEX 6687    GT_PK(2,2)      67  16939  68  16941  13067  42
-CONVEX 6688    GT_PK(2,2)      67  16942  41  16941  16943  42
-CONVEX 6689    GT_PK(2,2)      97  16944  66  16945  13100  96
-CONVEX 6690    GT_PK(2,2)      97  16946  132  16947  13069  98
-CONVEX 6691    GT_PK(2,2)      97  16948  67  16947  16940  98
-CONVEX 6692    GT_PK(2,2)      97  16948  67  16944  16949  66
-CONVEX 6693    GT_PK(2,2)      40  16950  41  16951  16952  20
-CONVEX 6694    GT_PK(2,2)      40  16953  66  16954  13099  65
-CONVEX 6695    GT_PK(2,2)      40  16955  67  16950  16942  41
-CONVEX 6696    GT_PK(2,2)      40  16955  67  16953  16949  66
-CONVEX 6697    GT_PK(2,2)      40  16956  39  16951  16936  20
-CONVEX 6698    GT_PK(2,2)      40  16956  39  16954  16957  65
-CONVEX 6699    GT_PK(2,2)      214  16958  213  16959  13103  257
-CONVEX 6700    GT_PK(2,2)      212  16960  213  16961  13102  256
-CONVEX 6701    GT_PK(2,2)      212  16962  255  16963  16930  211
-CONVEX 6702    GT_PK(2,2)      212  16962  255  16961  16927  256
-CONVEX 6703    GT_PK(2,2)      212  16960  213  16964  16965  172
-CONVEX 6704    GT_PK(2,2)      212  16966  171  16963  16919  211
-CONVEX 6705    GT_PK(2,2)      212  16966  171  16964  13082  172
-CONVEX 6706    GT_PK(2,2)      307  16967  260  16968  13112  306
-CONVEX 6707    GT_PK(2,2)      307  16969  356  16970  7259  355
-CONVEX 6708    GT_PK(2,2)      307  16968  306  16970  9388  355
-CONVEX 6709    GT_PK(2,2)      307  16971  308  16969  9378  356
-CONVEX 6710    GT_PK(2,2)      307  16971  308  16972  13048  261
-CONVEX 6711    GT_PK(2,2)      307  16967  260  16972  13120  261
-CONVEX 6712    GT_PK(2,2)      258  16973  215  16974  9386  259
-CONVEX 6713    GT_PK(2,2)      258  16975  305  16974  13122  259
-CONVEX 6714    GT_PK(2,2)      258  16976  214  16977  16959  257
-CONVEX 6715    GT_PK(2,2)      258  16976  214  16973  16978  215
-CONVEX 6716    GT_PK(2,2)      258  16979  304  16977  11569  257
-CONVEX 6717    GT_PK(2,2)      258  16975  305  16979  13125  304
-CONVEX 6718    GT_PK(2,2)      507  16980  508  16981  15681  564
-CONVEX 6719    GT_PK(2,2)      507  16982  563  16981  15685  564
-CONVEX 6720    GT_PK(2,2)      507  16982  563  16983  15686  506
-CONVEX 6721    GT_PK(2,2)      497  16984  554  16985  7280  553
-CONVEX 6722    GT_PK(2,2)      497  16986  498  16984  13133  554
-CONVEX 6723    GT_PK(2,2)      497  16987  496  16985  13189  553
-CONVEX 6724    GT_PK(2,2)      497  16986  498  16988  13137  443
-CONVEX 6725    GT_PK(2,2)      497  16988  443  16989  9490  442
-CONVEX 6726    GT_PK(2,2)      497  16987  496  16989  13184  442
-CONVEX 6727    GT_PK(2,2)      448  16990  395  16991  13140  447
-CONVEX 6728    GT_PK(2,2)      448  16992  502  16991  16993  447
-CONVEX 6729    GT_PK(2,2)      344  16994  395  16995  16996  345
-CONVEX 6730    GT_PK(2,2)      344  16997  394  16994  13138  395
-CONVEX 6731    GT_PK(2,2)      344  16997  394  16998  16999  343
-CONVEX 6732    GT_PK(2,2)      344  17000  296  16995  7282  345
-CONVEX 6733    GT_PK(2,2)      344  17001  295  16998  13260  343
-CONVEX 6734    GT_PK(2,2)      344  17001  295  17000  17002  296
-CONVEX 6735    GT_PK(2,2)      503  17003  504  17004  17005  560
-CONVEX 6736    GT_PK(2,2)      503  17006  448  17007  16992  502
-CONVEX 6737    GT_PK(2,2)      503  17003  504  17008  13290  449
-CONVEX 6738    GT_PK(2,2)      503  17006  448  17008  17009  449
-CONVEX 6739    GT_PK(2,2)      501  17010  557  17011  9410  500
-CONVEX 6740    GT_PK(2,2)      501  17012  502  17013  16993  447
-CONVEX 6741    GT_PK(2,2)      501  17014  558  17010  13147  557
-CONVEX 6742    GT_PK(2,2)      501  17014  558  17012  17015  502
-CONVEX 6743    GT_PK(2,2)      501  17016  446  17011  13142  500
-CONVEX 6744    GT_PK(2,2)      501  17016  446  17013  13144  447
-CONVEX 6745    GT_PK(2,2)      559  17017  558  17018  17015  502
-CONVEX 6746    GT_PK(2,2)      559  17019  503  17020  17004  560
-CONVEX 6747    GT_PK(2,2)      559  17019  503  17018  17007  502
-CONVEX 6748    GT_PK(2,2)      559  17020  560  17021  9525  618
-CONVEX 6749    GT_PK(2,2)      559  17022  617  17021  7299  618
-CONVEX 6750    GT_PK(2,2)      559  17017  558  17022  13145  617
-CONVEX 6751    GT_PK(2,2)      490  17023  489  17024  15569  546
-CONVEX 6752    GT_PK(2,2)      490  17024  546  17025  9427  547
-CONVEX 6753    GT_PK(2,2)      490  17026  491  17025  13169  547
-CONVEX 6754    GT_PK(2,2)      490  17026  491  17027  13173  436
-CONVEX 6755    GT_PK(2,2)      490  17027  436  17028  17029  435
-CONVEX 6756    GT_PK(2,2)      490  17023  489  17028  13149  435
-CONVEX 6757    GT_PK(2,2)      383  17030  333  17031  8321  332
-CONVEX 6758    GT_PK(2,2)      383  17032  384  17030  13175  333
-CONVEX 6759    GT_PK(2,2)      383  17033  382  17031  11408  332
-CONVEX 6760    GT_PK(2,2)      383  17033  382  17034  11403  435
-CONVEX 6761    GT_PK(2,2)      383  17035  436  17034  17029  435
-CONVEX 6762    GT_PK(2,2)      383  17032  384  17035  13179  436
-CONVEX 6763    GT_PK(2,2)      440  17036  441  17037  13185  495
-CONVEX 6764    GT_PK(2,2)      440  17038  494  17039  13167  439
-CONVEX 6765    GT_PK(2,2)      440  17037  495  17038  17040  494
-CONVEX 6766    GT_PK(2,2)      440  17041  387  17039  7270  439
-CONVEX 6767    GT_PK(2,2)      440  17041  387  17042  8215  388
-CONVEX 6768    GT_PK(2,2)      440  17036  441  17042  13182  388
-CONVEX 6769    GT_PK(2,2)      551  17043  552  17044  13209  610
-CONVEX 6770    GT_PK(2,2)      551  17045  609  17044  13244  610
-CONVEX 6771    GT_PK(2,2)      551  17045  609  17046  17047  550
-CONVEX 6772    GT_PK(2,2)      551  17048  494  17046  13161  550
-CONVEX 6773    GT_PK(2,2)      551  17049  495  17048  17040  494
-CONVEX 6774    GT_PK(2,2)      551  17043  552  17049  13190  495
-CONVEX 6775    GT_PK(2,2)      1051  17050  1120  17051  17052  1121
-CONVEX 6776    GT_PK(2,2)      1051  17053  1052  17051  17054  1121
-CONVEX 6777    GT_PK(2,2)      1051  17053  1052  17055  17056  983
-CONVEX 6778    GT_PK(2,2)      1051  17057  982  17055  16403  983
-CONVEX 6779    GT_PK(2,2)      989  17058  922  17059  13199  988
-CONVEX 6780    GT_PK(2,2)      1126  17060  1196  17061  16337  1197
-CONVEX 6781    GT_PK(2,2)      1126  17062  1127  17061  13384  1197
-CONVEX 6782    GT_PK(2,2)      1126  17063  1125  17060  16340  1196
-CONVEX 6783    GT_PK(2,2)      796  17064  734  17065  13202  797
-CONVEX 6784    GT_PK(2,2)      796  17066  859  17067  13131  795
-CONVEX 6785    GT_PK(2,2)      733  17068  732  17069  17070  795
-CONVEX 6786    GT_PK(2,2)      733  17071  796  17069  17067  795
-CONVEX 6787    GT_PK(2,2)      733  17071  796  17072  17064  734
-CONVEX 6788    GT_PK(2,2)      733  17068  732  17073  9451  671
-CONVEX 6789    GT_PK(2,2)      733  17074  672  17073  13211  671
-CONVEX 6790    GT_PK(2,2)      733  17072  734  17074  13217  672
-CONVEX 6791    GT_PK(2,2)      852  17075  916  17076  13221  851
-CONVEX 6792    GT_PK(2,2)      852  17077  853  17078  13226  789
-CONVEX 6793    GT_PK(2,2)      984  17079  918  17080  13223  985
-CONVEX 6794    GT_PK(2,2)      984  17081  1052  17082  17056  983
-CONVEX 6795    GT_PK(2,2)      917  17083  916  17084  16404  983
-CONVEX 6796    GT_PK(2,2)      917  17085  984  17084  17082  983
-CONVEX 6797    GT_PK(2,2)      917  17085  984  17086  17079  918
-CONVEX 6798    GT_PK(2,2)      917  17086  918  17087  13235  853
-CONVEX 6799    GT_PK(2,2)      917  17088  852  17087  17077  853
-CONVEX 6800    GT_PK(2,2)      917  17088  852  17083  17075  916
-CONVEX 6801    GT_PK(2,2)      920  17089  855  17090  13238  919
-CONVEX 6802    GT_PK(2,2)      920  17091  986  17090  13191  919
-CONVEX 6803    GT_PK(2,2)      856  17092  857  17093  17094  793
-CONVEX 6804    GT_PK(2,2)      856  17095  920  17096  17089  855
-CONVEX 6805    GT_PK(2,2)      856  17092  857  17097  13240  921
-CONVEX 6806    GT_PK(2,2)      856  17095  920  17097  17098  921
-CONVEX 6807    GT_PK(2,2)      794  17099  857  17100  17094  793
-CONVEX 6808    GT_PK(2,2)      794  17101  732  17102  17070  795
-CONVEX 6809    GT_PK(2,2)      794  17103  858  17102  13132  795
-CONVEX 6810    GT_PK(2,2)      794  17099  857  17103  13241  858
-CONVEX 6811    GT_PK(2,2)      794  17101  732  17104  9453  731
-CONVEX 6812    GT_PK(2,2)      794  17100  793  17104  13252  731
-CONVEX 6813    GT_PK(2,2)      669  17105  609  17106  13243  670
-CONVEX 6814    GT_PK(2,2)      669  17107  730  17108  17109  668
-CONVEX 6815    GT_PK(2,2)      669  17106  670  17110  9452  731
-CONVEX 6816    GT_PK(2,2)      669  17107  730  17110  13251  731
-CONVEX 6817    GT_PK(2,2)      607  17111  548  17112  9431  549
-CONVEX 6818    GT_PK(2,2)      607  17113  606  17111  13257  548
-CONVEX 6819    GT_PK(2,2)      667  17114  728  17115  13246  666
-CONVEX 6820    GT_PK(2,2)      667  17116  607  17117  17118  668
-CONVEX 6821    GT_PK(2,2)      667  17119  606  17115  13254  666
-CONVEX 6822    GT_PK(2,2)      667  17116  607  17119  17113  606
-CONVEX 6823    GT_PK(2,2)      792  17120  730  17121  13250  793
-CONVEX 6824    GT_PK(2,2)      792  17122  855  17123  13237  791
-CONVEX 6825    GT_PK(2,2)      792  17124  856  17121  17093  793
-CONVEX 6826    GT_PK(2,2)      792  17124  856  17122  17096  855
-CONVEX 6827    GT_PK(2,2)      729  17125  730  17126  17109  668
-CONVEX 6828    GT_PK(2,2)      729  17127  667  17126  17117  668
-CONVEX 6829    GT_PK(2,2)      729  17127  667  17128  17114  728
-CONVEX 6830    GT_PK(2,2)      729  17128  728  17129  13249  791
-CONVEX 6831    GT_PK(2,2)      729  17130  792  17129  17123  791
-CONVEX 6832    GT_PK(2,2)      729  17130  792  17125  17120  730
-CONVEX 6833    GT_PK(2,2)      249  17131  295  17132  13259  248
-CONVEX 6834    GT_PK(2,2)      249  17133  206  17134  13308  250
-CONVEX 6835    GT_PK(2,2)      249  17134  250  17135  9464  296
-CONVEX 6836    GT_PK(2,2)      249  17131  295  17135  17002  296
-CONVEX 6837    GT_PK(2,2)      249  17136  205  17132  13264  248
-CONVEX 6838    GT_PK(2,2)      249  17133  206  17136  13310  205
-CONVEX 6839    GT_PK(2,2)      505  17137  450  17138  13289  504
-CONVEX 6840    GT_PK(2,2)      505  17139  506  17140  15688  562
-CONVEX 6841    GT_PK(2,2)      505  17139  506  17141  17142  451
-CONVEX 6842    GT_PK(2,2)      505  17137  450  17141  13297  451
-CONVEX 6843    GT_PK(2,2)      342  17143  392  17144  13319  341
-CONVEX 6844    GT_PK(2,2)      342  17145  294  17146  13261  343
-CONVEX 6845    GT_PK(2,2)      342  17145  294  17147  9458  293
-CONVEX 6846    GT_PK(2,2)      342  17144  341  17147  9476  293
-CONVEX 6847    GT_PK(2,2)      393  17148  392  17149  13322  445
-CONVEX 6848    GT_PK(2,2)      393  17150  446  17149  13141  445
-CONVEX 6849    GT_PK(2,2)      393  17150  446  17151  13143  394
-CONVEX 6850    GT_PK(2,2)      393  17151  394  17152  16999  343
-CONVEX 6851    GT_PK(2,2)      393  17153  342  17152  17146  343
-CONVEX 6852    GT_PK(2,2)      393  17153  342  17148  17143  392
-CONVEX 6853    GT_PK(2,2)      737  17154  738  17155  13325  800
-CONVEX 6854    GT_PK(2,2)      737  17156  799  17157  13348  736
-CONVEX 6855    GT_PK(2,2)      737  17156  799  17155  13355  800
-CONVEX 6856    GT_PK(2,2)      737  17158  675  17157  13329  736
-CONVEX 6857    GT_PK(2,2)      737  17154  738  17159  13327  676
-CONVEX 6858    GT_PK(2,2)      737  17158  675  17159  13330  676
-CONVEX 6859    GT_PK(2,2)      561  17160  619  17161  9523  560
-CONVEX 6860    GT_PK(2,2)      561  17162  620  17160  13339  619
-CONVEX 6861    GT_PK(2,2)      561  17162  620  17163  17164  562
-CONVEX 6862    GT_PK(2,2)      561  17165  504  17161  17005  560
-CONVEX 6863    GT_PK(2,2)      561  17166  505  17163  17140  562
-CONVEX 6864    GT_PK(2,2)      561  17166  505  17165  17138  504
-CONVEX 6865    GT_PK(2,2)      621  17167  622  17168  17169  682
-CONVEX 6866    GT_PK(2,2)      621  17168  682  17170  8430  681
-CONVEX 6867    GT_PK(2,2)      621  17171  620  17170  13337  681
-CONVEX 6868    GT_PK(2,2)      621  17171  620  17172  17164  562
-CONVEX 6869    GT_PK(2,2)      621  17173  563  17172  15687  562
-CONVEX 6870    GT_PK(2,2)      621  17173  563  17167  15684  622
-CONVEX 6871    GT_PK(2,2)      679  17174  619  17175  9524  618
-CONVEX 6872    GT_PK(2,2)      679  17176  680  17174  13338  619
-CONVEX 6873    GT_PK(2,2)      679  17177  678  17175  7298  618
-CONVEX 6874    GT_PK(2,2)      679  17176  680  17178  13335  741
-CONVEX 6875    GT_PK(2,2)      679  17179  740  17177  11505  678
-CONVEX 6876    GT_PK(2,2)      679  17179  740  17178  11507  741
-CONVEX 6877    GT_PK(2,2)      860  17180  861  17181  13340  925
-CONVEX 6878    GT_PK(2,2)      860  17181  925  17182  9442  924
-CONVEX 6879    GT_PK(2,2)      860  17183  859  17182  17184  924
-CONVEX 6880    GT_PK(2,2)      860  17185  796  17183  17066  859
-CONVEX 6881    GT_PK(2,2)      860  17180  861  17186  13343  797
-CONVEX 6882    GT_PK(2,2)      860  17185  796  17186  17065  797
-CONVEX 6883    GT_PK(2,2)      1275  17187  1276  17188  13358  1348
-CONVEX 6884    GT_PK(2,2)      1275  17187  1276  17189  13363  1204
-CONVEX 6885    GT_PK(2,2)      1203  17190  1275  17191  17192  1274
-CONVEX 6886    GT_PK(2,2)      1203  17190  1275  17193  17189  1204
-CONVEX 6887    GT_PK(2,2)      1133  17194  1203  17195  17193  1204
-CONVEX 6888    GT_PK(2,2)      1133  17194  1203  17196  17197  1132
-CONVEX 6889    GT_PK(2,2)      1063  17198  995  17199  13373  1064
-CONVEX 6890    GT_PK(2,2)      1063  17198  995  17200  13372  994
-CONVEX 6891    GT_PK(2,2)      1063  17201  1133  17199  17202  1064
-CONVEX 6892    GT_PK(2,2)      1063  17201  1133  17203  17196  1132
-CONVEX 6893    GT_PK(2,2)      1135  17204  1136  17205  8462  1066
-CONVEX 6894    GT_PK(2,2)      1128  17206  1129  17207  13379  1059
-CONVEX 6895    GT_PK(2,2)      1128  17208  1198  17209  13383  1127
-CONVEX 6896    GT_PK(2,2)      1128  17206  1129  17210  17211  1199
-CONVEX 6897    GT_PK(2,2)      1128  17208  1198  17210  13387  1199
-CONVEX 6898    GT_PK(2,2)      1487  17212  1488  17213  13396  1415
-CONVEX 6899    GT_PK(2,2)      1487  17214  1414  17213  17215  1415
-CONVEX 6900    GT_PK(2,2)      1487  17214  1414  17216  16322  1486
-CONVEX 6901    GT_PK(2,2)      1487  17216  1486  17217  16315  1560
-CONVEX 6902    GT_PK(2,2)      1487  17218  1561  17217  16280  1560
-CONVEX 6903    GT_PK(2,2)      1487  17218  1561  17212  16282  1488
-CONVEX 6904    GT_PK(2,2)      1642  17219  1718  17220  13397  1643
-CONVEX 6905    GT_PK(2,2)      1642  17221  1567  17222  13478  1641
-CONVEX 6906    GT_PK(2,2)      1642  17223  1568  17220  17224  1643
-CONVEX 6907    GT_PK(2,2)      1642  17223  1568  17221  13480  1567
-CONVEX 6908    GT_PK(2,2)      1717  17225  1718  17226  13404  1794
-CONVEX 6909    GT_PK(2,2)      1717  17227  1793  17226  13428  1794
-CONVEX 6910    GT_PK(2,2)      1717  17227  1793  17228  17229  1716
-CONVEX 6911    GT_PK(2,2)      1717  17228  1716  17230  9548  1641
-CONVEX 6912    GT_PK(2,2)      1717  17231  1642  17230  17222  1641
-CONVEX 6913    GT_PK(2,2)      1717  17231  1642  17225  17219  1718
-CONVEX 6914    GT_PK(2,2)      1871  17232  1947  17233  9665  1948
-CONVEX 6915    GT_PK(2,2)      1871  17234  1870  17232  13436  1947
-CONVEX 6916    GT_PK(2,2)      1871  17235  1872  17233  13415  1948
-CONVEX 6917    GT_PK(2,2)      1871  17234  1870  17236  13429  1794
-CONVEX 6918    GT_PK(2,2)      1871  17237  1795  17235  13400  1872
-CONVEX 6919    GT_PK(2,2)      1871  17237  1795  17236  13403  1794
-CONVEX 6920    GT_PK(2,2)      1868  17238  1945  17239  13442  1869
-CONVEX 6921    GT_PK(2,2)      1868  17238  1945  17240  13437  1944
-CONVEX 6922    GT_PK(2,2)      1790  17241  1713  17242  9570  1789
-CONVEX 6923    GT_PK(2,2)      1790  17243  1866  17242  9554  1789
-CONVEX 6924    GT_PK(2,2)      1792  17244  1793  17245  13426  1869
-CONVEX 6925    GT_PK(2,2)      1792  17246  1868  17245  17239  1869
-CONVEX 6926    GT_PK(2,2)      1792  17246  1868  17247  17248  1791
-CONVEX 6927    GT_PK(2,2)      1792  17244  1793  17249  17229  1716
-CONVEX 6928    GT_PK(2,2)      1714  17250  1638  17251  7308  1639
-CONVEX 6929    GT_PK(2,2)      1714  17252  1713  17250  9573  1638
-CONVEX 6930    GT_PK(2,2)      1714  17253  1790  17252  17241  1713
-CONVEX 6931    GT_PK(2,2)      1714  17253  1790  17254  17255  1791
-CONVEX 6932    GT_PK(2,2)      1272  17256  1273  17257  17258  1201
-CONVEX 6933    GT_PK(2,2)      1272  17259  1344  17260  17261  1345
-CONVEX 6934    GT_PK(2,2)      1272  17256  1273  17260  13456  1345
-CONVEX 6935    GT_PK(2,2)      1417  17262  1344  17263  13448  1416
-CONVEX 6936    GT_PK(2,2)      1417  17264  1490  17265  13486  1418
-CONVEX 6937    GT_PK(2,2)      1417  17266  1345  17265  13452  1418
-CONVEX 6938    GT_PK(2,2)      1417  17262  1344  17266  17261  1345
-CONVEX 6939    GT_PK(2,2)      1417  17263  1416  17267  13395  1489
-CONVEX 6940    GT_PK(2,2)      1417  17264  1490  17267  13485  1489
-CONVEX 6941    GT_PK(2,2)      1347  17268  1420  17269  17270  1348
-CONVEX 6942    GT_PK(2,2)      1347  17271  1346  17272  13454  1274
-CONVEX 6943    GT_PK(2,2)      1347  17273  1419  17268  13457  1420
-CONVEX 6944    GT_PK(2,2)      1347  17273  1419  17271  13463  1346
-CONVEX 6945    GT_PK(2,2)      1347  17274  1275  17272  17192  1274
-CONVEX 6946    GT_PK(2,2)      1347  17274  1275  17269  17188  1348
-CONVEX 6947    GT_PK(2,2)      1421  17275  1422  17276  17277  1494
-CONVEX 6948    GT_PK(2,2)      1421  17278  1493  17276  13469  1494
-CONVEX 6949    GT_PK(2,2)      1421  17278  1493  17279  13471  1420
-CONVEX 6950    GT_PK(2,2)      1421  17279  1420  17280  17270  1348
-CONVEX 6951    GT_PK(2,2)      1421  17281  1349  17280  13359  1348
-CONVEX 6952    GT_PK(2,2)      1421  17275  1422  17281  13467  1349
-CONVEX 6953    GT_PK(2,2)      1495  17282  1568  17283  13481  1494
-CONVEX 6954    GT_PK(2,2)      1495  17284  1422  17285  13465  1423
-CONVEX 6955    GT_PK(2,2)      1495  17284  1422  17283  17277  1494
-CONVEX 6956    GT_PK(2,2)      1569  17286  1570  17287  10567  1644
-CONVEX 6957    GT_PK(2,2)      1569  17288  1643  17287  9544  1644
-CONVEX 6958    GT_PK(2,2)      1569  17289  1568  17288  17224  1643
-CONVEX 6959    GT_PK(2,2)      1569  17290  1495  17289  17282  1568
-CONVEX 6960    GT_PK(2,2)      1904  17291  1981  17292  16145  1982
-CONVEX 6961    GT_PK(2,2)      1904  17293  1905  17292  13488  1982
-CONVEX 6962    GT_PK(2,2)      1904  17293  1905  17294  17295  1828
-CONVEX 6963    GT_PK(2,2)      1906  17296  1984  17297  9581  1983
-CONVEX 6964    GT_PK(2,2)      1906  17298  1905  17297  13487  1983
-CONVEX 6965    GT_PK(2,2)      1906  17296  1984  17299  9583  1907
-CONVEX 6966    GT_PK(2,2)      1751  17300  1752  17301  17302  1828
-CONVEX 6967    GT_PK(2,2)      1751  17303  1750  17304  17305  1674
-CONVEX 6968    GT_PK(2,2)      1751  17306  1675  17304  13500  1674
-CONVEX 6969    GT_PK(2,2)      1751  17306  1675  17300  13502  1752
-CONVEX 6970    GT_PK(2,2)      1753  17307  1677  17308  17309  1676
-CONVEX 6971    GT_PK(2,2)      1753  17310  1752  17308  13504  1676
-CONVEX 6972    GT_PK(2,2)      1753  17307  1677  17311  12734  1754
-CONVEX 6973    GT_PK(2,2)      1383  17312  1455  17313  16660  1382
-CONVEX 6974    GT_PK(2,2)      1095  17314  1094  17315  17316  1025
-CONVEX 6975    GT_PK(2,2)      1095  17317  1026  17315  17318  1025
-CONVEX 6976    GT_PK(2,2)      1095  17317  1026  17319  15321  1096
-CONVEX 6977    GT_PK(2,2)      1095  17319  1096  17320  17321  1166
-CONVEX 6978    GT_PK(2,2)      1095  17322  1165  17320  17323  1166
-CONVEX 6979    GT_PK(2,2)      1095  17322  1165  17314  17324  1094
-CONVEX 6980    GT_PK(2,2)      1237  17325  1309  17326  13489  1236
-CONVEX 6981    GT_PK(2,2)      1237  17327  1165  17326  17328  1236
-CONVEX 6982    GT_PK(2,2)      1237  17329  1238  17330  17331  1166
-CONVEX 6983    GT_PK(2,2)      1237  17327  1165  17330  17323  1166
-CONVEX 6984    GT_PK(2,2)      2138  17332  2217  17333  7099  2216
-CONVEX 6985    GT_PK(2,2)      2138  17334  2139  17332  8949  2217
-CONVEX 6986    GT_PK(2,2)      2138  17335  2137  17333  9604  2216
-CONVEX 6987    GT_PK(2,2)      2138  17336  2060  17334  16143  2139
-CONVEX 6988    GT_PK(2,2)      2138  17336  2060  17337  16146  2059
-CONVEX 6989    GT_PK(2,2)      2138  17335  2137  17338  17339  2058
-CONVEX 6990    GT_PK(2,2)      2138  17337  2059  17338  13495  2058
-CONVEX 6991    GT_PK(2,2)      1601  17340  1526  17341  17342  1527
-CONVEX 6992    GT_PK(2,2)      1601  17343  1677  17344  17309  1676
-CONVEX 6993    GT_PK(2,2)      1601  17345  1602  17341  16654  1527
-CONVEX 6994    GT_PK(2,2)      1601  17345  1602  17343  16650  1677
-CONVEX 6995    GT_PK(2,2)      1525  17346  1526  17347  17348  1452
-CONVEX 6996    GT_PK(2,2)      1453  17349  1526  17350  17342  1527
-CONVEX 6997    GT_PK(2,2)      1453  17351  1454  17350  16661  1527
-CONVEX 6998    GT_PK(2,2)      1453  17351  1454  17352  16658  1381
-CONVEX 6999    GT_PK(2,2)      2489  17353  2488  17354  16264  2409
-CONVEX 7000    GT_PK(2,2)      2489  17355  2569  17356  13509  2568
-CONVEX 7001    GT_PK(2,2)      2489  17353  2488  17356  13557  2568
-CONVEX 7002    GT_PK(2,2)      1804  17357  1803  17358  17359  1880
-CONVEX 7003    GT_PK(2,2)      1877  17360  1953  17361  14354  1954
-CONVEX 7004    GT_PK(2,2)      1732  17362  1733  17363  9640  1657
-CONVEX 7005    GT_PK(2,2)      1732  17362  1733  17364  9636  1809
-CONVEX 7006    GT_PK(2,2)      2037  17365  2038  17366  9627  2116
-CONVEX 7007    GT_PK(2,2)      2276  17367  2197  17368  13515  2275
-CONVEX 7008    GT_PK(2,2)      2276  17369  2356  17370  10583  2277
-CONVEX 7009    GT_PK(2,2)      2276  17371  2198  17370  13522  2277
-CONVEX 7010    GT_PK(2,2)      2276  17367  2197  17371  13532  2198
-CONVEX 7011    GT_PK(2,2)      1960  17372  1883  17373  17374  1959
-CONVEX 7012    GT_PK(2,2)      1960  17375  2038  17376  9633  1961
-CONVEX 7013    GT_PK(2,2)      1960  17377  2037  17375  17365  2038
-CONVEX 7014    GT_PK(2,2)      1960  17377  2037  17373  17378  1959
-CONVEX 7015    GT_PK(2,2)      1807  17379  1730  17380  17381  1806
-CONVEX 7016    GT_PK(2,2)      1807  17382  1883  17380  17383  1806
-CONVEX 7017    GT_PK(2,2)      1941  17384  2019  17385  9654  1942
-CONVEX 7018    GT_PK(2,2)      1941  17386  2018  17384  17387  2019
-CONVEX 7019    GT_PK(2,2)      1941  17388  1865  17385  9556  1942
-CONVEX 7020    GT_PK(2,2)      2094  17389  2172  17390  17391  2093
-CONVEX 7021    GT_PK(2,2)      2101  17392  2023  17393  13440  2022
-CONVEX 7022    GT_PK(2,2)      2101  17394  2102  17392  13566  2023
-CONVEX 7023    GT_PK(2,2)      2101  17395  2100  17393  13551  2022
-CONVEX 7024    GT_PK(2,2)      2101  17394  2102  17396  13570  2180
-CONVEX 7025    GT_PK(2,2)      2101  17395  2100  17397  13548  2179
-CONVEX 7026    GT_PK(2,2)      2101  17396  2180  17397  13555  2179
-CONVEX 7027    GT_PK(2,2)      2421  17398  2420  17399  9779  2500
-CONVEX 7028    GT_PK(2,2)      2421  17398  2420  17400  13650  2341
-CONVEX 7029    GT_PK(2,2)      2421  17401  2342  17400  9678  2341
-CONVEX 7030    GT_PK(2,2)      2421  17402  2422  17401  13587  2342
-CONVEX 7031    GT_PK(2,2)      2901  17403  2822  17404  9744  2823
-CONVEX 7032    GT_PK(2,2)      2901  17405  2900  17403  13624  2822
-CONVEX 7033    GT_PK(2,2)      2901  17406  2902  17404  7664  2823
-CONVEX 7034    GT_PK(2,2)      2901  17406  2902  17407  10234  2981
-CONVEX 7035    GT_PK(2,2)      2901  17408  2980  17407  10240  2981
-CONVEX 7036    GT_PK(2,2)      2901  17405  2900  17408  14077  2980
-CONVEX 7037    GT_PK(2,2)      2740  17409  2741  17410  13630  2820
-CONVEX 7038    GT_PK(2,2)      2740  17411  2819  17410  17412  2820
-CONVEX 7039    GT_PK(2,2)      2740  17411  2819  17413  13635  2739
-CONVEX 7040    GT_PK(2,2)      2740  17413  2739  17414  9756  2660
-CONVEX 7041    GT_PK(2,2)      2740  17415  2661  17414  9747  2660
-CONVEX 7042    GT_PK(2,2)      2740  17409  2741  17415  13634  2661
-CONVEX 7043    GT_PK(2,2)      2579  17416  2658  17417  7376  2659
-CONVEX 7044    GT_PK(2,2)      2579  17418  2578  17416  13639  2658
-CONVEX 7045    GT_PK(2,2)      2579  17419  2580  17417  13627  2659
-CONVEX 7046    GT_PK(2,2)      2579  17418  2578  17420  13646  2499
-CONVEX 7047    GT_PK(2,2)      2579  17420  2499  17421  9780  2500
-CONVEX 7048    GT_PK(2,2)      2579  17419  2580  17421  17422  2500
-CONVEX 7049    GT_PK(2,2)      4530  17423  4529  17424  13656  4601
-CONVEX 7050    GT_PK(2,2)      4530  17425  4602  17424  13697  4601
-CONVEX 7051    GT_PK(2,2)      4530  17426  4458  17427  13702  4457
-CONVEX 7052    GT_PK(2,2)      4530  17423  4529  17427  13659  4457
-CONVEX 7053    GT_PK(2,2)      5118  17428  5117  17429  13662  5178
-CONVEX 7054    GT_PK(2,2)      5118  17430  5119  17431  11953  5179
-CONVEX 7055    GT_PK(2,2)      5118  17429  5178  17431  9819  5179
-CONVEX 7056    GT_PK(2,2)      5118  17430  5119  17432  8754  5057
-CONVEX 7057    GT_PK(2,2)      5118  17433  5056  17432  9813  5057
-CONVEX 7058    GT_PK(2,2)      5118  17428  5117  17433  13668  5056
-CONVEX 7059    GT_PK(2,2)      5289  17434  5288  17435  13676  5343
-CONVEX 7060    GT_PK(2,2)      5289  17435  5343  17436  8752  5344
-CONVEX 7061    GT_PK(2,2)      5289  17437  5290  17436  8776  5344
-CONVEX 7062    GT_PK(2,2)      5289  17438  5233  17437  11963  5290
-CONVEX 7063    GT_PK(2,2)      5289  17438  5233  17439  11957  5232
-CONVEX 7064    GT_PK(2,2)      5289  17434  5288  17439  17440  5232
-CONVEX 7065    GT_PK(2,2)      4603  17441  4602  17442  13699  4673
-CONVEX 7066    GT_PK(2,2)      4603  17442  4673  17443  9883  4674
-CONVEX 7067    GT_PK(2,2)      4603  17444  4604  17443  11793  4674
-CONVEX 7068    GT_PK(2,2)      4377  17445  4450  17446  13723  4378
-CONVEX 7069    GT_PK(2,2)      4377  17447  4304  17448  13794  4376
-CONVEX 7070    GT_PK(2,2)      4449  17449  4448  17450  9932  4521
-CONVEX 7071    GT_PK(2,2)      4449  17451  4522  17450  9920  4521
-CONVEX 7072    GT_PK(2,2)      4449  17452  4450  17451  13727  4522
-CONVEX 7073    GT_PK(2,2)      4449  17453  4377  17452  17445  4450
-CONVEX 7074    GT_PK(2,2)      4449  17449  4448  17454  9935  4376
-CONVEX 7075    GT_PK(2,2)      4449  17453  4377  17454  17448  4376
-CONVEX 7076    GT_PK(2,2)      4734  17455  4802  17456  13746  4803
-CONVEX 7077    GT_PK(2,2)      4734  17457  4735  17456  13756  4803
-CONVEX 7078    GT_PK(2,2)      4734  17455  4802  17458  13748  4733
-CONVEX 7079    GT_PK(2,2)      4734  17457  4735  17459  13757  4665
-CONVEX 7080    GT_PK(2,2)      4734  17460  4664  17458  7462  4733
-CONVEX 7081    GT_PK(2,2)      4734  17459  4665  17460  13752  4664
-CONVEX 7082    GT_PK(2,2)      4459  17461  4387  17462  13761  4460
-CONVEX 7083    GT_PK(2,2)      4386  17463  4387  17464  17465  4314
-CONVEX 7084    GT_PK(2,2)      4386  17464  4314  17466  9946  4313
-CONVEX 7085    GT_PK(2,2)      4386  17467  4385  17466  13705  4313
-CONVEX 7086    GT_PK(2,2)      4386  17467  4385  17468  13700  4458
-CONVEX 7087    GT_PK(2,2)      4386  17469  4459  17468  17470  4458
-CONVEX 7088    GT_PK(2,2)      4386  17469  4459  17463  17461  4387
-CONVEX 7089    GT_PK(2,2)      4315  17471  4388  17472  17473  4316
-CONVEX 7090    GT_PK(2,2)      4315  17474  4387  17471  13760  4388
-CONVEX 7091    GT_PK(2,2)      4315  17474  4387  17475  17465  4314
-CONVEX 7092    GT_PK(2,2)      4315  17476  4242  17472  17477  4316
-CONVEX 7093    GT_PK(2,2)      4315  17478  4241  17475  14576  4314
-CONVEX 7094    GT_PK(2,2)      4315  17478  4241  17476  14577  4242
-CONVEX 7095    GT_PK(2,2)      4225  17479  4299  17480  13776  4226
-CONVEX 7096    GT_PK(2,2)      4225  17481  4151  17480  13774  4226
-CONVEX 7097    GT_PK(2,2)      4225  17482  4224  17483  17484  4150
-CONVEX 7098    GT_PK(2,2)      4225  17481  4151  17483  17485  4150
-CONVEX 7099    GT_PK(2,2)      4076  17486  3999  17487  13833  4000
-CONVEX 7100    GT_PK(2,2)      4076  17488  4077  17487  13778  4000
-CONVEX 7101    GT_PK(2,2)      4076  17489  4151  17490  13775  4152
-CONVEX 7102    GT_PK(2,2)      4076  17488  4077  17490  13787  4152
-CONVEX 7103    GT_PK(2,2)      3920  17491  3997  17492  9971  3996
-CONVEX 7104    GT_PK(2,2)      3920  17493  3921  17491  17494  3997
-CONVEX 7105    GT_PK(2,2)      3920  17495  3919  17492  13813  3996
-CONVEX 7106    GT_PK(2,2)      3920  17493  3921  17496  17497  3844
-CONVEX 7107    GT_PK(2,2)      3920  17496  3844  17498  14722  3843
-CONVEX 7108    GT_PK(2,2)      3920  17495  3919  17498  13822  3843
-CONVEX 7109    GT_PK(2,2)      3845  17499  3921  17500  17497  3844
-CONVEX 7110    GT_PK(2,2)      3845  17501  3768  17502  11072  3846
-CONVEX 7111    GT_PK(2,2)      3845  17502  3846  17503  13829  3922
-CONVEX 7112    GT_PK(2,2)      3845  17499  3921  17503  17504  3922
-CONVEX 7113    GT_PK(2,2)      3845  17500  3844  17505  14721  3767
-CONVEX 7114    GT_PK(2,2)      3845  17501  3768  17505  11070  3767
-CONVEX 7115    GT_PK(2,2)      4149  17506  4148  17507  9972  4073
-CONVEX 7116    GT_PK(2,2)      4149  17508  4074  17507  13804  4073
-CONVEX 7117    GT_PK(2,2)      4149  17508  4074  17509  17510  4150
-CONVEX 7118    GT_PK(2,2)      4149  17506  4148  17511  17512  4223
-CONVEX 7119    GT_PK(2,2)      4149  17513  4224  17509  17484  4150
-CONVEX 7120    GT_PK(2,2)      4149  17513  4224  17511  15161  4223
-CONVEX 7121    GT_PK(2,2)      3998  17514  4074  17515  13803  3997
-CONVEX 7122    GT_PK(2,2)      3998  17516  3999  17517  13831  3922
-CONVEX 7123    GT_PK(2,2)      3998  17518  3921  17517  17504  3922
-CONVEX 7124    GT_PK(2,2)      3998  17518  3921  17515  17494  3997
-CONVEX 7125    GT_PK(2,2)      4220  17519  4146  17520  17521  4221
-CONVEX 7126    GT_PK(2,2)      4220  17522  4293  17523  15111  4219
-CONVEX 7127    GT_PK(2,2)      4220  17523  4219  17524  11005  4145
-CONVEX 7128    GT_PK(2,2)      4220  17519  4146  17524  17525  4145
-CONVEX 7129    GT_PK(2,2)      4147  17526  4146  17527  17521  4221
-CONVEX 7130    GT_PK(2,2)      4147  17528  4148  17529  9973  4072
-CONVEX 7131    GT_PK(2,2)      4147  17530  4071  17529  9975  4072
-CONVEX 7132    GT_PK(2,2)      4147  17526  4146  17530  17531  4071
-CONVEX 7133    GT_PK(2,2)      4070  17532  3994  17533  13808  4071
-CONVEX 7134    GT_PK(2,2)      4070  17534  4069  17535  13806  4145
-CONVEX 7135    GT_PK(2,2)      4070  17534  4069  17536  15116  3993
-CONVEX 7136    GT_PK(2,2)      4070  17532  3994  17536  17537  3993
-CONVEX 7137    GT_PK(2,2)      4070  17538  4146  17535  17525  4145
-CONVEX 7138    GT_PK(2,2)      4070  17538  4146  17533  17531  4071
-CONVEX 7139    GT_PK(2,2)      3917  17539  3918  17540  13817  3841
-CONVEX 7140    GT_PK(2,2)      3917  17541  3916  17542  15118  3993
-CONVEX 7141    GT_PK(2,2)      3917  17543  3994  17542  17537  3993
-CONVEX 7142    GT_PK(2,2)      3917  17543  3994  17539  13810  3918
-CONVEX 7143    GT_PK(2,2)      3859  17544  3935  17545  13840  3858
-CONVEX 7144    GT_PK(2,2)      3859  17546  3781  17547  7561  3782
-CONVEX 7145    GT_PK(2,2)      3859  17545  3858  17546  10085  3781
-CONVEX 7146    GT_PK(2,2)      3859  17548  3860  17547  7545  3782
-CONVEX 7147    GT_PK(2,2)      3859  17549  3936  17548  7553  3860
-CONVEX 7148    GT_PK(2,2)      3859  17544  3935  17549  13843  3936
-CONVEX 7149    GT_PK(2,2)      3938  17550  3939  17551  13845  3862
-CONVEX 7150    GT_PK(2,2)      3938  17552  4014  17553  10030  3937
-CONVEX 7151    GT_PK(2,2)      3938  17552  4014  17554  10028  4015
-CONVEX 7152    GT_PK(2,2)      3938  17550  3939  17554  13848  4015
-CONVEX 7153    GT_PK(2,2)      3938  17555  3861  17553  7536  3937
-CONVEX 7154    GT_PK(2,2)      3938  17551  3862  17555  10039  3861
-CONVEX 7155    GT_PK(2,2)      4162  17556  4163  17557  10023  4087
-CONVEX 7156    GT_PK(2,2)      4162  17556  4163  17558  10113  4237
-CONVEX 7157    GT_PK(2,2)      4162  17559  4236  17558  13892  4237
-CONVEX 7158    GT_PK(2,2)      2599  17560  2678  17561  17562  2598
-CONVEX 7159    GT_PK(2,2)      2599  17560  2678  17563  17564  2679
-CONVEX 7160    GT_PK(2,2)      2599  17565  2600  17563  10115  2679
-CONVEX 7161    GT_PK(2,2)      2599  17566  2520  17565  13903  2600
-CONVEX 7162    GT_PK(2,2)      2355  17567  2354  17568  13904  2275
-CONVEX 7163    GT_PK(2,2)      2355  17569  2356  17570  14476  2435
-CONVEX 7164    GT_PK(2,2)      2355  17571  2434  17570  7616  2435
-CONVEX 7165    GT_PK(2,2)      2355  17567  2354  17571  13916  2434
-CONVEX 7166    GT_PK(2,2)      2355  17572  2276  17569  17369  2356
-CONVEX 7167    GT_PK(2,2)      2355  17572  2276  17568  17368  2275
-CONVEX 7168    GT_PK(2,2)      2669  17573  2749  17574  13929  2670
-CONVEX 7169    GT_PK(2,2)      2669  17575  2589  17576  13925  2668
-CONVEX 7170    GT_PK(2,2)      2669  17577  2748  17576  10134  2668
-CONVEX 7171    GT_PK(2,2)      2669  17573  2749  17577  13931  2748
-CONVEX 7172    GT_PK(2,2)      2511  17578  2591  17579  13934  2512
-CONVEX 7173    GT_PK(2,2)      2511  17580  2510  17581  7627  2431
-CONVEX 7174    GT_PK(2,2)      2511  17581  2431  17582  13923  2432
-CONVEX 7175    GT_PK(2,2)      2511  17579  2512  17582  13918  2432
-CONVEX 7176    GT_PK(2,2)      2590  17583  2589  17584  13928  2510
-CONVEX 7177    GT_PK(2,2)      2590  17585  2511  17584  17580  2510
-CONVEX 7178    GT_PK(2,2)      2590  17585  2511  17586  17578  2591
-CONVEX 7179    GT_PK(2,2)      2590  17586  2591  17587  13935  2670
-CONVEX 7180    GT_PK(2,2)      2590  17588  2669  17587  17574  2670
-CONVEX 7181    GT_PK(2,2)      2590  17588  2669  17583  17575  2589
-CONVEX 7182    GT_PK(2,2)      2595  17589  2515  17590  14478  2516
-CONVEX 7183    GT_PK(2,2)      2595  17591  2596  17592  14482  2675
-CONVEX 7184    GT_PK(2,2)      2595  17591  2596  17590  17593  2516
-CONVEX 7185    GT_PK(2,2)      2595  17594  2674  17592  14047  2675
-CONVEX 7186    GT_PK(2,2)      2595  17589  2515  17595  13939  2594
-CONVEX 7187    GT_PK(2,2)      2595  17594  2674  17595  14050  2594
-CONVEX 7188    GT_PK(2,2)      2046  17596  1969  17597  17598  2047
-CONVEX 7189    GT_PK(2,2)      2046  17599  2125  17597  13951  2047
-CONVEX 7190    GT_PK(2,2)      2046  17596  1969  17600  14397  1968
-CONVEX 7191    GT_PK(2,2)      2046  17599  2125  17601  17602  2124
-CONVEX 7192    GT_PK(2,2)      2046  17603  2045  17600  17604  1968
-CONVEX 7193    GT_PK(2,2)      2046  17603  2045  17601  17605  2124
-CONVEX 7194    GT_PK(2,2)      2203  17606  2204  17607  7641  2282
-CONVEX 7195    GT_PK(2,2)      2203  17608  2125  17606  13953  2204
-CONVEX 7196    GT_PK(2,2)      2203  17608  2125  17609  17602  2124
-CONVEX 7197    GT_PK(2,2)      2203  17610  2281  17607  10161  2282
-CONVEX 7198    GT_PK(2,2)      2203  17611  2202  17610  13954  2281
-CONVEX 7199    GT_PK(2,2)      2203  17611  2202  17609  17612  2124
-CONVEX 7200    GT_PK(2,2)      2122  17613  2201  17614  17615  2200
-CONVEX 7201    GT_PK(2,2)      2122  17616  2121  17614  13525  2200
-CONVEX 7202    GT_PK(2,2)      2122  17616  2121  17617  10576  2043
-CONVEX 7203    GT_PK(2,2)      2122  17617  2043  17618  10571  2044
-CONVEX 7204    GT_PK(2,2)      2123  17619  2045  17620  17605  2124
-CONVEX 7205    GT_PK(2,2)      2123  17621  2202  17620  17612  2124
-CONVEX 7206    GT_PK(2,2)      2123  17619  2045  17622  17623  2044
-CONVEX 7207    GT_PK(2,2)      2123  17621  2202  17624  13956  2201
-CONVEX 7208    GT_PK(2,2)      2123  17625  2122  17622  17618  2044
-CONVEX 7209    GT_PK(2,2)      2123  17625  2122  17624  17613  2201
-CONVEX 7210    GT_PK(2,2)      2677  17626  2757  17627  13959  2756
-CONVEX 7211    GT_PK(2,2)      2677  17628  2676  17629  14481  2597
-CONVEX 7212    GT_PK(2,2)      2677  17628  2676  17627  14057  2756
-CONVEX 7213    GT_PK(2,2)      2677  17630  2598  17629  17631  2597
-CONVEX 7214    GT_PK(2,2)      2677  17632  2678  17630  17562  2598
-CONVEX 7215    GT_PK(2,2)      2677  17626  2757  17632  17633  2678
-CONVEX 7216    GT_PK(2,2)      2837  17634  2836  17635  10169  2915
-CONVEX 7217    GT_PK(2,2)      2837  17636  2757  17634  13958  2836
-CONVEX 7218    GT_PK(2,2)      2837  17637  2916  17635  17638  2915
-CONVEX 7219    GT_PK(2,2)      3387  17639  3307  17640  13971  3386
-CONVEX 7220    GT_PK(2,2)      3387  17641  3466  17642  5869  3467
-CONVEX 7221    GT_PK(2,2)      3387  17640  3386  17641  13996  3466
-CONVEX 7222    GT_PK(2,2)      2988  17643  2989  17644  13981  3068
-CONVEX 7223    GT_PK(2,2)      2988  17645  3067  17646  13987  2987
-CONVEX 7224    GT_PK(2,2)      2988  17645  3067  17644  13986  3068
-CONVEX 7225    GT_PK(2,2)      2988  17643  2989  17647  17648  2909
-CONVEX 7226    GT_PK(2,2)      2988  17646  2987  17649  5885  2908
-CONVEX 7227    GT_PK(2,2)      2988  17647  2909  17649  10188  2908
-CONVEX 7228    GT_PK(2,2)      3070  17650  3069  17651  7652  3149
-CONVEX 7229    GT_PK(2,2)      3070  17652  3150  17651  14062  3149
-CONVEX 7230    GT_PK(2,2)      3070  17653  3071  17652  17654  3150
-CONVEX 7231    GT_PK(2,2)      2911  17655  2833  17656  17657  2912
-CONVEX 7232    GT_PK(2,2)      2911  17655  2833  17658  14031  2832
-CONVEX 7233    GT_PK(2,2)      3469  17659  3390  17660  14010  3389
-CONVEX 7234    GT_PK(2,2)      3469  17661  3468  17662  7655  3548
-CONVEX 7235    GT_PK(2,2)      3469  17660  3389  17661  17663  3468
-CONVEX 7236    GT_PK(2,2)      3469  17664  3549  17662  10351  3548
-CONVEX 7237    GT_PK(2,2)      3311  17665  3312  17666  17667  3232
-CONVEX 7238    GT_PK(2,2)      3311  17668  3231  17666  14020  3232
-CONVEX 7239    GT_PK(2,2)      3311  17668  3231  17669  10181  3310
-CONVEX 7240    GT_PK(2,2)      3311  17670  3390  17669  14011  3310
-CONVEX 7241    GT_PK(2,2)      2995  17671  3074  17672  14222  3075
-CONVEX 7242    GT_PK(2,2)      2995  17673  2996  17672  17674  3075
-CONVEX 7243    GT_PK(2,2)      2995  17673  2996  17675  14208  2916
-CONVEX 7244    GT_PK(2,2)      2995  17675  2916  17676  17638  2915
-CONVEX 7245    GT_PK(2,2)      2995  17677  2994  17676  7647  2915
-CONVEX 7246    GT_PK(2,2)      2995  17671  3074  17677  14013  2994
-CONVEX 7247    GT_PK(2,2)      3391  17678  3392  17679  14024  3312
-CONVEX 7248    GT_PK(2,2)      3391  17680  3311  17679  17665  3312
-CONVEX 7249    GT_PK(2,2)      3391  17680  3311  17681  17670  3390
-CONVEX 7250    GT_PK(2,2)      2835  17682  2755  17683  14056  2756
-CONVEX 7251    GT_PK(2,2)      2835  17684  2836  17685  10170  2914
-CONVEX 7252    GT_PK(2,2)      2835  17684  2836  17683  13960  2756
-CONVEX 7253    GT_PK(2,2)      2834  17686  2755  17687  14052  2754
-CONVEX 7254    GT_PK(2,2)      2834  17688  2833  17689  17657  2912
-CONVEX 7255    GT_PK(2,2)      2834  17688  2833  17687  14033  2754
-CONVEX 7256    GT_PK(2,2)      2834  17690  2835  17686  17682  2755
-CONVEX 7257    GT_PK(2,2)      3072  17691  3152  17692  14022  3073
-CONVEX 7258    GT_PK(2,2)      3072  17693  2993  17692  14059  3073
-CONVEX 7259    GT_PK(2,2)      3072  17693  2993  17694  17695  2992
-CONVEX 7260    GT_PK(2,2)      3072  17696  3071  17694  17697  2992
-CONVEX 7261    GT_PK(2,2)      2112  17698  2190  17699  10199  2111
-CONVEX 7262    GT_PK(2,2)      2112  17700  2191  17698  10213  2190
-CONVEX 7263    GT_PK(2,2)      1881  17701  1804  17702  17358  1880
-CONVEX 7264    GT_PK(2,2)      2898  17703  2897  17704  11083  2977
-CONVEX 7265    GT_PK(2,2)      2898  17705  2819  17706  17412  2820
-CONVEX 7266    GT_PK(2,2)      2898  17705  2819  17703  13637  2897
-CONVEX 7267    GT_PK(2,2)      2978  17707  2979  17708  14074  3058
-CONVEX 7268    GT_PK(2,2)      2978  17709  3057  17708  14083  3058
-CONVEX 7269    GT_PK(2,2)      2978  17709  3057  17710  14088  2977
-CONVEX 7270    GT_PK(2,2)      2978  17711  2898  17710  17704  2977
-CONVEX 7271    GT_PK(2,2)      2983  17712  3062  17713  14140  3063
-CONVEX 7272    GT_PK(2,2)      2983  17712  3062  17714  14089  2982
-CONVEX 7273    GT_PK(2,2)      2983  17715  2984  17713  7717  3063
-CONVEX 7274    GT_PK(2,2)      2983  17716  2904  17715  7668  2984
-CONVEX 7275    GT_PK(2,2)      2983  17716  2904  17717  10256  2903
-CONVEX 7276    GT_PK(2,2)      2983  17714  2982  17717  10233  2903
-CONVEX 7277    GT_PK(2,2)      2507  17718  2428  17719  9742  2508
-CONVEX 7278    GT_PK(2,2)      2507  17718  2428  17720  7364  2427
-CONVEX 7279    GT_PK(2,2)      2507  17719  2508  17721  5881  2587
-CONVEX 7280    GT_PK(2,2)      2507  17722  2586  17721  14095  2587
-CONVEX 7281    GT_PK(2,2)      2506  17723  2505  17724  13617  2585
-CONVEX 7282    GT_PK(2,2)      2506  17725  2586  17724  14092  2585
-CONVEX 7283    GT_PK(2,2)      2506  17726  2507  17725  17722  2586
-CONVEX 7284    GT_PK(2,2)      2506  17723  2505  17727  13603  2426
-CONVEX 7285    GT_PK(2,2)      2506  17727  2426  17728  13606  2427
-CONVEX 7286    GT_PK(2,2)      2506  17726  2507  17728  17720  2427
-CONVEX 7287    GT_PK(2,2)      3772  17729  3850  17730  14099  3773
-CONVEX 7288    GT_PK(2,2)      3772  17731  3694  17730  10259  3773
-CONVEX 7289    GT_PK(2,2)      3772  17732  3693  17733  14108  3771
-CONVEX 7290    GT_PK(2,2)      3772  17732  3693  17731  14109  3694
-CONVEX 7291    GT_PK(2,2)      3849  17734  3926  17735  14105  3925
-CONVEX 7292    GT_PK(2,2)      3849  17736  3850  17734  14098  3926
-CONVEX 7293    GT_PK(2,2)      3849  17737  3848  17735  9979  3925
-CONVEX 7294    GT_PK(2,2)      3849  17738  3772  17736  17729  3850
-CONVEX 7295    GT_PK(2,2)      3849  17737  3848  17739  9959  3771
-CONVEX 7296    GT_PK(2,2)      3849  17738  3772  17739  17733  3771
-CONVEX 7297    GT_PK(2,2)      3539  17740  3617  17741  10301  3618
-CONVEX 7298    GT_PK(2,2)      3539  17742  3540  17741  14157  3618
-CONVEX 7299    GT_PK(2,2)      3539  17743  3538  17740  14154  3617
-CONVEX 7300    GT_PK(2,2)      3539  17742  3540  17744  14161  3460
-CONVEX 7301    GT_PK(2,2)      3539  17744  3460  17745  10305  3459
-CONVEX 7302    GT_PK(2,2)      3539  17743  3538  17745  14156  3459
-CONVEX 7303    GT_PK(2,2)      3133  17746  3132  17747  14168  3212
-CONVEX 7304    GT_PK(2,2)      3133  17748  3213  17749  17750  3134
-CONVEX 7305    GT_PK(2,2)      3133  17748  3213  17747  14172  3212
-CONVEX 7306    GT_PK(2,2)      3133  17749  3134  17751  8066  3054
-CONVEX 7307    GT_PK(2,2)      3133  17752  3053  17751  10339  3054
-CONVEX 7308    GT_PK(2,2)      3133  17746  3132  17752  14164  3053
-CONVEX 7309    GT_PK(2,2)      3210  17753  3289  17754  15248  3290
-CONVEX 7310    GT_PK(2,2)      3210  17755  3211  17754  15242  3290
-CONVEX 7311    GT_PK(2,2)      3210  17756  3130  17757  10324  3131
-CONVEX 7312    GT_PK(2,2)      3210  17755  3211  17757  14166  3131
-CONVEX 7313    GT_PK(2,2)      3214  17758  3134  17759  8068  3135
-CONVEX 7314    GT_PK(2,2)      3214  17760  3213  17758  17750  3134
-CONVEX 7315    GT_PK(2,2)      3214  17761  3215  17759  10219  3135
-CONVEX 7316    GT_PK(2,2)      3214  17760  3213  17762  14170  3293
-CONVEX 7317    GT_PK(2,2)      3214  17763  3294  17762  11075  3293
-CONVEX 7318    GT_PK(2,2)      3214  17763  3294  17761  15255  3215
-CONVEX 7319    GT_PK(2,2)      2971  17764  2892  17765  14176  2972
-CONVEX 7320    GT_PK(2,2)      2971  17766  2970  17767  7704  3050
-CONVEX 7321    GT_PK(2,2)      2971  17767  3050  17768  10327  3051
-CONVEX 7322    GT_PK(2,2)      2971  17765  2972  17768  10323  3051
-CONVEX 7323    GT_PK(2,2)      2813  17769  2892  17770  14174  2814
-CONVEX 7324    GT_PK(2,2)      2813  17771  2733  17772  7968  2812
-CONVEX 7325    GT_PK(2,2)      2813  17771  2733  17773  7970  2734
-CONVEX 7326    GT_PK(2,2)      2813  17770  2814  17773  10319  2734
-CONVEX 7327    GT_PK(2,2)      2891  17774  2890  17775  10333  2970
-CONVEX 7328    GT_PK(2,2)      2891  17776  2971  17775  17766  2970
-CONVEX 7329    GT_PK(2,2)      2891  17776  2971  17777  17764  2892
-CONVEX 7330    GT_PK(2,2)      2891  17774  2890  17778  10331  2812
-CONVEX 7331    GT_PK(2,2)      2891  17779  2813  17778  17772  2812
-CONVEX 7332    GT_PK(2,2)      2891  17779  2813  17777  17769  2892
-CONVEX 7333    GT_PK(2,2)      3394  17780  3314  17781  14191  3393
-CONVEX 7334    GT_PK(2,2)      3394  17780  3314  17782  14190  3315
-CONVEX 7335    GT_PK(2,2)      3394  17783  3395  17782  14234  3315
-CONVEX 7336    GT_PK(2,2)      3394  17783  3395  17784  14202  3474
-CONVEX 7337    GT_PK(2,2)      2919  17785  2841  17786  14314  2920
-CONVEX 7338    GT_PK(2,2)      2919  17787  2999  17786  14196  2920
-CONVEX 7339    GT_PK(2,2)      2919  17787  2999  17788  14197  2998
-CONVEX 7340    GT_PK(2,2)      2919  17789  2840  17785  14308  2841
-CONVEX 7341    GT_PK(2,2)      2838  17790  2839  17791  17792  2917
-CONVEX 7342    GT_PK(2,2)      2838  17793  2759  17790  14215  2839
-CONVEX 7343    GT_PK(2,2)      2838  17794  2916  17791  14210  2917
-CONVEX 7344    GT_PK(2,2)      2838  17795  2837  17794  17637  2916
-CONVEX 7345    GT_PK(2,2)      3234  17796  3154  17797  14218  3155
-CONVEX 7346    GT_PK(2,2)      3234  17798  3314  17799  14192  3313
-CONVEX 7347    GT_PK(2,2)      3234  17797  3155  17800  14226  3235
-CONVEX 7348    GT_PK(2,2)      3234  17798  3314  17800  14189  3235
-CONVEX 7349    GT_PK(2,2)      3233  17801  3312  17802  14026  3313
-CONVEX 7350    GT_PK(2,2)      3233  17803  3234  17802  17799  3313
-CONVEX 7351    GT_PK(2,2)      3233  17803  3234  17804  17796  3154
-CONVEX 7352    GT_PK(2,2)      3233  17804  3154  17805  14223  3153
-CONVEX 7353    GT_PK(2,2)      3233  17805  3153  17806  14023  3232
-CONVEX 7354    GT_PK(2,2)      3233  17801  3312  17806  17667  3232
-CONVEX 7355    GT_PK(2,2)      3076  17807  3156  17808  14224  3155
-CONVEX 7356    GT_PK(2,2)      3076  17809  2996  17810  14211  2997
-CONVEX 7357    GT_PK(2,2)      3076  17808  3155  17811  14220  3075
-CONVEX 7358    GT_PK(2,2)      3076  17809  2996  17811  17674  3075
-CONVEX 7359    GT_PK(2,2)      3077  17812  2997  17813  17814  2998
-CONVEX 7360    GT_PK(2,2)      3077  17815  3156  17816  14228  3157
-CONVEX 7361    GT_PK(2,2)      3077  17817  3076  17812  17810  2997
-CONVEX 7362    GT_PK(2,2)      3077  17817  3076  17815  17807  3156
-CONVEX 7363    GT_PK(2,2)      3077  17818  3078  17813  14198  2998
-CONVEX 7364    GT_PK(2,2)      3077  17818  3078  17816  10373  3157
-CONVEX 7365    GT_PK(2,2)      3243  17819  3164  17820  17821  3163
-CONVEX 7366    GT_PK(2,2)      3243  17822  3242  17820  10359  3163
-CONVEX 7367    GT_PK(2,2)      3243  17823  3322  17822  17824  3242
-CONVEX 7368    GT_PK(2,2)      3239  17825  3240  17826  14241  3319
-CONVEX 7369    GT_PK(2,2)      3239  17827  3318  17826  10394  3319
-CONVEX 7370    GT_PK(2,2)      3239  17828  3238  17827  14273  3318
-CONVEX 7371    GT_PK(2,2)      3239  17828  3238  17829  14275  3159
-CONVEX 7372    GT_PK(2,2)      3003  17830  3082  17831  14251  3083
-CONVEX 7373    GT_PK(2,2)      3003  17832  2924  17833  14259  2923
-CONVEX 7374    GT_PK(2,2)      3003  17833  2923  17834  5891  3002
-CONVEX 7375    GT_PK(2,2)      3003  17830  3082  17834  14253  3002
-CONVEX 7376    GT_PK(2,2)      2925  17835  2847  17836  10365  2926
-CONVEX 7377    GT_PK(2,2)      3005  17837  3085  17838  14256  3006
-CONVEX 7378    GT_PK(2,2)      3005  17839  2926  17838  7731  3006
-CONVEX 7379    GT_PK(2,2)      3005  17840  2925  17839  17836  2926
-CONVEX 7380    GT_PK(2,2)      3084  17841  3164  17842  17821  3163
-CONVEX 7381    GT_PK(2,2)      3084  17843  3085  17841  14266  3164
-CONVEX 7382    GT_PK(2,2)      3084  17844  3005  17843  17837  3085
-CONVEX 7383    GT_PK(2,2)      3084  17845  3083  17842  10362  3163
-CONVEX 7384    GT_PK(2,2)      3166  17846  3245  17847  14268  3246
-CONVEX 7385    GT_PK(2,2)      3166  17848  3167  17847  17849  3246
-CONVEX 7386    GT_PK(2,2)      3166  17848  3167  17850  6364  3087
-CONVEX 7387    GT_PK(2,2)      3166  17846  3245  17851  17852  3165
-CONVEX 7388    GT_PK(2,2)      3166  17853  3086  17850  7736  3087
-CONVEX 7389    GT_PK(2,2)      3166  17851  3165  17853  14264  3086
-CONVEX 7390    GT_PK(2,2)      3321  17854  3322  17855  17824  3242
-CONVEX 7391    GT_PK(2,2)      3321  17856  3241  17855  14240  3242
-CONVEX 7392    GT_PK(2,2)      3321  17856  3241  17857  14244  3320
-CONVEX 7393    GT_PK(2,2)      3321  17858  3400  17857  14288  3320
-CONVEX 7394    GT_PK(2,2)      2918  17859  2840  17860  14300  2839
-CONVEX 7395    GT_PK(2,2)      2918  17861  2997  17862  14212  2917
-CONVEX 7396    GT_PK(2,2)      2918  17860  2839  17862  17792  2917
-CONVEX 7397    GT_PK(2,2)      2918  17861  2997  17863  17814  2998
-CONVEX 7398    GT_PK(2,2)      2918  17864  2919  17863  17788  2998
-CONVEX 7399    GT_PK(2,2)      2918  17864  2919  17859  17789  2840
-CONVEX 7400    GT_PK(2,2)      1009  17865  1008  17866  14319  942
-CONVEX 7401    GT_PK(2,2)      1009  17865  1008  17867  14330  1077
-CONVEX 7402    GT_PK(2,2)      1362  17868  1363  17869  10442  1290
-CONVEX 7403    GT_PK(2,2)      1362  17870  1289  17869  14338  1290
-CONVEX 7404    GT_PK(2,2)      1362  17871  1435  17868  14345  1363
-CONVEX 7405    GT_PK(2,2)      1362  17870  1289  17872  17873  1361
-CONVEX 7406    GT_PK(2,2)      1288  17874  1289  17875  17873  1361
-CONVEX 7407    GT_PK(2,2)      1288  17876  1360  17875  14340  1361
-CONVEX 7408    GT_PK(2,2)      1288  17874  1289  17877  14339  1217
-CONVEX 7409    GT_PK(2,2)      1507  17878  1435  17879  14344  1508
-CONVEX 7410    GT_PK(2,2)      1579  17880  1505  17881  17882  1578
-CONVEX 7411    GT_PK(2,2)      1579  17883  1654  17884  17885  1580
-CONVEX 7412    GT_PK(2,2)      1432  17886  1360  17887  14341  1433
-CONVEX 7413    GT_PK(2,2)      1432  17888  1505  17887  17889  1433
-CONVEX 7414    GT_PK(2,2)      1143  17890  1213  17891  17892  1142
-CONVEX 7415    GT_PK(2,2)      1143  17893  1073  17891  6739  1142
-CONVEX 7416    GT_PK(2,2)      1143  17894  1074  17893  10469  1073
-CONVEX 7417    GT_PK(2,2)      1720  17895  1796  17896  13406  1719
-CONVEX 7418    GT_PK(2,2)      1720  17897  1644  17896  9546  1719
-CONVEX 7419    GT_PK(2,2)      1720  17898  1645  17897  10568  1644
-CONVEX 7420    GT_PK(2,2)      1573  17899  1647  17900  17901  1572
-CONVEX 7421    GT_PK(2,2)      1573  17902  1499  17903  17904  1500
-CONVEX 7422    GT_PK(2,2)      1573  17902  1499  17900  14362  1572
-CONVEX 7423    GT_PK(2,2)      1722  17905  1798  17906  14350  1799
-CONVEX 7424    GT_PK(2,2)      815  17907  879  17908  14378  816
-CONVEX 7425    GT_PK(2,2)      815  17909  753  17908  17910  816
-CONVEX 7426    GT_PK(2,2)      815  17911  752  17909  14368  753
-CONVEX 7427    GT_PK(2,2)      815  17911  752  17912  14365  814
-CONVEX 7428    GT_PK(2,2)      943  17913  879  17914  14380  944
-CONVEX 7429    GT_PK(2,2)      943  17914  944  17915  8369  1010
-CONVEX 7430    GT_PK(2,2)      943  17916  1009  17917  17866  942
-CONVEX 7431    GT_PK(2,2)      943  17916  1009  17915  17918  1010
-CONVEX 7432    GT_PK(2,2)      811  17919  875  17920  10480  812
-CONVEX 7433    GT_PK(2,2)      811  17921  874  17919  10475  875
-CONVEX 7434    GT_PK(2,2)      811  17922  810  17921  17923  874
-CONVEX 7435    GT_PK(2,2)      1811  17924  1812  17925  10497  1888
-CONVEX 7436    GT_PK(2,2)      1811  17926  1734  17927  14389  1810
-CONVEX 7437    GT_PK(2,2)      1811  17928  1887  17927  14393  1810
-CONVEX 7438    GT_PK(2,2)      1811  17928  1887  17925  14391  1888
-CONVEX 7439    GT_PK(2,2)      1967  17929  1891  17930  14400  1890
-CONVEX 7440    GT_PK(2,2)      1967  17931  2045  17932  17623  2044
-CONVEX 7441    GT_PK(2,2)      1967  17931  2045  17933  17604  1968
-CONVEX 7442    GT_PK(2,2)      1967  17929  1891  17933  14404  1968
-CONVEX 7443    GT_PK(2,2)      1967  17932  2044  17934  10573  1966
-CONVEX 7444    GT_PK(2,2)      1967  17930  1890  17934  10515  1966
-CONVEX 7445    GT_PK(2,2)      1588  17935  1515  17936  11616  1514
-CONVEX 7446    GT_PK(2,2)      1664  17937  1740  17938  10584  1739
-CONVEX 7447    GT_PK(2,2)      1664  17939  1663  17938  14405  1739
-CONVEX 7448    GT_PK(2,2)      1664  17940  1665  17937  14483  1740
-CONVEX 7449    GT_PK(2,2)      1661  17941  1660  17942  14409  1586
-CONVEX 7450    GT_PK(2,2)      1735  17943  1660  17944  14408  1659
-CONVEX 7451    GT_PK(2,2)      1735  17945  1734  17944  14387  1659
-CONVEX 7452    GT_PK(2,2)      1735  17946  1811  17947  17924  1812
-CONVEX 7453    GT_PK(2,2)      1735  17946  1811  17945  17926  1734
-CONVEX 7454    GT_PK(2,2)      1736  17948  1737  17949  10528  1813
-CONVEX 7455    GT_PK(2,2)      1736  17950  1735  17951  17943  1660
-CONVEX 7456    GT_PK(2,2)      1736  17952  1661  17948  17953  1737
-CONVEX 7457    GT_PK(2,2)      1736  17952  1661  17951  17941  1660
-CONVEX 7458    GT_PK(2,2)      1736  17954  1812  17949  10495  1813
-CONVEX 7459    GT_PK(2,2)      1736  17950  1735  17954  17947  1812
-CONVEX 7460    GT_PK(2,2)      1354  17955  1281  17956  14457  1353
-CONVEX 7461    GT_PK(2,2)      1354  17957  1426  17956  14459  1353
-CONVEX 7462    GT_PK(2,2)      1212  17958  1283  17959  17960  1211
-CONVEX 7463    GT_PK(2,2)      1212  17959  1211  17961  10560  1141
-CONVEX 7464    GT_PK(2,2)      1212  17961  1141  17962  6741  1142
-CONVEX 7465    GT_PK(2,2)      1212  17963  1213  17962  17892  1142
-CONVEX 7466    GT_PK(2,2)      2279  17964  2358  17965  17966  2359
-CONVEX 7467    GT_PK(2,2)      2279  17967  2201  17968  17615  2200
-CONVEX 7468    GT_PK(2,2)      2279  17968  2200  17969  13524  2278
-CONVEX 7469    GT_PK(2,2)      2279  17964  2358  17969  14464  2278
-CONVEX 7470    GT_PK(2,2)      2279  17965  2359  17970  10577  2280
-CONVEX 7471    GT_PK(2,2)      2279  17967  2201  17970  13957  2280
-CONVEX 7472    GT_PK(2,2)      2518  17971  2598  17972  17631  2597
-CONVEX 7473    GT_PK(2,2)      1590  17973  1517  17974  11670  1591
-CONVEX 7474    GT_PK(2,2)      1590  17975  1665  17974  14497  1591
-CONVEX 7475    GT_PK(2,2)      1590  17976  1664  17975  17940  1665
-CONVEX 7476    GT_PK(2,2)      1590  17973  1517  17977  17978  1516
-CONVEX 7477    GT_PK(2,2)      1895  17979  1896  17980  14491  1972
-CONVEX 7478    GT_PK(2,2)      1895  17981  1971  17980  14500  1972
-CONVEX 7479    GT_PK(2,2)      1894  17982  1893  17983  14485  1817
-CONVEX 7480    GT_PK(2,2)      1894  17983  1817  17984  10586  1818
-CONVEX 7481    GT_PK(2,2)      1894  17985  1895  17984  17986  1818
-CONVEX 7482    GT_PK(2,2)      1894  17985  1895  17987  17981  1971
-CONVEX 7483    GT_PK(2,2)      2605  17988  2606  17989  14509  2526
-CONVEX 7484    GT_PK(2,2)      2605  17989  2526  17990  14504  2525
-CONVEX 7485    GT_PK(2,2)      2605  17991  2604  17990  7808  2525
-CONVEX 7486    GT_PK(2,2)      2605  17992  2684  17991  10618  2604
-CONVEX 7487    GT_PK(2,2)      2766  17993  2765  17994  17995  2686
-CONVEX 7488    GT_PK(2,2)      2766  17996  2845  17993  14261  2765
-CONVEX 7489    GT_PK(2,2)      2687  17997  2608  17998  14514  2688
-CONVEX 7490    GT_PK(2,2)      2687  17999  2767  17998  14517  2688
-CONVEX 7491    GT_PK(2,2)      2687  17997  2608  18000  14511  2607
-CONVEX 7492    GT_PK(2,2)      2687  18000  2607  18001  14507  2686
-CONVEX 7493    GT_PK(2,2)      2687  18002  2766  18001  17994  2686
-CONVEX 7494    GT_PK(2,2)      2687  18002  2766  17999  18003  2767
-CONVEX 7495    GT_PK(2,2)      3484  18004  3404  18005  14528  3485
-CONVEX 7496    GT_PK(2,2)      3484  18004  3404  18006  14533  3483
-CONVEX 7497    GT_PK(2,2)      3484  18005  3485  18007  18008  3564
-CONVEX 7498    GT_PK(2,2)      3484  18007  3564  18009  6477  3563
-CONVEX 7499    GT_PK(2,2)      3484  18006  3483  18009  18010  3563
-CONVEX 7500    GT_PK(2,2)      3560  18011  3561  18012  14538  3639
-CONVEX 7501    GT_PK(2,2)      3560  18013  3638  18012  10383  3639
-CONVEX 7502    GT_PK(2,2)      3560  18014  3559  18015  14281  3480
-CONVEX 7503    GT_PK(2,2)      3560  18014  3559  18013  14283  3638
-CONVEX 7504    GT_PK(2,2)      3562  18016  3561  18017  14537  3640
-CONVEX 7505    GT_PK(2,2)      3562  18018  3483  18019  18010  3563
-CONVEX 7506    GT_PK(2,2)      3562  18020  3641  18019  6481  3563
-CONVEX 7507    GT_PK(2,2)      3562  18017  3640  18020  10647  3641
-CONVEX 7508    GT_PK(2,2)      4100  18021  4024  18022  18023  4023
-CONVEX 7509    GT_PK(2,2)      4175  18024  4249  18025  14552  4250
-CONVEX 7510    GT_PK(2,2)      4175  18026  4174  18024  14613  4249
-CONVEX 7511    GT_PK(2,2)      4179  18027  4104  18028  7933  4180
-CONVEX 7512    GT_PK(2,2)      4179  18029  4254  18028  18030  4180
-CONVEX 7513    GT_PK(2,2)      4179  18031  4253  18029  14540  4254
-CONVEX 7514    GT_PK(2,2)      4397  18032  4396  18033  14558  4324
-CONVEX 7515    GT_PK(2,2)      4397  18034  4325  18033  18035  4324
-CONVEX 7516    GT_PK(2,2)      4397  18036  4469  18037  10662  4470
-CONVEX 7517    GT_PK(2,2)      4397  18032  4396  18036  14570  4469
-CONVEX 7518    GT_PK(2,2)      4397  18038  4398  18037  7917  4470
-CONVEX 7519    GT_PK(2,2)      4397  18034  4325  18038  18039  4398
-CONVEX 7520    GT_PK(2,2)      4251  18040  4324  18041  14554  4250
-CONVEX 7521    GT_PK(2,2)      4251  18042  4325  18040  18035  4324
-CONVEX 7522    GT_PK(2,2)      4537  18043  4464  18044  14559  4465
-CONVEX 7523    GT_PK(2,2)      4537  18043  4464  18045  14564  4536
-CONVEX 7524    GT_PK(2,2)      4537  18044  4465  18046  10673  4538
-CONVEX 7525    GT_PK(2,2)      4537  18046  4538  18047  11776  4609
-CONVEX 7526    GT_PK(2,2)      4537  18047  4609  18048  18049  4608
-CONVEX 7527    GT_PK(2,2)      4537  18045  4536  18048  11806  4608
-CONVEX 7528    GT_PK(2,2)      4243  18050  4242  18051  17477  4316
-CONVEX 7529    GT_PK(2,2)      4243  18052  4317  18051  18053  4316
-CONVEX 7530    GT_PK(2,2)      4243  18052  4317  18054  15885  4244
-CONVEX 7531    GT_PK(2,2)      4243  18054  4244  18055  14573  4169
-CONVEX 7532    GT_PK(2,2)      4243  18055  4169  18056  13764  4168
-CONVEX 7533    GT_PK(2,2)      4243  18050  4242  18056  10689  4168
-CONVEX 7534    GT_PK(2,2)      4245  18057  4319  18058  10706  4318
-CONVEX 7535    GT_PK(2,2)      4245  18059  4244  18058  15886  4318
-CONVEX 7536    GT_PK(2,2)      4245  18059  4244  18060  14574  4170
-CONVEX 7537    GT_PK(2,2)      4245  18061  4171  18060  18062  4170
-CONVEX 7538    GT_PK(2,2)      3950  18063  3951  18064  10695  4027
-CONVEX 7539    GT_PK(2,2)      3950  18065  3874  18063  14580  3951
-CONVEX 7540    GT_PK(2,2)      3715  18066  3716  18067  14584  3794
-CONVEX 7541    GT_PK(2,2)      3715  18067  3794  18068  18069  3793
-CONVEX 7542    GT_PK(2,2)      3715  18070  3636  18071  7943  3637
-CONVEX 7543    GT_PK(2,2)      3715  18066  3716  18071  14589  3637
-CONVEX 7544    GT_PK(2,2)      3715  18072  3714  18068  14597  3793
-CONVEX 7545    GT_PK(2,2)      3715  18072  3714  18070  18073  3636
-CONVEX 7546    GT_PK(2,2)      3948  18074  4024  18075  18076  4025
-CONVEX 7547    GT_PK(2,2)      3871  18077  3794  18078  18069  3793
-CONVEX 7548    GT_PK(2,2)      3871  18079  3872  18077  14590  3794
-CONVEX 7549    GT_PK(2,2)      3871  18080  3948  18079  18081  3872
-CONVEX 7550    GT_PK(2,2)      3632  18082  3633  18083  14592  3554
-CONVEX 7551    GT_PK(2,2)      3632  18083  3554  18084  7754  3553
-CONVEX 7552    GT_PK(2,2)      3632  18084  3553  18085  5896  3631
-CONVEX 7553    GT_PK(2,2)      3632  18086  3710  18085  14600  3631
-CONVEX 7554    GT_PK(2,2)      3869  18087  3792  18088  18089  3791
-CONVEX 7555    GT_PK(2,2)      3713  18090  3792  18091  14595  3714
-CONVEX 7556    GT_PK(2,2)      3713  18090  3792  18092  18089  3791
-CONVEX 7557    GT_PK(2,2)      4095  18093  4171  18094  14603  4096
-CONVEX 7558    GT_PK(2,2)      4095  18095  4094  18096  10688  4170
-CONVEX 7559    GT_PK(2,2)      4095  18093  4171  18096  18062  4170
-CONVEX 7560    GT_PK(2,2)      4320  18097  4247  18098  14616  4321
-CONVEX 7561    GT_PK(2,2)      4320  18099  4393  18098  14617  4321
-CONVEX 7562    GT_PK(2,2)      4320  18100  4319  18101  10704  4392
-CONVEX 7563    GT_PK(2,2)      4320  18099  4393  18101  14622  4392
-CONVEX 7564    GT_PK(2,2)      4322  18102  4248  18103  14615  4321
-CONVEX 7565    GT_PK(2,2)      4322  18103  4321  18104  14619  4394
-CONVEX 7566    GT_PK(2,2)      4322  18105  4323  18106  14550  4249
-CONVEX 7567    GT_PK(2,2)      4322  18102  4248  18106  14612  4249
-CONVEX 7568    GT_PK(2,2)      4322  18104  4394  18107  7929  4395
-CONVEX 7569    GT_PK(2,2)      4322  18105  4323  18107  14556  4395
-CONVEX 7570    GT_PK(2,2)      4017  18108  4093  18109  13765  4094
-CONVEX 7571    GT_PK(2,2)      4017  18110  3941  18111  18112  3940
-CONVEX 7572    GT_PK(2,2)      4017  18113  4016  18111  13851  3940
-CONVEX 7573    GT_PK(2,2)      4017  18108  4093  18113  13772  4016
-CONVEX 7574    GT_PK(2,2)      3711  18114  3632  18115  18086  3710
-CONVEX 7575    GT_PK(2,2)      3711  18114  3632  18116  18082  3633
-CONVEX 7576    GT_PK(2,2)      4098  18117  4174  18118  14611  4173
-CONVEX 7577    GT_PK(2,2)      4098  18119  4097  18118  14624  4173
-CONVEX 7578    GT_PK(2,2)      2645  18120  2566  18121  14626  2646
-CONVEX 7579    GT_PK(2,2)      2645  18122  2644  18123  7135  2724
-CONVEX 7580    GT_PK(2,2)      2645  18124  2565  18122  9036  2644
-CONVEX 7581    GT_PK(2,2)      2645  18120  2566  18124  14629  2565
-CONVEX 7582    GT_PK(2,2)      2645  18125  2725  18123  6488  2724
-CONVEX 7583    GT_PK(2,2)      2645  18121  2646  18125  10708  2725
-CONVEX 7584    GT_PK(2,2)      2962  18126  2961  18127  14639  2883
-CONVEX 7585    GT_PK(2,2)      2962  18128  2884  18129  10715  2963
-CONVEX 7586    GT_PK(2,2)      2962  18127  2883  18128  10723  2884
-CONVEX 7587    GT_PK(2,2)      2962  18130  3042  18129  10845  2963
-CONVEX 7588    GT_PK(2,2)      2962  18130  3042  18131  10846  3041
-CONVEX 7589    GT_PK(2,2)      2962  18126  2961  18131  14643  3041
-CONVEX 7590    GT_PK(2,2)      3199  18132  3200  18133  14646  3279
-CONVEX 7591    GT_PK(2,2)      3199  18133  3279  18134  10746  3278
-CONVEX 7592    GT_PK(2,2)      3199  18135  3198  18134  14655  3278
-CONVEX 7593    GT_PK(2,2)      3199  18135  3198  18136  10755  3119
-CONVEX 7594    GT_PK(2,2)      3199  18137  3120  18136  14638  3119
-CONVEX 7595    GT_PK(2,2)      3199  18132  3200  18137  14647  3120
-CONVEX 7596    GT_PK(2,2)      3275  18138  3355  18139  18140  3276
-CONVEX 7597    GT_PK(2,2)      3275  18141  3274  18142  18143  3195
-CONVEX 7598    GT_PK(2,2)      3275  18141  3274  18144  10965  3354
-CONVEX 7599    GT_PK(2,2)      3275  18138  3355  18144  14658  3354
-CONVEX 7600    GT_PK(2,2)      3275  18145  3196  18142  18146  3195
-CONVEX 7601    GT_PK(2,2)      3275  18145  3196  18139  14659  3276
-CONVEX 7602    GT_PK(2,2)      3356  18147  3436  18148  7976  3435
-CONVEX 7603    GT_PK(2,2)      3356  18149  3355  18148  14657  3435
-CONVEX 7604    GT_PK(2,2)      3356  18147  3436  18150  7980  3357
-CONVEX 7605    GT_PK(2,2)      3356  18149  3355  18151  18140  3276
-CONVEX 7606    GT_PK(2,2)      3356  18152  3277  18150  14650  3357
-CONVEX 7607    GT_PK(2,2)      3356  18152  3277  18151  14651  3276
-CONVEX 7608    GT_PK(2,2)      4345  18153  4273  18154  14661  4272
-CONVEX 7609    GT_PK(2,2)      4345  18154  4272  18155  18156  4344
-CONVEX 7610    GT_PK(2,2)      4345  18157  4417  18155  14694  4344
-CONVEX 7611    GT_PK(2,2)      4345  18157  4417  18158  14690  4418
-CONVEX 7612    GT_PK(2,2)      3892  18159  3815  18160  14666  3891
-CONVEX 7613    GT_PK(2,2)      3892  18161  3968  18162  12748  3969
-CONVEX 7614    GT_PK(2,2)      3892  18161  3968  18160  16667  3891
-CONVEX 7615    GT_PK(2,2)      3892  18159  3815  18163  14668  3816
-CONVEX 7616    GT_PK(2,2)      3587  18164  3588  18165  14973  3509
-CONVEX 7617    GT_PK(2,2)      4201  18166  4275  18167  18168  4274
-CONVEX 7618    GT_PK(2,2)      4201  18169  4200  18167  14677  4274
-CONVEX 7619    GT_PK(2,2)      4201  18166  4275  18170  14944  4202
-CONVEX 7620    GT_PK(2,2)      4201  18169  4200  18171  14679  4126
-CONVEX 7621    GT_PK(2,2)      4201  18172  4127  18171  14903  4126
-CONVEX 7622    GT_PK(2,2)      4201  18172  4127  18170  14905  4202
-CONVEX 7623    GT_PK(2,2)      3898  18173  3975  18174  10762  3974
-CONVEX 7624    GT_PK(2,2)      3746  18175  3745  18176  18177  3667
-CONVEX 7625    GT_PK(2,2)      3746  18178  3668  18179  18180  3747
-CONVEX 7626    GT_PK(2,2)      3746  18178  3668  18176  14967  3667
-CONVEX 7627    GT_PK(2,2)      3746  18181  3824  18179  18182  3747
-CONVEX 7628    GT_PK(2,2)      3746  18175  3745  18183  18184  3823
-CONVEX 7629    GT_PK(2,2)      3746  18181  3824  18183  14756  3823
-CONVEX 7630    GT_PK(2,2)      4564  18185  4635  18186  14687  4565
-CONVEX 7631    GT_PK(2,2)      4564  18187  4492  18188  14702  4563
-CONVEX 7632    GT_PK(2,2)      4564  18186  4565  18189  10937  4493
-CONVEX 7633    GT_PK(2,2)      4564  18187  4492  18189  18190  4493
-CONVEX 7634    GT_PK(2,2)      4634  18191  4633  18192  11758  4703
-CONVEX 7635    GT_PK(2,2)      4634  18191  4633  18193  11759  4563
-CONVEX 7636    GT_PK(2,2)      4634  18194  4564  18193  18188  4563
-CONVEX 7637    GT_PK(2,2)      4634  18194  4564  18195  18185  4635
-CONVEX 7638    GT_PK(2,2)      4420  18196  4421  18197  14941  4348
-CONVEX 7639    GT_PK(2,2)      4420  18196  4421  18198  10935  4493
-CONVEX 7640    GT_PK(2,2)      4420  18199  4492  18198  18190  4493
-CONVEX 7641    GT_PK(2,2)      4420  18200  4419  18199  14705  4492
-CONVEX 7642    GT_PK(2,2)      3184  18201  3264  18202  18203  3263
-CONVEX 7643    GT_PK(2,2)      3184  18204  3183  18202  16527  3263
-CONVEX 7644    GT_PK(2,2)      3184  18204  3183  18205  18206  3104
-CONVEX 7645    GT_PK(2,2)      3184  18205  3104  18207  12593  3105
-CONVEX 7646    GT_PK(2,2)      3345  18208  3346  18209  14713  3266
-CONVEX 7647    GT_PK(2,2)      3345  18210  3425  18211  14710  3424
-CONVEX 7648    GT_PK(2,2)      3345  18208  3346  18210  18212  3425
-CONVEX 7649    GT_PK(2,2)      3185  18213  3106  18214  16531  3105
-CONVEX 7650    GT_PK(2,2)      3185  18215  3184  18214  18207  3105
-CONVEX 7651    GT_PK(2,2)      3185  18215  3184  18216  18201  3264
-CONVEX 7652    GT_PK(2,2)      3342  18217  3262  18218  16528  3263
-CONVEX 7653    GT_PK(2,2)      3342  18219  3341  18217  18220  3262
-CONVEX 7654    GT_PK(2,2)      3343  18221  3264  18222  18203  3263
-CONVEX 7655    GT_PK(2,2)      3343  18223  3342  18222  18218  3263
-CONVEX 7656    GT_PK(2,2)      3687  18224  3765  18225  10772  3686
-CONVEX 7657    GT_PK(2,2)      3687  18226  3766  18224  14717  3765
-CONVEX 7658    GT_PK(2,2)      3673  18227  3752  18228  18229  3751
-CONVEX 7659    GT_PK(2,2)      3673  18230  3672  18228  14736  3751
-CONVEX 7660    GT_PK(2,2)      3673  18227  3752  18231  10883  3674
-CONVEX 7661    GT_PK(2,2)      3673  18230  3672  18232  14738  3594
-CONVEX 7662    GT_PK(2,2)      3673  18233  3595  18231  14764  3674
-CONVEX 7663    GT_PK(2,2)      3673  18232  3594  18233  10780  3595
-CONVEX 7664    GT_PK(2,2)      3511  18234  3512  18235  14745  3590
-CONVEX 7665    GT_PK(2,2)      3511  18235  3590  18236  14966  3589
-CONVEX 7666    GT_PK(2,2)      3511  18237  3510  18236  14972  3589
-CONVEX 7667    GT_PK(2,2)      3511  18237  3510  18238  16569  3431
-CONVEX 7668    GT_PK(2,2)      3511  18239  3432  18238  18240  3431
-CONVEX 7669    GT_PK(2,2)      3511  18239  3432  18234  14963  3512
-CONVEX 7670    GT_PK(2,2)      3901  18241  3977  18242  14749  3900
-CONVEX 7671    GT_PK(2,2)      3901  18243  3824  18242  14757  3900
-CONVEX 7672    GT_PK(2,2)      3825  18244  3901  18245  18246  3902
-CONVEX 7673    GT_PK(2,2)      3825  18244  3901  18247  18243  3824
-CONVEX 7674    GT_PK(2,2)      3825  18248  3748  18249  18250  3747
-CONVEX 7675    GT_PK(2,2)      3825  18247  3824  18249  18182  3747
-CONVEX 7676    GT_PK(2,2)      3440  18251  3520  18252  10809  3519
-CONVEX 7677    GT_PK(2,2)      3440  18253  3439  18252  14778  3519
-CONVEX 7678    GT_PK(2,2)      3440  18251  3520  18254  10808  3441
-CONVEX 7679    GT_PK(2,2)      3440  18253  3439  18255  14782  3360
-CONVEX 7680    GT_PK(2,2)      3440  18256  3361  18254  10856  3441
-CONVEX 7681    GT_PK(2,2)      3440  18255  3360  18256  10805  3361
-CONVEX 7682    GT_PK(2,2)      2965  18257  3044  18258  14814  2964
-CONVEX 7683    GT_PK(2,2)      2965  18258  2964  18259  10719  2886
-CONVEX 7684    GT_PK(2,2)      2965  18259  2886  18260  6492  2887
-CONVEX 7685    GT_PK(2,2)      2965  18261  2966  18260  14813  2887
-CONVEX 7686    GT_PK(2,2)      3045  18262  3124  18263  14823  3125
-CONVEX 7687    GT_PK(2,2)      3045  18264  3044  18262  14817  3124
-CONVEX 7688    GT_PK(2,2)      3045  18263  3125  18265  8015  3046
-CONVEX 7689    GT_PK(2,2)      3045  18266  2965  18264  18257  3044
-CONVEX 7690    GT_PK(2,2)      3045  18267  2966  18265  14811  3046
-CONVEX 7691    GT_PK(2,2)      3045  18266  2965  18267  18261  2966
-CONVEX 7692    GT_PK(2,2)      4214  18268  4139  18269  14841  4213
-CONVEX 7693    GT_PK(2,2)      4214  18270  4215  18271  10874  4288
-CONVEX 7694    GT_PK(2,2)      4214  18270  4215  18272  11041  4140
-CONVEX 7695    GT_PK(2,2)      4214  18268  4139  18272  14846  4140
-CONVEX 7696    GT_PK(2,2)      4214  18273  4287  18271  14839  4288
-CONVEX 7697    GT_PK(2,2)      4214  18273  4287  18269  14835  4213
-CONVEX 7698    GT_PK(2,2)      4362  18274  4361  18275  14856  4289
-CONVEX 7699    GT_PK(2,2)      4362  18276  4290  18277  18278  4363
-CONVEX 7700    GT_PK(2,2)      4362  18276  4290  18275  11034  4289
-CONVEX 7701    GT_PK(2,2)      4362  18274  4361  18279  14859  4434
-CONVEX 7702    GT_PK(2,2)      4207  18280  4208  18281  14870  4281
-CONVEX 7703    GT_PK(2,2)      4207  18282  4280  18281  14956  4281
-CONVEX 7704    GT_PK(2,2)      4207  18282  4280  18283  10946  4206
-CONVEX 7705    GT_PK(2,2)      4207  18284  4132  18283  14917  4206
-CONVEX 7706    GT_PK(2,2)      3829  18285  3828  18286  10791  3751
-CONVEX 7707    GT_PK(2,2)      3829  18287  3752  18286  18229  3751
-CONVEX 7708    GT_PK(2,2)      3829  18285  3828  18288  18289  3905
-CONVEX 7709    GT_PK(2,2)      3829  18290  3906  18288  14872  3905
-CONVEX 7710    GT_PK(2,2)      3907  18291  3983  18292  14877  3984
-CONVEX 7711    GT_PK(2,2)      3907  18293  3906  18291  14874  3983
-CONVEX 7712    GT_PK(2,2)      5103  18294  5102  18295  12172  5163
-CONVEX 7713    GT_PK(2,2)      5103  18296  5164  18295  18297  5163
-CONVEX 7714    GT_PK(2,2)      5043  18298  5042  18299  14889  4980
-CONVEX 7715    GT_PK(2,2)      5043  18300  5044  18301  15001  5105
-CONVEX 7716    GT_PK(2,2)      4977  18302  4976  18303  8126  5039
-CONVEX 7717    GT_PK(2,2)      4977  18304  5040  18303  14893  5039
-CONVEX 7718    GT_PK(2,2)      4977  18305  4978  18304  18306  5040
-CONVEX 7719    GT_PK(2,2)      5041  18307  4978  18308  18306  5040
-CONVEX 7720    GT_PK(2,2)      5041  18309  5103  18310  18311  5042
-CONVEX 7721    GT_PK(2,2)      5041  18310  5042  18312  14890  4979
-CONVEX 7722    GT_PK(2,2)      5041  18307  4978  18312  18313  4979
-CONVEX 7723    GT_PK(2,2)      5041  18308  5040  18314  14894  5102
-CONVEX 7724    GT_PK(2,2)      5041  18309  5103  18314  18294  5102
-CONVEX 7725    GT_PK(2,2)      4781  18315  4780  18316  18317  4712
-CONVEX 7726    GT_PK(2,2)      4711  18318  4780  18319  18320  4779
-CONVEX 7727    GT_PK(2,2)      4711  18318  4780  18321  18317  4712
-CONVEX 7728    GT_PK(2,2)      4571  18322  4500  18323  10951  4499
-CONVEX 7729    GT_PK(2,2)      4571  18322  4500  18324  10907  4572
-CONVEX 7730    GT_PK(2,2)      4642  18325  4571  18326  18324  4572
-CONVEX 7731    GT_PK(2,2)      4642  18325  4571  18327  18328  4641
-CONVEX 7732    GT_PK(2,2)      4642  18329  4711  18330  18321  4712
-CONVEX 7733    GT_PK(2,2)      4642  18329  4711  18327  18331  4641
-CONVEX 7734    GT_PK(2,2)      4569  18332  4639  18333  10911  4568
-CONVEX 7735    GT_PK(2,2)      4569  18334  4497  18333  14927  4568
-CONVEX 7736    GT_PK(2,2)      4569  18334  4497  18335  18336  4498
-CONVEX 7737    GT_PK(2,2)      5096  18337  5156  18338  8086  5157
-CONVEX 7738    GT_PK(2,2)      5096  18339  5097  18338  14901  5157
-CONVEX 7739    GT_PK(2,2)      5099  18340  5100  18341  12157  5038
-CONVEX 7740    GT_PK(2,2)      5099  18342  5160  18343  12163  5159
-CONVEX 7741    GT_PK(2,2)      5099  18342  5160  18340  12164  5100
-CONVEX 7742    GT_PK(2,2)      5098  18344  5158  18345  8122  5159
-CONVEX 7743    GT_PK(2,2)      5098  18346  5097  18344  14900  5158
-CONVEX 7744    GT_PK(2,2)      5098  18347  5099  18345  18343  5159
-CONVEX 7745    GT_PK(2,2)      4846  18348  4780  18349  18320  4779
-CONVEX 7746    GT_PK(2,2)      5037  18350  5099  18351  18341  5038
-CONVEX 7747    GT_PK(2,2)      5037  18352  5098  18350  18347  5099
-CONVEX 7748    GT_PK(2,2)      4775  18353  4706  18354  15859  4707
-CONVEX 7749    GT_PK(2,2)      4971  18355  5033  18356  15288  4970
-CONVEX 7750    GT_PK(2,2)      4971  18357  4907  18356  18358  4970
-CONVEX 7751    GT_PK(2,2)      3978  18359  3979  18360  14915  4055
-CONVEX 7752    GT_PK(2,2)      3978  18360  4055  18361  10920  4054
-CONVEX 7753    GT_PK(2,2)      3978  18362  3977  18361  14754  4054
-CONVEX 7754    GT_PK(2,2)      3978  18363  3901  18362  18241  3977
-CONVEX 7755    GT_PK(2,2)      3978  18359  3979  18364  18365  3902
-CONVEX 7756    GT_PK(2,2)      3978  18363  3901  18364  18246  3902
-CONVEX 7757    GT_PK(2,2)      3980  18366  3981  18367  14865  4057
-CONVEX 7758    GT_PK(2,2)      3980  18367  4057  18368  14921  4056
-CONVEX 7759    GT_PK(2,2)      3980  18369  3979  18368  14916  4056
-CONVEX 7760    GT_PK(2,2)      4133  18370  4208  18371  14867  4134
-CONVEX 7761    GT_PK(2,2)      4133  18372  4132  18373  14920  4057
-CONVEX 7762    GT_PK(2,2)      4133  18374  4207  18370  18280  4208
-CONVEX 7763    GT_PK(2,2)      4133  18374  4207  18372  18284  4132
-CONVEX 7764    GT_PK(2,2)      4133  18375  4058  18373  14864  4057
-CONVEX 7765    GT_PK(2,2)      4133  18375  4058  18371  14861  4134
-CONVEX 7766    GT_PK(2,2)      4422  18376  4423  18377  14925  4495
-CONVEX 7767    GT_PK(2,2)      4422  18378  4494  18377  15847  4495
-CONVEX 7768    GT_PK(2,2)      4422  18378  4494  18379  10933  4421
-CONVEX 7769    GT_PK(2,2)      4422  18380  4349  18379  14939  4421
-CONVEX 7770    GT_PK(2,2)      4422  18376  4423  18381  14936  4350
-CONVEX 7771    GT_PK(2,2)      4422  18380  4349  18381  14938  4350
-CONVEX 7772    GT_PK(2,2)      4129  18382  4203  18383  14949  4128
-CONVEX 7773    GT_PK(2,2)      4129  18383  4128  18384  14909  4053
-CONVEX 7774    GT_PK(2,2)      4129  18384  4053  18385  14755  4054
-CONVEX 7775    GT_PK(2,2)      4129  18386  4130  18385  10921  4054
-CONVEX 7776    GT_PK(2,2)      4204  18387  4277  18388  10940  4278
-CONVEX 7777    GT_PK(2,2)      4204  18389  4203  18387  14952  4277
-CONVEX 7778    GT_PK(2,2)      4204  18388  4278  18390  10939  4205
-CONVEX 7779    GT_PK(2,2)      4204  18391  4129  18389  18382  4203
-CONVEX 7780    GT_PK(2,2)      4204  18392  4130  18390  10914  4205
-CONVEX 7781    GT_PK(2,2)      4204  18391  4129  18392  18386  4130
-CONVEX 7782    GT_PK(2,2)      4354  18393  4427  18394  10947  4355
-CONVEX 7783    GT_PK(2,2)      4354  18395  4353  18396  14955  4281
-CONVEX 7784    GT_PK(2,2)      4354  18397  4426  18393  14960  4427
-CONVEX 7785    GT_PK(2,2)      4354  18397  4426  18395  18398  4353
-CONVEX 7786    GT_PK(2,2)      4354  18399  4282  18394  10953  4355
-CONVEX 7787    GT_PK(2,2)      4354  18399  4282  18396  14871  4281
-CONVEX 7788    GT_PK(2,2)      4425  18400  4426  18401  14957  4498
-CONVEX 7789    GT_PK(2,2)      4425  18402  4497  18403  14928  4424
-CONVEX 7790    GT_PK(2,2)      4425  18402  4497  18401  18336  4498
-CONVEX 7791    GT_PK(2,2)      4425  18403  4424  18404  14933  4352
-CONVEX 7792    GT_PK(2,2)      4425  18405  4353  18404  14954  4352
-CONVEX 7793    GT_PK(2,2)      4425  18400  4426  18405  18398  4353
-CONVEX 7794    GT_PK(2,2)      3352  18406  3432  18407  18240  3431
-CONVEX 7795    GT_PK(2,2)      3352  18406  3432  18408  14961  3353
-CONVEX 7796    GT_PK(2,2)      3352  18408  3353  18409  10966  3273
-CONVEX 7797    GT_PK(2,2)      3669  18410  3748  18411  14747  3670
-CONVEX 7798    GT_PK(2,2)      3669  18412  3668  18413  14964  3590
-CONVEX 7799    GT_PK(2,2)      3669  18410  3748  18414  18250  3747
-CONVEX 7800    GT_PK(2,2)      3669  18412  3668  18414  18180  3747
-CONVEX 7801    GT_PK(2,2)      3669  18415  3591  18413  14744  3590
-CONVEX 7802    GT_PK(2,2)      3669  18415  3591  18411  14741  3670
-CONVEX 7803    GT_PK(2,2)      5443  18416  5492  18417  14975  5444
-CONVEX 7804    GT_PK(2,2)      5443  18418  5442  18419  10995  5392
-CONVEX 7805    GT_PK(2,2)      5443  18418  5442  18420  18421  5491
-CONVEX 7806    GT_PK(2,2)      5443  18416  5492  18420  14980  5491
-CONVEX 7807    GT_PK(2,2)      5443  18419  5392  18422  10969  5393
-CONVEX 7808    GT_PK(2,2)      5443  18417  5444  18422  16010  5393
-CONVEX 7809    GT_PK(2,2)      5541  18423  5540  18424  14986  5494
-CONVEX 7810    GT_PK(2,2)      5541  18424  5494  18425  10971  5495
-CONVEX 7811    GT_PK(2,2)      5541  18426  5585  18427  16037  5584
-CONVEX 7812    GT_PK(2,2)      5541  18423  5540  18427  14992  5584
-CONVEX 7813    GT_PK(2,2)      5582  18428  5583  18429  14994  5623
-CONVEX 7814    GT_PK(2,2)      5582  18429  5623  18430  12152  5622
-CONVEX 7815    GT_PK(2,2)      5582  18431  5539  18432  14983  5538
-CONVEX 7816    GT_PK(2,2)      5582  18428  5583  18431  14993  5539
-CONVEX 7817    GT_PK(2,2)      5225  18433  5166  18434  14998  5224
-CONVEX 7818    GT_PK(2,2)      5225  18435  5281  18434  10982  5224
-CONVEX 7819    GT_PK(2,2)      5225  18436  5282  18437  15014  5226
-CONVEX 7820    GT_PK(2,2)      5225  18436  5282  18435  15008  5281
-CONVEX 7821    GT_PK(2,2)      5167  18438  5225  18439  18437  5226
-CONVEX 7822    GT_PK(2,2)      5167  18438  5225  18440  18433  5166
-CONVEX 7823    GT_PK(2,2)      5167  18441  5106  18442  18443  5107
-CONVEX 7824    GT_PK(2,2)      5167  18441  5106  18440  15002  5166
-CONVEX 7825    GT_PK(2,2)      5227  18444  5283  18445  15015  5226
-CONVEX 7826    GT_PK(2,2)      5227  18444  5283  18446  15080  5284
-CONVEX 7827    GT_PK(2,2)      5108  18447  5107  18448  18449  5046
-CONVEX 7828    GT_PK(2,2)      5045  18450  4982  18451  18452  5044
-CONVEX 7829    GT_PK(2,2)      5045  18453  5106  18451  14999  5044
-CONVEX 7830    GT_PK(2,2)      5045  18454  5107  18455  18449  5046
-CONVEX 7831    GT_PK(2,2)      5045  18453  5106  18454  18443  5107
-CONVEX 7832    GT_PK(2,2)      4919  18456  4982  18457  18458  4918
-CONVEX 7833    GT_PK(2,2)      4919  18459  4854  18457  15004  4918
-CONVEX 7834    GT_PK(2,2)      4983  18460  5045  18461  18455  5046
-CONVEX 7835    GT_PK(2,2)      4983  18460  5045  18462  18450  4982
-CONVEX 7836    GT_PK(2,2)      4983  18463  4919  18464  18465  4920
-CONVEX 7837    GT_PK(2,2)      4983  18463  4919  18462  18456  4982
-CONVEX 7838    GT_PK(2,2)      4981  18466  4982  18467  18452  5044
-CONVEX 7839    GT_PK(2,2)      4981  18468  5043  18467  18300  5044
-CONVEX 7840    GT_PK(2,2)      4981  18468  5043  18469  18299  4980
-CONVEX 7841    GT_PK(2,2)      4981  18466  4982  18470  18458  4918
-CONVEX 7842    GT_PK(2,2)      4787  18471  4853  18472  18473  4786
-CONVEX 7843    GT_PK(2,2)      4787  18474  4854  18471  15003  4853
-CONVEX 7844    GT_PK(2,2)      4787  18474  4854  18475  18476  4788
-CONVEX 7845    GT_PK(2,2)      4787  18477  4718  18472  15044  4786
-CONVEX 7846    GT_PK(2,2)      4787  18478  4719  18475  15038  4788
-CONVEX 7847    GT_PK(2,2)      4787  18478  4719  18477  15040  4718
-CONVEX 7848    GT_PK(2,2)      5052  18479  5114  18480  9835  5053
-CONVEX 7849    GT_PK(2,2)      5052  18481  5113  18479  15006  5114
-CONVEX 7850    GT_PK(2,2)      5052  18482  4990  18480  13670  5053
-CONVEX 7851    GT_PK(2,2)      5052  18483  4989  18482  15145  4990
-CONVEX 7852    GT_PK(2,2)      5222  18484  5279  18485  15016  5223
-CONVEX 7853    GT_PK(2,2)      5222  18486  5221  18487  12169  5163
-CONVEX 7854    GT_PK(2,2)      5222  18488  5164  18487  18297  5163
-CONVEX 7855    GT_PK(2,2)      5222  18485  5223  18488  10989  5164
-CONVEX 7856    GT_PK(2,2)      4504  18489  4432  18490  14888  4431
-CONVEX 7857    GT_PK(2,2)      4504  18491  4503  18490  15024  4431
-CONVEX 7858    GT_PK(2,2)      4573  18492  4501  18493  10908  4572
-CONVEX 7859    GT_PK(2,2)      4915  18494  4978  18495  18313  4979
-CONVEX 7860    GT_PK(2,2)      4785  18496  4851  18497  18498  4784
-CONVEX 7861    GT_PK(2,2)      4785  18499  4716  18497  18500  4784
-CONVEX 7862    GT_PK(2,2)      4785  18501  4717  18502  15043  4786
-CONVEX 7863    GT_PK(2,2)      4785  18501  4717  18499  15045  4716
-CONVEX 7864    GT_PK(2,2)      4852  18503  4785  18504  18496  4851
-CONVEX 7865    GT_PK(2,2)      4852  18505  4853  18506  18473  4786
-CONVEX 7866    GT_PK(2,2)      4852  18503  4785  18506  18502  4786
-CONVEX 7867    GT_PK(2,2)      4575  18507  4646  18508  15033  4576
-CONVEX 7868    GT_PK(2,2)      4575  18509  4504  18508  18510  4576
-CONVEX 7869    GT_PK(2,2)      4575  18509  4504  18511  18491  4503
-CONVEX 7870    GT_PK(2,2)      4715  18512  4716  18513  18500  4784
-CONVEX 7871    GT_PK(2,2)      4715  18514  4646  18512  15035  4716
-CONVEX 7872    GT_PK(2,2)      5331  18515  5384  18516  15055  5383
-CONVEX 7873    GT_PK(2,2)      5331  18517  5332  18515  15088  5384
-CONVEX 7874    GT_PK(2,2)      5331  18518  5330  18516  12181  5383
-CONVEX 7875    GT_PK(2,2)      5331  18518  5330  18519  12183  5276
-CONVEX 7876    GT_PK(2,2)      5331  18520  5277  18519  10991  5276
-CONVEX 7877    GT_PK(2,2)      5331  18517  5332  18520  18521  5277
-CONVEX 7878    GT_PK(2,2)      5534  18522  5577  18523  15058  5578
-CONVEX 7879    GT_PK(2,2)      5619  18524  5579  18525  18526  5578
-CONVEX 7880    GT_PK(2,2)      5619  18527  5620  18524  15068  5579
-CONVEX 7881    GT_PK(2,2)      5619  18528  5618  18525  15059  5578
-CONVEX 7882    GT_PK(2,2)      5619  18527  5620  18529  15061  5657
-CONVEX 7883    GT_PK(2,2)      5537  18530  5491  18531  14982  5538
-CONVEX 7884    GT_PK(2,2)      5440  18532  5389  18533  15071  5390
-CONVEX 7885    GT_PK(2,2)      5440  18532  5389  18534  18535  5439
-CONVEX 7886    GT_PK(2,2)      5441  18536  5440  18537  18538  5489
-CONVEX 7887    GT_PK(2,2)      5441  18536  5440  18539  18533  5390
-CONVEX 7888    GT_PK(2,2)      5441  18539  5390  18540  15075  5391
-CONVEX 7889    GT_PK(2,2)      5441  18541  5442  18540  10996  5391
-CONVEX 7890    GT_PK(2,2)      5388  18542  5389  18543  18535  5439
-CONVEX 7891    GT_PK(2,2)      5388  18544  5438  18543  15104  5439
-CONVEX 7892    GT_PK(2,2)      5388  18544  5438  18545  18546  5387
-CONVEX 7893    GT_PK(2,2)      5388  18542  5389  18547  15070  5336
-CONVEX 7894    GT_PK(2,2)      5388  18548  5335  18547  10999  5336
-CONVEX 7895    GT_PK(2,2)      5388  18548  5335  18545  15091  5387
-CONVEX 7896    GT_PK(2,2)      5437  18549  5436  18550  15099  5485
-CONVEX 7897    GT_PK(2,2)      5437  18551  5486  18550  11002  5485
-CONVEX 7898    GT_PK(2,2)      5437  18552  5438  18551  15107  5486
-CONVEX 7899    GT_PK(2,2)      5437  18552  5438  18553  18546  5387
-CONVEX 7900    GT_PK(2,2)      5437  18554  5386  18553  15093  5387
-CONVEX 7901    GT_PK(2,2)      5437  18549  5436  18554  15103  5386
-CONVEX 7902    GT_PK(2,2)      4441  18555  4514  18556  18557  4513
-CONVEX 7903    GT_PK(2,2)      4441  18555  4514  18558  18559  4442
-CONVEX 7904    GT_PK(2,2)      4222  18560  4148  18561  17512  4223
-CONVEX 7905    GT_PK(2,2)      4222  18562  4147  18563  17527  4221
-CONVEX 7906    GT_PK(2,2)      4222  18562  4147  18560  17528  4148
-CONVEX 7907    GT_PK(2,2)      4366  18564  4438  18565  15174  4365
-CONVEX 7908    GT_PK(2,2)      4366  18566  4293  18565  15110  4365
-CONVEX 7909    GT_PK(2,2)      4721  18567  4651  18568  15129  4720
-CONVEX 7910    GT_PK(2,2)      4579  18569  4507  18570  15134  4578
-CONVEX 7911    GT_PK(2,2)      4579  18571  4650  18572  15127  4580
-CONVEX 7912    GT_PK(2,2)      4579  18570  4578  18573  15020  4649
-CONVEX 7913    GT_PK(2,2)      4579  18571  4650  18573  15131  4649
-CONVEX 7914    GT_PK(2,2)      4508  18574  4436  18575  15169  4509
-CONVEX 7915    GT_PK(2,2)      4508  18576  4580  18575  11029  4509
-CONVEX 7916    GT_PK(2,2)      4508  18577  4579  18576  18572  4580
-CONVEX 7917    GT_PK(2,2)      4508  18577  4579  18578  18569  4507
-CONVEX 7918    GT_PK(2,2)      4585  18579  4514  18580  18557  4513
-CONVEX 7919    GT_PK(2,2)      4585  18579  4514  18581  18582  4586
-CONVEX 7920    GT_PK(2,2)      4656  18583  4585  18584  18581  4586
-CONVEX 7921    GT_PK(2,2)      4656  18583  4585  18585  18586  4655
-CONVEX 7922    GT_PK(2,2)      4789  18587  4720  18588  15039  4788
-CONVEX 7923    GT_PK(2,2)      4789  18589  4721  18587  18568  4720
-CONVEX 7924    GT_PK(2,2)      4855  18590  4856  18591  15136  4920
-CONVEX 7925    GT_PK(2,2)      4855  18592  4919  18591  18465  4920
-CONVEX 7926    GT_PK(2,2)      4855  18592  4919  18593  18459  4854
-CONVEX 7927    GT_PK(2,2)      4855  18594  4789  18590  18595  4856
-CONVEX 7928    GT_PK(2,2)      4855  18593  4854  18596  18476  4788
-CONVEX 7929    GT_PK(2,2)      4855  18594  4789  18596  18588  4788
-CONVEX 7930    GT_PK(2,2)      4857  18597  4856  18598  15135  4921
-CONVEX 7931    GT_PK(2,2)      5051  18599  5052  18600  18481  5113
-CONVEX 7932    GT_PK(2,2)      5051  18599  5052  18601  18483  4989
-CONVEX 7933    GT_PK(2,2)      4516  18602  4444  18603  11033  4517
-CONVEX 7934    GT_PK(2,2)      4516  18604  4443  18602  15157  4444
-CONVEX 7935    GT_PK(2,2)      4516  18605  4588  18603  7459  4517
-CONVEX 7936    GT_PK(2,2)      4516  18606  4587  18605  15155  4588
-CONVEX 7937    GT_PK(2,2)      4370  18607  4443  18608  15158  4371
-CONVEX 7938    GT_PK(2,2)      4370  18607  4443  18609  18610  4442
-CONVEX 7939    GT_PK(2,2)      4291  18611  4217  18612  15162  4290
-CONVEX 7940    GT_PK(2,2)      4291  18613  4364  18614  11026  4292
-CONVEX 7941    GT_PK(2,2)      4291  18615  4218  18614  11008  4292
-CONVEX 7942    GT_PK(2,2)      4291  18611  4217  18615  15166  4218
-CONVEX 7943    GT_PK(2,2)      4291  18613  4364  18616  11047  4363
-CONVEX 7944    GT_PK(2,2)      4291  18612  4290  18616  18278  4363
-CONVEX 7945    GT_PK(2,2)      3833  18617  3910  18618  15179  3834
-CONVEX 7946    GT_PK(2,2)      3833  18619  3832  18620  14770  3755
-CONVEX 7947    GT_PK(2,2)      3833  18621  3756  18620  14777  3755
-CONVEX 7948    GT_PK(2,2)      3833  18618  3834  18621  8050  3756
-CONVEX 7949    GT_PK(2,2)      3909  18622  3833  18623  18619  3832
-CONVEX 7950    GT_PK(2,2)      3909  18622  3833  18624  18617  3910
-CONVEX 7951    GT_PK(2,2)      3909  18625  3985  18626  10891  3986
-CONVEX 7952    GT_PK(2,2)      3909  18624  3910  18626  15177  3986
-CONVEX 7953    GT_PK(2,2)      3678  18627  3679  18628  15187  3757
-CONVEX 7954    GT_PK(2,2)      3678  18629  3756  18628  8052  3757
-CONVEX 7955    GT_PK(2,2)      3678  18630  3677  18629  14776  3756
-CONVEX 7956    GT_PK(2,2)      3678  18631  3599  18630  14787  3677
-CONVEX 7957    GT_PK(2,2)      3678  18631  3599  18632  14783  3600
-CONVEX 7958    GT_PK(2,2)      3678  18627  3679  18632  15180  3600
-CONVEX 7959    GT_PK(2,2)      3759  18633  3758  18634  15188  3680
-CONVEX 7960    GT_PK(2,2)      3759  18635  3681  18636  15198  3760
-CONVEX 7961    GT_PK(2,2)      3759  18634  3680  18635  11054  3681
-CONVEX 7962    GT_PK(2,2)      3759  18633  3758  18637  15185  3836
-CONVEX 7963    GT_PK(2,2)      3837  18638  3913  18639  11063  3836
-CONVEX 7964    GT_PK(2,2)      3837  18640  3914  18638  15191  3913
-CONVEX 7965    GT_PK(2,2)      3837  18641  3838  18640  15201  3914
-CONVEX 7966    GT_PK(2,2)      3837  18642  3759  18639  18637  3836
-CONVEX 7967    GT_PK(2,2)      3837  18641  3838  18643  18644  3760
-CONVEX 7968    GT_PK(2,2)      3837  18642  3759  18643  18636  3760
-CONVEX 7969    GT_PK(2,2)      3603  18645  3682  18646  15193  3604
-CONVEX 7970    GT_PK(2,2)      3603  18647  3524  18648  7966  3602
-CONVEX 7971    GT_PK(2,2)      3603  18649  3681  18648  11055  3602
-CONVEX 7972    GT_PK(2,2)      3603  18645  3682  18649  15196  3681
-CONVEX 7973    GT_PK(2,2)      3603  18647  3524  18650  7963  3525
-CONVEX 7974    GT_PK(2,2)      3603  18646  3604  18650  14792  3525
-CONVEX 7975    GT_PK(2,2)      3685  18651  3607  18652  18653  3686
-CONVEX 7976    GT_PK(2,2)      3685  18651  3607  18654  18655  3606
-CONVEX 7977    GT_PK(2,2)      3685  18652  3686  18656  10774  3764
-CONVEX 7978    GT_PK(2,2)      3685  18657  3763  18656  15200  3764
-CONVEX 7979    GT_PK(2,2)      3761  18658  3838  18659  18644  3760
-CONVEX 7980    GT_PK(2,2)      3761  18660  3762  18661  18662  3683
-CONVEX 7981    GT_PK(2,2)      3761  18663  3682  18659  15197  3760
-CONVEX 7982    GT_PK(2,2)      3761  18663  3682  18661  15194  3683
-CONVEX 7983    GT_PK(2,2)      3839  18664  3761  18665  18660  3762
-CONVEX 7984    GT_PK(2,2)      3839  18664  3761  18666  18658  3838
-CONVEX 7985    GT_PK(2,2)      3839  18667  3916  18668  15121  3915
-CONVEX 7986    GT_PK(2,2)      3839  18666  3838  18668  15202  3915
-CONVEX 7987    GT_PK(2,2)      3530  18669  3531  18670  15230  3609
-CONVEX 7988    GT_PK(2,2)      3449  18671  3370  18672  18673  3450
-CONVEX 7989    GT_PK(2,2)      3449  18674  3369  18675  15244  3448
-CONVEX 7990    GT_PK(2,2)      3449  18674  3369  18671  15245  3370
-CONVEX 7991    GT_PK(2,2)      3528  18676  3606  18677  15207  3527
-CONVEX 7992    GT_PK(2,2)      3528  18678  3607  18676  18655  3606
-CONVEX 7993    GT_PK(2,2)      3528  18679  3448  18677  10817  3527
-CONVEX 7994    GT_PK(2,2)      3528  18680  3449  18679  18675  3448
-CONVEX 7995    GT_PK(2,2)      3371  18681  3370  18682  18673  3450
-CONVEX 7996    GT_PK(2,2)      3371  18683  3372  18684  15234  3292
-CONVEX 7997    GT_PK(2,2)      3371  18685  3291  18684  15240  3292
-CONVEX 7998    GT_PK(2,2)      3371  18685  3291  18681  15236  3370
-CONVEX 7999    GT_PK(2,2)      3613  18686  3614  18687  14127  3535
-CONVEX 8000    GT_PK(2,2)      3613  18688  3534  18687  15263  3535
-CONVEX 8001    GT_PK(2,2)      3613  18689  3692  18690  8061  3691
-CONVEX 8002    GT_PK(2,2)      3613  18686  3614  18689  14113  3692
-CONVEX 8003    GT_PK(2,2)      5091  18691  5151  18692  6789  5090
-CONVEX 8004    GT_PK(2,2)      5091  18693  5152  18691  15280  5151
-CONVEX 8005    GT_PK(2,2)      5091  18694  5029  18692  8620  5090
-CONVEX 8006    GT_PK(2,2)      1178  18695  1177  18696  12267  1249
-CONVEX 8007    GT_PK(2,2)      1178  18697  1108  18698  15301  1179
-CONVEX 8008    GT_PK(2,2)      1178  18699  1107  18695  16198  1177
-CONVEX 8009    GT_PK(2,2)      1178  18699  1107  18697  16202  1108
-CONVEX 8010    GT_PK(2,2)      1178  18698  1179  18700  8131  1250
-CONVEX 8011    GT_PK(2,2)      1178  18696  1249  18700  12278  1250
-CONVEX 8012    GT_PK(2,2)      705  18701  768  18702  15312  706
-CONVEX 8013    GT_PK(2,2)      705  18703  644  18702  15353  706
-CONVEX 8014    GT_PK(2,2)      705  18703  644  18704  15351  643
-CONVEX 8015    GT_PK(2,2)      957  18705  1026  18706  17318  1025
-CONVEX 8016    GT_PK(2,2)      1239  18707  1311  18708  18709  1312
-CONVEX 8017    GT_PK(2,2)      1239  18707  1311  18710  18711  1238
-CONVEX 8018    GT_PK(2,2)      1097  18712  1096  18713  15323  1027
-CONVEX 8019    GT_PK(2,2)      1102  18714  1033  18715  11175  1103
-CONVEX 8020    GT_PK(2,2)      1102  18716  1173  18715  15337  1103
-CONVEX 8021    GT_PK(2,2)      1243  18717  1315  18718  15325  1316
-CONVEX 8022    GT_PK(2,2)      1098  18719  1097  18720  18721  1168
-CONVEX 8023    GT_PK(2,2)      1031  18722  1100  18723  18724  1101
-CONVEX 8024    GT_PK(2,2)      1031  18722  1100  18725  18726  1030
-CONVEX 8025    GT_PK(2,2)      776  18727  839  18728  15358  775
-CONVEX 8026    GT_PK(2,2)      776  18729  713  18730  11195  714
-CONVEX 8027    GT_PK(2,2)      776  18729  713  18728  15362  775
-CONVEX 8028    GT_PK(2,2)      776  18731  777  18730  11269  714
-CONVEX 8029    GT_PK(2,2)      776  18731  777  18732  11270  840
-CONVEX 8030    GT_PK(2,2)      776  18727  839  18732  15357  840
-CONVEX 8031    GT_PK(2,2)      651  18733  712  18734  15364  650
-CONVEX 8032    GT_PK(2,2)      651  18735  591  18736  11235  652
-CONVEX 8033    GT_PK(2,2)      651  18737  713  18736  11196  652
-CONVEX 8034    GT_PK(2,2)      651  18733  712  18737  15361  713
-CONVEX 8035    GT_PK(2,2)      418  18738  365  18739  15369  417
-CONVEX 8036    GT_PK(2,2)      366  18740  367  18741  18742  419
-CONVEX 8037    GT_PK(2,2)      366  18740  367  18743  15437  316
-CONVEX 8038    GT_PK(2,2)      366  18744  418  18741  18745  419
-CONVEX 8039    GT_PK(2,2)      366  18744  418  18746  18738  365
-CONVEX 8040    GT_PK(2,2)      366  18746  365  18747  15367  315
-CONVEX 8041    GT_PK(2,2)      366  18748  267  18747  18749  315
-CONVEX 8042    GT_PK(2,2)      366  18748  267  18743  15421  316
-CONVEX 8043    GT_PK(2,2)      778  18750  716  18751  15383  779
-CONVEX 8044    GT_PK(2,2)      778  18752  777  18753  11271  841
-CONVEX 8045    GT_PK(2,2)      778  18752  777  18754  11268  715
-CONVEX 8046    GT_PK(2,2)      778  18750  716  18754  15397  715
-CONVEX 8047    GT_PK(2,2)      778  18755  842  18753  15382  841
-CONVEX 8048    GT_PK(2,2)      778  18755  842  18751  15378  779
-CONVEX 8049    GT_PK(2,2)      718  18756  656  18757  11241  717
-CONVEX 8050    GT_PK(2,2)      718  18758  657  18756  15406  656
-CONVEX 8051    GT_PK(2,2)      781  18759  845  18760  18761  782
-CONVEX 8052    GT_PK(2,2)      781  18762  844  18759  15411  845
-CONVEX 8053    GT_PK(2,2)      182  18763  226  18764  15427  183
-CONVEX 8054    GT_PK(2,2)      182  18763  226  18765  15423  225
-CONVEX 8055    GT_PK(2,2)      182  18764  183  18766  8261  142
-CONVEX 8056    GT_PK(2,2)      182  18767  141  18766  18768  142
-CONVEX 8057    GT_PK(2,2)      182  18765  225  18769  18770  181
-CONVEX 8058    GT_PK(2,2)      182  18767  141  18769  18771  181
-CONVEX 8059    GT_PK(2,2)      224  18772  271  18773  15428  225
-CONVEX 8060    GT_PK(2,2)      224  18773  225  18774  18770  181
-CONVEX 8061    GT_PK(2,2)      224  18775  180  18774  18776  181
-CONVEX 8062    GT_PK(2,2)      224  18775  180  18777  18778  223
-CONVEX 8063    GT_PK(2,2)      590  18779  532  18780  15441  591
-CONVEX 8064    GT_PK(2,2)      590  18781  651  18780  18735  591
-CONVEX 8065    GT_PK(2,2)      590  18781  651  18782  18734  650
-CONVEX 8066    GT_PK(2,2)      590  18779  532  18783  18784  531
-CONVEX 8067    GT_PK(2,2)      476  18785  477  18786  11266  533
-CONVEX 8068    GT_PK(2,2)      476  18787  532  18786  15440  533
-CONVEX 8069    GT_PK(2,2)      588  18788  648  18789  11165  587
-CONVEX 8070    GT_PK(2,2)      588  18790  649  18788  15443  648
-CONVEX 8071    GT_PK(2,2)      1411  18791  1339  18792  16347  1338
-CONVEX 8072    GT_PK(2,2)      1411  18793  1410  18792  15446  1338
-CONVEX 8073    GT_PK(2,2)      55  18794  29  18795  11274  30
-CONVEX 8074    GT_PK(2,2)      55  18796  54  18794  15452  29
-CONVEX 8075    GT_PK(2,2)      55  18797  56  18795  9398  30
-CONVEX 8076    GT_PK(2,2)      55  18797  56  18798  9395  86
-CONVEX 8077    GT_PK(2,2)      55  18798  86  18799  13315  85
-CONVEX 8078    GT_PK(2,2)      55  18796  54  18799  15454  85
-CONVEX 8079    GT_PK(2,2)      424  18800  478  18801  11306  423
-CONVEX 8080    GT_PK(2,2)      424  18802  425  18803  18804  372
-CONVEX 8081    GT_PK(2,2)      424  18805  371  18801  15470  423
-CONVEX 8082    GT_PK(2,2)      424  18805  371  18803  15467  372
-CONVEX 8083    GT_PK(2,2)      537  18806  596  18807  15407  538
-CONVEX 8084    GT_PK(2,2)      537  18806  596  18808  15401  595
-CONVEX 8085    GT_PK(2,2)      481  18809  427  18810  15501  426
-CONVEX 8086    GT_PK(2,2)      481  18811  480  18810  15495  426
-CONVEX 8087    GT_PK(2,2)      481  18809  427  18812  15491  482
-CONVEX 8088    GT_PK(2,2)      481  18813  537  18811  18814  480
-CONVEX 8089    GT_PK(2,2)      481  18812  482  18815  8175  538
-CONVEX 8090    GT_PK(2,2)      481  18813  537  18815  18807  538
-CONVEX 8091    GT_PK(2,2)      479  18816  478  18817  11308  535
-CONVEX 8092    GT_PK(2,2)      479  18818  480  18819  15494  425
-CONVEX 8093    GT_PK(2,2)      479  18820  424  18816  18800  478
-CONVEX 8094    GT_PK(2,2)      479  18820  424  18819  18802  425
-CONVEX 8095    GT_PK(2,2)      373  18821  425  18822  15496  426
-CONVEX 8096    GT_PK(2,2)      373  18823  374  18822  15500  426
-CONVEX 8097    GT_PK(2,2)      373  18821  425  18824  18804  372
-CONVEX 8098    GT_PK(2,2)      373  18823  374  18825  15502  323
-CONVEX 8099    GT_PK(2,2)      373  18826  322  18825  15486  323
-CONVEX 8100    GT_PK(2,2)      373  18826  322  18824  15488  372
-CONVEX 8101    GT_PK(2,2)      326  18827  376  18828  15536  325
-CONVEX 8102    GT_PK(2,2)      326  18829  277  18830  15535  278
-CONVEX 8103    GT_PK(2,2)      326  18829  277  18828  15531  325
-CONVEX 8104    GT_PK(2,2)      326  18827  376  18831  15540  377
-CONVEX 8105    GT_PK(2,2)      786  18832  787  18833  15559  724
-CONVEX 8106    GT_PK(2,2)      786  18833  724  18834  8299  723
-CONVEX 8107    GT_PK(2,2)      786  18835  785  18834  16411  723
-CONVEX 8108    GT_PK(2,2)      786  18832  787  18836  15560  850
-CONVEX 8109    GT_PK(2,2)      788  18837  726  18838  15563  789
-CONVEX 8110    GT_PK(2,2)      788  18839  787  18840  15561  851
-CONVEX 8111    GT_PK(2,2)      788  18839  787  18841  15558  725
-CONVEX 8112    GT_PK(2,2)      788  18837  726  18841  18842  725
-CONVEX 8113    GT_PK(2,2)      788  18843  852  18840  17076  851
-CONVEX 8114    GT_PK(2,2)      788  18843  852  18838  17078  789
-CONVEX 8115    GT_PK(2,2)      665  18844  727  18845  13247  666
-CONVEX 8116    GT_PK(2,2)      665  18846  726  18844  15562  727
-CONVEX 8117    GT_PK(2,2)      665  18847  605  18845  13255  666
-CONVEX 8118    GT_PK(2,2)      665  18847  605  18848  9426  604
-CONVEX 8119    GT_PK(2,2)      287  18849  335  18850  8317  336
-CONVEX 8120    GT_PK(2,2)      287  18851  286  18849  15588  335
-CONVEX 8121    GT_PK(2,2)      287  18850  336  18852  8213  288
-CONVEX 8122    GT_PK(2,2)      287  18851  286  18853  15590  240
-CONVEX 8123    GT_PK(2,2)      287  18854  241  18853  6581  240
-CONVEX 8124    GT_PK(2,2)      287  18854  241  18852  8218  288
-CONVEX 8125    GT_PK(2,2)      234  18855  281  18856  15595  235
-CONVEX 8126    GT_PK(2,2)      234  18856  235  18857  8305  191
-CONVEX 8127    GT_PK(2,2)      234  18858  190  18857  8282  191
-CONVEX 8128    GT_PK(2,2)      234  18858  190  18859  6617  233
-CONVEX 8129    GT_PK(2,2)      280  18860  281  18861  15602  329
-CONVEX 8130    GT_PK(2,2)      280  18862  234  18860  18855  281
-CONVEX 8131    GT_PK(2,2)      280  18863  279  18864  15603  233
-CONVEX 8132    GT_PK(2,2)      280  18862  234  18864  18859  233
-CONVEX 8133    GT_PK(2,2)      1610  18865  1611  18866  15610  1536
-CONVEX 8134    GT_PK(2,2)      1610  18867  1609  18868  11425  1685
-CONVEX 8135    GT_PK(2,2)      1610  18868  1685  18869  8969  1686
-CONVEX 8136    GT_PK(2,2)      1610  18865  1611  18869  15609  1686
-CONVEX 8137    GT_PK(2,2)      1535  18870  1462  18871  15612  1461
-CONVEX 8138    GT_PK(2,2)      1535  18870  1462  18872  15617  1536
-CONVEX 8139    GT_PK(2,2)      1535  18873  1610  18872  18866  1536
-CONVEX 8140    GT_PK(2,2)      1535  18873  1610  18874  18867  1609
-CONVEX 8141    GT_PK(2,2)      1390  18875  1463  18876  15616  1462
-CONVEX 8142    GT_PK(2,2)      1390  18876  1462  18877  15613  1389
-CONVEX 8143    GT_PK(2,2)      1390  18878  1317  18879  8337  1318
-CONVEX 8144    GT_PK(2,2)      1390  18878  1317  18877  8334  1389
-CONVEX 8145    GT_PK(2,2)      754  18880  817  18881  15634  755
-CONVEX 8146    GT_PK(2,2)      754  18881  755  18882  15629  693
-CONVEX 8147    GT_PK(2,2)      754  18883  692  18882  15656  693
-CONVEX 8148    GT_PK(2,2)      754  18883  692  18884  15645  753
-CONVEX 8149    GT_PK(2,2)      754  18884  753  18885  17910  816
-CONVEX 8150    GT_PK(2,2)      754  18880  817  18885  15633  816
-CONVEX 8151    GT_PK(2,2)      516  18886  517  18887  15661  573
-CONVEX 8152    GT_PK(2,2)      572  18888  631  18889  15654  573
-CONVEX 8153    GT_PK(2,2)      572  18890  630  18888  15646  631
-CONVEX 8154    GT_PK(2,2)      572  18891  516  18889  18887  573
-CONVEX 8155    GT_PK(2,2)      462  18892  517  18893  15662  463
-CONVEX 8156    GT_PK(2,2)      462  18894  461  18895  11480  409
-CONVEX 8157    GT_PK(2,2)      462  18896  516  18894  18897  461
-CONVEX 8158    GT_PK(2,2)      462  18896  516  18892  18886  517
-CONVEX 8159    GT_PK(2,2)      462  18898  410  18893  7229  463
-CONVEX 8160    GT_PK(2,2)      462  18895  409  18898  13064  410
-CONVEX 8161    GT_PK(2,2)      745  18899  807  18900  8421  744
-CONVEX 8162    GT_PK(2,2)      745  18901  808  18899  11501  807
-CONVEX 8163    GT_PK(2,2)      685  18902  684  18903  15675  624
-CONVEX 8164    GT_PK(2,2)      685  18904  686  18905  11497  625
-CONVEX 8165    GT_PK(2,2)      685  18903  624  18905  18906  625
-CONVEX 8166    GT_PK(2,2)      685  18904  686  18907  18908  747
-CONVEX 8167    GT_PK(2,2)      566  18909  565  18910  15679  509
-CONVEX 8168    GT_PK(2,2)      566  18910  509  18911  8489  510
-CONVEX 8169    GT_PK(2,2)      566  18912  567  18911  8503  510
-CONVEX 8170    GT_PK(2,2)      566  18912  567  18913  8491  625
-CONVEX 8171    GT_PK(2,2)      566  18914  624  18913  18906  625
-CONVEX 8172    GT_PK(2,2)      566  18909  565  18914  15683  624
-CONVEX 8173    GT_PK(2,2)      1351  18915  1352  18916  15693  1424
-CONVEX 8174    GT_PK(2,2)      1351  18916  1424  18917  18918  1423
-CONVEX 8175    GT_PK(2,2)      1351  18919  1350  18917  13466  1423
-CONVEX 8176    GT_PK(2,2)      1351  18920  1278  18919  15696  1350
-CONVEX 8177    GT_PK(2,2)      1351  18915  1352  18921  15691  1279
-CONVEX 8178    GT_PK(2,2)      1351  18920  1278  18921  15695  1279
-CONVEX 8179    GT_PK(2,2)      1206  18922  1278  18923  15694  1207
-CONVEX 8180    GT_PK(2,2)      1206  18924  1135  18925  18926  1205
-CONVEX 8181    GT_PK(2,2)      1206  18925  1205  18927  13361  1277
-CONVEX 8182    GT_PK(2,2)      1206  18922  1278  18927  15697  1277
-CONVEX 8183    GT_PK(2,2)      1206  18923  1207  18928  11552  1136
-CONVEX 8184    GT_PK(2,2)      1206  18924  1135  18928  17204  1136
-CONVEX 8185    GT_PK(2,2)      938  18929  874  18930  10474  939
-CONVEX 8186    GT_PK(2,2)      938  18930  939  18931  10468  1005
-CONVEX 8187    GT_PK(2,2)      938  18932  1004  18931  11556  1005
-CONVEX 8188    GT_PK(2,2)      938  18933  937  18932  15700  1004
-CONVEX 8189    GT_PK(2,2)      1090  18934  1160  18935  15746  1159
-CONVEX 8190    GT_PK(2,2)      1090  18936  1091  18934  15717  1160
-CONVEX 8191    GT_PK(2,2)      1090  18937  1021  18938  15772  1022
-CONVEX 8192    GT_PK(2,2)      1090  18936  1091  18938  15716  1022
-CONVEX 8193    GT_PK(2,2)      1300  18939  1228  18940  18941  1299
-CONVEX 8194    GT_PK(2,2)      1298  18942  1226  18943  15728  1297
-CONVEX 8195    GT_PK(2,2)      1298  18944  1371  18945  18946  1299
-CONVEX 8196    GT_PK(2,2)      1370  18947  1369  18948  8526  1297
-CONVEX 8197    GT_PK(2,2)      1370  18949  1298  18948  18943  1297
-CONVEX 8198    GT_PK(2,2)      1370  18949  1298  18950  18944  1371
-CONVEX 8199    GT_PK(2,2)      1370  18950  1371  18951  18952  1443
-CONVEX 8200    GT_PK(2,2)      1370  18953  1442  18951  11614  1443
-CONVEX 8201    GT_PK(2,2)      1370  18953  1442  18947  15726  1369
-CONVEX 8202    GT_PK(2,2)      1444  18954  1371  18955  18952  1443
-CONVEX 8203    GT_PK(2,2)      1444  18955  1443  18956  10518  1516
-CONVEX 8204    GT_PK(2,2)      1444  18957  1517  18956  17978  1516
-CONVEX 8205    GT_PK(2,2)      1154  18958  1085  18959  18960  1155
-CONVEX 8206    GT_PK(2,2)      1154  18959  1155  18961  15732  1225
-CONVEX 8207    GT_PK(2,2)      1154  18961  1225  18962  8530  1224
-CONVEX 8208    GT_PK(2,2)      1154  18963  1153  18962  14428  1224
-CONVEX 8209    GT_PK(2,2)      1086  18964  1087  18965  18966  1156
-CONVEX 8210    GT_PK(2,2)      1086  18967  1155  18965  15731  1156
-CONVEX 8211    GT_PK(2,2)      1086  18968  1085  18967  18960  1155
-CONVEX 8212    GT_PK(2,2)      1086  18968  1085  18969  15754  1017
-CONVEX 8213    GT_PK(2,2)      1086  18970  1018  18969  15762  1017
-CONVEX 8214    GT_PK(2,2)      1086  18970  1018  18964  15759  1087
-CONVEX 8215    GT_PK(2,2)      1020  18971  1088  18972  15757  1019
-CONVEX 8216    GT_PK(2,2)      1020  18973  953  18972  15775  1019
-CONVEX 8217    GT_PK(2,2)      1020  18974  954  18975  15771  1021
-CONVEX 8218    GT_PK(2,2)      1020  18974  954  18973  18976  953
-CONVEX 8219    GT_PK(2,2)      889  18977  825  18978  15765  826
-CONVEX 8220    GT_PK(2,2)      889  18979  954  18980  18976  953
-CONVEX 8221    GT_PK(2,2)      889  18978  826  18981  6752  890
-CONVEX 8222    GT_PK(2,2)      889  18979  954  18981  15769  890
-CONVEX 8223    GT_PK(2,2)      887  18982  952  18983  15777  951
-CONVEX 8224    GT_PK(2,2)      887  18983  951  18984  15784  886
-CONVEX 8225    GT_PK(2,2)      887  18985  823  18984  11644  886
-CONVEX 8226    GT_PK(2,2)      887  18985  823  18986  11647  824
-CONVEX 8227    GT_PK(2,2)      888  18987  952  18988  15773  953
-CONVEX 8228    GT_PK(2,2)      888  18989  889  18988  18980  953
-CONVEX 8229    GT_PK(2,2)      888  18989  889  18990  18977  825
-CONVEX 8230    GT_PK(2,2)      888  18990  825  18991  15767  824
-CONVEX 8231    GT_PK(2,2)      888  18992  887  18991  18986  824
-CONVEX 8232    GT_PK(2,2)      888  18992  887  18987  18982  952
-CONVEX 8233    GT_PK(2,2)      1596  18993  1670  18994  15794  1671
-CONVEX 8234    GT_PK(2,2)      1596  18995  1597  18996  10635  1523
-CONVEX 8235    GT_PK(2,2)      1596  18995  1597  18994  10639  1671
-CONVEX 8236    GT_PK(2,2)      1596  18993  1670  18997  15792  1595
-CONVEX 8237    GT_PK(2,2)      1596  18996  1523  18998  7898  1522
-CONVEX 8238    GT_PK(2,2)      1596  18997  1595  18998  15791  1522
-CONVEX 8239    GT_PK(2,2)      1744  18999  1745  19000  15799  1669
-CONVEX 8240    GT_PK(2,2)      1744  18999  1745  19001  15796  1821
-CONVEX 8241    GT_PK(2,2)      1667  19002  1743  19003  19004  1742
-CONVEX 8242    GT_PK(2,2)      1667  19005  1592  19006  8574  1593
-CONVEX 8243    GT_PK(2,2)      1667  19007  1666  19005  14495  1592
-CONVEX 8244    GT_PK(2,2)      1667  19007  1666  19003  14492  1742
-CONVEX 8245    GT_PK(2,2)      1819  19008  1743  19009  19004  1742
-CONVEX 8246    GT_PK(2,2)      1819  19010  1895  19011  17979  1896
-CONVEX 8247    GT_PK(2,2)      1819  19009  1742  19012  10592  1818
-CONVEX 8248    GT_PK(2,2)      1819  19010  1895  19012  17986  1818
-CONVEX 8249    GT_PK(2,2)      130  19013  129  19014  19015  167
-CONVEX 8250    GT_PK(2,2)      130  19014  167  19016  11695  168
-CONVEX 8251    GT_PK(2,2)      94  19017  129  19018  19019  128
-CONVEX 8252    GT_PK(2,2)      94  19020  93  19021  15832  63
-CONVEX 8253    GT_PK(2,2)      94  19020  93  19018  15823  128
-CONVEX 8254    GT_PK(2,2)      166  19022  129  19023  19015  167
-CONVEX 8255    GT_PK(2,2)      166  19023  167  19024  11693  207
-CONVEX 8256    GT_PK(2,2)      166  19025  206  19024  13309  207
-CONVEX 8257    GT_PK(2,2)      166  19025  206  19026  13311  165
-CONVEX 8258    GT_PK(2,2)      166  19027  128  19026  15820  165
-CONVEX 8259    GT_PK(2,2)      166  19022  129  19027  19019  128
-CONVEX 8260    GT_PK(2,2)      126  19028  127  19029  15824  92
-CONVEX 8261    GT_PK(2,2)      126  19030  125  19031  11688  91
-CONVEX 8262    GT_PK(2,2)      126  19029  92  19031  11702  91
-CONVEX 8263    GT_PK(2,2)      126  19032  163  19030  15816  125
-CONVEX 8264    GT_PK(2,2)      126  19033  164  19032  13271  163
-CONVEX 8265    GT_PK(2,2)      126  19028  127  19033  15821  164
-CONVEX 8266    GT_PK(2,2)      4901  19034  4902  19035  15849  4965
-CONVEX 8267    GT_PK(2,2)      4901  19036  4836  19037  11763  4900
-CONVEX 8268    GT_PK(2,2)      4901  19036  4836  19038  11771  4837
-CONVEX 8269    GT_PK(2,2)      4901  19034  4902  19038  15853  4837
-CONVEX 8270    GT_PK(2,2)      4901  19037  4900  19039  6782  4964
-CONVEX 8271    GT_PK(2,2)      4901  19035  4965  19039  11742  4964
-CONVEX 8272    GT_PK(2,2)      4839  19040  4772  19041  15856  4838
-CONVEX 8273    GT_PK(2,2)      4839  19042  4904  19043  8617  4903
-CONVEX 8274    GT_PK(2,2)      4839  19041  4838  19043  15852  4903
-CONVEX 8275    GT_PK(2,2)      4839  19040  4772  19044  19045  4773
-CONVEX 8276    GT_PK(2,2)      4705  19046  4635  19047  14688  4636
-CONVEX 8277    GT_PK(2,2)      4705  19048  4706  19047  15858  4636
-CONVEX 8278    GT_PK(2,2)      4680  19049  4750  19050  15871  4749
-CONVEX 8279    GT_PK(2,2)      4680  19049  4750  19051  15862  4681
-CONVEX 8280    GT_PK(2,2)      4680  19052  4610  19053  11775  4609
-CONVEX 8281    GT_PK(2,2)      4680  19052  4610  19051  11778  4681
-CONVEX 8282    GT_PK(2,2)      4817  19054  4884  19055  15927  4883
-CONVEX 8283    GT_PK(2,2)      4817  19056  4818  19054  15868  4884
-CONVEX 8284    GT_PK(2,2)      4817  19056  4818  19057  15870  4749
-CONVEX 8285    GT_PK(2,2)      4817  19058  4816  19055  11823  4883
-CONVEX 8286    GT_PK(2,2)      4817  19059  4748  19058  15865  4816
-CONVEX 8287    GT_PK(2,2)      4817  19059  4748  19057  19060  4749
-CONVEX 8288    GT_PK(2,2)      4752  19061  4820  19062  11843  4821
-CONVEX 8289    GT_PK(2,2)      4752  19061  4820  19063  11845  4751
-CONVEX 8290    GT_PK(2,2)      4752  19064  4682  19063  11782  4751
-CONVEX 8291    GT_PK(2,2)      4752  19065  4683  19064  15872  4682
-CONVEX 8292    GT_PK(2,2)      4389  19066  4317  19067  15883  4390
-CONVEX 8293    GT_PK(2,2)      4389  19068  4388  19069  13759  4461
-CONVEX 8294    GT_PK(2,2)      4389  19068  4388  19070  17473  4316
-CONVEX 8295    GT_PK(2,2)      4389  19066  4317  19070  18053  4316
-CONVEX 8296    GT_PK(2,2)      4389  19071  4462  19069  15893  4461
-CONVEX 8297    GT_PK(2,2)      4389  19067  4390  19071  11801  4462
-CONVEX 8298    GT_PK(2,2)      5185  19072  5184  19073  15974  5243
-CONVEX 8299    GT_PK(2,2)      5185  19074  5244  19073  6866  5243
-CONVEX 8300    GT_PK(2,2)      5185  19075  5186  19074  11931  5244
-CONVEX 8301    GT_PK(2,2)      5185  19075  5186  19076  15987  5125
-CONVEX 8302    GT_PK(2,2)      5185  19077  5124  19076  15979  5125
-CONVEX 8303    GT_PK(2,2)      5185  19072  5184  19077  15976  5124
-CONVEX 8304    GT_PK(2,2)      5626  19078  5627  19079  12000  5664
-CONVEX 8305    GT_PK(2,2)      5626  19080  5586  19078  16019  5627
-CONVEX 8306    GT_PK(2,2)      5626  19080  5586  19081  19082  5585
-CONVEX 8307    GT_PK(2,2)      5626  19083  5625  19081  16035  5585
-CONVEX 8308    GT_PK(2,2)      5626  19084  5663  19079  6894  5664
-CONVEX 8309    GT_PK(2,2)      5626  19083  5625  19084  16040  5663
-CONVEX 8310    GT_PK(2,2)      5542  19085  5496  19086  19087  5543
-CONVEX 8311    GT_PK(2,2)      5542  19088  5586  19086  16017  5543
-CONVEX 8312    GT_PK(2,2)      5542  19085  5496  19089  15998  5495
-CONVEX 8313    GT_PK(2,2)      5542  19090  5541  19089  18425  5495
-CONVEX 8314    GT_PK(2,2)      5542  19088  5586  19091  19082  5585
-CONVEX 8315    GT_PK(2,2)      5542  19090  5541  19091  18426  5585
-CONVEX 8316    GT_PK(2,2)      5497  19092  5496  19093  19087  5543
-CONVEX 8317    GT_PK(2,2)      5497  19094  5449  19095  16027  5498
-CONVEX 8318    GT_PK(2,2)      5497  19095  5498  19096  12007  5544
-CONVEX 8319    GT_PK(2,2)      5497  19093  5543  19096  8807  5544
-CONVEX 8320    GT_PK(2,2)      5448  19097  5496  19098  15997  5447
-CONVEX 8321    GT_PK(2,2)      5448  19099  5449  19100  16029  5398
-CONVEX 8322    GT_PK(2,2)      5448  19101  5497  19097  19092  5496
-CONVEX 8323    GT_PK(2,2)      5448  19101  5497  19099  19094  5449
-CONVEX 8324    GT_PK(2,2)      5448  19102  5397  19098  16030  5447
-CONVEX 8325    GT_PK(2,2)      5448  19102  5397  19100  16032  5398
-CONVEX 8326    GT_PK(2,2)      5573  19103  5614  19104  19105  5613
-CONVEX 8327    GT_PK(2,2)      5573  19106  5572  19104  12103  5613
-CONVEX 8328    GT_PK(2,2)      5573  19106  5572  19107  16084  5529
-CONVEX 8329    GT_PK(2,2)      5573  19108  5530  19107  16077  5529
-CONVEX 8330    GT_PK(2,2)      5567  19109  5524  19110  6960  5523
-CONVEX 8331    GT_PK(2,2)      5567  19111  5568  19109  16095  5524
-CONVEX 8332    GT_PK(2,2)      5567  19110  5523  19112  6959  5566
-CONVEX 8333    GT_PK(2,2)      5567  19113  5607  19112  6953  5566
-CONVEX 8334    GT_PK(2,2)      5567  19114  5608  19113  7028  5607
-CONVEX 8335    GT_PK(2,2)      5567  19111  5568  19114  16097  5608
-CONVEX 8336    GT_PK(2,2)      5576  19115  5575  19116  19117  5532
-CONVEX 8337    GT_PK(2,2)      5576  19115  5575  19118  16099  5616
-CONVEX 8338    GT_PK(2,2)      5531  19119  5575  19120  19117  5532
-CONVEX 8339    GT_PK(2,2)      5531  19120  5532  19121  11003  5485
-CONVEX 8340    GT_PK(2,2)      5531  19122  5484  19121  15100  5485
-CONVEX 8341    GT_PK(2,2)      5531  19123  5530  19122  16079  5484
-CONVEX 8342    GT_PK(2,2)      5651  19124  5652  19125  16104  5614
-CONVEX 8343    GT_PK(2,2)      5651  19126  5650  19127  12087  5685
-CONVEX 8344    GT_PK(2,2)      5651  19128  5686  19127  7059  5685
-CONVEX 8345    GT_PK(2,2)      5651  19124  5652  19128  16103  5686
-CONVEX 8346    GT_PK(2,2)      5651  19129  5613  19126  12100  5650
-CONVEX 8347    GT_PK(2,2)      5651  19125  5614  19129  19105  5613
-CONVEX 8348    GT_PK(2,2)      5617  19130  5655  19131  19132  5618
-CONVEX 8349    GT_PK(2,2)      5617  19133  5654  19130  16113  5655
-CONVEX 8350    GT_PK(2,2)      5617  19133  5654  19134  16108  5616
-CONVEX 8351    GT_PK(2,2)      5617  19135  5577  19131  15057  5618
-CONVEX 8352    GT_PK(2,2)      5617  19136  5576  19134  19118  5616
-CONVEX 8353    GT_PK(2,2)      5617  19136  5576  19135  19137  5577
-CONVEX 8354    GT_PK(2,2)      5720  19138  5689  19139  16110  5719
-CONVEX 8355    GT_PK(2,2)      5720  19140  5745  19139  16116  5719
-CONVEX 8356    GT_PK(2,2)      5720  19140  5745  19141  19142  5746
-CONVEX 8357    GT_PK(2,2)      5765  19143  5745  19144  16114  5764
-CONVEX 8358    GT_PK(2,2)      5765  19145  5746  19146  12141  5766
-CONVEX 8359    GT_PK(2,2)      5765  19143  5745  19145  19142  5746
-CONVEX 8360    GT_PK(2,2)      5692  19147  5723  19148  12145  5722
-CONVEX 8361    GT_PK(2,2)      5692  19149  5693  19147  16119  5723
-CONVEX 8362    GT_PK(2,2)      5692  19150  5658  19151  15062  5657
-CONVEX 8363    GT_PK(2,2)      5692  19149  5693  19150  16127  5658
-CONVEX 8364    GT_PK(2,2)      5480  19152  5481  19153  16132  5432
-CONVEX 8365    GT_PK(2,2)      5480  19154  5431  19153  16133  5432
-CONVEX 8366    GT_PK(2,2)      5480  19152  5481  19155  16129  5527
-CONVEX 8367    GT_PK(2,2)      5480  19154  5431  19156  19157  5479
-CONVEX 8368    GT_PK(2,2)      5480  19155  5527  19158  7027  5526
-CONVEX 8369    GT_PK(2,2)      5480  19156  5479  19158  8941  5526
-CONVEX 8370    GT_PK(2,2)      5430  19159  5431  19160  16135  5380
-CONVEX 8371    GT_PK(2,2)      5430  19159  5431  19161  19157  5479
-CONVEX 8372    GT_PK(2,2)      5430  19162  5478  19161  12196  5479
-CONVEX 8373    GT_PK(2,2)      5430  19162  5478  19163  12201  5429
-CONVEX 8374    GT_PK(2,2)      5273  19164  5328  19165  16137  5274
-CONVEX 8375    GT_PK(2,2)      5273  19166  5216  19167  6535  5272
-CONVEX 8376    GT_PK(2,2)      5273  19168  5217  19166  8120  5216
-CONVEX 8377    GT_PK(2,2)      5273  19165  5274  19168  12189  5217
-CONVEX 8378    GT_PK(2,2)      5327  19169  5328  19170  16140  5380
-CONVEX 8379    GT_PK(2,2)      5327  19171  5326  19172  8946  5272
-CONVEX 8380    GT_PK(2,2)      5327  19173  5273  19172  19167  5272
-CONVEX 8381    GT_PK(2,2)      5327  19173  5273  19169  19164  5328
-CONVEX 8382    GT_PK(2,2)      1918  19174  1919  19175  16165  1996
-CONVEX 8383    GT_PK(2,2)      1918  19176  1995  19175  19177  1996
-CONVEX 8384    GT_PK(2,2)      1918  19174  1919  19178  16163  1842
-CONVEX 8385    GT_PK(2,2)      1918  19176  1995  19179  16168  1917
-CONVEX 8386    GT_PK(2,2)      1918  19180  1841  19179  8954  1917
-CONVEX 8387    GT_PK(2,2)      1918  19180  1841  19178  8959  1842
-CONVEX 8388    GT_PK(2,2)      967  19181  1035  19182  16183  966
-CONVEX 8389    GT_PK(2,2)      967  19183  900  19184  6568  901
-CONVEX 8390    GT_PK(2,2)      967  19182  966  19183  9010  900
-CONVEX 8391    GT_PK(2,2)      967  19185  968  19184  16178  901
-CONVEX 8392    GT_PK(2,2)      967  19185  968  19186  16180  1036
-CONVEX 8393    GT_PK(2,2)      967  19181  1035  19186  16188  1036
-CONVEX 8394    GT_PK(2,2)      1392  19187  1393  19188  12272  1465
-CONVEX 8395    GT_PK(2,2)      1392  19189  1320  19187  16205  1393
-CONVEX 8396    GT_PK(2,2)      2085  19190  2007  19191  16217  2006
-CONVEX 8397    GT_PK(2,2)      2085  19192  2084  19191  16222  2006
-CONVEX 8398    GT_PK(2,2)      2085  19190  2007  19193  16214  2086
-CONVEX 8399    GT_PK(2,2)      2085  19192  2084  19194  16219  2163
-CONVEX 8400    GT_PK(2,2)      2085  19195  2164  19194  9025  2163
-CONVEX 8401    GT_PK(2,2)      2085  19195  2164  19193  19196  2086
-CONVEX 8402    GT_PK(2,2)      2480  19197  2481  19198  16260  2401
-CONVEX 8403    GT_PK(2,2)      2480  19199  2400  19200  16241  2479
-CONVEX 8404    GT_PK(2,2)      2480  19199  2400  19198  16237  2401
-CONVEX 8405    GT_PK(2,2)      2480  19200  2479  19201  12338  2559
-CONVEX 8406    GT_PK(2,2)      2480  19202  2560  19201  19203  2559
-CONVEX 8407    GT_PK(2,2)      2480  19197  2481  19202  16250  2560
-CONVEX 8408    GT_PK(2,2)      2800  19204  2721  19205  16254  2720
-CONVEX 8409    GT_PK(2,2)      2087  19206  2086  19207  16215  2008
-CONVEX 8410    GT_PK(2,2)      2087  19208  2009  19207  12489  2008
-CONVEX 8411    GT_PK(2,2)      2165  19209  2243  19210  12345  2164
-CONVEX 8412    GT_PK(2,2)      2165  19211  2087  19212  19213  2166
-CONVEX 8413    GT_PK(2,2)      2165  19210  2164  19214  19196  2086
-CONVEX 8414    GT_PK(2,2)      2165  19211  2087  19214  19206  2086
-CONVEX 8415    GT_PK(2,2)      2244  19215  2243  19216  16235  2323
-CONVEX 8416    GT_PK(2,2)      2244  19217  2324  19216  12349  2323
-CONVEX 8417    GT_PK(2,2)      2244  19218  2165  19215  19209  2243
-CONVEX 8418    GT_PK(2,2)      2244  19218  2165  19219  19212  2166
-CONVEX 8419    GT_PK(2,2)      2406  19220  2485  19221  9047  2486
-CONVEX 8420    GT_PK(2,2)      2406  19222  2405  19220  16272  2485
-CONVEX 8421    GT_PK(2,2)      2326  19223  2325  19224  16275  2405
-CONVEX 8422    GT_PK(2,2)      2326  19225  2406  19226  19227  2327
-CONVEX 8423    GT_PK(2,2)      2326  19225  2406  19224  19222  2405
-CONVEX 8424    GT_PK(2,2)      2246  19228  2326  19229  19223  2325
-CONVEX 8425    GT_PK(2,2)      2170  19230  2248  19231  19232  2169
-CONVEX 8426    GT_PK(2,2)      2170  19233  2091  19231  16302  2169
-CONVEX 8427    GT_PK(2,2)      2170  19233  2091  19234  16298  2092
-CONVEX 8428    GT_PK(2,2)      2249  19235  2329  19236  16268  2328
-CONVEX 8429    GT_PK(2,2)      2249  19237  2248  19236  16277  2328
-CONVEX 8430    GT_PK(2,2)      2249  19238  2170  19237  19230  2248
-CONVEX 8431    GT_PK(2,2)      1862  19239  1786  19240  12388  1863
-CONVEX 8432    GT_PK(2,2)      1862  19241  1939  19240  19242  1863
-CONVEX 8433    GT_PK(2,2)      1862  19241  1939  19243  19244  1938
-CONVEX 8434    GT_PK(2,2)      1937  19245  1860  19246  12465  1936
-CONVEX 8435    GT_PK(2,2)      1937  19247  2014  19246  12378  1936
-CONVEX 8436    GT_PK(2,2)      1708  19248  1633  19249  16308  1709
-CONVEX 8437    GT_PK(2,2)      1708  19250  1707  19251  19252  1784
-CONVEX 8438    GT_PK(2,2)      1783  19253  1707  19254  19252  1784
-CONVEX 8439    GT_PK(2,2)      1783  19255  1782  19256  16419  1859
-CONVEX 8440    GT_PK(2,2)      1783  19255  1782  19257  12461  1706
-CONVEX 8441    GT_PK(2,2)      1783  19253  1707  19257  19258  1706
-CONVEX 8442    GT_PK(2,2)      1783  19259  1860  19254  19260  1784
-CONVEX 8443    GT_PK(2,2)      1783  19259  1860  19256  12464  1859
-CONVEX 8444    GT_PK(2,2)      1632  19261  1633  19262  16318  1558
-CONVEX 8445    GT_PK(2,2)      1632  19263  1708  19261  19248  1633
-CONVEX 8446    GT_PK(2,2)      1632  19263  1708  19264  19250  1707
-CONVEX 8447    GT_PK(2,2)      1342  19265  1414  19266  16324  1341
-CONVEX 8448    GT_PK(2,2)      1342  19267  1270  19268  19269  1343
-CONVEX 8449    GT_PK(2,2)      1342  19270  1415  19268  13391  1343
-CONVEX 8450    GT_PK(2,2)      1342  19265  1414  19270  17215  1415
-CONVEX 8451    GT_PK(2,2)      1342  19266  1341  19271  16334  1269
-CONVEX 8452    GT_PK(2,2)      1342  19267  1270  19271  13386  1269
-CONVEX 8453    GT_PK(2,2)      1122  19272  1052  19273  17054  1121
-CONVEX 8454    GT_PK(2,2)      1123  19274  1194  19275  12394  1124
-CONVEX 8455    GT_PK(2,2)      1123  19276  1193  19274  16328  1194
-CONVEX 8456    GT_PK(2,2)      1123  19277  1122  19276  19278  1193
-CONVEX 8457    GT_PK(2,2)      1123  19279  1054  19275  19280  1124
-CONVEX 8458    GT_PK(2,2)      1055  19281  986  19282  13194  1054
-CONVEX 8459    GT_PK(2,2)      1055  19282  1054  19283  19280  1124
-CONVEX 8460    GT_PK(2,2)      1055  19284  1125  19283  16339  1124
-CONVEX 8461    GT_PK(2,2)      1267  19285  1266  19286  16346  1339
-CONVEX 8462    GT_PK(2,2)      1267  19286  1339  19287  19288  1340
-CONVEX 8463    GT_PK(2,2)      1267  19289  1268  19287  16332  1340
-CONVEX 8464    GT_PK(2,2)      1267  19289  1268  19290  16336  1196
-CONVEX 8465    GT_PK(2,2)      1267  19290  1196  19291  16341  1195
-CONVEX 8466    GT_PK(2,2)      1267  19285  1266  19291  16344  1195
-CONVEX 8467    GT_PK(2,2)      2236  19292  2235  19293  16353  2315
-CONVEX 8468    GT_PK(2,2)      2236  19294  2316  19295  16228  2237
-CONVEX 8469    GT_PK(2,2)      2236  19293  2315  19294  12408  2316
-CONVEX 8470    GT_PK(2,2)      2236  19296  2158  19295  12416  2237
-CONVEX 8471    GT_PK(2,2)      2157  19297  2079  19298  12425  2078
-CONVEX 8472    GT_PK(2,2)      2157  19297  2079  19299  12427  2158
-CONVEX 8473    GT_PK(2,2)      2157  19300  2236  19299  19296  2158
-CONVEX 8474    GT_PK(2,2)      2157  19300  2236  19301  19292  2235
-CONVEX 8475    GT_PK(2,2)      2156  19302  2157  19303  19301  2235
-CONVEX 8476    GT_PK(2,2)      2156  19302  2157  19304  19298  2078
-CONVEX 8477    GT_PK(2,2)      2156  19305  2077  19304  16361  2078
-CONVEX 8478    GT_PK(2,2)      2156  19305  2077  19306  12412  2155
-CONVEX 8479    GT_PK(2,2)      2234  19307  2314  19308  16349  2313
-CONVEX 8480    GT_PK(2,2)      2234  19309  2235  19307  16352  2314
-CONVEX 8481    GT_PK(2,2)      2234  19310  2233  19308  12540  2313
-CONVEX 8482    GT_PK(2,2)      2234  19311  2156  19309  19303  2235
-CONVEX 8483    GT_PK(2,2)      2234  19310  2233  19312  16151  2155
-CONVEX 8484    GT_PK(2,2)      2234  19311  2156  19312  19306  2155
-CONVEX 8485    GT_PK(2,2)      1923  19313  1847  19314  19315  1924
-CONVEX 8486    GT_PK(2,2)      1923  19316  1922  19317  16358  2000
-CONVEX 8487    GT_PK(2,2)      1923  19316  1922  19318  12433  1846
-CONVEX 8488    GT_PK(2,2)      1923  19313  1847  19318  16363  1846
-CONVEX 8489    GT_PK(2,2)      1923  19319  2001  19317  16367  2000
-CONVEX 8490    GT_PK(2,2)      1923  19319  2001  19314  19320  1924
-CONVEX 8491    GT_PK(2,2)      1771  19321  1847  19322  16362  1770
-CONVEX 8492    GT_PK(2,2)      1771  19323  1694  19324  12437  1695
-CONVEX 8493    GT_PK(2,2)      1771  19323  1694  19322  12434  1770
-CONVEX 8494    GT_PK(2,2)      2002  19325  2001  19326  16366  2080
-CONVEX 8495    GT_PK(2,2)      2002  19327  2081  19326  12423  2080
-CONVEX 8496    GT_PK(2,2)      2002  19327  2081  19328  12335  2003
-CONVEX 8497    GT_PK(2,2)      2002  19325  2001  19329  19320  1924
-CONVEX 8498    GT_PK(2,2)      1479  19330  1478  19331  16387  1552
-CONVEX 8499    GT_PK(2,2)      1479  19332  1480  19333  9095  1553
-CONVEX 8500    GT_PK(2,2)      1479  19331  1552  19333  16453  1553
-CONVEX 8501    GT_PK(2,2)      1479  19332  1480  19334  9091  1407
-CONVEX 8502    GT_PK(2,2)      1479  19335  1406  19334  12445  1407
-CONVEX 8503    GT_PK(2,2)      1479  19330  1478  19335  16394  1406
-CONVEX 8504    GT_PK(2,2)      1262  19336  1334  19337  12441  1261
-CONVEX 8505    GT_PK(2,2)      1335  19338  1408  19339  9092  1407
-CONVEX 8506    GT_PK(2,2)      1335  19340  1334  19339  12444  1407
-CONVEX 8507    GT_PK(2,2)      1335  19341  1262  19340  19336  1334
-CONVEX 8508    GT_PK(2,2)      1335  19341  1262  19342  19343  1263
-CONVEX 8509    GT_PK(2,2)      1264  19344  1337  19345  9053  1265
-CONVEX 8510    GT_PK(2,2)      1264  19346  1193  19345  16329  1265
-CONVEX 8511    GT_PK(2,2)      1260  19347  1333  19348  12442  1261
-CONVEX 8512    GT_PK(2,2)      1260  19349  1332  19347  16396  1333
-CONVEX 8513    GT_PK(2,2)      1258  19350  1257  19351  12501  1330
-CONVEX 8514    GT_PK(2,2)      1258  19352  1187  19353  16401  1186
-CONVEX 8515    GT_PK(2,2)      1258  19350  1257  19353  12504  1186
-CONVEX 8516    GT_PK(2,2)      1117  19354  1116  19355  16400  1187
-CONVEX 8517    GT_PK(2,2)      1117  19356  1047  19354  19357  1116
-CONVEX 8518    GT_PK(2,2)      721  19358  722  19359  16414  660
-CONVEX 8519    GT_PK(2,2)      721  19359  660  19360  11335  659
-CONVEX 8520    GT_PK(2,2)      721  19361  720  19360  15420  659
-CONVEX 8521    GT_PK(2,2)      721  19361  720  19362  15413  783
-CONVEX 8522    GT_PK(2,2)      721  19363  784  19362  19364  783
-CONVEX 8523    GT_PK(2,2)      721  19358  722  19363  16412  784
-CONVEX 8524    GT_PK(2,2)      847  19365  848  19366  16406  784
-CONVEX 8525    GT_PK(2,2)      847  19366  784  19367  19364  783
-CONVEX 8526    GT_PK(2,2)      847  19368  912  19365  19369  848
-CONVEX 8527    GT_PK(2,2)      847  19368  912  19370  19371  911
-CONVEX 8528    GT_PK(2,2)      913  19372  980  19373  19374  979
-CONVEX 8529    GT_PK(2,2)      913  19375  914  19372  19376  980
-CONVEX 8530    GT_PK(2,2)      913  19377  912  19373  19378  979
-CONVEX 8531    GT_PK(2,2)      913  19377  912  19379  19369  848
-CONVEX 8532    GT_PK(2,2)      2548  19380  2628  19381  16525  2549
-CONVEX 8533    GT_PK(2,2)      2468  19382  2467  19383  12549  2388
-CONVEX 8534    GT_PK(2,2)      2468  19384  2547  19382  16501  2467
-CONVEX 8535    GT_PK(2,2)      2468  19385  2389  19383  12572  2388
-CONVEX 8536    GT_PK(2,2)      2468  19386  2548  19384  19387  2547
-CONVEX 8537    GT_PK(2,2)      2074  19388  2153  19389  16514  2152
-CONVEX 8538    GT_PK(2,2)      2074  19389  2152  19390  12208  2073
-CONVEX 8539    GT_PK(2,2)      2074  19391  1995  19390  16169  2073
-CONVEX 8540    GT_PK(2,2)      2074  19391  1995  19392  19177  1996
-CONVEX 8541    GT_PK(2,2)      2075  19393  1997  19394  16158  2076
-CONVEX 8542    GT_PK(2,2)      2075  19395  2154  19394  16148  2076
-CONVEX 8543    GT_PK(2,2)      2075  19396  2153  19395  16508  2154
-CONVEX 8544    GT_PK(2,2)      2075  19397  2074  19396  19388  2153
-CONVEX 8545    GT_PK(2,2)      2075  19393  1997  19398  16166  1996
-CONVEX 8546    GT_PK(2,2)      2075  19397  2074  19398  19392  1996
-CONVEX 8547    GT_PK(2,2)      2948  19399  2949  19400  6154  3028
-CONVEX 8548    GT_PK(2,2)      2948  19401  3027  19400  7148  3028
-CONVEX 8549    GT_PK(2,2)      2789  19402  2868  19403  16517  2788
-CONVEX 8550    GT_PK(2,2)      2789  19404  2709  19405  19406  2710
-CONVEX 8551    GT_PK(2,2)      2789  19404  2709  19403  12586  2788
-CONVEX 8552    GT_PK(2,2)      2630  19407  2629  19408  16520  2709
-CONVEX 8553    GT_PK(2,2)      2630  19409  2631  19410  12582  2710
-CONVEX 8554    GT_PK(2,2)      2630  19408  2709  19410  19406  2710
-CONVEX 8555    GT_PK(2,2)      2630  19409  2631  19411  12585  2551
-CONVEX 8556    GT_PK(2,2)      2630  19412  2550  19411  9158  2551
-CONVEX 8557    GT_PK(2,2)      2630  19407  2629  19412  16522  2550
-CONVEX 8558    GT_PK(2,2)      3182  19413  3183  19414  16526  3262
-CONVEX 8559    GT_PK(2,2)      2946  19415  2868  19416  16518  2867
-CONVEX 8560    GT_PK(2,2)      2946  19417  3026  19418  16532  3025
-CONVEX 8561    GT_PK(2,2)      3103  19419  3183  19420  18206  3104
-CONVEX 8562    GT_PK(2,2)      3103  19421  3024  19420  16535  3104
-CONVEX 8563    GT_PK(2,2)      3103  19421  3024  19422  19423  3023
-CONVEX 8564    GT_PK(2,2)      3103  19424  3182  19419  19413  3183
-CONVEX 8565    GT_PK(2,2)      2945  19425  3024  19426  16534  3025
-CONVEX 8566    GT_PK(2,2)      2945  19427  2866  19428  16540  2867
-CONVEX 8567    GT_PK(2,2)      2945  19429  2946  19428  19416  2867
-CONVEX 8568    GT_PK(2,2)      2945  19429  2946  19426  19418  3025
-CONVEX 8569    GT_PK(2,2)      3101  19430  3022  19431  19432  3021
-CONVEX 8570    GT_PK(2,2)      3101  19433  3181  19434  16812  3180
-CONVEX 8571    GT_PK(2,2)      3101  19431  3021  19435  9278  3100
-CONVEX 8572    GT_PK(2,2)      3101  19434  3180  19435  12952  3100
-CONVEX 8573    GT_PK(2,2)      2943  19436  2865  19437  16545  2864
-CONVEX 8574    GT_PK(2,2)      2943  19438  3022  19439  19440  3023
-CONVEX 8575    GT_PK(2,2)      2944  19441  3024  19442  19423  3023
-CONVEX 8576    GT_PK(2,2)      2944  19443  2943  19442  19439  3023
-CONVEX 8577    GT_PK(2,2)      2944  19443  2943  19444  19436  2865
-CONVEX 8578    GT_PK(2,2)      2944  19444  2865  19445  16550  2866
-CONVEX 8579    GT_PK(2,2)      2944  19446  2945  19445  19427  2866
-CONVEX 8580    GT_PK(2,2)      2944  19446  2945  19441  19425  3024
-CONVEX 8581    GT_PK(2,2)      2717  19447  2637  19448  12619  2716
-CONVEX 8582    GT_PK(2,2)      2717  19449  2638  19447  12599  2637
-CONVEX 8583    GT_PK(2,2)      2799  19450  2800  19451  19205  2720
-CONVEX 8584    GT_PK(2,2)      2876  19452  2875  19453  19454  2954
-CONVEX 8585    GT_PK(2,2)      2719  19455  2720  19456  12362  2640
-CONVEX 8586    GT_PK(2,2)      2719  19457  2799  19455  19451  2720
-CONVEX 8587    GT_PK(2,2)      2874  19458  2873  19459  16558  2794
-CONVEX 8588    GT_PK(2,2)      2874  19460  2795  19459  16580  2794
-CONVEX 8589    GT_PK(2,2)      2874  19460  2795  19461  19462  2875
-CONVEX 8590    GT_PK(2,2)      2874  19463  2952  19458  19464  2873
-CONVEX 8591    GT_PK(2,2)      2950  19465  2871  19466  19467  2949
-CONVEX 8592    GT_PK(2,2)      2950  19466  2949  19468  6155  3029
-CONVEX 8593    GT_PK(2,2)      2950  19469  3030  19468  19470  3029
-CONVEX 8594    GT_PK(2,2)      2872  19471  2793  19472  12631  2792
-CONVEX 8595    GT_PK(2,2)      2872  19473  2873  19471  16557  2793
-CONVEX 8596    GT_PK(2,2)      2872  19474  2871  19472  9161  2792
-CONVEX 8597    GT_PK(2,2)      2872  19475  2950  19474  19465  2871
-CONVEX 8598    GT_PK(2,2)      3191  19476  3111  19477  16565  3190
-CONVEX 8599    GT_PK(2,2)      3191  19478  3271  19479  19480  3192
-CONVEX 8600    GT_PK(2,2)      3112  19481  3113  19482  19483  3192
-CONVEX 8601    GT_PK(2,2)      3112  19484  3191  19482  19479  3192
-CONVEX 8602    GT_PK(2,2)      3112  19484  3191  19485  19476  3111
-CONVEX 8603    GT_PK(2,2)      3112  19485  3111  19486  19487  3032
-CONVEX 8604    GT_PK(2,2)      3112  19488  3033  19486  19489  3032
-CONVEX 8605    GT_PK(2,2)      3112  19488  3033  19481  19490  3113
-CONVEX 8606    GT_PK(2,2)      3034  19491  3033  19492  19493  2954
-CONVEX 8607    GT_PK(2,2)      3034  19491  3033  19494  19490  3113
-CONVEX 8608    GT_PK(2,2)      3193  19495  3113  19496  19483  3192
-CONVEX 8609    GT_PK(2,2)      3349  19497  3269  19498  19499  3348
-CONVEX 8610    GT_PK(2,2)      3270  19500  3269  19501  16574  3190
-CONVEX 8611    GT_PK(2,2)      3270  19502  3191  19501  19477  3190
-CONVEX 8612    GT_PK(2,2)      3270  19502  3191  19503  19478  3271
-CONVEX 8613    GT_PK(2,2)      3270  19504  3349  19500  19497  3269
-CONVEX 8614    GT_PK(2,2)      3272  19505  3271  19506  19480  3192
-CONVEX 8615    GT_PK(2,2)      3272  19507  3193  19508  19509  3273
-CONVEX 8616    GT_PK(2,2)      3272  19507  3193  19506  19496  3192
-CONVEX 8617    GT_PK(2,2)      3272  19510  3352  19508  18409  3273
-CONVEX 8618    GT_PK(2,2)      3268  19511  3189  19512  16573  3269
-CONVEX 8619    GT_PK(2,2)      3268  19512  3269  19513  19499  3348
-CONVEX 8620    GT_PK(2,2)      3268  19514  3347  19513  19515  3348
-CONVEX 8621    GT_PK(2,2)      3268  19514  3347  19516  14716  3267
-CONVEX 8622    GT_PK(2,2)      3108  19517  3187  19518  19519  3107
-CONVEX 8623    GT_PK(2,2)      3108  19520  3028  19521  6156  3029
-CONVEX 8624    GT_PK(2,2)      3108  19518  3107  19520  7149  3028
-CONVEX 8625    GT_PK(2,2)      2796  19522  2795  19523  19462  2875
-CONVEX 8626    GT_PK(2,2)      2796  19524  2876  19523  19452  2875
-CONVEX 8627    GT_PK(2,2)      2796  19524  2876  19525  19526  2797
-CONVEX 8628    GT_PK(2,2)      2796  19522  2795  19527  16579  2716
-CONVEX 8629    GT_PK(2,2)      2796  19528  2717  19527  19448  2716
-CONVEX 8630    GT_PK(2,2)      2796  19528  2717  19525  19529  2797
-CONVEX 8631    GT_PK(2,2)      3116  19530  3196  19531  18146  3195
-CONVEX 8632    GT_PK(2,2)      1836  19532  1913  19533  16584  1912
-CONVEX 8633    GT_PK(2,2)      1836  19534  1759  19535  16597  1760
-CONVEX 8634    GT_PK(2,2)      1836  19536  1835  19533  19537  1912
-CONVEX 8635    GT_PK(2,2)      1836  19534  1759  19536  16595  1835
-CONVEX 8636    GT_PK(2,2)      1837  19538  1760  19539  15620  1761
-CONVEX 8637    GT_PK(2,2)      1837  19540  1913  19541  16585  1914
-CONVEX 8638    GT_PK(2,2)      1837  19542  1836  19538  19535  1760
-CONVEX 8639    GT_PK(2,2)      1837  19542  1836  19540  19532  1913
-CONVEX 8640    GT_PK(2,2)      1837  19541  1914  19543  8973  1838
-CONVEX 8641    GT_PK(2,2)      1837  19539  1761  19543  11422  1838
-CONVEX 8642    GT_PK(2,2)      1911  19544  1834  19545  16587  1835
-CONVEX 8643    GT_PK(2,2)      1911  19546  1989  19547  12653  1988
-CONVEX 8644    GT_PK(2,2)      1911  19547  1988  19548  7153  1910
-CONVEX 8645    GT_PK(2,2)      1911  19544  1834  19548  16592  1910
-CONVEX 8646    GT_PK(2,2)      1911  19545  1835  19549  19537  1912
-CONVEX 8647    GT_PK(2,2)      1911  19546  1989  19549  12657  1912
-CONVEX 8648    GT_PK(2,2)      2147  19550  2148  19551  16603  2069
-CONVEX 8649    GT_PK(2,2)      2147  19551  2069  19552  12675  2068
-CONVEX 8650    GT_PK(2,2)      2147  19553  2146  19552  9189  2068
-CONVEX 8651    GT_PK(2,2)      2147  19554  2225  19553  12670  2146
-CONVEX 8652    GT_PK(2,2)      2150  19555  2149  19556  16605  2071
-CONVEX 8653    GT_PK(2,2)      2150  19556  2071  19557  12680  2072
-CONVEX 8654    GT_PK(2,2)      2150  19557  2072  19558  12214  2151
-CONVEX 8655    GT_PK(2,2)      2150  19559  2229  19558  12569  2151
-CONVEX 8656    GT_PK(2,2)      2626  19560  2547  19561  16502  2546
-CONVEX 8657    GT_PK(2,2)      2626  19562  2625  19561  16611  2546
-CONVEX 8658    GT_PK(2,2)      2626  19562  2625  19563  16612  2705
-CONVEX 8659    GT_PK(2,2)      2784  19564  2705  19565  16614  2704
-CONVEX 8660    GT_PK(2,2)      2784  19566  2863  19567  19568  2864
-CONVEX 8661    GT_PK(2,2)      2784  19567  2864  19569  16547  2785
-CONVEX 8662    GT_PK(2,2)      2784  19564  2705  19569  19570  2785
-CONVEX 8663    GT_PK(2,2)      2942  19571  2863  19572  19568  2864
-CONVEX 8664    GT_PK(2,2)      2942  19573  2943  19572  19437  2864
-CONVEX 8665    GT_PK(2,2)      2942  19573  2943  19574  19438  3022
-CONVEX 8666    GT_PK(2,2)      2942  19574  3022  19575  19432  3021
-CONVEX 8667    GT_PK(2,2)      2942  19575  3021  19576  9275  2941
-CONVEX 8668    GT_PK(2,2)      2942  19571  2863  19576  16615  2941
-CONVEX 8669    GT_PK(2,2)      2781  19577  2860  19578  12933  2861
-CONVEX 8670    GT_PK(2,2)      2783  19579  2703  19580  16624  2704
-CONVEX 8671    GT_PK(2,2)      2783  19581  2863  19582  16616  2862
-CONVEX 8672    GT_PK(2,2)      2783  19583  2784  19580  19565  2704
-CONVEX 8673    GT_PK(2,2)      2783  19583  2784  19581  19566  2863
-CONVEX 8674    GT_PK(2,2)      2702  19584  2622  19585  16642  2701
-CONVEX 8675    GT_PK(2,2)      2702  19586  2781  19585  19587  2701
-CONVEX 8676    GT_PK(2,2)      2617  19588  2618  19589  19590  2538
-CONVEX 8677    GT_PK(2,2)      2617  19591  2537  19589  12716  2538
-CONVEX 8678    GT_PK(2,2)      2617  19591  2537  19592  12714  2616
-CONVEX 8679    GT_PK(2,2)      2617  19593  2696  19592  12719  2616
-CONVEX 8680    GT_PK(2,2)      2699  19594  2779  19595  16639  2778
-CONVEX 8681    GT_PK(2,2)      2699  19596  2619  19597  19598  2620
-CONVEX 8682    GT_PK(2,2)      2780  19599  2781  19600  19587  2701
-CONVEX 8683    GT_PK(2,2)      2780  19599  2781  19601  19577  2860
-CONVEX 8684    GT_PK(2,2)      2700  19602  2621  19603  19604  2620
-CONVEX 8685    GT_PK(2,2)      2700  19605  2699  19603  19597  2620
-CONVEX 8686    GT_PK(2,2)      2700  19605  2699  19606  19594  2779
-CONVEX 8687    GT_PK(2,2)      2700  19607  2780  19606  19608  2779
-CONVEX 8688    GT_PK(2,2)      2700  19602  2621  19609  16641  2701
-CONVEX 8689    GT_PK(2,2)      2700  19607  2780  19609  19600  2701
-CONVEX 8690    GT_PK(2,2)      2542  19610  2543  19611  19612  2622
-CONVEX 8691    GT_PK(2,2)      2542  19613  2621  19611  16640  2622
-CONVEX 8692    GT_PK(2,2)      2382  19614  2381  19615  12723  2302
-CONVEX 8693    GT_PK(2,2)      2382  19616  2461  19614  16643  2381
-CONVEX 8694    GT_PK(2,2)      2382  19617  2303  19615  16600  2302
-CONVEX 8695    GT_PK(2,2)      2382  19617  2303  19618  16602  2383
-CONVEX 8696    GT_PK(2,2)      2541  19619  2621  19620  19604  2620
-CONVEX 8697    GT_PK(2,2)      2541  19621  2542  19619  19613  2621
-CONVEX 8698    GT_PK(2,2)      4044  19622  4120  19623  16739  4045
-CONVEX 8699    GT_PK(2,2)      4044  19624  3968  19623  12747  4045
-CONVEX 8700    GT_PK(2,2)      4044  19625  3967  19624  16666  3968
-CONVEX 8701    GT_PK(2,2)      4044  19625  3967  19626  16663  4043
-CONVEX 8702    GT_PK(2,2)      4044  19627  4119  19626  19628  4043
-CONVEX 8703    GT_PK(2,2)      4044  19627  4119  19622  16754  4120
-CONVEX 8704    GT_PK(2,2)      3648  19629  3569  19630  19631  3570
-CONVEX 8705    GT_PK(2,2)      3648  19632  3727  19633  19634  3726
-CONVEX 8706    GT_PK(2,2)      3728  19635  3729  19636  12758  3806
-CONVEX 8707    GT_PK(2,2)      3728  19637  3650  19635  19638  3729
-CONVEX 8708    GT_PK(2,2)      3647  19639  3725  19640  16680  3646
-CONVEX 8709    GT_PK(2,2)      3647  19641  3568  19640  16676  3646
-CONVEX 8710    GT_PK(2,2)      3647  19642  3569  19641  19643  3568
-CONVEX 8711    GT_PK(2,2)      3647  19639  3725  19644  19645  3726
-CONVEX 8712    GT_PK(2,2)      3647  19646  3648  19644  19633  3726
-CONVEX 8713    GT_PK(2,2)      3647  19646  3648  19642  19629  3569
-CONVEX 8714    GT_PK(2,2)      3879  19647  3955  19648  9210  3878
-CONVEX 8715    GT_PK(2,2)      3802  19649  3801  19650  19651  3724
-CONVEX 8716    GT_PK(2,2)      3802  19652  3725  19650  16679  3724
-CONVEX 8717    GT_PK(2,2)      3802  19649  3801  19653  16672  3878
-CONVEX 8718    GT_PK(2,2)      3802  19654  3879  19653  19648  3878
-CONVEX 8719    GT_PK(2,2)      3956  19655  3957  19656  16683  4033
-CONVEX 8720    GT_PK(2,2)      3956  19657  4032  19656  16866  4033
-CONVEX 8721    GT_PK(2,2)      3956  19657  4032  19658  12783  3955
-CONVEX 8722    GT_PK(2,2)      3956  19659  3879  19658  19647  3955
-CONVEX 8723    GT_PK(2,2)      3491  19660  3569  19661  19631  3570
-CONVEX 8724    GT_PK(2,2)      3491  19662  3492  19661  16686  3570
-CONVEX 8725    GT_PK(2,2)      3493  19663  3572  19664  16689  3571
-CONVEX 8726    GT_PK(2,2)      3493  19665  3492  19664  16685  3571
-CONVEX 8727    GT_PK(2,2)      3493  19665  3492  19666  19667  3413
-CONVEX 8728    GT_PK(2,2)      3651  19668  3650  19669  19638  3729
-CONVEX 8729    GT_PK(2,2)      3651  19670  3572  19668  16688  3650
-CONVEX 8730    GT_PK(2,2)      3651  19669  3729  19671  12757  3730
-CONVEX 8731    GT_PK(2,2)      3651  19670  3572  19672  19673  3573
-CONVEX 8732    GT_PK(2,2)      3651  19674  3652  19671  12814  3730
-CONVEX 8733    GT_PK(2,2)      3651  19672  3573  19674  16670  3652
-CONVEX 8734    GT_PK(2,2)      3174  19675  3254  19676  19677  3253
-CONVEX 8735    GT_PK(2,2)      3174  19678  3173  19676  19679  3253
-CONVEX 8736    GT_PK(2,2)      3174  19678  3173  19680  19681  3094
-CONVEX 8737    GT_PK(2,2)      3174  19675  3254  19682  19683  3175
-CONVEX 8738    GT_PK(2,2)      3656  19684  3734  19685  16691  3735
-CONVEX 8739    GT_PK(2,2)      3656  19686  3577  19687  12900  3578
-CONVEX 8740    GT_PK(2,2)      3733  19688  3734  19689  16693  3811
-CONVEX 8741    GT_PK(2,2)      3733  19690  3810  19691  16725  3732
-CONVEX 8742    GT_PK(2,2)      3733  19690  3810  19689  16723  3811
-CONVEX 8743    GT_PK(2,2)      4260  19692  4332  19693  19694  4259
-CONVEX 8744    GT_PK(2,2)      4260  19695  4261  19696  12869  4187
-CONVEX 8745    GT_PK(2,2)      4260  19697  4186  19696  12811  4187
-CONVEX 8746    GT_PK(2,2)      4260  19697  4186  19693  12809  4259
-CONVEX 8747    GT_PK(2,2)      4404  19698  4332  19699  19700  4405
-CONVEX 8748    GT_PK(2,2)      4404  19699  4405  19701  12796  4477
-CONVEX 8749    GT_PK(2,2)      4404  19702  4476  19701  16710  4477
-CONVEX 8750    GT_PK(2,2)      4404  19702  4476  19703  16711  4403
-CONVEX 8751    GT_PK(2,2)      4329  19704  4256  19705  16860  4328
-CONVEX 8752    GT_PK(2,2)      4329  19706  4401  19705  16706  4328
-CONVEX 8753    GT_PK(2,2)      4473  19707  4401  19708  16705  4400
-CONVEX 8754    GT_PK(2,2)      4473  19709  4474  19710  16714  4545
-CONVEX 8755    GT_PK(2,2)      4473  19709  4474  19707  19711  4401
-CONVEX 8756    GT_PK(2,2)      4402  19712  4475  19713  16712  4403
-CONVEX 8757    GT_PK(2,2)      4402  19714  4474  19712  16715  4475
-CONVEX 8758    GT_PK(2,2)      4402  19715  4330  19713  19716  4403
-CONVEX 8759    GT_PK(2,2)      4402  19714  4474  19717  19711  4401
-CONVEX 8760    GT_PK(2,2)      4402  19718  4329  19715  19719  4330
-CONVEX 8761    GT_PK(2,2)      4402  19718  4329  19717  19706  4401
-CONVEX 8762    GT_PK(2,2)      3972  19720  3895  19721  16733  3971
-CONVEX 8763    GT_PK(2,2)      3972  19722  3973  19723  14685  4049
-CONVEX 8764    GT_PK(2,2)      3972  19722  3973  19724  19725  3896
-CONVEX 8765    GT_PK(2,2)      3972  19720  3895  19724  19726  3896
-CONVEX 8766    GT_PK(2,2)      4123  19727  4047  19728  16727  4122
-CONVEX 8767    GT_PK(2,2)      4123  19729  4124  19730  14680  4198
-CONVEX 8768    GT_PK(2,2)      4123  19731  4197  19728  16735  4122
-CONVEX 8769    GT_PK(2,2)      4123  19731  4197  19730  19732  4198
-CONVEX 8770    GT_PK(2,2)      4048  19733  4124  19734  14683  4049
-CONVEX 8771    GT_PK(2,2)      4048  19735  4047  19736  19737  3971
-CONVEX 8772    GT_PK(2,2)      4048  19738  4123  19733  19729  4124
-CONVEX 8773    GT_PK(2,2)      4048  19738  4123  19735  19727  4047
-CONVEX 8774    GT_PK(2,2)      4048  19739  3972  19734  19723  4049
-CONVEX 8775    GT_PK(2,2)      4048  19739  3972  19736  19721  3971
-CONVEX 8776    GT_PK(2,2)      3817  19740  3894  19741  16730  3818
-CONVEX 8777    GT_PK(2,2)      3817  19742  3740  19741  19743  3818
-CONVEX 8778    GT_PK(2,2)      3817  19744  3739  19742  19745  3740
-CONVEX 8779    GT_PK(2,2)      3817  19744  3739  19746  14670  3816
-CONVEX 8780    GT_PK(2,2)      3970  19747  3894  19748  16732  3971
-CONVEX 8781    GT_PK(2,2)      3970  19749  4047  19748  19737  3971
-CONVEX 8782    GT_PK(2,2)      3970  19750  4046  19751  9248  3969
-CONVEX 8783    GT_PK(2,2)      3970  19749  4047  19750  16726  4046
-CONVEX 8784    GT_PK(2,2)      4270  19752  4342  19753  16784  4269
-CONVEX 8785    GT_PK(2,2)      4270  19754  4196  19753  16745  4269
-CONVEX 8786    GT_PK(2,2)      4270  19755  4197  19754  16734  4196
-CONVEX 8787    GT_PK(2,2)      4118  19756  4119  19757  16752  4193
-CONVEX 8788    GT_PK(2,2)      4118  19758  4117  19759  12855  4042
-CONVEX 8789    GT_PK(2,2)      4118  19759  4042  19760  9203  4043
-CONVEX 8790    GT_PK(2,2)      4118  19756  4119  19760  19628  4043
-CONVEX 8791    GT_PK(2,2)      4118  19757  4193  19761  19762  4192
-CONVEX 8792    GT_PK(2,2)      4118  19758  4117  19761  12859  4192
-CONVEX 8793    GT_PK(2,2)      4265  19763  4191  19764  12860  4192
-CONVEX 8794    GT_PK(2,2)      4338  19765  4410  19766  19767  4411
-CONVEX 8795    GT_PK(2,2)      4338  19768  4337  19765  16780  4410
-CONVEX 8796    GT_PK(2,2)      4338  19769  4339  19766  19770  4411
-CONVEX 8797    GT_PK(2,2)      4338  19771  4265  19768  19772  4337
-CONVEX 8798    GT_PK(2,2)      4412  19773  4339  19774  19770  4411
-CONVEX 8799    GT_PK(2,2)      4628  19775  4698  19776  16788  4629
-CONVEX 8800    GT_PK(2,2)      4553  19777  4552  19778  12877  4481
-CONVEX 8801    GT_PK(2,2)      4553  19777  4552  19779  16772  4623
-CONVEX 8802    GT_PK(2,2)      4482  19780  4409  19781  16781  4481
-CONVEX 8803    GT_PK(2,2)      4482  19780  4409  19782  16779  4410
-CONVEX 8804    GT_PK(2,2)      4482  19783  4553  19781  19778  4481
-CONVEX 8805    GT_PK(2,2)      4482  19783  4553  19784  19785  4554
-CONVEX 8806    GT_PK(2,2)      4697  19786  4628  19787  19775  4698
-CONVEX 8807    GT_PK(2,2)      4833  19788  4834  19789  6785  4898
-CONVEX 8808    GT_PK(2,2)      4833  19790  4897  19789  11721  4898
-CONVEX 8809    GT_PK(2,2)      4833  19791  4832  19790  16755  4897
-CONVEX 8810    GT_PK(2,2)      4762  19792  4763  19793  19794  4694
-CONVEX 8811    GT_PK(2,2)      4762  19792  4763  19795  19796  4829
-CONVEX 8812    GT_PK(2,2)      4762  19797  4828  19798  16876  4761
-CONVEX 8813    GT_PK(2,2)      4762  19797  4828  19795  16873  4829
-CONVEX 8814    GT_PK(2,2)      4693  19799  4692  19800  16774  4623
-CONVEX 8815    GT_PK(2,2)      4693  19801  4762  19802  19793  4694
-CONVEX 8816    GT_PK(2,2)      4693  19799  4692  19803  16767  4761
-CONVEX 8817    GT_PK(2,2)      4693  19801  4762  19803  19798  4761
-CONVEX 8818    GT_PK(2,2)      4691  19804  4622  19805  16773  4692
-CONVEX 8819    GT_PK(2,2)      4691  19805  4692  19806  16766  4760
-CONVEX 8820    GT_PK(2,2)      4691  19807  4690  19808  16765  4621
-CONVEX 8821    GT_PK(2,2)      4691  19804  4622  19808  16768  4621
-CONVEX 8822    GT_PK(2,2)      4691  19806  4760  19809  12993  4759
-CONVEX 8823    GT_PK(2,2)      4691  19807  4690  19809  16762  4759
-CONVEX 8824    GT_PK(2,2)      4560  19810  4630  19811  12893  4631
-CONVEX 8825    GT_PK(2,2)      4560  19812  4561  19811  11731  4631
-CONVEX 8826    GT_PK(2,2)      4560  19812  4561  19813  11727  4489
-CONVEX 8827    GT_PK(2,2)      4559  19814  4630  19815  16792  4629
-CONVEX 8828    GT_PK(2,2)      4559  19816  4560  19814  19810  4630
-CONVEX 8829    GT_PK(2,2)      4414  19817  4341  19818  19819  4413
-CONVEX 8830    GT_PK(2,2)      4414  19820  4487  19821  19822  4415
-CONVEX 8831    GT_PK(2,2)      4414  19823  4342  19821  19824  4415
-CONVEX 8832    GT_PK(2,2)      4414  19817  4341  19823  16782  4342
-CONVEX 8833    GT_PK(2,2)      4340  19825  4341  19826  19819  4413
-CONVEX 8834    GT_PK(2,2)      4340  19827  4412  19826  19828  4413
-CONVEX 8835    GT_PK(2,2)      4340  19827  4412  19829  19773  4339
-CONVEX 8836    GT_PK(2,2)      4340  19829  4339  19830  19831  4267
-CONVEX 8837    GT_PK(2,2)      4340  19832  4268  19830  12836  4267
-CONVEX 8838    GT_PK(2,2)      4340  19825  4341  19832  16785  4268
-CONVEX 8839    GT_PK(2,2)      3420  19833  3341  19834  19835  3340
-CONVEX 8840    GT_PK(2,2)      3420  19836  3419  19834  16814  3340
-CONVEX 8841    GT_PK(2,2)      3420  19836  3419  19837  16815  3499
-CONVEX 8842    GT_PK(2,2)      3657  19838  3736  19839  16817  3735
-CONVEX 8843    GT_PK(2,2)      3657  19840  3656  19841  19687  3578
-CONVEX 8844    GT_PK(2,2)      3657  19840  3656  19839  19685  3735
-CONVEX 8845    GT_PK(2,2)      3657  19838  3736  19842  16821  3658
-CONVEX 8846    GT_PK(2,2)      3255  19843  3176  19844  19845  3175
-CONVEX 8847    GT_PK(2,2)      3255  19846  3334  19847  19848  3335
-CONVEX 8848    GT_PK(2,2)      3255  19849  3254  19844  19683  3175
-CONVEX 8849    GT_PK(2,2)      3255  19846  3334  19849  19850  3254
-CONVEX 8850    GT_PK(2,2)      3256  19851  3176  19852  16827  3177
-CONVEX 8851    GT_PK(2,2)      3256  19853  3336  19854  12944  3257
-CONVEX 8852    GT_PK(2,2)      3256  19852  3177  19854  19855  3257
-CONVEX 8853    GT_PK(2,2)      3256  19853  3336  19856  16824  3335
-CONVEX 8854    GT_PK(2,2)      3256  19857  3255  19856  19847  3335
-CONVEX 8855    GT_PK(2,2)      3256  19857  3255  19851  19843  3176
-CONVEX 8856    GT_PK(2,2)      3178  19858  3179  19859  12948  3258
-CONVEX 8857    GT_PK(2,2)      3178  19859  3258  19860  12942  3257
-CONVEX 8858    GT_PK(2,2)      3178  19861  3177  19860  19855  3257
-CONVEX 8859    GT_PK(2,2)      3178  19862  3098  19861  16833  3177
-CONVEX 8860    GT_PK(2,2)      2697  19863  2777  19864  16842  2776
-CONVEX 8861    GT_PK(2,2)      2697  19864  2776  19865  16838  2696
-CONVEX 8862    GT_PK(2,2)      2697  19866  2617  19865  19593  2696
-CONVEX 8863    GT_PK(2,2)      2697  19866  2617  19867  19588  2618
-CONVEX 8864    GT_PK(2,2)      3096  19868  3176  19869  16828  3097
-CONVEX 8865    GT_PK(2,2)      3096  19868  3176  19870  19845  3175
-CONVEX 8866    GT_PK(2,2)      2936  19871  2858  19872  12929  2857
-CONVEX 8867    GT_PK(2,2)      2936  19873  3015  19874  19875  3016
-CONVEX 8868    GT_PK(2,2)      2936  19876  2937  19871  19877  2858
-CONVEX 8869    GT_PK(2,2)      2936  19876  2937  19874  19878  3016
-CONVEX 8870    GT_PK(2,2)      2936  19872  2857  19879  12918  2935
-CONVEX 8871    GT_PK(2,2)      2936  19873  3015  19879  19880  2935
-CONVEX 8872    GT_PK(2,2)      4181  19881  4182  19882  16861  4255
-CONVEX 8873    GT_PK(2,2)      4181  19881  4182  19883  16871  4107
-CONVEX 8874    GT_PK(2,2)      4181  19883  4107  19884  16855  4106
-CONVEX 8875    GT_PK(2,2)      4954  19885  4953  19886  16883  5016
-CONVEX 8876    GT_PK(2,2)      4954  19887  4955  19888  16881  4891
-CONVEX 8877    GT_PK(2,2)      4954  19886  5016  19889  12986  5017
-CONVEX 8878    GT_PK(2,2)      4954  19887  4955  19889  16878  5017
-CONVEX 8879    GT_PK(2,2)      4890  19890  4889  19891  12994  4825
-CONVEX 8880    GT_PK(2,2)      4890  19892  4953  19890  16886  4889
-CONVEX 8881    GT_PK(2,2)      4890  19893  4826  19891  12987  4825
-CONVEX 8882    GT_PK(2,2)      4890  19894  4954  19892  19885  4953
-CONVEX 8883    GT_PK(2,2)      4890  19893  4826  19895  12991  4891
-CONVEX 8884    GT_PK(2,2)      4890  19894  4954  19895  19888  4891
-CONVEX 8885    GT_PK(2,2)      349  19896  301  19897  16931  350
-CONVEX 8886    GT_PK(2,2)      349  19898  348  19899  13299  399
-CONVEX 8887    GT_PK(2,2)      64  19900  39  19901  16938  38
-CONVEX 8888    GT_PK(2,2)      64  19900  39  19902  16957  65
-CONVEX 8889    GT_PK(2,2)      64  19903  63  19901  8577  38
-CONVEX 8890    GT_PK(2,2)      64  19904  94  19903  19021  63
-CONVEX 8891    GT_PK(2,2)      131  19905  97  19906  16945  96
-CONVEX 8892    GT_PK(2,2)      131  19905  97  19907  16946  132
-CONVEX 8893    GT_PK(2,2)      131  19908  169  19907  16921  132
-CONVEX 8894    GT_PK(2,2)      131  19908  169  19909  16913  168
-CONVEX 8895    GT_PK(2,2)      131  19910  130  19909  19016  168
-CONVEX 8896    GT_PK(2,2)      131  19910  130  19906  19911  96
-CONVEX 8897    GT_PK(2,2)      174  19912  175  19913  13107  215
-CONVEX 8898    GT_PK(2,2)      174  19914  214  19913  16978  215
-CONVEX 8899    GT_PK(2,2)      174  19912  175  19915  13105  137
-CONVEX 8900    GT_PK(2,2)      453  19916  508  19917  11584  454
-CONVEX 8901    GT_PK(2,2)      453  19918  507  19916  16980  508
-CONVEX 8902    GT_PK(2,2)      453  19919  401  19917  13129  454
-CONVEX 8903    GT_PK(2,2)      396  19920  448  19921  17009  449
-CONVEX 8904    GT_PK(2,2)      396  19920  448  19922  16990  395
-CONVEX 8905    GT_PK(2,2)      396  19923  397  19921  13288  449
-CONVEX 8906    GT_PK(2,2)      396  19924  346  19923  13279  397
-CONVEX 8907    GT_PK(2,2)      396  19922  395  19925  16996  345
-CONVEX 8908    GT_PK(2,2)      396  19924  346  19925  13284  345
-CONVEX 8909    GT_PK(2,2)      923  19926  989  19927  17058  922
-CONVEX 8910    GT_PK(2,2)      923  19928  859  19929  17184  924
-CONVEX 8911    GT_PK(2,2)      923  19930  990  19929  13197  924
-CONVEX 8912    GT_PK(2,2)      923  19926  989  19930  19931  990
-CONVEX 8913    GT_PK(2,2)      923  19928  859  19932  13130  858
-CONVEX 8914    GT_PK(2,2)      923  19927  922  19932  13242  858
-CONVEX 8915    GT_PK(2,2)      1057  19933  1126  19934  17062  1127
-CONVEX 8916    GT_PK(2,2)      1057  19935  989  19936  17059  988
-CONVEX 8917    GT_PK(2,2)      608  19937  669  19938  17108  668
-CONVEX 8918    GT_PK(2,2)      608  19937  669  19939  17105  609
-CONVEX 8919    GT_PK(2,2)      608  19940  607  19938  17118  668
-CONVEX 8920    GT_PK(2,2)      608  19940  607  19941  17112  549
-CONVEX 8921    GT_PK(2,2)      608  19942  550  19941  13163  549
-CONVEX 8922    GT_PK(2,2)      608  19939  609  19942  17047  550
-CONVEX 8923    GT_PK(2,2)      1202  19943  1203  19944  17191  1274
-CONVEX 8924    GT_PK(2,2)      1202  19945  1273  19944  13455  1274
-CONVEX 8925    GT_PK(2,2)      1202  19945  1273  19946  17258  1201
-CONVEX 8926    GT_PK(2,2)      1202  19947  1131  19946  19948  1201
-CONVEX 8927    GT_PK(2,2)      1202  19943  1203  19949  17197  1132
-CONVEX 8928    GT_PK(2,2)      1202  19947  1131  19949  19950  1132
-CONVEX 8929    GT_PK(2,2)      1134  19951  1205  19952  13362  1204
-CONVEX 8930    GT_PK(2,2)      1134  19953  1133  19952  17195  1204
-CONVEX 8931    GT_PK(2,2)      1134  19954  1135  19951  18926  1205
-CONVEX 8932    GT_PK(2,2)      1134  19953  1133  19955  17202  1064
-CONVEX 8933    GT_PK(2,2)      1062  19956  1063  19957  17203  1132
-CONVEX 8934    GT_PK(2,2)      1062  19958  1131  19957  19950  1132
-CONVEX 8935    GT_PK(2,2)      1062  19959  994  19960  9538  993
-CONVEX 8936    GT_PK(2,2)      1062  19956  1063  19959  17200  994
-CONVEX 8937    GT_PK(2,2)      1130  19961  1129  19962  13378  1060
-CONVEX 8938    GT_PK(2,2)      1130  19963  1131  19964  19948  1201
-CONVEX 8939    GT_PK(2,2)      1065  19965  1135  19966  17205  1066
-CONVEX 8940    GT_PK(2,2)      1065  19967  996  19968  13374  1064
-CONVEX 8941    GT_PK(2,2)      1065  19969  1134  19968  19955  1064
-CONVEX 8942    GT_PK(2,2)      1065  19969  1134  19965  19954  1135
-CONVEX 8943    GT_PK(2,2)      1065  19970  997  19966  13368  1066
-CONVEX 8944    GT_PK(2,2)      1065  19970  997  19967  13364  996
-CONVEX 8945    GT_PK(2,2)      1867  19971  1868  19972  17248  1791
-CONVEX 8946    GT_PK(2,2)      1867  19973  1790  19972  17255  1791
-CONVEX 8947    GT_PK(2,2)      1867  19973  1790  19974  17243  1866
-CONVEX 8948    GT_PK(2,2)      1867  19971  1868  19975  17240  1944
-CONVEX 8949    GT_PK(2,2)      1867  19976  1943  19975  13446  1944
-CONVEX 8950    GT_PK(2,2)      1867  19976  1943  19974  13443  1866
-CONVEX 8951    GT_PK(2,2)      1715  19977  1792  19978  17247  1791
-CONVEX 8952    GT_PK(2,2)      1715  19979  1714  19978  17254  1791
-CONVEX 8953    GT_PK(2,2)      1715  19977  1792  19980  17249  1716
-CONVEX 8954    GT_PK(2,2)      1715  19979  1714  19981  17251  1639
-CONVEX 8955    GT_PK(2,2)      1715  19982  1640  19981  7310  1639
-CONVEX 8956    GT_PK(2,2)      1715  19980  1716  19982  9547  1640
-CONVEX 8957    GT_PK(2,2)      1200  19983  1272  19984  17257  1201
-CONVEX 8958    GT_PK(2,2)      1200  19985  1129  19986  17211  1199
-CONVEX 8959    GT_PK(2,2)      1200  19987  1130  19984  19964  1201
-CONVEX 8960    GT_PK(2,2)      1200  19987  1130  19985  19961  1129
-CONVEX 8961    GT_PK(2,2)      1271  19988  1270  19989  13388  1199
-CONVEX 8962    GT_PK(2,2)      1271  19990  1200  19989  19986  1199
-CONVEX 8963    GT_PK(2,2)      1271  19990  1200  19991  19983  1272
-CONVEX 8964    GT_PK(2,2)      1271  19991  1272  19992  17259  1344
-CONVEX 8965    GT_PK(2,2)      1271  19988  1270  19993  19269  1343
-CONVEX 8966    GT_PK(2,2)      1271  19992  1344  19993  13449  1343
-CONVEX 8967    GT_PK(2,2)      1496  19994  1570  19995  10562  1497
-CONVEX 8968    GT_PK(2,2)      1496  19996  1495  19997  17285  1423
-CONVEX 8969    GT_PK(2,2)      1496  19998  1569  19994  17286  1570
-CONVEX 8970    GT_PK(2,2)      1496  19998  1569  19996  17290  1495
-CONVEX 8971    GT_PK(2,2)      1496  19999  1424  19997  18918  1423
-CONVEX 8972    GT_PK(2,2)      1496  19999  1424  19995  11536  1497
-CONVEX 8973    GT_PK(2,2)      1827  20000  1904  20001  17294  1828
-CONVEX 8974    GT_PK(2,2)      1827  20002  1751  20001  17301  1828
-CONVEX 8975    GT_PK(2,2)      1827  20002  1751  20003  17303  1750
-CONVEX 8976    GT_PK(2,2)      1827  20003  1750  20004  20005  1903
-CONVEX 8977    GT_PK(2,2)      1827  20006  1981  20004  9602  1903
-CONVEX 8978    GT_PK(2,2)      1827  20000  1904  20006  17291  1981
-CONVEX 8979    GT_PK(2,2)      1830  20007  1753  20008  17311  1754
-CONVEX 8980    GT_PK(2,2)      1830  20008  1754  20009  12731  1831
-CONVEX 8981    GT_PK(2,2)      1830  20009  1831  20010  11430  1907
-CONVEX 8982    GT_PK(2,2)      1830  20011  1906  20010  17299  1907
-CONVEX 8983    GT_PK(2,2)      1385  20012  1386  20013  15333  1458
-CONVEX 8984    GT_PK(2,2)      1456  20014  1383  20015  17312  1455
-CONVEX 8985    GT_PK(2,2)      1456  20016  1530  20017  8357  1529
-CONVEX 8986    GT_PK(2,2)      1456  20015  1455  20017  12738  1529
-CONVEX 8987    GT_PK(2,2)      1164  20018  1165  20019  17328  1236
-CONVEX 8988    GT_PK(2,2)      1164  20018  1165  20020  17324  1094
-CONVEX 8989    GT_PK(2,2)      1164  20019  1236  20021  9600  1235
-CONVEX 8990    GT_PK(2,2)      1310  20022  1237  20023  17325  1309
-CONVEX 8991    GT_PK(2,2)      1310  20024  1383  20025  20026  1311
-CONVEX 8992    GT_PK(2,2)      1310  20025  1311  20027  18711  1238
-CONVEX 8993    GT_PK(2,2)      1310  20022  1237  20027  17329  1238
-CONVEX 8994    GT_PK(2,2)      1310  20023  1309  20028  13492  1382
-CONVEX 8995    GT_PK(2,2)      1310  20024  1383  20028  17313  1382
-CONVEX 8996    GT_PK(2,2)      1600  20029  1601  20030  17340  1526
-CONVEX 8997    GT_PK(2,2)      1600  20031  1525  20032  20033  1599
-CONVEX 8998    GT_PK(2,2)      1600  20031  1525  20030  17346  1526
-CONVEX 8999    GT_PK(2,2)      1600  20034  1675  20032  13499  1599
-CONVEX 9000    GT_PK(2,2)      1600  20034  1675  20035  13503  1676
-CONVEX 9001    GT_PK(2,2)      1600  20029  1601  20035  17344  1676
-CONVEX 9002    GT_PK(2,2)      1380  20036  1526  20037  17348  1452
-CONVEX 9003    GT_PK(2,2)      1380  20038  1453  20036  17349  1526
-CONVEX 9004    GT_PK(2,2)      1380  20039  1307  20037  20040  1452
-CONVEX 9005    GT_PK(2,2)      1380  20038  1453  20041  17352  1381
-CONVEX 9006    GT_PK(2,2)      1380  20042  1308  20039  7320  1307
-CONVEX 9007    GT_PK(2,2)      1380  20041  1381  20042  13494  1308
-CONVEX 9008    GT_PK(2,2)      2174  20043  2095  20044  13565  2096
-CONVEX 9009    GT_PK(2,2)      2650  20045  2729  20046  9612  2730
-CONVEX 9010    GT_PK(2,2)      2337  20047  2338  20048  9786  2417
-CONVEX 9011    GT_PK(2,2)      2337  20047  2338  20049  9781  2258
-CONVEX 9012    GT_PK(2,2)      2495  20050  2575  20051  7332  2496
-CONVEX 9013    GT_PK(2,2)      1878  20052  1955  20053  13511  1954
-CONVEX 9014    GT_PK(2,2)      1878  20054  1877  20053  17361  1954
-CONVEX 9015    GT_PK(2,2)      1876  20055  1877  20056  17360  1953
-CONVEX 9016    GT_PK(2,2)      1876  20057  1952  20058  13582  1875
-CONVEX 9017    GT_PK(2,2)      1876  20056  1953  20057  14357  1952
-CONVEX 9018    GT_PK(2,2)      1876  20059  1799  20058  14352  1875
-CONVEX 9019    GT_PK(2,2)      1656  20060  1582  20061  14347  1657
-CONVEX 9020    GT_PK(2,2)      1656  20062  1732  20061  17363  1657
-CONVEX 9021    GT_PK(2,2)      1653  20063  1652  20064  20065  1578
-CONVEX 9022    GT_PK(2,2)      1653  20066  1579  20064  17881  1578
-CONVEX 9023    GT_PK(2,2)      1653  20066  1579  20067  17883  1654
-CONVEX 9024    GT_PK(2,2)      1653  20068  1728  20063  20069  1652
-CONVEX 9025    GT_PK(2,2)      2036  20070  2037  20071  17378  1959
-CONVEX 9026    GT_PK(2,2)      1884  20072  1807  20073  17382  1883
-CONVEX 9027    GT_PK(2,2)      1884  20074  1885  20075  13537  1961
-CONVEX 9028    GT_PK(2,2)      1884  20076  1960  20075  17376  1961
-CONVEX 9029    GT_PK(2,2)      1884  20076  1960  20073  17372  1883
-CONVEX 9030    GT_PK(2,2)      1808  20077  1885  20078  13541  1809
-CONVEX 9031    GT_PK(2,2)      1808  20079  1732  20078  17364  1809
-CONVEX 9032    GT_PK(2,2)      1808  20080  1884  20077  20074  1885
-CONVEX 9033    GT_PK(2,2)      1808  20080  1884  20081  20072  1807
-CONVEX 9034    GT_PK(2,2)      1864  20082  1941  20083  17388  1865
-CONVEX 9035    GT_PK(2,2)      1864  20083  1865  20084  9049  1788
-CONVEX 9036    GT_PK(2,2)      1864  20085  1787  20084  12375  1788
-CONVEX 9037    GT_PK(2,2)      1864  20085  1787  20086  12389  1863
-CONVEX 9038    GT_PK(2,2)      1940  20087  2018  20088  13561  2017
-CONVEX 9039    GT_PK(2,2)      1940  20089  1941  20087  17386  2018
-CONVEX 9040    GT_PK(2,2)      1940  20090  1939  20088  20091  2017
-CONVEX 9041    GT_PK(2,2)      1940  20092  1864  20089  20082  1941
-CONVEX 9042    GT_PK(2,2)      1940  20090  1939  20093  19242  1863
-CONVEX 9043    GT_PK(2,2)      1940  20092  1864  20093  20086  1863
-CONVEX 9044    GT_PK(2,2)      2016  20094  1939  20095  20091  2017
-CONVEX 9045    GT_PK(2,2)      2016  20094  1939  20096  19244  1938
-CONVEX 9046    GT_PK(2,2)      2016  20097  2095  20095  13564  2017
-CONVEX 9047    GT_PK(2,2)      2016  20098  2094  20097  20099  2095
-CONVEX 9048    GT_PK(2,2)      2501  20100  2421  20101  17399  2500
-CONVEX 9049    GT_PK(2,2)      2501  20102  2581  20103  13597  2502
-CONVEX 9050    GT_PK(2,2)      2501  20104  2422  20103  13588  2502
-CONVEX 9051    GT_PK(2,2)      2501  20100  2421  20104  17402  2422
-CONVEX 9052    GT_PK(2,2)      2501  20105  2580  20101  17422  2500
-CONVEX 9053    GT_PK(2,2)      2501  20105  2580  20102  13628  2581
-CONVEX 9054    GT_PK(2,2)      4305  20106  4377  20107  17447  4304
-CONVEX 9055    GT_PK(2,2)      4305  20108  4306  20109  10096  4232
-CONVEX 9056    GT_PK(2,2)      4305  20108  4306  20110  13897  4378
-CONVEX 9057    GT_PK(2,2)      4305  20106  4377  20110  17446  4378
-CONVEX 9058    GT_PK(2,2)      4305  20111  4231  20109  7592  4232
-CONVEX 9059    GT_PK(2,2)      4305  20107  4304  20111  13795  4231
-CONVEX 9060    GT_PK(2,2)      4531  20112  4603  20113  17441  4602
-CONVEX 9061    GT_PK(2,2)      4531  20114  4530  20113  17425  4602
-CONVEX 9062    GT_PK(2,2)      4531  20114  4530  20115  17426  4458
-CONVEX 9063    GT_PK(2,2)      4531  20116  4459  20115  17470  4458
-CONVEX 9064    GT_PK(2,2)      4075  20117  4076  20118  17486  3999
-CONVEX 9065    GT_PK(2,2)      4075  20119  3998  20118  17516  3999
-CONVEX 9066    GT_PK(2,2)      4075  20119  3998  20120  17514  4074
-CONVEX 9067    GT_PK(2,2)      4075  20120  4074  20121  17510  4150
-CONVEX 9068    GT_PK(2,2)      4075  20122  4151  20121  17485  4150
-CONVEX 9069    GT_PK(2,2)      4075  20117  4076  20122  17489  4151
-CONVEX 9070    GT_PK(2,2)      4086  20123  4162  20124  17557  4087
-CONVEX 9071    GT_PK(2,2)      4086  20124  4087  20125  10013  4010
-CONVEX 9072    GT_PK(2,2)      4086  20126  4009  20125  5874  4010
-CONVEX 9073    GT_PK(2,2)      4086  20127  4085  20126  6296  4009
-CONVEX 9074    GT_PK(2,2)      4161  20128  4236  20129  13889  4235
-CONVEX 9075    GT_PK(2,2)      4161  20130  4162  20128  17559  4236
-CONVEX 9076    GT_PK(2,2)      4161  20131  4160  20129  13884  4235
-CONVEX 9077    GT_PK(2,2)      4161  20132  4086  20130  20123  4162
-CONVEX 9078    GT_PK(2,2)      4161  20131  4160  20133  13888  4085
-CONVEX 9079    GT_PK(2,2)      4161  20132  4086  20133  20127  4085
-CONVEX 9080    GT_PK(2,2)      2519  20134  2439  20135  14467  2440
-CONVEX 9081    GT_PK(2,2)      2519  20136  2520  20135  13900  2440
-CONVEX 9082    GT_PK(2,2)      2519  20137  2599  20136  17566  2520
-CONVEX 9083    GT_PK(2,2)      2519  20137  2599  20138  17561  2598
-CONVEX 9084    GT_PK(2,2)      2519  20139  2518  20138  17971  2598
-CONVEX 9085    GT_PK(2,2)      2519  20139  2518  20134  20140  2439
-CONVEX 9086    GT_PK(2,2)      3308  20141  3387  20142  17639  3307
-CONVEX 9087    GT_PK(2,2)      3308  20142  3307  20143  13978  3228
-CONVEX 9088    GT_PK(2,2)      3308  20144  3229  20143  14008  3228
-CONVEX 9089    GT_PK(2,2)      3388  20145  3387  20146  17642  3467
-CONVEX 9090    GT_PK(2,2)      3388  20147  3468  20146  7654  3467
-CONVEX 9091    GT_PK(2,2)      3388  20148  3389  20147  17663  3468
-CONVEX 9092    GT_PK(2,2)      3388  20149  3308  20145  20141  3387
-CONVEX 9093    GT_PK(2,2)      2991  20150  2911  20151  17656  2912
-CONVEX 9094    GT_PK(2,2)      2991  20152  3070  20153  17653  3071
-CONVEX 9095    GT_PK(2,2)      2991  20154  2992  20151  20155  2912
-CONVEX 9096    GT_PK(2,2)      2991  20153  3071  20154  17697  2992
-CONVEX 9097    GT_PK(2,2)      2910  20156  2989  20157  17648  2909
-CONVEX 9098    GT_PK(2,2)      2910  20158  2911  20159  17658  2832
-CONVEX 9099    GT_PK(2,2)      2910  20160  2831  20157  14042  2909
-CONVEX 9100    GT_PK(2,2)      2910  20160  2831  20159  14043  2832
-CONVEX 9101    GT_PK(2,2)      3471  20161  3391  20162  17678  3392
-CONVEX 9102    GT_PK(2,2)      3471  20163  3550  20164  6358  3551
-CONVEX 9103    GT_PK(2,2)      3471  20165  3472  20164  7728  3551
-CONVEX 9104    GT_PK(2,2)      3471  20162  3392  20165  14029  3472
-CONVEX 9105    GT_PK(2,2)      3470  20166  3549  20167  7725  3550
-CONVEX 9106    GT_PK(2,2)      3470  20168  3471  20167  20163  3550
-CONVEX 9107    GT_PK(2,2)      3470  20168  3471  20169  20161  3391
-CONVEX 9108    GT_PK(2,2)      3470  20169  3391  20170  17681  3390
-CONVEX 9109    GT_PK(2,2)      3470  20171  3469  20166  17664  3549
-CONVEX 9110    GT_PK(2,2)      3470  20171  3469  20170  17659  3390
-CONVEX 9111    GT_PK(2,2)      2913  20172  2834  20173  17690  2835
-CONVEX 9112    GT_PK(2,2)      2913  20174  2993  20175  14060  2914
-CONVEX 9113    GT_PK(2,2)      2913  20173  2835  20175  17685  2914
-CONVEX 9114    GT_PK(2,2)      2913  20174  2993  20176  17695  2992
-CONVEX 9115    GT_PK(2,2)      2913  20176  2992  20177  20155  2912
-CONVEX 9116    GT_PK(2,2)      2913  20172  2834  20177  17689  2912
-CONVEX 9117    GT_PK(2,2)      3151  20178  3072  20179  17696  3071
-CONVEX 9118    GT_PK(2,2)      3151  20180  3150  20181  14063  3230
-CONVEX 9119    GT_PK(2,2)      3151  20179  3071  20180  17654  3150
-CONVEX 9120    GT_PK(2,2)      3151  20182  3231  20181  10180  3230
-CONVEX 9121    GT_PK(2,2)      3151  20183  3152  20182  14018  3231
-CONVEX 9122    GT_PK(2,2)      3151  20178  3072  20183  17691  3152
-CONVEX 9123    GT_PK(2,2)      2033  20184  1955  20185  13512  2032
-CONVEX 9124    GT_PK(2,2)      2033  20186  1956  20184  20187  1955
-CONVEX 9125    GT_PK(2,2)      2033  20185  2032  20188  9706  2111
-CONVEX 9126    GT_PK(2,2)      2033  20189  2112  20188  17699  2111
-CONVEX 9127    GT_PK(2,2)      1805  20190  1881  20191  17701  1804
-CONVEX 9128    GT_PK(2,2)      1805  20192  1728  20191  20193  1804
-CONVEX 9129    GT_PK(2,2)      2899  20194  2979  20195  14076  2900
-CONVEX 9130    GT_PK(2,2)      2899  20195  2900  20196  13625  2821
-CONVEX 9131    GT_PK(2,2)      2899  20197  2978  20194  17707  2979
-CONVEX 9132    GT_PK(2,2)      2899  20197  2978  20198  17711  2898
-CONVEX 9133    GT_PK(2,2)      2899  20196  2821  20199  13631  2820
-CONVEX 9134    GT_PK(2,2)      2899  20198  2898  20199  17706  2820
-CONVEX 9135    GT_PK(2,2)      3209  20200  3210  20201  17756  3130
-CONVEX 9136    GT_PK(2,2)      3209  20201  3130  20202  10328  3129
-CONVEX 9137    GT_PK(2,2)      3209  20203  3208  20202  14182  3129
-CONVEX 9138    GT_PK(2,2)      3209  20203  3208  20204  14178  3288
-CONVEX 9139    GT_PK(2,2)      3209  20205  3289  20204  10813  3288
-CONVEX 9140    GT_PK(2,2)      3209  20200  3210  20205  17753  3289
-CONVEX 9141    GT_PK(2,2)      3473  20206  3394  20207  17781  3393
-CONVEX 9142    GT_PK(2,2)      3473  20208  3472  20209  7727  3552
-CONVEX 9143    GT_PK(2,2)      3473  20207  3393  20208  14030  3472
-CONVEX 9144    GT_PK(2,2)      3473  20209  3552  20210  5894  3553
-CONVEX 9145    GT_PK(2,2)      3473  20211  3474  20210  7755  3553
-CONVEX 9146    GT_PK(2,2)      3473  20206  3394  20211  17784  3474
-CONVEX 9147    GT_PK(2,2)      2758  20212  2838  20213  17795  2837
-CONVEX 9148    GT_PK(2,2)      2758  20214  2757  20215  17633  2678
-CONVEX 9149    GT_PK(2,2)      2758  20213  2837  20214  17636  2757
-CONVEX 9150    GT_PK(2,2)      2758  20215  2678  20216  17564  2679
-CONVEX 9151    GT_PK(2,2)      2758  20217  2759  20216  14217  2679
-CONVEX 9152    GT_PK(2,2)      2758  20212  2838  20217  17793  2759
-CONVEX 9153    GT_PK(2,2)      3244  20218  3165  20219  14265  3164
-CONVEX 9154    GT_PK(2,2)      3244  20220  3243  20219  17819  3164
-CONVEX 9155    GT_PK(2,2)      3244  20221  3245  20222  14271  3324
-CONVEX 9156    GT_PK(2,2)      3244  20221  3245  20218  17852  3165
-CONVEX 9157    GT_PK(2,2)      3160  20223  3239  20224  17825  3240
-CONVEX 9158    GT_PK(2,2)      3160  20224  3240  20225  14245  3161
-CONVEX 9159    GT_PK(2,2)      3160  20226  3081  20225  14254  3161
-CONVEX 9160    GT_PK(2,2)      3160  20226  3081  20227  14248  3080
-CONVEX 9161    GT_PK(2,2)      3160  20228  3159  20227  10375  3080
-CONVEX 9162    GT_PK(2,2)      3160  20223  3239  20228  17829  3159
-CONVEX 9163    GT_PK(2,2)      3004  20229  3005  20230  17840  2925
-CONVEX 9164    GT_PK(2,2)      3004  20231  3003  20232  17831  3083
-CONVEX 9165    GT_PK(2,2)      3004  20233  3084  20232  17845  3083
-CONVEX 9166    GT_PK(2,2)      3004  20233  3084  20229  17844  3005
-CONVEX 9167    GT_PK(2,2)      3004  20231  3003  20234  17832  2924
-CONVEX 9168    GT_PK(2,2)      3004  20230  2925  20234  20235  2924
-CONVEX 9169    GT_PK(2,2)      1078  20236  1009  20237  17867  1077
-CONVEX 9170    GT_PK(2,2)      1078  20238  1147  20239  7822  1148
-CONVEX 9171    GT_PK(2,2)      1078  20237  1077  20238  10440  1147
-CONVEX 9172    GT_PK(2,2)      1078  20240  1079  20239  8381  1148
-CONVEX 9173    GT_PK(2,2)      1078  20240  1079  20241  6661  1010
-CONVEX 9174    GT_PK(2,2)      1078  20236  1009  20241  17918  1010
-CONVEX 9175    GT_PK(2,2)      1216  20242  1288  20243  17877  1217
-CONVEX 9176    GT_PK(2,2)      1216  20244  1215  20245  20246  1145
-CONVEX 9177    GT_PK(2,2)      1216  20247  1146  20245  14325  1145
-CONVEX 9178    GT_PK(2,2)      1216  20247  1146  20243  7814  1217
-CONVEX 9179    GT_PK(2,2)      1434  20248  1507  20249  17878  1435
-CONVEX 9180    GT_PK(2,2)      1434  20250  1361  20251  14342  1433
-CONVEX 9181    GT_PK(2,2)      1434  20252  1362  20250  17872  1361
-CONVEX 9182    GT_PK(2,2)      1434  20252  1362  20249  17871  1435
-CONVEX 9183    GT_PK(2,2)      1506  20253  1505  20254  17889  1433
-CONVEX 9184    GT_PK(2,2)      1506  20255  1434  20254  20251  1433
-CONVEX 9185    GT_PK(2,2)      1506  20255  1434  20256  20248  1507
-CONVEX 9186    GT_PK(2,2)      1506  20256  1507  20257  20258  1580
-CONVEX 9187    GT_PK(2,2)      1506  20259  1579  20257  17884  1580
-CONVEX 9188    GT_PK(2,2)      1506  20259  1579  20253  17880  1505
-CONVEX 9189    GT_PK(2,2)      1144  20260  1215  20261  20246  1145
-CONVEX 9190    GT_PK(2,2)      1144  20262  1143  20263  17894  1074
-CONVEX 9191    GT_PK(2,2)      1144  20264  1075  20261  14327  1145
-CONVEX 9192    GT_PK(2,2)      1144  20263  1074  20264  10473  1075
-CONVEX 9193    GT_PK(2,2)      1575  20265  1502  20266  20267  1576
-CONVEX 9194    GT_PK(2,2)      1797  20268  1720  20269  17895  1796
-CONVEX 9195    GT_PK(2,2)      1797  20270  1798  20271  14353  1874
-CONVEX 9196    GT_PK(2,2)      1797  20272  1873  20269  13422  1796
-CONVEX 9197    GT_PK(2,2)      1797  20272  1873  20271  13420  1874
-CONVEX 9198    GT_PK(2,2)      1646  20273  1722  20274  20275  1647
-CONVEX 9199    GT_PK(2,2)      1646  20276  1645  20277  10566  1571
-CONVEX 9200    GT_PK(2,2)      1646  20278  1572  20277  14364  1571
-CONVEX 9201    GT_PK(2,2)      1646  20274  1647  20278  17901  1572
-CONVEX 9202    GT_PK(2,2)      1721  20279  1722  20280  17905  1798
-CONVEX 9203    GT_PK(2,2)      1721  20281  1797  20280  20270  1798
-CONVEX 9204    GT_PK(2,2)      1721  20281  1797  20282  20268  1720
-CONVEX 9205    GT_PK(2,2)      1721  20282  1720  20283  17898  1645
-CONVEX 9206    GT_PK(2,2)      1721  20284  1646  20283  20276  1645
-CONVEX 9207    GT_PK(2,2)      1721  20284  1646  20279  20273  1722
-CONVEX 9208    GT_PK(2,2)      878  20285  943  20286  17913  879
-CONVEX 9209    GT_PK(2,2)      878  20287  815  20288  17912  814
-CONVEX 9210    GT_PK(2,2)      878  20287  815  20286  17907  879
-CONVEX 9211    GT_PK(2,2)      878  20289  877  20288  14372  814
-CONVEX 9212    GT_PK(2,2)      878  20289  877  20290  14376  942
-CONVEX 9213    GT_PK(2,2)      878  20285  943  20290  17917  942
-CONVEX 9214    GT_PK(2,2)      687  20291  686  20292  11498  626
-CONVEX 9215    GT_PK(2,2)      687  20293  627  20292  8497  626
-CONVEX 9216    GT_PK(2,2)      687  20293  627  20294  8498  688
-CONVEX 9217    GT_PK(2,2)      1587  20295  1513  20296  15722  1514
-CONVEX 9218    GT_PK(2,2)      1587  20297  1588  20296  17936  1514
-CONVEX 9219    GT_PK(2,2)      1587  20295  1513  20298  10529  1586
-CONVEX 9220    GT_PK(2,2)      1587  20299  1661  20298  17942  1586
-CONVEX 9221    GT_PK(2,2)      1429  20300  1356  20301  20302  1357
-CONVEX 9222    GT_PK(2,2)      1429  20303  1428  20300  20304  1356
-CONVEX 9223    GT_PK(2,2)      1282  20305  1354  20306  17955  1281
-CONVEX 9224    GT_PK(2,2)      1282  20306  1281  20307  14448  1210
-CONVEX 9225    GT_PK(2,2)      1282  20308  1211  20307  10561  1210
-CONVEX 9226    GT_PK(2,2)      1282  20309  1283  20308  17960  1211
-CONVEX 9227    GT_PK(2,2)      1284  20310  1212  20311  17958  1283
-CONVEX 9228    GT_PK(2,2)      1284  20312  1356  20313  20302  1357
-CONVEX 9229    GT_PK(2,2)      1284  20312  1356  20311  20314  1283
-CONVEX 9230    GT_PK(2,2)      1284  20310  1212  20315  17963  1213
-CONVEX 9231    GT_PK(2,2)      2517  20316  2518  20317  17972  2597
-CONVEX 9232    GT_PK(2,2)      2517  20318  2596  20317  14480  2597
-CONVEX 9233    GT_PK(2,2)      2517  20319  2516  20320  14473  2437
-CONVEX 9234    GT_PK(2,2)      2517  20318  2596  20319  17593  2516
-CONVEX 9235    GT_PK(2,2)      2438  20321  2439  20322  14469  2359
-CONVEX 9236    GT_PK(2,2)      2438  20323  2518  20321  20140  2439
-CONVEX 9237    GT_PK(2,2)      2438  20324  2358  20322  17966  2359
-CONVEX 9238    GT_PK(2,2)      2438  20325  2517  20323  20316  2518
-CONVEX 9239    GT_PK(2,2)      2438  20324  2358  20326  14465  2437
-CONVEX 9240    GT_PK(2,2)      2438  20325  2517  20326  20320  2437
-CONVEX 9241    GT_PK(2,2)      1589  20327  1590  20328  17977  1516
-CONVEX 9242    GT_PK(2,2)      1589  20329  1515  20328  10517  1516
-CONVEX 9243    GT_PK(2,2)      1589  20330  1588  20329  17935  1515
-CONVEX 9244    GT_PK(2,2)      1589  20327  1590  20331  17976  1664
-CONVEX 9245    GT_PK(2,2)      1589  20330  1588  20332  20333  1663
-CONVEX 9246    GT_PK(2,2)      1589  20331  1664  20332  17939  1663
-CONVEX 9247    GT_PK(2,2)      1970  20334  1894  20335  17982  1893
-CONVEX 9248    GT_PK(2,2)      1970  20336  2048  20337  7847  2047
-CONVEX 9249    GT_PK(2,2)      1970  20338  1971  20336  14498  2048
-CONVEX 9250    GT_PK(2,2)      1970  20334  1894  20338  17987  1971
-CONVEX 9251    GT_PK(2,2)      1970  20339  1969  20337  17598  2047
-CONVEX 9252    GT_PK(2,2)      1970  20335  1893  20339  14488  1969
-CONVEX 9253    GT_PK(2,2)      2685  20340  2605  20341  17988  2606
-CONVEX 9254    GT_PK(2,2)      2685  20342  2765  20343  17995  2686
-CONVEX 9255    GT_PK(2,2)      2685  20341  2606  20343  14506  2686
-CONVEX 9256    GT_PK(2,2)      2685  20344  2764  20342  14519  2765
-CONVEX 9257    GT_PK(2,2)      2685  20344  2764  20345  14522  2684
-CONVEX 9258    GT_PK(2,2)      2685  20340  2605  20345  17992  2684
-CONVEX 9259    GT_PK(2,2)      2846  20346  2766  20347  17996  2845
-CONVEX 9260    GT_PK(2,2)      2846  20347  2845  20348  14257  2924
-CONVEX 9261    GT_PK(2,2)      2846  20349  2925  20348  20235  2924
-CONVEX 9262    GT_PK(2,2)      2846  20349  2925  20350  17835  2847
-CONVEX 9263    GT_PK(2,2)      2846  20351  2767  20350  14515  2847
-CONVEX 9264    GT_PK(2,2)      2846  20346  2766  20351  18003  2767
-CONVEX 9265    GT_PK(2,2)      3323  20352  3402  20353  20354  3403
-CONVEX 9266    GT_PK(2,2)      3323  20353  3403  20355  14536  3324
-CONVEX 9267    GT_PK(2,2)      3323  20356  3243  20357  17823  3322
-CONVEX 9268    GT_PK(2,2)      3323  20352  3402  20357  20358  3322
-CONVEX 9269    GT_PK(2,2)      3323  20359  3244  20355  20222  3324
-CONVEX 9270    GT_PK(2,2)      3323  20359  3244  20356  20220  3243
-CONVEX 9271    GT_PK(2,2)      3401  20360  3402  20361  20358  3322
-CONVEX 9272    GT_PK(2,2)      3401  20362  3321  20361  17854  3322
-CONVEX 9273    GT_PK(2,2)      3401  20363  3400  20364  14286  3480
-CONVEX 9274    GT_PK(2,2)      3401  20362  3321  20363  17858  3400
-CONVEX 9275    GT_PK(2,2)      3482  20365  3562  20366  18018  3483
-CONVEX 9276    GT_PK(2,2)      3482  20365  3562  20367  18016  3561
-CONVEX 9277    GT_PK(2,2)      3482  20368  3403  20366  14534  3483
-CONVEX 9278    GT_PK(2,2)      3482  20369  3402  20368  20354  3403
-CONVEX 9279    GT_PK(2,2)      4099  20370  4175  20371  18026  4174
-CONVEX 9280    GT_PK(2,2)      4099  20372  4098  20371  18117  4174
-CONVEX 9281    GT_PK(2,2)      4099  20373  4100  20374  18022  4023
-CONVEX 9282    GT_PK(2,2)      4099  20370  4175  20373  20375  4100
-CONVEX 9283    GT_PK(2,2)      4026  20376  3950  20377  18064  4027
-CONVEX 9284    GT_PK(2,2)      4176  20378  4251  20379  18041  4250
-CONVEX 9285    GT_PK(2,2)      4176  20380  4175  20379  18025  4250
-CONVEX 9286    GT_PK(2,2)      4176  20380  4175  20381  20375  4100
-CONVEX 9287    GT_PK(2,2)      4252  20382  4251  20383  18042  4325
-CONVEX 9288    GT_PK(2,2)      3873  20384  3950  20385  18065  3874
-CONVEX 9289    GT_PK(2,2)      3873  20386  3872  20387  14591  3795
-CONVEX 9290    GT_PK(2,2)      3873  20388  3796  20387  10696  3795
-CONVEX 9291    GT_PK(2,2)      3873  20385  3874  20388  14583  3796
-CONVEX 9292    GT_PK(2,2)      3949  20389  3948  20390  18075  4025
-CONVEX 9293    GT_PK(2,2)      3949  20391  4026  20390  20392  4025
-CONVEX 9294    GT_PK(2,2)      3949  20391  4026  20393  20376  3950
-CONVEX 9295    GT_PK(2,2)      3949  20394  3873  20393  20384  3950
-CONVEX 9296    GT_PK(2,2)      3949  20389  3948  20395  18081  3872
-CONVEX 9297    GT_PK(2,2)      3949  20394  3873  20395  20386  3872
-CONVEX 9298    GT_PK(2,2)      3947  20396  4024  20397  18023  4023
-CONVEX 9299    GT_PK(2,2)      3947  20398  3948  20396  18074  4024
-CONVEX 9300    GT_PK(2,2)      3947  20399  3871  20398  18080  3948
-CONVEX 9301    GT_PK(2,2)      3947  20400  3946  20397  20401  4023
-CONVEX 9302    GT_PK(2,2)      3868  20402  3869  20403  18088  3791
-CONVEX 9303    GT_PK(2,2)      3635  20404  3713  20405  18091  3714
-CONVEX 9304    GT_PK(2,2)      3635  20405  3714  20406  18073  3636
-CONVEX 9305    GT_PK(2,2)      3635  20407  3557  20406  14293  3636
-CONVEX 9306    GT_PK(2,2)      3635  20407  3557  20408  14290  3556
-CONVEX 9307    GT_PK(2,2)      3635  20409  3634  20408  10702  3556
-CONVEX 9308    GT_PK(2,2)      3635  20404  3713  20409  20410  3634
-CONVEX 9309    GT_PK(2,2)      3787  20411  3709  20412  14602  3708
-CONVEX 9310    GT_PK(2,2)      3787  20412  3708  20413  6381  3786
-CONVEX 9311    GT_PK(2,2)      3788  20414  3709  20415  14598  3710
-CONVEX 9312    GT_PK(2,2)      3788  20416  3787  20414  20411  3709
-CONVEX 9313    GT_PK(2,2)      3788  20416  3787  20417  20418  3865
-CONVEX 9314    GT_PK(2,2)      4018  20419  4095  20420  18095  4094
-CONVEX 9315    GT_PK(2,2)      4018  20421  4017  20420  18109  4094
-CONVEX 9316    GT_PK(2,2)      4018  20421  4017  20422  18110  3941
-CONVEX 9317    GT_PK(2,2)      4246  20423  4247  20424  14606  4172
-CONVEX 9318    GT_PK(2,2)      4246  20425  4320  20423  18097  4247
-CONVEX 9319    GT_PK(2,2)      4246  20426  4171  20424  14604  4172
-CONVEX 9320    GT_PK(2,2)      4246  20427  4245  20426  18061  4171
-CONVEX 9321    GT_PK(2,2)      4246  20427  4245  20428  18057  4319
-CONVEX 9322    GT_PK(2,2)      4246  20425  4320  20428  18100  4319
-CONVEX 9323    GT_PK(2,2)      3789  20429  3711  20430  18115  3710
-CONVEX 9324    GT_PK(2,2)      3789  20431  3788  20430  20415  3710
-CONVEX 9325    GT_PK(2,2)      4346  20432  4345  20433  18153  4273
-CONVEX 9326    GT_PK(2,2)      4346  20433  4273  20434  14678  4274
-CONVEX 9327    GT_PK(2,2)      4346  20435  4419  20436  14706  4418
-CONVEX 9328    GT_PK(2,2)      4346  20432  4345  20436  18158  4418
-CONVEX 9329    GT_PK(2,2)      3661  20437  3662  20438  20439  3740
-CONVEX 9330    GT_PK(2,2)      3661  20440  3660  20441  16803  3582
-CONVEX 9331    GT_PK(2,2)      3661  20442  3739  20438  19745  3740
-CONVEX 9332    GT_PK(2,2)      3661  20442  3739  20440  14672  3660
-CONVEX 9333    GT_PK(2,2)      3583  20443  3662  20444  20445  3584
-CONVEX 9334    GT_PK(2,2)      3583  20446  3582  20447  16795  3504
-CONVEX 9335    GT_PK(2,2)      3583  20448  3661  20446  20441  3582
-CONVEX 9336    GT_PK(2,2)      3583  20448  3661  20443  20437  3662
-CONVEX 9337    GT_PK(2,2)      3741  20449  3740  20450  19743  3818
-CONVEX 9338    GT_PK(2,2)      3741  20451  3662  20449  20439  3740
-CONVEX 9339    GT_PK(2,2)      3822  20452  3745  20453  18184  3823
-CONVEX 9340    GT_PK(2,2)      3899  20454  3975  20455  14914  3976
-CONVEX 9341    GT_PK(2,2)      3899  20456  3898  20454  18173  3975
-CONVEX 9342    GT_PK(2,2)      3899  20457  3900  20455  14751  3976
-CONVEX 9343    GT_PK(2,2)      3899  20458  3822  20456  20459  3898
-CONVEX 9344    GT_PK(2,2)      3899  20460  3823  20457  14758  3900
-CONVEX 9345    GT_PK(2,2)      3899  20458  3822  20460  20453  3823
-CONVEX 9346    GT_PK(2,2)      3186  20461  3187  20462  14707  3266
-CONVEX 9347    GT_PK(2,2)      3186  20463  3185  20464  18213  3106
-CONVEX 9348    GT_PK(2,2)      3186  20464  3106  20465  12590  3107
-CONVEX 9349    GT_PK(2,2)      3186  20461  3187  20465  19519  3107
-CONVEX 9350    GT_PK(2,2)      3265  20466  3345  20467  18209  3266
-CONVEX 9351    GT_PK(2,2)      3265  20468  3186  20467  20462  3266
-CONVEX 9352    GT_PK(2,2)      3265  20468  3186  20469  20463  3185
-CONVEX 9353    GT_PK(2,2)      3265  20469  3185  20470  18216  3264
-CONVEX 9354    GT_PK(2,2)      3344  20471  3343  20472  18221  3264
-CONVEX 9355    GT_PK(2,2)      3344  20473  3345  20474  18211  3424
-CONVEX 9356    GT_PK(2,2)      3344  20475  3265  20472  20470  3264
-CONVEX 9357    GT_PK(2,2)      3344  20475  3265  20473  20466  3345
-CONVEX 9358    GT_PK(2,2)      3423  20476  3503  20477  16805  3502
-CONVEX 9359    GT_PK(2,2)      3423  20476  3503  20478  16796  3424
-CONVEX 9360    GT_PK(2,2)      3423  20479  3344  20478  20474  3424
-CONVEX 9361    GT_PK(2,2)      3423  20479  3344  20480  20471  3343
-CONVEX 9362    GT_PK(2,2)      3688  20481  3687  20482  18226  3766
-CONVEX 9363    GT_PK(2,2)      3688  20483  3689  20484  11071  3767
-CONVEX 9364    GT_PK(2,2)      3688  20482  3766  20484  14720  3767
-CONVEX 9365    GT_PK(2,2)      3688  20485  3610  20483  15216  3689
-CONVEX 9366    GT_PK(2,2)      3688  20485  3610  20486  15231  3609
-CONVEX 9367    GT_PK(2,2)      3688  20481  3687  20486  20487  3609
-CONVEX 9368    GT_PK(2,2)      3908  20488  3985  20489  10893  3984
-CONVEX 9369    GT_PK(2,2)      3908  20490  3907  20489  18292  3984
-CONVEX 9370    GT_PK(2,2)      3908  20491  3909  20488  18625  3985
-CONVEX 9371    GT_PK(2,2)      3908  20491  3909  20492  18623  3832
-CONVEX 9372    GT_PK(2,2)      3831  20493  3754  20494  14768  3832
-CONVEX 9373    GT_PK(2,2)      3831  20493  3754  20495  14767  3753
-CONVEX 9374    GT_PK(2,2)      3831  20496  3908  20494  20492  3832
-CONVEX 9375    GT_PK(2,2)      3831  20496  3908  20497  20490  3907
-CONVEX 9376    GT_PK(2,2)      3830  20498  3829  20499  18290  3906
-CONVEX 9377    GT_PK(2,2)      3830  20500  3907  20499  18293  3906
-CONVEX 9378    GT_PK(2,2)      3830  20501  3831  20500  20497  3907
-CONVEX 9379    GT_PK(2,2)      3830  20498  3829  20502  18287  3752
-CONVEX 9380    GT_PK(2,2)      3830  20502  3752  20503  10882  3753
-CONVEX 9381    GT_PK(2,2)      3830  20501  3831  20503  20495  3753
-CONVEX 9382    GT_PK(2,2)      5104  20504  5103  20505  18296  5164
-CONVEX 9383    GT_PK(2,2)      5104  20506  5165  20507  14997  5105
-CONVEX 9384    GT_PK(2,2)      5104  20506  5165  20505  10988  5164
-CONVEX 9385    GT_PK(2,2)      5104  20504  5103  20508  18311  5042
-CONVEX 9386    GT_PK(2,2)      5104  20509  5043  20507  18301  5105
-CONVEX 9387    GT_PK(2,2)      5104  20509  5043  20508  18298  5042
-CONVEX 9388    GT_PK(2,2)      4640  20510  4709  20511  20512  4639
-CONVEX 9389    GT_PK(2,2)      4640  20513  4569  20511  18332  4639
-CONVEX 9390    GT_PK(2,2)      4708  20514  4707  20515  11735  4638
-CONVEX 9391    GT_PK(2,2)      4708  20516  4639  20515  10912  4638
-CONVEX 9392    GT_PK(2,2)      4708  20517  4709  20516  20512  4639
-CONVEX 9393    GT_PK(2,2)      4570  20518  4571  20519  18328  4641
-CONVEX 9394    GT_PK(2,2)      4570  20520  4640  20519  20521  4641
-CONVEX 9395    GT_PK(2,2)      4570  20520  4640  20522  20513  4569
-CONVEX 9396    GT_PK(2,2)      4570  20522  4569  20523  18335  4498
-CONVEX 9397    GT_PK(2,2)      4570  20523  4498  20524  14959  4499
-CONVEX 9398    GT_PK(2,2)      4570  20518  4571  20524  18323  4499
-CONVEX 9399    GT_PK(2,2)      5095  20525  5033  20526  15284  5094
-CONVEX 9400    GT_PK(2,2)      5095  20527  5096  20528  18337  5156
-CONVEX 9401    GT_PK(2,2)      5095  20529  5155  20526  11115  5094
-CONVEX 9402    GT_PK(2,2)      5095  20529  5155  20528  11117  5156
-CONVEX 9403    GT_PK(2,2)      4845  20530  4846  20531  20532  4910
-CONVEX 9404    GT_PK(2,2)      4845  20533  4909  20531  20534  4910
-CONVEX 9405    GT_PK(2,2)      4845  20533  4909  20535  20536  4844
-CONVEX 9406    GT_PK(2,2)      4845  20537  4778  20535  20538  4844
-CONVEX 9407    GT_PK(2,2)      4845  20530  4846  20539  18349  4779
-CONVEX 9408    GT_PK(2,2)      4845  20537  4778  20539  20540  4779
-CONVEX 9409    GT_PK(2,2)      4847  20541  4846  20542  18348  4780
-CONVEX 9410    GT_PK(2,2)      4847  20543  4781  20544  20545  4848
-CONVEX 9411    GT_PK(2,2)      4847  20543  4781  20542  18315  4780
-CONVEX 9412    GT_PK(2,2)      4973  20546  4909  20547  20548  4972
-CONVEX 9413    GT_PK(2,2)      4973  20546  4909  20549  20534  4910
-CONVEX 9414    GT_PK(2,2)      4906  20550  4907  20551  18358  4970
-CONVEX 9415    GT_PK(2,2)      4906  20552  4969  20553  8614  4905
-CONVEX 9416    GT_PK(2,2)      4906  20551  4970  20552  15287  4969
-CONVEX 9417    GT_PK(2,2)      4906  20554  4841  20553  20555  4905
-CONVEX 9418    GT_PK(2,2)      4842  20556  4775  20557  20558  4841
-CONVEX 9419    GT_PK(2,2)      4842  20559  4906  20557  20554  4841
-CONVEX 9420    GT_PK(2,2)      4842  20559  4906  20560  20550  4907
-CONVEX 9421    GT_PK(2,2)      4908  20561  4909  20562  20548  4972
-CONVEX 9422    GT_PK(2,2)      4908  20563  4971  20562  20564  4972
-CONVEX 9423    GT_PK(2,2)      4908  20563  4971  20565  18357  4907
-CONVEX 9424    GT_PK(2,2)      4908  20561  4909  20566  20536  4844
-CONVEX 9425    GT_PK(2,2)      5034  20567  4971  20568  18355  5033
-CONVEX 9426    GT_PK(2,2)      5034  20569  5095  20568  20525  5033
-CONVEX 9427    GT_PK(2,2)      5034  20569  5095  20570  20527  5096
-CONVEX 9428    GT_PK(2,2)      5034  20567  4971  20571  20564  4972
-CONVEX 9429    GT_PK(2,2)      3827  20572  3749  20573  7982  3750
-CONVEX 9430    GT_PK(2,2)      3827  20574  3828  20573  10792  3750
-CONVEX 9431    GT_PK(2,2)      3904  20575  3981  20576  10926  3905
-CONVEX 9432    GT_PK(2,2)      3904  20577  3980  20575  18366  3981
-CONVEX 9433    GT_PK(2,2)      3904  20578  3828  20576  18289  3905
-CONVEX 9434    GT_PK(2,2)      3904  20579  3827  20578  20574  3828
-CONVEX 9435    GT_PK(2,2)      3903  20580  3979  20581  18365  3902
-CONVEX 9436    GT_PK(2,2)      3903  20582  3980  20580  18369  3979
-CONVEX 9437    GT_PK(2,2)      3903  20583  3904  20582  20577  3980
-CONVEX 9438    GT_PK(2,2)      3903  20583  3904  20584  20579  3827
-CONVEX 9439    GT_PK(2,2)      3351  20585  3430  20586  16568  3431
-CONVEX 9440    GT_PK(2,2)      3351  20587  3352  20586  18407  3431
-CONVEX 9441    GT_PK(2,2)      3351  20588  3272  20589  19505  3271
-CONVEX 9442    GT_PK(2,2)      3351  20588  3272  20587  19510  3352
-CONVEX 9443    GT_PK(2,2)      5581  20590  5582  20591  18430  5622
-CONVEX 9444    GT_PK(2,2)      5581  20591  5622  20592  16123  5621
-CONVEX 9445    GT_PK(2,2)      5581  20593  5580  20592  15066  5621
-CONVEX 9446    GT_PK(2,2)      5581  20594  5537  20593  20595  5580
-CONVEX 9447    GT_PK(2,2)      5581  20590  5582  20596  18432  5538
-CONVEX 9448    GT_PK(2,2)      5581  20594  5537  20596  18531  5538
-CONVEX 9449    GT_PK(2,2)      5168  20597  5167  20598  18442  5107
-CONVEX 9450    GT_PK(2,2)      5168  20599  5108  20598  18447  5107
-CONVEX 9451    GT_PK(2,2)      5168  20599  5108  20600  20601  5169
-CONVEX 9452    GT_PK(2,2)      5168  20602  5227  20600  20603  5169
-CONVEX 9453    GT_PK(2,2)      5168  20597  5167  20604  18439  5226
-CONVEX 9454    GT_PK(2,2)      5168  20602  5227  20604  18445  5226
-CONVEX 9455    GT_PK(2,2)      5228  20605  5285  20606  10980  5284
-CONVEX 9456    GT_PK(2,2)      5228  20607  5227  20606  18446  5284
-CONVEX 9457    GT_PK(2,2)      5228  20607  5227  20608  20603  5169
-CONVEX 9458    GT_PK(2,2)      5228  20609  5170  20608  20610  5169
-CONVEX 9459    GT_PK(2,2)      4859  20611  4924  20612  20613  4860
-CONVEX 9460    GT_PK(2,2)      4859  20611  4924  20614  20615  4923
-CONVEX 9461    GT_PK(2,2)      5173  20616  5113  20617  15007  5174
-CONVEX 9462    GT_PK(2,2)      5173  20618  5232  20617  11958  5174
-CONVEX 9463    GT_PK(2,2)      5112  20619  5172  20620  20621  5111
-CONVEX 9464    GT_PK(2,2)      5112  20622  5051  20623  18600  5113
-CONVEX 9465    GT_PK(2,2)      5112  20624  5173  20623  20616  5113
-CONVEX 9466    GT_PK(2,2)      5112  20624  5173  20619  20625  5172
-CONVEX 9467    GT_PK(2,2)      5171  20626  5172  20627  20621  5111
-CONVEX 9468    GT_PK(2,2)      5171  20626  5172  20628  20629  5230
-CONVEX 9469    GT_PK(2,2)      5278  20630  5222  20631  18484  5279
-CONVEX 9470    GT_PK(2,2)      5278  20632  5332  20633  18521  5277
-CONVEX 9471    GT_PK(2,2)      5278  20633  5277  20634  10993  5221
-CONVEX 9472    GT_PK(2,2)      5278  20630  5222  20634  18486  5221
-CONVEX 9473    GT_PK(2,2)      5278  20631  5279  20635  15097  5333
-CONVEX 9474    GT_PK(2,2)      5278  20632  5332  20635  15087  5333
-CONVEX 9475    GT_PK(2,2)      4505  20636  4577  20637  15029  4576
-CONVEX 9476    GT_PK(2,2)      4505  20638  4504  20637  18510  4576
-CONVEX 9477    GT_PK(2,2)      4505  20636  4577  20639  15026  4506
-CONVEX 9478    GT_PK(2,2)      4505  20638  4504  20640  18489  4432
-CONVEX 9479    GT_PK(2,2)      4505  20641  4433  20639  8049  4506
-CONVEX 9480    GT_PK(2,2)      4505  20640  4432  20641  14854  4433
-CONVEX 9481    GT_PK(2,2)      4502  20642  4573  20643  18492  4501
-CONVEX 9482    GT_PK(2,2)      4502  20644  4429  20643  14895  4501
-CONVEX 9483    GT_PK(2,2)      4502  20644  4429  20645  14899  4430
-CONVEX 9484    GT_PK(2,2)      4502  20646  4503  20645  15023  4430
-CONVEX 9485    GT_PK(2,2)      4643  20647  4642  20648  18326  4572
-CONVEX 9486    GT_PK(2,2)      4643  20649  4573  20648  18493  4572
-CONVEX 9487    GT_PK(2,2)      4643  20647  4642  20650  18330  4712
-CONVEX 9488    GT_PK(2,2)      4916  20651  4980  20652  14891  4979
-CONVEX 9489    GT_PK(2,2)      4916  20653  4915  20652  18495  4979
-CONVEX 9490    GT_PK(2,2)      4916  20653  4915  20654  20655  4851
-CONVEX 9491    GT_PK(2,2)      4916  20656  4852  20654  18504  4851
-CONVEX 9492    GT_PK(2,2)      4914  20657  4977  20658  18305  4978
-CONVEX 9493    GT_PK(2,2)      4914  20659  4915  20658  18494  4978
-CONVEX 9494    GT_PK(2,2)      4645  20660  4575  20661  18507  4646
-CONVEX 9495    GT_PK(2,2)      4645  20662  4715  20661  18514  4646
-CONVEX 9496    GT_PK(2,2)      5488  20663  5534  20664  20665  5487
-CONVEX 9497    GT_PK(2,2)      5488  20666  5440  20667  18538  5489
-CONVEX 9498    GT_PK(2,2)      5488  20668  5439  20664  15106  5487
-CONVEX 9499    GT_PK(2,2)      5488  20666  5440  20668  18534  5439
-CONVEX 9500    GT_PK(2,2)      5490  20669  5537  20670  18530  5491
-CONVEX 9501    GT_PK(2,2)      5490  20671  5441  20672  18537  5489
-CONVEX 9502    GT_PK(2,2)      5490  20673  5442  20670  18421  5491
-CONVEX 9503    GT_PK(2,2)      5490  20671  5441  20673  18541  5442
-CONVEX 9504    GT_PK(2,2)      5536  20674  5580  20675  15067  5579
-CONVEX 9505    GT_PK(2,2)      5536  20676  5537  20674  20595  5580
-CONVEX 9506    GT_PK(2,2)      5536  20677  5490  20678  20672  5489
-CONVEX 9507    GT_PK(2,2)      5536  20677  5490  20676  20669  5537
-CONVEX 9508    GT_PK(2,2)      4511  20679  4510  20680  15172  4438
-CONVEX 9509    GT_PK(2,2)      4440  20681  4512  20682  20683  4513
-CONVEX 9510    GT_PK(2,2)      4440  20684  4441  20682  18556  4513
-CONVEX 9511    GT_PK(2,2)      4368  20685  4440  20686  20687  4367
-CONVEX 9512    GT_PK(2,2)      4368  20685  4440  20688  20684  4441
-CONVEX 9513    GT_PK(2,2)      4294  20689  4366  20690  18566  4293
-CONVEX 9514    GT_PK(2,2)      4294  20689  4366  20691  20692  4367
-CONVEX 9515    GT_PK(2,2)      4294  20693  4220  20694  17520  4221
-CONVEX 9516    GT_PK(2,2)      4294  20693  4220  20690  17522  4293
-CONVEX 9517    GT_PK(2,2)      4652  20695  4651  20696  15125  4581
-CONVEX 9518    GT_PK(2,2)      4652  20697  4721  20695  18567  4651
-CONVEX 9519    GT_PK(2,2)      4435  20698  4508  20699  18574  4436
-CONVEX 9520    GT_PK(2,2)      4435  20700  4362  20701  18279  4434
-CONVEX 9521    GT_PK(2,2)      4435  20702  4507  20701  15132  4434
-CONVEX 9522    GT_PK(2,2)      4435  20698  4508  20702  18578  4507
-CONVEX 9523    GT_PK(2,2)      4435  20699  4436  20703  11046  4363
-CONVEX 9524    GT_PK(2,2)      4435  20700  4362  20703  18277  4363
-CONVEX 9525    GT_PK(2,2)      4726  20704  4795  20705  9827  4727
-CONVEX 9526    GT_PK(2,2)      4726  20706  4794  20704  15142  4795
-CONVEX 9527    GT_PK(2,2)      4725  20707  4724  20708  20709  4655
-CONVEX 9528    GT_PK(2,2)      4725  20710  4656  20708  18585  4655
-CONVEX 9529    GT_PK(2,2)      4725  20711  4726  20710  20712  4656
-CONVEX 9530    GT_PK(2,2)      4725  20711  4726  20713  20706  4794
-CONVEX 9531    GT_PK(2,2)      4790  20714  4789  20715  18595  4856
-CONVEX 9532    GT_PK(2,2)      4790  20716  4857  20717  20718  4791
-CONVEX 9533    GT_PK(2,2)      4790  20716  4857  20715  18597  4856
-CONVEX 9534    GT_PK(2,2)      4790  20714  4789  20719  18589  4721
-CONVEX 9535    GT_PK(2,2)      4858  20720  4859  20721  20614  4923
-CONVEX 9536    GT_PK(2,2)      4858  20722  4857  20723  20718  4791
-CONVEX 9537    GT_PK(2,2)      4515  20724  4516  20725  18604  4443
-CONVEX 9538    GT_PK(2,2)      4515  20726  4514  20727  18559  4442
-CONVEX 9539    GT_PK(2,2)      4515  20725  4443  20727  18610  4442
-CONVEX 9540    GT_PK(2,2)      4515  20726  4514  20728  18582  4586
-CONVEX 9541    GT_PK(2,2)      4515  20729  4587  20728  20730  4586
-CONVEX 9542    GT_PK(2,2)      4515  20724  4516  20729  18606  4587
-CONVEX 9543    GT_PK(2,2)      4298  20731  4370  20732  20733  4297
-CONVEX 9544    GT_PK(2,2)      4298  20734  4225  20735  17479  4299
-CONVEX 9545    GT_PK(2,2)      4298  20735  4299  20736  15154  4371
-CONVEX 9546    GT_PK(2,2)      4298  20731  4370  20736  18608  4371
-CONVEX 9547    GT_PK(2,2)      4298  20732  4297  20737  15159  4224
-CONVEX 9548    GT_PK(2,2)      4298  20734  4225  20737  17482  4224
-CONVEX 9549    GT_PK(2,2)      3684  20738  3763  20739  20740  3762
-CONVEX 9550    GT_PK(2,2)      3684  20741  3685  20738  18657  3763
-CONVEX 9551    GT_PK(2,2)      3684  20739  3762  20742  18662  3683
-CONVEX 9552    GT_PK(2,2)      3684  20741  3685  20743  18654  3606
-CONVEX 9553    GT_PK(2,2)      3684  20744  3605  20742  15204  3683
-CONVEX 9554    GT_PK(2,2)      3684  20744  3605  20743  15205  3606
-CONVEX 9555    GT_PK(2,2)      3840  20745  3839  20746  18667  3916
-CONVEX 9556    GT_PK(2,2)      3840  20747  3917  20748  17540  3841
-CONVEX 9557    GT_PK(2,2)      3840  20747  3917  20746  17541  3916
-CONVEX 9558    GT_PK(2,2)      3840  20749  3763  20748  15199  3841
-CONVEX 9559    GT_PK(2,2)      3840  20749  3763  20750  20740  3762
-CONVEX 9560    GT_PK(2,2)      3840  20745  3839  20750  18665  3762
-CONVEX 9561    GT_PK(2,2)      3608  20751  3530  20752  18670  3609
-CONVEX 9562    GT_PK(2,2)      3608  20753  3607  20754  18653  3686
-CONVEX 9563    GT_PK(2,2)      3608  20755  3687  20754  18225  3686
-CONVEX 9564    GT_PK(2,2)      3608  20755  3687  20752  20487  3609
-CONVEX 9565    GT_PK(2,2)      3451  20756  3531  20757  15227  3452
-CONVEX 9566    GT_PK(2,2)      3451  20758  3530  20756  18669  3531
-CONVEX 9567    GT_PK(2,2)      3451  20758  3530  20759  20760  3450
-CONVEX 9568    GT_PK(2,2)      3451  20761  3372  20757  15232  3452
-CONVEX 9569    GT_PK(2,2)      3451  20762  3371  20759  18682  3450
-CONVEX 9570    GT_PK(2,2)      3451  20762  3371  20761  18683  3372
-CONVEX 9571    GT_PK(2,2)      3529  20763  3528  20764  18678  3607
-CONVEX 9572    GT_PK(2,2)      3529  20765  3608  20764  20753  3607
-CONVEX 9573    GT_PK(2,2)      3529  20765  3608  20766  20751  3530
-CONVEX 9574    GT_PK(2,2)      3529  20766  3530  20767  20760  3450
-CONVEX 9575    GT_PK(2,2)      3529  20768  3449  20767  18672  3450
-CONVEX 9576    GT_PK(2,2)      3529  20763  3528  20768  18680  3449
-CONVEX 9577    GT_PK(2,2)      3612  20769  3613  20770  18688  3534
-CONVEX 9578    GT_PK(2,2)      3612  20771  3533  20772  11090  3611
-CONVEX 9579    GT_PK(2,2)      3612  20770  3534  20771  15266  3533
-CONVEX 9580    GT_PK(2,2)      3612  20773  3690  20772  15209  3611
-CONVEX 9581    GT_PK(2,2)      3612  20773  3690  20774  15214  3691
-CONVEX 9582    GT_PK(2,2)      3612  20769  3613  20774  18690  3691
-CONVEX 9583    GT_PK(2,2)      5092  20775  5152  20776  15278  5153
-CONVEX 9584    GT_PK(2,2)      5092  20777  5091  20775  18693  5152
-CONVEX 9585    GT_PK(2,2)      829  20778  830  20779  20780  894
-CONVEX 9586    GT_PK(2,2)      829  20781  893  20779  20782  894
-CONVEX 9587    GT_PK(2,2)      829  20781  893  20783  20784  828
-CONVEX 9588    GT_PK(2,2)      892  20785  893  20786  20784  828
-CONVEX 9589    GT_PK(2,2)      958  20787  1026  20788  15322  1027
-CONVEX 9590    GT_PK(2,2)      958  20789  957  20787  18705  1026
-CONVEX 9591    GT_PK(2,2)      958  20790  892  20789  20791  957
-CONVEX 9592    GT_PK(2,2)      958  20790  892  20792  20785  893
-CONVEX 9593    GT_PK(2,2)      1167  20793  1239  20794  20795  1168
-CONVEX 9594    GT_PK(2,2)      1167  20796  1097  20794  18721  1168
-CONVEX 9595    GT_PK(2,2)      1167  20797  1238  20798  17331  1166
-CONVEX 9596    GT_PK(2,2)      1167  20793  1239  20797  18710  1238
-CONVEX 9597    GT_PK(2,2)      1167  20799  1096  20798  17321  1166
-CONVEX 9598    GT_PK(2,2)      1167  20796  1097  20799  18712  1096
-CONVEX 9599    GT_PK(2,2)      1313  20800  1385  20801  20802  1312
-CONVEX 9600    GT_PK(2,2)      1313  20800  1385  20803  20012  1386
-CONVEX 9601    GT_PK(2,2)      1240  20804  1239  20805  20795  1168
-CONVEX 9602    GT_PK(2,2)      1240  20804  1239  20806  18708  1312
-CONVEX 9603    GT_PK(2,2)      1240  20807  1313  20806  20801  1312
-CONVEX 9604    GT_PK(2,2)      1240  20807  1313  20808  20809  1241
-CONVEX 9605    GT_PK(2,2)      1171  20810  1100  20811  20812  1170
-CONVEX 9606    GT_PK(2,2)      1171  20810  1100  20813  18724  1101
-CONVEX 9607    GT_PK(2,2)      1242  20814  1243  20815  18717  1315
-CONVEX 9608    GT_PK(2,2)      1242  20816  1241  20817  20818  1170
-CONVEX 9609    GT_PK(2,2)      1242  20819  1171  20817  20811  1170
-CONVEX 9610    GT_PK(2,2)      1242  20819  1171  20814  20820  1243
-CONVEX 9611    GT_PK(2,2)      1244  20821  1173  20822  15338  1245
-CONVEX 9612    GT_PK(2,2)      1244  20823  1243  20824  18718  1316
-CONVEX 9613    GT_PK(2,2)      1244  20825  1317  20824  8335  1316
-CONVEX 9614    GT_PK(2,2)      1244  20825  1317  20822  8336  1245
-CONVEX 9615    GT_PK(2,2)      704  20826  703  20827  20828  642
-CONVEX 9616    GT_PK(2,2)      704  20829  643  20827  15346  642
-CONVEX 9617    GT_PK(2,2)      704  20830  705  20829  18704  643
-CONVEX 9618    GT_PK(2,2)      962  20831  961  20832  20833  1030
-CONVEX 9619    GT_PK(2,2)      962  20834  1031  20832  18725  1030
-CONVEX 9620    GT_PK(2,2)      960  20835  961  20836  20837  894
-CONVEX 9621    GT_PK(2,2)      895  20838  831  20839  8148  896
-CONVEX 9622    GT_PK(2,2)      895  20840  962  20839  20841  896
-CONVEX 9623    GT_PK(2,2)      895  20840  962  20842  20831  961
-CONVEX 9624    GT_PK(2,2)      895  20843  830  20838  20844  831
-CONVEX 9625    GT_PK(2,2)      895  20843  830  20845  20780  894
-CONVEX 9626    GT_PK(2,2)      895  20842  961  20845  20837  894
-CONVEX 9627    GT_PK(2,2)      1099  20846  1100  20847  20812  1170
-CONVEX 9628    GT_PK(2,2)      1099  20846  1100  20848  18726  1030
-CONVEX 9629    GT_PK(2,2)      1032  20849  1033  20850  12252  964
-CONVEX 9630    GT_PK(2,2)      1032  20851  1031  20852  18723  1101
-CONVEX 9631    GT_PK(2,2)      1032  20853  1102  20849  18714  1033
-CONVEX 9632    GT_PK(2,2)      1032  20853  1102  20852  20854  1101
-CONVEX 9633    GT_PK(2,2)      472  20855  418  20856  18739  417
-CONVEX 9634    GT_PK(2,2)      472  20857  471  20856  15376  417
-CONVEX 9635    GT_PK(2,2)      472  20857  471  20858  15375  528
-CONVEX 9636    GT_PK(2,2)      719  20859  720  20860  15412  782
-CONVEX 9637    GT_PK(2,2)      719  20861  781  20860  18760  782
-CONVEX 9638    GT_PK(2,2)      719  20861  781  20862  20863  718
-CONVEX 9639    GT_PK(2,2)      719  20864  658  20859  15419  720
-CONVEX 9640    GT_PK(2,2)      719  20864  658  20865  15417  657
-CONVEX 9641    GT_PK(2,2)      719  20862  718  20865  18758  657
-CONVEX 9642    GT_PK(2,2)      780  20866  844  20867  15409  843
-CONVEX 9643    GT_PK(2,2)      780  20868  781  20866  18762  844
-CONVEX 9644    GT_PK(2,2)      780  20869  779  20867  15380  843
-CONVEX 9645    GT_PK(2,2)      780  20868  781  20870  20863  718
-CONVEX 9646    GT_PK(2,2)      780  20869  779  20871  15385  717
-CONVEX 9647    GT_PK(2,2)      780  20870  718  20871  18757  717
-CONVEX 9648    GT_PK(2,2)      270  20872  224  20873  18772  271
-CONVEX 9649    GT_PK(2,2)      270  20873  271  20874  15479  319
-CONVEX 9650    GT_PK(2,2)      270  20875  269  20876  11265  223
-CONVEX 9651    GT_PK(2,2)      270  20872  224  20876  18777  223
-CONVEX 9652    GT_PK(2,2)      270  20877  318  20875  15434  269
-CONVEX 9653    GT_PK(2,2)      270  20877  318  20874  15430  319
-CONVEX 9654    GT_PK(2,2)      422  20878  477  20879  11307  423
-CONVEX 9655    GT_PK(2,2)      422  20880  476  20878  18785  477
-CONVEX 9656    GT_PK(2,2)      422  20881  370  20879  15471  423
-CONVEX 9657    GT_PK(2,2)      422  20881  370  20882  11259  369
-CONVEX 9658    GT_PK(2,2)      475  20883  532  20884  18784  531
-CONVEX 9659    GT_PK(2,2)      475  20885  476  20883  18787  532
-CONVEX 9660    GT_PK(2,2)      589  20886  588  20887  18790  649
-CONVEX 9661    GT_PK(2,2)      589  20887  649  20888  15445  650
-CONVEX 9662    GT_PK(2,2)      589  20889  590  20888  18782  650
-CONVEX 9663    GT_PK(2,2)      589  20889  590  20890  18783  531
-CONVEX 9664    GT_PK(2,2)      1412  20891  1485  20892  16311  1413
-CONVEX 9665    GT_PK(2,2)      1412  20893  1340  20892  13377  1413
-CONVEX 9666    GT_PK(2,2)      1412  20894  1339  20893  19288  1340
-CONVEX 9667    GT_PK(2,2)      1412  20895  1411  20894  18791  1339
-CONVEX 9668    GT_PK(2,2)      1484  20896  1485  20897  16320  1558
-CONVEX 9669    GT_PK(2,2)      1484  20898  1412  20896  20891  1485
-CONVEX 9670    GT_PK(2,2)      1484  20898  1412  20899  20895  1411
-CONVEX 9671    GT_PK(2,2)      1483  20900  1482  20901  16327  1410
-CONVEX 9672    GT_PK(2,2)      1483  20902  1411  20901  18793  1410
-CONVEX 9673    GT_PK(2,2)      1483  20903  1484  20902  20899  1411
-CONVEX 9674    GT_PK(2,2)      1483  20900  1482  20904  16434  1556
-CONVEX 9675    GT_PK(2,2)      536  20905  595  20906  11249  594
-CONVEX 9676    GT_PK(2,2)      536  20907  537  20905  18808  595
-CONVEX 9677    GT_PK(2,2)      536  20908  535  20906  8171  594
-CONVEX 9678    GT_PK(2,2)      536  20907  537  20909  18814  480
-CONVEX 9679    GT_PK(2,2)      536  20910  479  20908  18817  535
-CONVEX 9680    GT_PK(2,2)      536  20910  479  20909  18818  480
-CONVEX 9681    GT_PK(2,2)      327  20911  326  20912  18831  377
-CONVEX 9682    GT_PK(2,2)      327  20913  279  20914  15605  278
-CONVEX 9683    GT_PK(2,2)      327  20911  326  20914  18830  278
-CONVEX 9684    GT_PK(2,2)      849  20915  848  20916  16407  785
-CONVEX 9685    GT_PK(2,2)      849  20917  786  20916  18835  785
-CONVEX 9686    GT_PK(2,2)      849  20917  786  20918  18836  850
-CONVEX 9687    GT_PK(2,2)      849  20919  913  20915  19379  848
-CONVEX 9688    GT_PK(2,2)      849  20920  914  20918  16416  850
-CONVEX 9689    GT_PK(2,2)      849  20919  913  20920  19375  914
-CONVEX 9690    GT_PK(2,2)      664  20921  726  20922  18842  725
-CONVEX 9691    GT_PK(2,2)      664  20923  665  20921  18846  726
-CONVEX 9692    GT_PK(2,2)      664  20922  725  20924  11378  663
-CONVEX 9693    GT_PK(2,2)      664  20923  665  20925  18848  604
-CONVEX 9694    GT_PK(2,2)      664  20926  603  20925  15571  604
-CONVEX 9695    GT_PK(2,2)      664  20926  603  20924  15576  663
-CONVEX 9696    GT_PK(2,2)      432  20927  433  20928  15594  487
-CONVEX 9697    GT_PK(2,2)      380  20929  330  20930  15601  329
-CONVEX 9698    GT_PK(2,2)      380  20931  379  20930  20932  329
-CONVEX 9699    GT_PK(2,2)      380  20929  330  20933  15598  381
-CONVEX 9700    GT_PK(2,2)      380  20934  432  20931  20935  379
-CONVEX 9701    GT_PK(2,2)      380  20936  433  20933  15592  381
-CONVEX 9702    GT_PK(2,2)      380  20934  432  20936  20927  433
-CONVEX 9703    GT_PK(2,2)      430  20937  377  20938  15541  429
-CONVEX 9704    GT_PK(2,2)      430  20939  484  20938  11323  429
-CONVEX 9705    GT_PK(2,2)      430  20940  485  20939  15530  484
-CONVEX 9706    GT_PK(2,2)      1534  20941  1461  20942  11416  1460
-CONVEX 9707    GT_PK(2,2)      1534  20943  1535  20941  18871  1461
-CONVEX 9708    GT_PK(2,2)      1534  20944  1533  20942  15331  1460
-CONVEX 9709    GT_PK(2,2)      1534  20944  1533  20945  8365  1608
-CONVEX 9710    GT_PK(2,2)      1534  20946  1609  20945  11423  1608
-CONVEX 9711    GT_PK(2,2)      1534  20943  1535  20946  18874  1609
-CONVEX 9712    GT_PK(2,2)      515  20947  572  20948  18891  516
-CONVEX 9713    GT_PK(2,2)      515  20949  460  20950  15663  514
-CONVEX 9714    GT_PK(2,2)      515  20949  460  20951  15668  461
-CONVEX 9715    GT_PK(2,2)      515  20948  516  20951  18897  461
-CONVEX 9716    GT_PK(2,2)      571  20952  572  20953  18890  630
-CONVEX 9717    GT_PK(2,2)      571  20954  570  20955  11592  629
-CONVEX 9718    GT_PK(2,2)      571  20953  630  20955  15649  629
-CONVEX 9719    GT_PK(2,2)      571  20954  570  20956  15711  514
-CONVEX 9720    GT_PK(2,2)      571  20957  515  20956  20950  514
-CONVEX 9721    GT_PK(2,2)      571  20957  515  20952  20947  572
-CONVEX 9722    GT_PK(2,2)      683  20958  682  20959  8428  744
-CONVEX 9723    GT_PK(2,2)      683  20960  745  20959  18900  744
-CONVEX 9724    GT_PK(2,2)      683  20960  745  20961  20962  684
-CONVEX 9725    GT_PK(2,2)      683  20963  622  20958  17169  682
-CONVEX 9726    GT_PK(2,2)      683  20963  622  20964  11502  623
-CONVEX 9727    GT_PK(2,2)      683  20961  684  20964  15676  623
-CONVEX 9728    GT_PK(2,2)      746  20965  809  20966  14381  808
-CONVEX 9729    GT_PK(2,2)      746  20967  745  20966  18901  808
-CONVEX 9730    GT_PK(2,2)      746  20965  809  20968  14385  747
-CONVEX 9731    GT_PK(2,2)      746  20967  745  20969  20962  684
-CONVEX 9732    GT_PK(2,2)      746  20970  685  20968  18907  747
-CONVEX 9733    GT_PK(2,2)      746  20970  685  20969  18902  684
-CONVEX 9734    GT_PK(2,2)      873  20971  938  20972  18929  874
-CONVEX 9735    GT_PK(2,2)      873  20973  809  20974  14382  872
-CONVEX 9736    GT_PK(2,2)      873  20975  937  20974  15701  872
-CONVEX 9737    GT_PK(2,2)      873  20971  938  20975  18933  937
-CONVEX 9738    GT_PK(2,2)      873  20976  810  20972  17923  874
-CONVEX 9739    GT_PK(2,2)      873  20976  810  20973  14383  809
-CONVEX 9740    GT_PK(2,2)      1089  20977  1090  20978  18937  1021
-CONVEX 9741    GT_PK(2,2)      1089  20979  1020  20978  18975  1021
-CONVEX 9742    GT_PK(2,2)      1089  20979  1020  20980  18971  1088
-CONVEX 9743    GT_PK(2,2)      1089  20977  1090  20981  18935  1159
-CONVEX 9744    GT_PK(2,2)      1089  20982  1158  20981  20983  1159
-CONVEX 9745    GT_PK(2,2)      1089  20982  1158  20980  20984  1088
-CONVEX 9746    GT_PK(2,2)      1229  20985  1300  20986  18939  1228
-CONVEX 9747    GT_PK(2,2)      1229  20987  1158  20988  20983  1159
-CONVEX 9748    GT_PK(2,2)      1229  20987  1158  20986  20989  1228
-CONVEX 9749    GT_PK(2,2)      1229  20985  1300  20990  20991  1301
-CONVEX 9750    GT_PK(2,2)      1229  20992  1230  20988  15745  1159
-CONVEX 9751    GT_PK(2,2)      1229  20992  1230  20990  15743  1301
-CONVEX 9752    GT_PK(2,2)      1372  20993  1444  20994  18954  1371
-CONVEX 9753    GT_PK(2,2)      1372  20994  1371  20995  18946  1299
-CONVEX 9754    GT_PK(2,2)      1372  20996  1300  20995  18940  1299
-CONVEX 9755    GT_PK(2,2)      1227  20997  1298  20998  18942  1226
-CONVEX 9756    GT_PK(2,2)      1227  20998  1226  20999  15730  1156
-CONVEX 9757    GT_PK(2,2)      1227  21000  1228  21001  18941  1299
-CONVEX 9758    GT_PK(2,2)      1227  20997  1298  21001  18945  1299
-CONVEX 9759    GT_PK(2,2)      1445  21002  1444  21003  18957  1517
-CONVEX 9760    GT_PK(2,2)      1445  21004  1518  21003  11669  1517
-CONVEX 9761    GT_PK(2,2)      1445  21005  1446  21004  15810  1518
-CONVEX 9762    GT_PK(2,2)      1445  21006  1372  21002  20993  1444
-CONVEX 9763    GT_PK(2,2)      1084  21007  1154  21008  18958  1085
-CONVEX 9764    GT_PK(2,2)      1084  21009  1016  21010  11641  1015
-CONVEX 9765    GT_PK(2,2)      1084  21008  1085  21009  15753  1016
-CONVEX 9766    GT_PK(2,2)      1084  21011  1083  21010  15640  1015
-CONVEX 9767    GT_PK(2,2)      1084  21011  1083  21012  10556  1153
-CONVEX 9768    GT_PK(2,2)      1084  21007  1154  21012  18963  1153
-CONVEX 9769    GT_PK(2,2)      1157  21013  1088  21014  15756  1087
-CONVEX 9770    GT_PK(2,2)      1157  21015  1158  21013  20984  1088
-CONVEX 9771    GT_PK(2,2)      1157  21014  1087  21016  18966  1156
-CONVEX 9772    GT_PK(2,2)      1157  21017  1227  21016  20999  1156
-CONVEX 9773    GT_PK(2,2)      1157  21015  1158  21018  20989  1228
-CONVEX 9774    GT_PK(2,2)      1157  21017  1227  21018  21000  1228
-CONVEX 9775    GT_PK(2,2)      1668  21019  1669  21020  11657  1594
-CONVEX 9776    GT_PK(2,2)      1668  21021  1744  21019  19000  1669
-CONVEX 9777    GT_PK(2,2)      1668  21021  1744  21022  21023  1743
-CONVEX 9778    GT_PK(2,2)      1668  21020  1594  21024  11650  1593
-CONVEX 9779    GT_PK(2,2)      1668  21025  1667  21024  19006  1593
-CONVEX 9780    GT_PK(2,2)      1668  21025  1667  21022  19002  1743
-CONVEX 9781    GT_PK(2,2)      1820  21026  1821  21027  11660  1897
-CONVEX 9782    GT_PK(2,2)      1820  21028  1744  21026  19001  1821
-CONVEX 9783    GT_PK(2,2)      1820  21028  1744  21029  21023  1743
-CONVEX 9784    GT_PK(2,2)      1820  21030  1896  21027  14490  1897
-CONVEX 9785    GT_PK(2,2)      1820  21031  1819  21030  19011  1896
-CONVEX 9786    GT_PK(2,2)      1820  21031  1819  21029  19008  1743
-CONVEX 9787    GT_PK(2,2)      95  21032  94  21033  19017  129
-CONVEX 9788    GT_PK(2,2)      95  21034  65  21035  13101  96
-CONVEX 9789    GT_PK(2,2)      95  21036  64  21034  19902  65
-CONVEX 9790    GT_PK(2,2)      95  21036  64  21032  19904  94
-CONVEX 9791    GT_PK(2,2)      95  21037  130  21035  19911  96
-CONVEX 9792    GT_PK(2,2)      95  21037  130  21033  19013  129
-CONVEX 9793    GT_PK(2,2)      4840  21038  4904  21039  8611  4905
-CONVEX 9794    GT_PK(2,2)      4840  21040  4839  21038  19042  4904
-CONVEX 9795    GT_PK(2,2)      4840  21041  4841  21039  20555  4905
-CONVEX 9796    GT_PK(2,2)      4840  21040  4839  21042  19044  4773
-CONVEX 9797    GT_PK(2,2)      4704  21043  4634  21044  18195  4635
-CONVEX 9798    GT_PK(2,2)      4704  21045  4705  21044  19046  4635
-CONVEX 9799    GT_PK(2,2)      4704  21043  4634  21046  18192  4703
-CONVEX 9800    GT_PK(2,2)      4704  21045  4705  21047  21048  4773
-CONVEX 9801    GT_PK(2,2)      4704  21049  4772  21046  15854  4703
-CONVEX 9802    GT_PK(2,2)      4704  21049  4772  21047  19045  4773
-CONVEX 9803    GT_PK(2,2)      4774  21050  4775  21051  18353  4706
-CONVEX 9804    GT_PK(2,2)      4774  21052  4705  21051  19048  4706
-CONVEX 9805    GT_PK(2,2)      4774  21052  4705  21053  21048  4773
-CONVEX 9806    GT_PK(2,2)      4774  21050  4775  21054  20558  4841
-CONVEX 9807    GT_PK(2,2)      4774  21055  4840  21053  21042  4773
-CONVEX 9808    GT_PK(2,2)      4774  21055  4840  21054  21041  4841
-CONVEX 9809    GT_PK(2,2)      4679  21056  4748  21057  19060  4749
-CONVEX 9810    GT_PK(2,2)      4679  21058  4680  21057  19050  4749
-CONVEX 9811    GT_PK(2,2)      4679  21056  4748  21059  15864  4678
-CONVEX 9812    GT_PK(2,2)      4679  21059  4678  21060  8629  4608
-CONVEX 9813    GT_PK(2,2)      4679  21061  4609  21060  18049  4608
-CONVEX 9814    GT_PK(2,2)      4679  21058  4680  21061  19053  4609
-CONVEX 9815    GT_PK(2,2)      4753  21062  4822  21063  6486  4821
-CONVEX 9816    GT_PK(2,2)      4753  21064  4752  21063  19062  4821
-CONVEX 9817    GT_PK(2,2)      4753  21065  4754  21062  21066  4822
-CONVEX 9818    GT_PK(2,2)      4753  21064  4752  21067  19065  4683
-CONVEX 9819    GT_PK(2,2)      4753  21068  4684  21065  10663  4754
-CONVEX 9820    GT_PK(2,2)      4753  21067  4683  21068  15875  4684
-CONVEX 9821    GT_PK(2,2)      5533  21069  5534  21070  18522  5577
-CONVEX 9822    GT_PK(2,2)      5533  21071  5576  21070  19137  5577
-CONVEX 9823    GT_PK(2,2)      5533  21071  5576  21072  19116  5532
-CONVEX 9824    GT_PK(2,2)      5533  21069  5534  21073  20665  5487
-CONVEX 9825    GT_PK(2,2)      5533  21074  5486  21073  15108  5487
-CONVEX 9826    GT_PK(2,2)      5533  21074  5486  21072  11001  5532
-CONVEX 9827    GT_PK(2,2)      5574  21075  5531  21076  19119  5575
-CONVEX 9828    GT_PK(2,2)      5574  21077  5573  21078  19103  5614
-CONVEX 9829    GT_PK(2,2)      5574  21077  5573  21079  19108  5530
-CONVEX 9830    GT_PK(2,2)      5574  21075  5531  21079  19123  5530
-CONVEX 9831    GT_PK(2,2)      5574  21080  5615  21078  16105  5614
-CONVEX 9832    GT_PK(2,2)      5574  21076  5575  21080  16098  5615
-CONVEX 9833    GT_PK(2,2)      5690  21081  5689  21082  16112  5655
-CONVEX 9834    GT_PK(2,2)      5690  21083  5720  21081  19138  5689
-CONVEX 9835    GT_PK(2,2)      5379  21084  5430  21085  19160  5380
-CONVEX 9836    GT_PK(2,2)      5379  21086  5326  21087  8944  5378
-CONVEX 9837    GT_PK(2,2)      5379  21088  5429  21087  12194  5378
-CONVEX 9838    GT_PK(2,2)      5379  21084  5430  21088  19163  5429
-CONVEX 9839    GT_PK(2,2)      5379  21089  5327  21086  19171  5326
-CONVEX 9840    GT_PK(2,2)      5379  21089  5327  21085  19170  5380
-CONVEX 9841    GT_PK(2,2)      1464  21090  1392  21091  19188  1465
-CONVEX 9842    GT_PK(2,2)      1464  21092  1463  21093  15614  1537
-CONVEX 9843    GT_PK(2,2)      1464  21091  1465  21094  9018  1538
-CONVEX 9844    GT_PK(2,2)      1464  21093  1537  21094  11413  1538
-CONVEX 9845    GT_PK(2,2)      1319  21095  1392  21096  19189  1320
-CONVEX 9846    GT_PK(2,2)      1319  21096  1320  21097  16206  1247
-CONVEX 9847    GT_PK(2,2)      1319  21098  1246  21099  8327  1318
-CONVEX 9848    GT_PK(2,2)      1319  21098  1246  21097  12262  1247
-CONVEX 9849    GT_PK(2,2)      1391  21100  1390  21101  18875  1463
-CONVEX 9850    GT_PK(2,2)      1391  21102  1464  21101  21092  1463
-CONVEX 9851    GT_PK(2,2)      1391  21102  1464  21103  21090  1392
-CONVEX 9852    GT_PK(2,2)      1391  21104  1319  21103  21095  1392
-CONVEX 9853    GT_PK(2,2)      1391  21100  1390  21105  18879  1318
-CONVEX 9854    GT_PK(2,2)      1391  21104  1319  21105  21099  1318
-CONVEX 9855    GT_PK(2,2)      2801  21106  2721  21107  16251  2722
-CONVEX 9856    GT_PK(2,2)      2801  21108  2800  21106  19204  2721
-CONVEX 9857    GT_PK(2,2)      2801  21109  2802  21107  7138  2722
-CONVEX 9858    GT_PK(2,2)      2801  21110  2881  21109  9170  2802
-CONVEX 9859    GT_PK(2,2)      2879  21111  2957  21112  12641  2878
-CONVEX 9860    GT_PK(2,2)      2879  21113  2958  21111  21114  2957
-CONVEX 9861    GT_PK(2,2)      2879  21115  2799  21112  21116  2878
-CONVEX 9862    GT_PK(2,2)      2879  21115  2799  21117  19450  2800
-CONVEX 9863    GT_PK(2,2)      2088  21118  2087  21119  19213  2166
-CONVEX 9864    GT_PK(2,2)      2088  21120  2010  21121  16290  2089
-CONVEX 9865    GT_PK(2,2)      2088  21120  2010  21122  16442  2009
-CONVEX 9866    GT_PK(2,2)      2088  21118  2087  21122  19208  2009
-CONVEX 9867    GT_PK(2,2)      2407  21123  2327  21124  16278  2328
-CONVEX 9868    GT_PK(2,2)      2407  21125  2406  21123  19227  2327
-CONVEX 9869    GT_PK(2,2)      2407  21126  2408  21124  16269  2328
-CONVEX 9870    GT_PK(2,2)      2407  21125  2406  21127  19221  2486
-CONVEX 9871    GT_PK(2,2)      2407  21128  2487  21127  14631  2486
-CONVEX 9872    GT_PK(2,2)      2407  21126  2408  21128  16265  2487
-CONVEX 9873    GT_PK(2,2)      2167  21129  2088  21130  21121  2089
-CONVEX 9874    GT_PK(2,2)      2167  21129  2088  21131  21119  2166
-CONVEX 9875    GT_PK(2,2)      2245  21132  2244  21133  19217  2324
-CONVEX 9876    GT_PK(2,2)      2245  21134  2325  21133  16273  2324
-CONVEX 9877    GT_PK(2,2)      2245  21135  2246  21134  19229  2325
-CONVEX 9878    GT_PK(2,2)      2245  21136  2167  21135  21137  2246
-CONVEX 9879    GT_PK(2,2)      2245  21132  2244  21138  19219  2166
-CONVEX 9880    GT_PK(2,2)      2245  21136  2167  21138  21131  2166
-CONVEX 9881    GT_PK(2,2)      2247  21139  2248  21140  19232  2169
-CONVEX 9882    GT_PK(2,2)      2247  21141  2246  21142  19228  2326
-CONVEX 9883    GT_PK(2,2)      2247  21139  2248  21143  16276  2327
-CONVEX 9884    GT_PK(2,2)      2247  21142  2326  21143  19226  2327
-CONVEX 9885    GT_PK(2,2)      2171  21144  2249  21145  19238  2170
-CONVEX 9886    GT_PK(2,2)      2171  21146  2172  21147  17391  2093
-CONVEX 9887    GT_PK(2,2)      2171  21148  2092  21147  12382  2093
-CONVEX 9888    GT_PK(2,2)      2171  21145  2170  21148  19234  2092
-CONVEX 9889    GT_PK(2,2)      1785  21149  1862  21150  19239  1786
-CONVEX 9890    GT_PK(2,2)      1785  21150  1786  21151  12391  1709
-CONVEX 9891    GT_PK(2,2)      1785  21152  1708  21151  19249  1709
-CONVEX 9892    GT_PK(2,2)      1785  21152  1708  21153  19251  1784
-CONVEX 9893    GT_PK(2,2)      1861  21154  1862  21155  19243  1938
-CONVEX 9894    GT_PK(2,2)      1861  21156  1937  21155  21157  1938
-CONVEX 9895    GT_PK(2,2)      1861  21156  1937  21158  19245  1860
-CONVEX 9896    GT_PK(2,2)      1861  21159  1785  21154  21149  1862
-CONVEX 9897    GT_PK(2,2)      1861  21158  1860  21160  19260  1784
-CONVEX 9898    GT_PK(2,2)      1861  21159  1785  21160  21153  1784
-CONVEX 9899    GT_PK(2,2)      1557  21161  1632  21162  19262  1558
-CONVEX 9900    GT_PK(2,2)      1557  21163  1484  21162  20897  1558
-CONVEX 9901    GT_PK(2,2)      1557  21164  1483  21165  20904  1556
-CONVEX 9902    GT_PK(2,2)      1557  21164  1483  21163  20903  1484
-CONVEX 9903    GT_PK(2,2)      1053  21166  1122  21167  19272  1052
-CONVEX 9904    GT_PK(2,2)      1053  21168  1054  21169  13195  985
-CONVEX 9905    GT_PK(2,2)      1053  21170  1123  21168  19279  1054
-CONVEX 9906    GT_PK(2,2)      1053  21170  1123  21166  19277  1122
-CONVEX 9907    GT_PK(2,2)      1053  21171  984  21169  17080  985
-CONVEX 9908    GT_PK(2,2)      1053  21171  984  21167  17081  1052
-CONVEX 9909    GT_PK(2,2)      987  21172  1055  21173  19281  986
-CONVEX 9910    GT_PK(2,2)      987  21174  988  21175  13201  921
-CONVEX 9911    GT_PK(2,2)      987  21176  920  21175  17098  921
-CONVEX 9912    GT_PK(2,2)      987  21176  920  21173  17091  986
-CONVEX 9913    GT_PK(2,2)      1848  21177  1847  21178  19315  1924
-CONVEX 9914    GT_PK(2,2)      1848  21179  1771  21177  19321  1847
-CONVEX 9915    GT_PK(2,2)      1190  21180  1262  21181  19337  1261
-CONVEX 9916    GT_PK(2,2)      1336  21182  1335  21183  19338  1408
-CONVEX 9917    GT_PK(2,2)      1336  21184  1409  21185  15449  1337
-CONVEX 9918    GT_PK(2,2)      1336  21184  1409  21183  11272  1408
-CONVEX 9919    GT_PK(2,2)      1336  21186  1264  21185  19344  1337
-CONVEX 9920    GT_PK(2,2)      1336  21182  1335  21187  19342  1263
-CONVEX 9921    GT_PK(2,2)      1336  21186  1264  21187  21188  1263
-CONVEX 9922    GT_PK(2,2)      1188  21189  1117  21190  21191  1118
-CONVEX 9923    GT_PK(2,2)      1188  21189  1117  21192  19355  1187
-CONVEX 9924    GT_PK(2,2)      1331  21193  1258  21194  19351  1330
-CONVEX 9925    GT_PK(2,2)      1331  21195  1403  21194  9131  1330
-CONVEX 9926    GT_PK(2,2)      1331  21196  1404  21195  12517  1403
-CONVEX 9927    GT_PK(2,2)      1331  21197  1332  21196  16397  1404
-CONVEX 9928    GT_PK(2,2)      1046  21198  1045  21199  12457  1115
-CONVEX 9929    GT_PK(2,2)      1046  21200  1116  21199  16399  1115
-CONVEX 9930    GT_PK(2,2)      1046  21201  1047  21200  19357  1116
-CONVEX 9931    GT_PK(2,2)      1119  21202  1049  21203  21204  1118
-CONVEX 9932    GT_PK(2,2)      1119  21205  1190  21206  21207  1120
-CONVEX 9933    GT_PK(2,2)      981  21208  1049  21209  21210  980
-CONVEX 9934    GT_PK(2,2)      981  21211  982  21212  16405  915
-CONVEX 9935    GT_PK(2,2)      981  21213  914  21212  16415  915
-CONVEX 9936    GT_PK(2,2)      981  21213  914  21209  19376  980
-CONVEX 9937    GT_PK(2,2)      1050  21214  1051  21215  17057  982
-CONVEX 9938    GT_PK(2,2)      1050  21216  981  21215  21211  982
-CONVEX 9939    GT_PK(2,2)      1050  21216  981  21217  21208  1049
-CONVEX 9940    GT_PK(2,2)      1050  21218  1119  21217  21202  1049
-CONVEX 9941    GT_PK(2,2)      1050  21214  1051  21219  17050  1120
-CONVEX 9942    GT_PK(2,2)      1050  21218  1119  21219  21206  1120
-CONVEX 9943    GT_PK(2,2)      1048  21220  1117  21221  19356  1047
-CONVEX 9944    GT_PK(2,2)      1048  21222  1049  21223  21210  980
-CONVEX 9945    GT_PK(2,2)      1048  21220  1117  21224  21191  1118
-CONVEX 9946    GT_PK(2,2)      1048  21222  1049  21224  21204  1118
-CONVEX 9947    GT_PK(2,2)      1048  21223  980  21225  19374  979
-CONVEX 9948    GT_PK(2,2)      1048  21221  1047  21225  21226  979
-CONVEX 9949    GT_PK(2,2)      846  21227  847  21228  19367  783
-CONVEX 9950    GT_PK(2,2)      846  21229  782  21228  15414  783
-CONVEX 9951    GT_PK(2,2)      846  21230  845  21229  18761  782
-CONVEX 9952    GT_PK(2,2)      846  21230  845  21231  11252  910
-CONVEX 9953    GT_PK(2,2)      846  21232  911  21231  21233  910
-CONVEX 9954    GT_PK(2,2)      846  21227  847  21232  19370  911
-CONVEX 9955    GT_PK(2,2)      2469  21234  2548  21235  19381  2549
-CONVEX 9956    GT_PK(2,2)      2469  21236  2470  21235  12563  2549
-CONVEX 9957    GT_PK(2,2)      2469  21236  2470  21237  12558  2390
-CONVEX 9958    GT_PK(2,2)      2469  21237  2390  21238  12567  2389
-CONVEX 9959    GT_PK(2,2)      2469  21239  2468  21238  19385  2389
-CONVEX 9960    GT_PK(2,2)      2469  21239  2468  21234  19386  2548
-CONVEX 9961    GT_PK(2,2)      2870  21240  2871  21241  19467  2949
-CONVEX 9962    GT_PK(2,2)      2870  21242  2948  21241  19399  2949
-CONVEX 9963    GT_PK(2,2)      2870  21240  2871  21243  9160  2791
-CONVEX 9964    GT_PK(2,2)      3261  21244  3182  21245  21246  3181
-CONVEX 9965    GT_PK(2,2)      3261  21247  3341  21248  19835  3340
-CONVEX 9966    GT_PK(2,2)      3261  21247  3341  21249  18220  3262
-CONVEX 9967    GT_PK(2,2)      3261  21244  3182  21249  19414  3262
-CONVEX 9968    GT_PK(2,2)      3261  21250  3260  21248  16809  3340
-CONVEX 9969    GT_PK(2,2)      3261  21250  3260  21245  16811  3181
-CONVEX 9970    GT_PK(2,2)      3102  21251  3182  21252  21246  3181
-CONVEX 9971    GT_PK(2,2)      3102  21253  3101  21252  19433  3181
-CONVEX 9972    GT_PK(2,2)      3102  21253  3101  21254  19430  3022
-CONVEX 9973    GT_PK(2,2)      3102  21254  3022  21255  19440  3023
-CONVEX 9974    GT_PK(2,2)      3102  21256  3103  21255  19422  3023
-CONVEX 9975    GT_PK(2,2)      3102  21256  3103  21251  19424  3182
-CONVEX 9976    GT_PK(2,2)      2947  21257  2946  21258  19417  3026
-CONVEX 9977    GT_PK(2,2)      2947  21258  3026  21259  16533  3027
-CONVEX 9978    GT_PK(2,2)      2947  21260  2948  21259  19401  3027
-CONVEX 9979    GT_PK(2,2)      2947  21257  2946  21261  19415  2868
-CONVEX 9980    GT_PK(2,2)      2955  21262  2876  21263  19453  2954
-CONVEX 9981    GT_PK(2,2)      2955  21264  3034  21263  19492  2954
-CONVEX 9982    GT_PK(2,2)      2798  21265  2719  21266  19457  2799
-CONVEX 9983    GT_PK(2,2)      2798  21266  2799  21267  21116  2878
-CONVEX 9984    GT_PK(2,2)      2639  21268  2719  21269  19456  2640
-CONVEX 9985    GT_PK(2,2)      2639  21270  2560  21269  16244  2640
-CONVEX 9986    GT_PK(2,2)      2639  21270  2560  21271  19203  2559
-CONVEX 9987    GT_PK(2,2)      2639  21272  2638  21271  12598  2559
-CONVEX 9988    GT_PK(2,2)      2718  21273  2717  21274  19529  2797
-CONVEX 9989    GT_PK(2,2)      2718  21275  2798  21274  21276  2797
-CONVEX 9990    GT_PK(2,2)      2718  21275  2798  21277  21265  2719
-CONVEX 9991    GT_PK(2,2)      2718  21278  2639  21277  21268  2719
-CONVEX 9992    GT_PK(2,2)      2718  21273  2717  21279  19449  2638
-CONVEX 9993    GT_PK(2,2)      2718  21278  2639  21279  21272  2638
-CONVEX 9994    GT_PK(2,2)      3031  21280  2952  21281  21282  3032
-CONVEX 9995    GT_PK(2,2)      3031  21283  3111  21281  19487  3032
-CONVEX 9996    GT_PK(2,2)      3031  21284  3030  21285  21286  3110
-CONVEX 9997    GT_PK(2,2)      3031  21283  3111  21285  16564  3110
-CONVEX 9998    GT_PK(2,2)      2953  21287  2874  21288  19463  2952
-CONVEX 9999    GT_PK(2,2)      2953  21288  2952  21289  21282  3032
-CONVEX 10000    GT_PK(2,2)      2953  21290  2875  21291  19454  2954
-CONVEX 10001    GT_PK(2,2)      2953  21287  2874  21290  19461  2875
-CONVEX 10002    GT_PK(2,2)      2953  21292  3033  21289  19489  3032
-CONVEX 10003    GT_PK(2,2)      2953  21292  3033  21291  19493  2954
-CONVEX 10004    GT_PK(2,2)      2951  21293  2872  21294  19475  2950
-CONVEX 10005    GT_PK(2,2)      2951  21294  2950  21295  19469  3030
-CONVEX 10006    GT_PK(2,2)      2951  21296  2952  21297  19464  2873
-CONVEX 10007    GT_PK(2,2)      2951  21293  2872  21297  19473  2873
-CONVEX 10008    GT_PK(2,2)      2951  21298  3031  21295  21284  3030
-CONVEX 10009    GT_PK(2,2)      2951  21298  3031  21296  21280  2952
-CONVEX 10010    GT_PK(2,2)      3115  21299  3116  21300  19531  3195
-CONVEX 10011    GT_PK(2,2)      3115  21299  3116  21301  21302  3036
-CONVEX 10012    GT_PK(2,2)      3194  21303  3274  21304  10967  3273
-CONVEX 10013    GT_PK(2,2)      3194  21305  3193  21304  19509  3273
-CONVEX 10014    GT_PK(2,2)      3194  21303  3274  21306  18143  3195
-CONVEX 10015    GT_PK(2,2)      3194  21307  3115  21306  21300  3195
-CONVEX 10016    GT_PK(2,2)      3428  21308  3349  21309  19498  3348
-CONVEX 10017    GT_PK(2,2)      3188  21310  3268  21311  19511  3189
-CONVEX 10018    GT_PK(2,2)      3188  21312  3108  21313  19517  3187
-CONVEX 10019    GT_PK(2,2)      3188  21313  3187  21314  14708  3267
-CONVEX 10020    GT_PK(2,2)      3188  21310  3268  21314  19516  3267
-CONVEX 10021    GT_PK(2,2)      3109  21315  3189  21316  16571  3110
-CONVEX 10022    GT_PK(2,2)      3109  21317  3108  21318  19521  3029
-CONVEX 10023    GT_PK(2,2)      3109  21319  3188  21315  21311  3189
-CONVEX 10024    GT_PK(2,2)      3109  21319  3188  21317  21312  3108
-CONVEX 10025    GT_PK(2,2)      3109  21320  3030  21318  19470  3029
-CONVEX 10026    GT_PK(2,2)      3109  21320  3030  21316  21286  3110
-CONVEX 10027    GT_PK(2,2)      3037  21321  3116  21322  21302  3036
-CONVEX 10028    GT_PK(2,2)      3037  21323  2958  21324  21114  2957
-CONVEX 10029    GT_PK(2,2)      3037  21322  3036  21324  16582  2957
-CONVEX 10030    GT_PK(2,2)      2226  21325  2147  21326  19550  2148
-CONVEX 10031    GT_PK(2,2)      2226  21327  2306  21328  12684  2305
-CONVEX 10032    GT_PK(2,2)      2226  21329  2225  21328  12660  2305
-CONVEX 10033    GT_PK(2,2)      2226  21325  2147  21329  19554  2225
-CONVEX 10034    GT_PK(2,2)      2226  21327  2306  21330  12557  2227
-CONVEX 10035    GT_PK(2,2)      2226  21326  2148  21330  16609  2227
-CONVEX 10036    GT_PK(2,2)      2228  21331  2150  21332  19555  2149
-CONVEX 10037    GT_PK(2,2)      2228  21333  2307  21334  12556  2227
-CONVEX 10038    GT_PK(2,2)      2228  21332  2149  21334  16608  2227
-CONVEX 10039    GT_PK(2,2)      2228  21333  2307  21335  12551  2308
-CONVEX 10040    GT_PK(2,2)      2228  21336  2229  21335  12578  2308
-CONVEX 10041    GT_PK(2,2)      2228  21331  2150  21336  19559  2229
-CONVEX 10042    GT_PK(2,2)      2627  21337  2626  21338  19560  2547
-CONVEX 10043    GT_PK(2,2)      2627  21339  2548  21338  19387  2547
-CONVEX 10044    GT_PK(2,2)      2627  21340  2707  21341  12594  2628
-CONVEX 10045    GT_PK(2,2)      2627  21339  2548  21341  19380  2628
-CONVEX 10046    GT_PK(2,2)      2623  21342  2543  21343  19612  2622
-CONVEX 10047    GT_PK(2,2)      2623  21344  2702  21343  19584  2622
-CONVEX 10048    GT_PK(2,2)      2623  21342  2543  21345  16622  2544
-CONVEX 10049    GT_PK(2,2)      2623  21344  2702  21346  21347  2703
-CONVEX 10050    GT_PK(2,2)      2623  21348  2624  21345  16618  2544
-CONVEX 10051    GT_PK(2,2)      2623  21346  2703  21348  16623  2624
-CONVEX 10052    GT_PK(2,2)      2782  21349  2781  21350  19578  2861
-CONVEX 10053    GT_PK(2,2)      2782  21351  2702  21349  19586  2781
-CONVEX 10054    GT_PK(2,2)      2782  21351  2702  21352  21347  2703
-CONVEX 10055    GT_PK(2,2)      2782  21350  2861  21353  12913  2862
-CONVEX 10056    GT_PK(2,2)      2782  21354  2783  21353  19582  2862
-CONVEX 10057    GT_PK(2,2)      2782  21354  2783  21352  19579  2703
-CONVEX 10058    GT_PK(2,2)      2698  21355  2619  21356  21357  2618
-CONVEX 10059    GT_PK(2,2)      2698  21358  2697  21356  19867  2618
-CONVEX 10060    GT_PK(2,2)      2698  21358  2697  21359  19863  2777
-CONVEX 10061    GT_PK(2,2)      2698  21359  2777  21360  16840  2778
-CONVEX 10062    GT_PK(2,2)      2698  21361  2699  21360  19595  2778
-CONVEX 10063    GT_PK(2,2)      2698  21361  2699  21355  19596  2619
-CONVEX 10064    GT_PK(2,2)      2539  21362  2619  21363  21357  2618
-CONVEX 10065    GT_PK(2,2)      2539  21364  2459  21365  16632  2460
-CONVEX 10066    GT_PK(2,2)      2539  21364  2459  21366  12722  2538
-CONVEX 10067    GT_PK(2,2)      2539  21363  2618  21366  19590  2538
-CONVEX 10068    GT_PK(2,2)      2540  21367  2461  21368  16644  2460
-CONVEX 10069    GT_PK(2,2)      2540  21369  2539  21368  21365  2460
-CONVEX 10070    GT_PK(2,2)      2540  21369  2539  21370  21362  2619
-CONVEX 10071    GT_PK(2,2)      2540  21370  2619  21371  19598  2620
-CONVEX 10072    GT_PK(2,2)      2540  21372  2541  21371  19620  2620
-CONVEX 10073    GT_PK(2,2)      2540  21372  2541  21367  21373  2461
-CONVEX 10074    GT_PK(2,2)      2859  21374  2780  21375  19608  2779
-CONVEX 10075    GT_PK(2,2)      2859  21376  2937  21377  21378  2938
-CONVEX 10076    GT_PK(2,2)      2859  21379  2860  21377  12934  2938
-CONVEX 10077    GT_PK(2,2)      2859  21374  2780  21379  19601  2860
-CONVEX 10078    GT_PK(2,2)      2859  21375  2779  21380  16638  2858
-CONVEX 10079    GT_PK(2,2)      2859  21376  2937  21380  19877  2858
-CONVEX 10080    GT_PK(2,2)      2463  21381  2542  21382  19610  2543
-CONVEX 10081    GT_PK(2,2)      2463  21383  2384  21384  12687  2464
-CONVEX 10082    GT_PK(2,2)      2463  21382  2543  21384  16621  2464
-CONVEX 10083    GT_PK(2,2)      2463  21383  2384  21385  12664  2383
-CONVEX 10084    GT_PK(2,2)      2462  21386  2382  21387  19616  2461
-CONVEX 10085    GT_PK(2,2)      2462  21388  2541  21387  21373  2461
-CONVEX 10086    GT_PK(2,2)      2462  21386  2382  21389  19618  2383
-CONVEX 10087    GT_PK(2,2)      2462  21388  2541  21390  19621  2542
-CONVEX 10088    GT_PK(2,2)      2462  21391  2463  21389  21385  2383
-CONVEX 10089    GT_PK(2,2)      2462  21391  2463  21390  21381  2542
-CONVEX 10090    GT_PK(2,2)      3723  21392  3801  21393  19651  3724
-CONVEX 10091    GT_PK(2,2)      3723  21392  3801  21394  16671  3877
-CONVEX 10092    GT_PK(2,2)      3649  21395  3728  21396  21397  3727
-CONVEX 10093    GT_PK(2,2)      3649  21398  3648  21396  19632  3727
-CONVEX 10094    GT_PK(2,2)      3649  21399  3650  21400  16690  3571
-CONVEX 10095    GT_PK(2,2)      3649  21395  3728  21399  19637  3650
-CONVEX 10096    GT_PK(2,2)      3649  21400  3571  21401  16687  3570
-CONVEX 10097    GT_PK(2,2)      3649  21398  3648  21401  19630  3570
-CONVEX 10098    GT_PK(2,2)      3803  21402  3802  21403  19654  3879
-CONVEX 10099    GT_PK(2,2)      3803  21404  3725  21405  19645  3726
-CONVEX 10100    GT_PK(2,2)      3803  21402  3802  21404  19652  3725
-CONVEX 10101    GT_PK(2,2)      3805  21406  3728  21407  19636  3806
-CONVEX 10102    GT_PK(2,2)      3805  21406  3728  21408  21397  3727
-CONVEX 10103    GT_PK(2,2)      3958  21409  3957  21410  16682  4034
-CONVEX 10104    GT_PK(2,2)      3958  21411  3881  21409  21412  3957
-CONVEX 10105    GT_PK(2,2)      3958  21410  4034  21413  12806  4035
-CONVEX 10106    GT_PK(2,2)      3958  21413  4035  21414  12790  3959
-CONVEX 10107    GT_PK(2,2)      3093  21415  3173  21416  19681  3094
-CONVEX 10108    GT_PK(2,2)      3093  21417  3172  21418  12765  3092
-CONVEX 10109    GT_PK(2,2)      3093  21415  3173  21417  21419  3172
-CONVEX 10110    GT_PK(2,2)      3490  21420  3491  21421  19660  3569
-CONVEX 10111    GT_PK(2,2)      3490  21422  3568  21423  16678  3489
-CONVEX 10112    GT_PK(2,2)      3490  21421  3569  21422  19643  3568
-CONVEX 10113    GT_PK(2,2)      3331  21424  3330  21425  16895  3251
-CONVEX 10114    GT_PK(2,2)      3412  21426  3492  21427  19667  3413
-CONVEX 10115    GT_PK(2,2)      3412  21428  3491  21426  19662  3492
-CONVEX 10116    GT_PK(2,2)      3494  21429  3493  21430  19663  3572
-CONVEX 10117    GT_PK(2,2)      3494  21430  3572  21431  19673  3573
-CONVEX 10118    GT_PK(2,2)      3494  21431  3573  21432  16669  3495
-CONVEX 10119    GT_PK(2,2)      3494  21433  3415  21432  16826  3495
-CONVEX 10120    GT_PK(2,2)      3654  21434  3733  21435  19691  3732
-CONVEX 10121    GT_PK(2,2)      3654  21436  3653  21435  12818  3732
-CONVEX 10122    GT_PK(2,2)      3654  21436  3653  21437  12770  3575
-CONVEX 10123    GT_PK(2,2)      3655  21438  3733  21439  19688  3734
-CONVEX 10124    GT_PK(2,2)      3655  21440  3656  21441  19686  3577
-CONVEX 10125    GT_PK(2,2)      3655  21440  3656  21439  19684  3734
-CONVEX 10126    GT_PK(2,2)      3655  21442  3654  21438  21434  3733
-CONVEX 10127    GT_PK(2,2)      4333  21443  4260  21444  19695  4261
-CONVEX 10128    GT_PK(2,2)      4333  21443  4260  21445  19692  4332
-CONVEX 10129    GT_PK(2,2)      4333  21444  4261  21446  12865  4334
-CONVEX 10130    GT_PK(2,2)      4333  21447  4406  21446  16702  4334
-CONVEX 10131    GT_PK(2,2)      4333  21445  4332  21448  19700  4405
-CONVEX 10132    GT_PK(2,2)      4333  21447  4406  21448  16704  4405
-CONVEX 10133    GT_PK(2,2)      4331  21449  4404  21450  19703  4403
-CONVEX 10134    GT_PK(2,2)      4331  21449  4404  21451  19698  4332
-CONVEX 10135    GT_PK(2,2)      4331  21452  4330  21450  19716  4403
-CONVEX 10136    GT_PK(2,2)      4331  21451  4332  21453  19694  4259
-CONVEX 10137    GT_PK(2,2)      4331  21453  4259  21454  9215  4258
-CONVEX 10138    GT_PK(2,2)      4331  21452  4330  21454  21455  4258
-CONVEX 10139    GT_PK(2,2)      4257  21456  4330  21457  21455  4258
-CONVEX 10140    GT_PK(2,2)      4257  21458  4329  21456  19719  4330
-CONVEX 10141    GT_PK(2,2)      4257  21457  4258  21459  9213  4184
-CONVEX 10142    GT_PK(2,2)      4257  21458  4329  21460  19704  4256
-CONVEX 10143    GT_PK(2,2)      4257  21461  4183  21459  16698  4184
-CONVEX 10144    GT_PK(2,2)      4257  21461  4183  21460  16863  4256
-CONVEX 10145    GT_PK(2,2)      3893  21462  3892  21463  18163  3816
-CONVEX 10146    GT_PK(2,2)      3893  21464  3970  21465  19747  3894
-CONVEX 10147    GT_PK(2,2)      3893  21462  3892  21466  18162  3969
-CONVEX 10148    GT_PK(2,2)      3893  21464  3970  21466  19751  3969
-CONVEX 10149    GT_PK(2,2)      3893  21467  3817  21463  19746  3816
-CONVEX 10150    GT_PK(2,2)      3893  21467  3817  21465  19740  3894
-CONVEX 10151    GT_PK(2,2)      4343  21468  4270  21469  19752  4342
-CONVEX 10152    GT_PK(2,2)      4343  21470  4416  21471  21472  4415
-CONVEX 10153    GT_PK(2,2)      4343  21469  4342  21471  19824  4415
-CONVEX 10154    GT_PK(2,2)      4343  21470  4416  21473  14695  4344
-CONVEX 10155    GT_PK(2,2)      4271  21474  4272  21475  18156  4344
-CONVEX 10156    GT_PK(2,2)      4271  21476  4343  21475  21473  4344
-CONVEX 10157    GT_PK(2,2)      4271  21476  4343  21477  21468  4270
-CONVEX 10158    GT_PK(2,2)      4271  21477  4270  21478  19755  4197
-CONVEX 10159    GT_PK(2,2)      4271  21474  4272  21479  10758  4198
-CONVEX 10160    GT_PK(2,2)      4271  21478  4197  21479  19732  4198
-CONVEX 10161    GT_PK(2,2)      4266  21480  4265  21481  19764  4192
-CONVEX 10162    GT_PK(2,2)      4266  21482  4193  21483  12854  4267
-CONVEX 10163    GT_PK(2,2)      4266  21482  4193  21481  19762  4192
-CONVEX 10164    GT_PK(2,2)      4266  21484  4339  21483  19831  4267
-CONVEX 10165    GT_PK(2,2)      4266  21485  4338  21484  19769  4339
-CONVEX 10166    GT_PK(2,2)      4266  21485  4338  21480  19771  4265
-CONVEX 10167    GT_PK(2,2)      4264  21486  4191  21487  12852  4190
-CONVEX 10168    GT_PK(2,2)      4264  21488  4265  21486  19763  4191
-CONVEX 10169    GT_PK(2,2)      4264  21489  4263  21487  9263  4190
-CONVEX 10170    GT_PK(2,2)      4264  21488  4265  21490  19772  4337
-CONVEX 10171    GT_PK(2,2)      4264  21489  4263  21491  12885  4336
-CONVEX 10172    GT_PK(2,2)      4264  21490  4337  21491  16778  4336
-CONVEX 10173    GT_PK(2,2)      4486  21492  4414  21493  19818  4413
-CONVEX 10174    GT_PK(2,2)      4486  21492  4414  21494  19820  4487
-CONVEX 10175    GT_PK(2,2)      4483  21495  4482  21496  19784  4554
-CONVEX 10176    GT_PK(2,2)      4483  21497  4410  21498  19767  4411
-CONVEX 10177    GT_PK(2,2)      4483  21495  4482  21497  19782  4410
-CONVEX 10178    GT_PK(2,2)      4624  21499  4625  21500  21501  4694
-CONVEX 10179    GT_PK(2,2)      4624  21502  4693  21503  19800  4623
-CONVEX 10180    GT_PK(2,2)      4624  21502  4693  21500  19802  4694
-CONVEX 10181    GT_PK(2,2)      4624  21504  4553  21503  19779  4623
-CONVEX 10182    GT_PK(2,2)      4624  21504  4553  21505  19785  4554
-CONVEX 10183    GT_PK(2,2)      4624  21499  4625  21505  21506  4554
-CONVEX 10184    GT_PK(2,2)      4627  21507  4697  21508  19786  4628
-CONVEX 10185    GT_PK(2,2)      4627  21509  4556  21510  21511  4626
-CONVEX 10186    GT_PK(2,2)      4767  21512  4833  21513  19788  4834
-CONVEX 10187    GT_PK(2,2)      4767  21513  4834  21514  6786  4768
-CONVEX 10188    GT_PK(2,2)      4767  21515  4699  21514  16789  4768
-CONVEX 10189    GT_PK(2,2)      4767  21515  4699  21516  16786  4698
-CONVEX 10190    GT_PK(2,2)      4766  21517  4833  21518  19791  4832
-CONVEX 10191    GT_PK(2,2)      4766  21519  4767  21517  21512  4833
-CONVEX 10192    GT_PK(2,2)      4766  21520  4697  21521  19787  4698
-CONVEX 10193    GT_PK(2,2)      4766  21519  4767  21521  21516  4698
-CONVEX 10194    GT_PK(2,2)      4488  21522  4487  21523  19822  4415
-CONVEX 10195    GT_PK(2,2)      4488  21524  4560  21525  19813  4489
-CONVEX 10196    GT_PK(2,2)      4488  21526  4559  21522  21527  4487
-CONVEX 10197    GT_PK(2,2)      4488  21526  4559  21524  19816  4560
-CONVEX 10198    GT_PK(2,2)      4488  21528  4416  21523  21472  4415
-CONVEX 10199    GT_PK(2,2)      4488  21528  4416  21525  14697  4489
-CONVEX 10200    GT_PK(2,2)      3421  21529  3342  21530  18219  3341
-CONVEX 10201    GT_PK(2,2)      3421  21531  3420  21530  19833  3341
-CONVEX 10202    GT_PK(2,2)      3099  21532  3178  21533  19858  3179
-CONVEX 10203    GT_PK(2,2)      3099  21534  3019  21535  12910  3020
-CONVEX 10204    GT_PK(2,2)      3099  21536  3098  21534  16834  3019
-CONVEX 10205    GT_PK(2,2)      3099  21532  3178  21536  19862  3098
-CONVEX 10206    GT_PK(2,2)      3099  21537  3100  21535  9279  3020
-CONVEX 10207    GT_PK(2,2)      3099  21533  3179  21537  12951  3100
-CONVEX 10208    GT_PK(2,2)      3017  21538  3096  21539  21540  3016
-CONVEX 10209    GT_PK(2,2)      3017  21541  2937  21539  19878  3016
-CONVEX 10210    GT_PK(2,2)      3017  21538  3096  21542  19869  3097
-CONVEX 10211    GT_PK(2,2)      3017  21541  2937  21543  21378  2938
-CONVEX 10212    GT_PK(2,2)      3017  21542  3097  21544  16832  3018
-CONVEX 10213    GT_PK(2,2)      3017  21543  2938  21544  12924  3018
-CONVEX 10214    GT_PK(2,2)      3095  21545  3174  21546  19680  3094
-CONVEX 10215    GT_PK(2,2)      3095  21547  3015  21546  21548  3094
-CONVEX 10216    GT_PK(2,2)      3095  21545  3174  21549  19682  3175
-CONVEX 10217    GT_PK(2,2)      3095  21547  3015  21550  19875  3016
-CONVEX 10218    GT_PK(2,2)      3095  21551  3096  21549  19870  3175
-CONVEX 10219    GT_PK(2,2)      3095  21551  3096  21550  21540  3016
-CONVEX 10220    GT_PK(2,2)      300  21552  349  21553  19896  301
-CONVEX 10221    GT_PK(2,2)      300  21554  253  21555  13097  299
-CONVEX 10222    GT_PK(2,2)      300  21556  348  21555  9460  299
-CONVEX 10223    GT_PK(2,2)      300  21552  349  21556  19898  348
-CONVEX 10224    GT_PK(2,2)      300  21557  254  21554  13093  253
-CONVEX 10225    GT_PK(2,2)      300  21553  301  21557  16934  254
-CONVEX 10226    GT_PK(2,2)      136  21558  135  21559  16926  101
-CONVEX 10227    GT_PK(2,2)      136  21560  174  21561  19915  137
-CONVEX 10228    GT_PK(2,2)      136  21562  102  21561  7237  137
-CONVEX 10229    GT_PK(2,2)      136  21559  101  21562  13084  102
-CONVEX 10230    GT_PK(2,2)      173  21563  214  21564  16958  213
-CONVEX 10231    GT_PK(2,2)      173  21565  174  21563  19914  214
-CONVEX 10232    GT_PK(2,2)      173  21566  136  21565  21560  174
-CONVEX 10233    GT_PK(2,2)      173  21564  213  21567  16965  172
-CONVEX 10234    GT_PK(2,2)      173  21568  135  21567  16923  172
-CONVEX 10235    GT_PK(2,2)      173  21566  136  21568  21558  135
-CONVEX 10236    GT_PK(2,2)      400  21569  453  21570  19919  401
-CONVEX 10237    GT_PK(2,2)      400  21571  349  21572  19899  399
-CONVEX 10238    GT_PK(2,2)      400  21570  401  21573  13128  350
-CONVEX 10239    GT_PK(2,2)      400  21571  349  21573  19897  350
-CONVEX 10240    GT_PK(2,2)      452  21574  453  21575  19918  507
-CONVEX 10241    GT_PK(2,2)      452  21576  506  21577  17142  451
-CONVEX 10242    GT_PK(2,2)      452  21575  507  21576  16983  506
-CONVEX 10243    GT_PK(2,2)      452  21577  451  21578  13293  399
-CONVEX 10244    GT_PK(2,2)      452  21579  400  21578  21572  399
-CONVEX 10245    GT_PK(2,2)      452  21579  400  21574  21569  453
-CONVEX 10246    GT_PK(2,2)      1058  21580  1057  21581  19934  1127
-CONVEX 10247    GT_PK(2,2)      1058  21582  1128  21583  17207  1059
-CONVEX 10248    GT_PK(2,2)      1058  21582  1128  21581  17209  1127
-CONVEX 10249    GT_PK(2,2)      1058  21584  990  21583  13198  1059
-CONVEX 10250    GT_PK(2,2)      1058  21585  989  21584  19931  990
-CONVEX 10251    GT_PK(2,2)      1058  21580  1057  21585  19935  989
-CONVEX 10252    GT_PK(2,2)      1056  21586  1055  21587  19284  1125
-CONVEX 10253    GT_PK(2,2)      1056  21588  1126  21587  17063  1125
-CONVEX 10254    GT_PK(2,2)      1056  21589  1057  21588  19933  1126
-CONVEX 10255    GT_PK(2,2)      1056  21589  1057  21590  19936  988
-CONVEX 10256    GT_PK(2,2)      1056  21591  987  21590  21174  988
-CONVEX 10257    GT_PK(2,2)      1056  21591  987  21586  21172  1055
-CONVEX 10258    GT_PK(2,2)      1061  21592  1062  21593  19958  1131
-CONVEX 10259    GT_PK(2,2)      1061  21594  1130  21595  19962  1060
-CONVEX 10260    GT_PK(2,2)      1061  21594  1130  21593  19963  1131
-CONVEX 10261    GT_PK(2,2)      1061  21595  1060  21596  9444  992
-CONVEX 10262    GT_PK(2,2)      1061  21597  993  21596  5797  992
-CONVEX 10263    GT_PK(2,2)      1061  21592  1062  21597  19960  993
-CONVEX 10264    GT_PK(2,2)      1829  21598  1830  21599  20007  1753
-CONVEX 10265    GT_PK(2,2)      1829  21600  1752  21601  17302  1828
-CONVEX 10266    GT_PK(2,2)      1829  21599  1753  21600  17310  1752
-CONVEX 10267    GT_PK(2,2)      1829  21602  1905  21601  17295  1828
-CONVEX 10268    GT_PK(2,2)      1829  21603  1906  21602  17298  1905
-CONVEX 10269    GT_PK(2,2)      1829  21598  1830  21603  20011  1906
-CONVEX 10270    GT_PK(2,2)      1384  21604  1456  21605  20014  1383
-CONVEX 10271    GT_PK(2,2)      1384  21606  1385  21607  20802  1312
-CONVEX 10272    GT_PK(2,2)      1384  21608  1311  21607  18709  1312
-CONVEX 10273    GT_PK(2,2)      1384  21605  1383  21608  20026  1311
-CONVEX 10274    GT_PK(2,2)      1457  21609  1530  21610  8354  1531
-CONVEX 10275    GT_PK(2,2)      1457  21611  1456  21609  20016  1530
-CONVEX 10276    GT_PK(2,2)      1457  21612  1458  21610  11170  1531
-CONVEX 10277    GT_PK(2,2)      1457  21613  1385  21612  20013  1458
-CONVEX 10278    GT_PK(2,2)      1457  21614  1384  21613  21606  1385
-CONVEX 10279    GT_PK(2,2)      1457  21614  1384  21611  21604  1456
-CONVEX 10280    GT_PK(2,2)      2097  21615  2176  21616  21617  2098
-CONVEX 10281    GT_PK(2,2)      2097  21618  2018  21619  13562  2096
-CONVEX 10282    GT_PK(2,2)      2097  21620  2019  21616  9657  2098
-CONVEX 10283    GT_PK(2,2)      2097  21618  2018  21620  17387  2019
-CONVEX 10284    GT_PK(2,2)      2175  21621  2176  21622  21623  2254
-CONVEX 10285    GT_PK(2,2)      2175  21624  2097  21621  21615  2176
-CONVEX 10286    GT_PK(2,2)      2175  21625  2174  21626  20044  2096
-CONVEX 10287    GT_PK(2,2)      2175  21624  2097  21626  21619  2096
-CONVEX 10288    GT_PK(2,2)      2173  21627  2174  21628  20043  2095
-CONVEX 10289    GT_PK(2,2)      2173  21629  2094  21630  17389  2172
-CONVEX 10290    GT_PK(2,2)      2173  21629  2094  21628  20099  2095
-CONVEX 10291    GT_PK(2,2)      2412  21631  2492  21632  21633  2413
-CONVEX 10292    GT_PK(2,2)      2651  21634  2731  21635  13506  2730
-CONVEX 10293    GT_PK(2,2)      2651  21636  2650  21635  20046  2730
-CONVEX 10294    GT_PK(2,2)      2651  21636  2650  21637  21638  2571
-CONVEX 10295    GT_PK(2,2)      2649  21639  2729  21640  9607  2728
-CONVEX 10296    GT_PK(2,2)      2649  21641  2650  21639  20045  2729
-CONVEX 10297    GT_PK(2,2)      2649  21640  2728  21642  6502  2648
-CONVEX 10298    GT_PK(2,2)      2649  21643  2569  21642  13510  2648
-CONVEX 10299    GT_PK(2,2)      2416  21644  2337  21645  20048  2417
-CONVEX 10300    GT_PK(2,2)      2416  21646  2496  21645  9768  2417
-CONVEX 10301    GT_PK(2,2)      2416  21647  2495  21646  20051  2496
-CONVEX 10302    GT_PK(2,2)      2416  21647  2495  21648  21649  2415
-CONVEX 10303    GT_PK(2,2)      2177  21650  2256  21651  21652  2178
-CONVEX 10304    GT_PK(2,2)      2177  21653  2176  21654  21617  2098
-CONVEX 10305    GT_PK(2,2)      2177  21655  2099  21651  13547  2178
-CONVEX 10306    GT_PK(2,2)      2177  21655  2099  21654  9550  2098
-CONVEX 10307    GT_PK(2,2)      2255  21656  2176  21657  21623  2254
-CONVEX 10308    GT_PK(2,2)      2255  21658  2334  21657  21659  2254
-CONVEX 10309    GT_PK(2,2)      2255  21660  2177  21656  21653  2176
-CONVEX 10310    GT_PK(2,2)      2255  21660  2177  21661  21650  2256
-CONVEX 10311    GT_PK(2,2)      2336  21662  2416  21663  21648  2415
-CONVEX 10312    GT_PK(2,2)      2336  21662  2416  21664  21644  2337
-CONVEX 10313    GT_PK(2,2)      2257  21665  2337  21666  20049  2258
-CONVEX 10314    GT_PK(2,2)      2257  21667  2256  21668  21652  2178
-CONVEX 10315    GT_PK(2,2)      2257  21669  2336  21665  21664  2337
-CONVEX 10316    GT_PK(2,2)      2257  21669  2336  21667  21670  2256
-CONVEX 10317    GT_PK(2,2)      2257  21671  2179  21668  13549  2178
-CONVEX 10318    GT_PK(2,2)      2257  21671  2179  21666  13556  2258
-CONVEX 10319    GT_PK(2,2)      2414  21672  2334  21673  21674  2413
-CONVEX 10320    GT_PK(2,2)      2574  21675  2495  21676  20050  2575
-CONVEX 10321    GT_PK(2,2)      2574  21676  2575  21677  7344  2654
-CONVEX 10322    GT_PK(2,2)      2574  21678  2653  21677  9617  2654
-CONVEX 10323    GT_PK(2,2)      1727  21679  1804  21680  17357  1803
-CONVEX 10324    GT_PK(2,2)      1727  21681  1728  21679  20193  1804
-CONVEX 10325    GT_PK(2,2)      1727  21681  1728  21682  20069  1652
-CONVEX 10326    GT_PK(2,2)      1879  21683  1803  21684  17359  1880
-CONVEX 10327    GT_PK(2,2)      1879  21685  1956  21684  21686  1880
-CONVEX 10328    GT_PK(2,2)      1879  21685  1956  21687  20187  1955
-CONVEX 10329    GT_PK(2,2)      1879  21688  1878  21687  20052  1955
-CONVEX 10330    GT_PK(2,2)      1581  21689  1656  21690  20060  1582
-CONVEX 10331    GT_PK(2,2)      1581  21691  1507  21692  20258  1580
-CONVEX 10332    GT_PK(2,2)      1581  21690  1582  21693  14349  1508
-CONVEX 10333    GT_PK(2,2)      1581  21691  1507  21693  17879  1508
-CONVEX 10334    GT_PK(2,2)      1655  21694  1654  21695  17885  1580
-CONVEX 10335    GT_PK(2,2)      1655  21696  1581  21695  21692  1580
-CONVEX 10336    GT_PK(2,2)      1655  21696  1581  21697  21689  1656
-CONVEX 10337    GT_PK(2,2)      1655  21694  1654  21698  21699  1730
-CONVEX 10338    GT_PK(2,2)      1729  21700  1653  21701  20068  1728
-CONVEX 10339    GT_PK(2,2)      1729  21702  1730  21703  17381  1806
-CONVEX 10340    GT_PK(2,2)      1729  21704  1654  21702  21699  1730
-CONVEX 10341    GT_PK(2,2)      1729  21700  1653  21704  20067  1654
-CONVEX 10342    GT_PK(2,2)      1729  21705  1805  21703  21706  1806
-CONVEX 10343    GT_PK(2,2)      1729  21705  1805  21701  20192  1728
-CONVEX 10344    GT_PK(2,2)      2115  21707  2037  21708  17366  2116
-CONVEX 10345    GT_PK(2,2)      2115  21709  2036  21707  20070  2037
-CONVEX 10346    GT_PK(2,2)      2115  21710  2194  21708  13908  2116
-CONVEX 10347    GT_PK(2,2)      2115  21710  2194  21711  14069  2193
-CONVEX 10348    GT_PK(2,2)      2113  21712  2191  21713  10201  2192
-CONVEX 10349    GT_PK(2,2)      2113  21714  2112  21712  17700  2191
-CONVEX 10350    GT_PK(2,2)      1958  21715  2036  21716  20071  1959
-CONVEX 10351    GT_PK(2,2)      1731  21717  1808  21718  20079  1732
-CONVEX 10352    GT_PK(2,2)      1731  21719  1655  21720  21698  1730
-CONVEX 10353    GT_PK(2,2)      1731  21721  1807  21720  17379  1730
-CONVEX 10354    GT_PK(2,2)      1731  21717  1808  21721  20081  1807
-CONVEX 10355    GT_PK(2,2)      1731  21722  1656  21718  20062  1732
-CONVEX 10356    GT_PK(2,2)      1731  21719  1655  21722  21697  1656
-CONVEX 10357    GT_PK(2,2)      2015  21723  2094  21724  17390  2093
-CONVEX 10358    GT_PK(2,2)      2015  21725  2016  21723  20098  2094
-CONVEX 10359    GT_PK(2,2)      2015  21726  2014  21724  12381  2093
-CONVEX 10360    GT_PK(2,2)      2015  21725  2016  21727  20096  1938
-CONVEX 10361    GT_PK(2,2)      2015  21728  1937  21726  19247  2014
-CONVEX 10362    GT_PK(2,2)      2015  21728  1937  21727  21157  1938
-CONVEX 10363    GT_PK(2,2)      4532  21729  4531  21730  20112  4603
-CONVEX 10364    GT_PK(2,2)      4532  21731  4533  21732  13692  4604
-CONVEX 10365    GT_PK(2,2)      4532  21730  4603  21732  17444  4604
-CONVEX 10366    GT_PK(2,2)      4532  21731  4533  21733  13694  4460
-CONVEX 10367    GT_PK(2,2)      4532  21734  4459  21733  17462  4460
-CONVEX 10368    GT_PK(2,2)      4532  21729  4531  21734  20116  4459
-CONVEX 10369    GT_PK(2,2)      3309  21735  3388  21736  20149  3308
-CONVEX 10370    GT_PK(2,2)      3309  21737  3229  21738  14064  3230
-CONVEX 10371    GT_PK(2,2)      3309  21736  3308  21737  20144  3229
-CONVEX 10372    GT_PK(2,2)      3309  21735  3388  21739  20148  3389
-CONVEX 10373    GT_PK(2,2)      3309  21738  3230  21740  10182  3310
-CONVEX 10374    GT_PK(2,2)      3309  21739  3389  21740  14012  3310
-CONVEX 10375    GT_PK(2,2)      2990  21741  2991  21742  20150  2911
-CONVEX 10376    GT_PK(2,2)      2990  21743  2910  21744  20156  2989
-CONVEX 10377    GT_PK(2,2)      2990  21743  2910  21742  20158  2911
-CONVEX 10378    GT_PK(2,2)      2990  21741  2991  21745  20152  3070
-CONVEX 10379    GT_PK(2,2)      2990  21744  2989  21746  13982  3069
-CONVEX 10380    GT_PK(2,2)      2990  21745  3070  21746  17650  3069
-CONVEX 10381    GT_PK(2,2)      1882  21747  1805  21748  20190  1881
-CONVEX 10382    GT_PK(2,2)      1882  21749  1883  21750  17374  1959
-CONVEX 10383    GT_PK(2,2)      1882  21749  1883  21751  17383  1806
-CONVEX 10384    GT_PK(2,2)      1882  21747  1805  21751  21706  1806
-CONVEX 10385    GT_PK(2,2)      1882  21752  1958  21750  21716  1959
-CONVEX 10386    GT_PK(2,2)      1882  21752  1958  21748  21753  1881
-CONVEX 10387    GT_PK(2,2)      1214  21754  1286  21755  21756  1215
-CONVEX 10388    GT_PK(2,2)      1214  21757  1143  21758  17890  1213
-CONVEX 10389    GT_PK(2,2)      1214  21759  1144  21755  20260  1215
-CONVEX 10390    GT_PK(2,2)      1214  21759  1144  21757  20262  1143
-CONVEX 10391    GT_PK(2,2)      1359  21760  1432  21761  17886  1360
-CONVEX 10392    GT_PK(2,2)      1359  21762  1431  21760  21763  1432
-CONVEX 10393    GT_PK(2,2)      1287  21764  1286  21765  21756  1215
-CONVEX 10394    GT_PK(2,2)      1287  21766  1216  21765  20244  1215
-CONVEX 10395    GT_PK(2,2)      1287  21766  1216  21767  20242  1288
-CONVEX 10396    GT_PK(2,2)      1287  21767  1288  21768  17876  1360
-CONVEX 10397    GT_PK(2,2)      1287  21769  1359  21768  21761  1360
-CONVEX 10398    GT_PK(2,2)      1287  21769  1359  21764  21770  1286
-CONVEX 10399    GT_PK(2,2)      1503  21771  1502  21772  20267  1576
-CONVEX 10400    GT_PK(2,2)      1501  21773  1575  21774  20265  1502
-CONVEX 10401    GT_PK(2,2)      1501  21775  1428  21776  21777  1500
-CONVEX 10402    GT_PK(2,2)      1501  21778  1429  21774  21779  1502
-CONVEX 10403    GT_PK(2,2)      1501  21778  1429  21775  20303  1428
-CONVEX 10404    GT_PK(2,2)      749  21780  811  21781  17920  812
-CONVEX 10405    GT_PK(2,2)      749  21782  750  21781  10461  812
-CONVEX 10406    GT_PK(2,2)      749  21782  750  21783  10460  688
-CONVEX 10407    GT_PK(2,2)      749  21784  687  21783  20294  688
-CONVEX 10408    GT_PK(2,2)      1662  21785  1588  21786  20333  1663
-CONVEX 10409    GT_PK(2,2)      1662  21787  1587  21785  20297  1588
-CONVEX 10410    GT_PK(2,2)      1662  21786  1663  21788  14406  1738
-CONVEX 10411    GT_PK(2,2)      1662  21787  1587  21789  20299  1661
-CONVEX 10412    GT_PK(2,2)      1662  21790  1737  21788  10527  1738
-CONVEX 10413    GT_PK(2,2)      1662  21789  1661  21790  17953  1737
-CONVEX 10414    GT_PK(2,2)      1355  21791  1428  21792  20304  1356
-CONVEX 10415    GT_PK(2,2)      1355  21793  1282  21794  20305  1354
-CONVEX 10416    GT_PK(2,2)      1355  21792  1356  21795  20314  1283
-CONVEX 10417    GT_PK(2,2)      1355  21793  1282  21795  20309  1283
-CONVEX 10418    GT_PK(2,2)      1427  21796  1354  21797  17957  1426
-CONVEX 10419    GT_PK(2,2)      1427  21798  1428  21799  21777  1500
-CONVEX 10420    GT_PK(2,2)      1427  21800  1355  21796  21794  1354
-CONVEX 10421    GT_PK(2,2)      1427  21800  1355  21798  21791  1428
-CONVEX 10422    GT_PK(2,2)      1427  21801  1499  21799  17904  1500
-CONVEX 10423    GT_PK(2,2)      1427  21797  1426  21801  14462  1499
-CONVEX 10424    GT_PK(2,2)      1285  21802  1284  21803  20315  1213
-CONVEX 10425    GT_PK(2,2)      1285  21804  1214  21803  21758  1213
-CONVEX 10426    GT_PK(2,2)      1285  21804  1214  21805  21754  1286
-CONVEX 10427    GT_PK(2,2)      1285  21802  1284  21806  20313  1357
-CONVEX 10428    GT_PK(2,2)      3481  21807  3401  21808  20360  3402
-CONVEX 10429    GT_PK(2,2)      3481  21809  3482  21808  20369  3402
-CONVEX 10430    GT_PK(2,2)      3481  21810  3560  21811  18015  3480
-CONVEX 10431    GT_PK(2,2)      3481  21807  3401  21811  20364  3480
-CONVEX 10432    GT_PK(2,2)      3481  21810  3560  21812  18011  3561
-CONVEX 10433    GT_PK(2,2)      3481  21809  3482  21812  20367  3561
-CONVEX 10434    GT_PK(2,2)      4022  21813  4099  21814  20372  4098
-CONVEX 10435    GT_PK(2,2)      4022  21815  3946  21816  20401  4023
-CONVEX 10436    GT_PK(2,2)      4022  21813  4099  21816  20374  4023
-CONVEX 10437    GT_PK(2,2)      4326  21817  4325  21818  18039  4398
-CONVEX 10438    GT_PK(2,2)      4326  21819  4252  21817  20383  4325
-CONVEX 10439    GT_PK(2,2)      4326  21820  4399  21818  7923  4398
-CONVEX 10440    GT_PK(2,2)      4326  21821  4253  21820  14542  4399
-CONVEX 10441    GT_PK(2,2)      4326  21819  4252  21821  21822  4253
-CONVEX 10442    GT_PK(2,2)      4178  21823  4179  21824  18031  4253
-CONVEX 10443    GT_PK(2,2)      4178  21825  4252  21824  21822  4253
-CONVEX 10444    GT_PK(2,2)      4177  21826  4176  21827  20378  4251
-CONVEX 10445    GT_PK(2,2)      4177  21828  4252  21827  20382  4251
-CONVEX 10446    GT_PK(2,2)      4177  21829  4178  21828  21825  4252
-CONVEX 10447    GT_PK(2,2)      3870  21830  3947  21831  20400  3946
-CONVEX 10448    GT_PK(2,2)      3870  21830  3947  21832  20399  3871
-CONVEX 10449    GT_PK(2,2)      3870  21832  3871  21833  18078  3793
-CONVEX 10450    GT_PK(2,2)      3870  21834  3792  21833  14596  3793
-CONVEX 10451    GT_PK(2,2)      3870  21835  3869  21831  21836  3946
-CONVEX 10452    GT_PK(2,2)      3870  21835  3869  21834  18087  3792
-CONVEX 10453    GT_PK(2,2)      3790  21837  3868  21838  21839  3867
-CONVEX 10454    GT_PK(2,2)      3790  21840  3789  21838  21841  3867
-CONVEX 10455    GT_PK(2,2)      3790  21840  3789  21842  20429  3711
-CONVEX 10456    GT_PK(2,2)      3790  21837  3868  21843  20403  3791
-CONVEX 10457    GT_PK(2,2)      3945  21844  3868  21845  20402  3869
-CONVEX 10458    GT_PK(2,2)      3945  21845  3869  21846  21836  3946
-CONVEX 10459    GT_PK(2,2)      3945  21847  4022  21846  21815  3946
-CONVEX 10460    GT_PK(2,2)      3864  21848  3865  21849  21850  3941
-CONVEX 10461    GT_PK(2,2)      3864  21851  3787  21848  20418  3865
-CONVEX 10462    GT_PK(2,2)      3864  21849  3941  21852  18112  3940
-CONVEX 10463    GT_PK(2,2)      3864  21851  3787  21853  20413  3786
-CONVEX 10464    GT_PK(2,2)      3864  21854  3863  21852  13850  3940
-CONVEX 10465    GT_PK(2,2)      3864  21854  3863  21853  7744  3786
-CONVEX 10466    GT_PK(2,2)      4020  21855  4097  21856  14625  4096
-CONVEX 10467    GT_PK(2,2)      3942  21857  3865  21858  21850  3941
-CONVEX 10468    GT_PK(2,2)      3942  21859  4018  21858  20422  3941
-CONVEX 10469    GT_PK(2,2)      4347  21860  4420  21861  18197  4348
-CONVEX 10470    GT_PK(2,2)      4347  21862  4346  21863  20434  4274
-CONVEX 10471    GT_PK(2,2)      4347  21860  4420  21864  18200  4419
-CONVEX 10472    GT_PK(2,2)      4347  21862  4346  21864  20435  4419
-CONVEX 10473    GT_PK(2,2)      4347  21865  4275  21861  14948  4348
-CONVEX 10474    GT_PK(2,2)      4347  21865  4275  21863  18168  4274
-CONVEX 10475    GT_PK(2,2)      3819  21866  3741  21867  20450  3818
-CONVEX 10476    GT_PK(2,2)      3819  21868  3895  21867  16731  3818
-CONVEX 10477    GT_PK(2,2)      3819  21868  3895  21869  19726  3896
-CONVEX 10478    GT_PK(2,2)      3663  21870  3662  21871  20445  3584
-CONVEX 10479    GT_PK(2,2)      3663  21872  3741  21870  20451  3662
-CONVEX 10480    GT_PK(2,2)      3666  21873  3745  21874  18177  3667
-CONVEX 10481    GT_PK(2,2)      3666  21875  3588  21874  14969  3667
-CONVEX 10482    GT_PK(2,2)      3666  21876  3587  21875  18164  3588
-CONVEX 10483    GT_PK(2,2)      3505  21877  3506  21878  21879  3584
-CONVEX 10484    GT_PK(2,2)      3505  21880  3583  21881  20447  3504
-CONVEX 10485    GT_PK(2,2)      3505  21880  3583  21878  20444  3584
-CONVEX 10486    GT_PK(2,2)      3505  21882  3425  21881  14711  3504
-CONVEX 10487    GT_PK(2,2)      3426  21883  3346  21884  14715  3347
-CONVEX 10488    GT_PK(2,2)      3426  21883  3346  21885  18212  3425
-CONVEX 10489    GT_PK(2,2)      3426  21886  3505  21885  21882  3425
-CONVEX 10490    GT_PK(2,2)      3426  21886  3505  21887  21877  3506
-CONVEX 10491    GT_PK(2,2)      4710  21888  4640  21889  20510  4709
-CONVEX 10492    GT_PK(2,2)      4710  21890  4711  21891  18319  4779
-CONVEX 10493    GT_PK(2,2)      4710  21890  4711  21892  18331  4641
-CONVEX 10494    GT_PK(2,2)      4710  21888  4640  21892  20521  4641
-CONVEX 10495    GT_PK(2,2)      4710  21893  4778  21891  20540  4779
-CONVEX 10496    GT_PK(2,2)      4710  21893  4778  21889  21894  4709
-CONVEX 10497    GT_PK(2,2)      4912  21895  4847  21896  20544  4848
-CONVEX 10498    GT_PK(2,2)      5036  21897  5037  21898  18352  5098
-CONVEX 10499    GT_PK(2,2)      5036  21898  5098  21899  18346  5097
-CONVEX 10500    GT_PK(2,2)      4776  21900  4842  21901  20556  4775
-CONVEX 10501    GT_PK(2,2)      4776  21901  4775  21902  18354  4707
-CONVEX 10502    GT_PK(2,2)      4776  21903  4708  21902  20514  4707
-CONVEX 10503    GT_PK(2,2)      4843  21904  4842  21905  20560  4907
-CONVEX 10504    GT_PK(2,2)      4843  21906  4908  21905  20565  4907
-CONVEX 10505    GT_PK(2,2)      4843  21906  4908  21907  20566  4844
-CONVEX 10506    GT_PK(2,2)      4843  21908  4776  21904  21900  4842
-CONVEX 10507    GT_PK(2,2)      5035  21909  5096  21910  18339  5097
-CONVEX 10508    GT_PK(2,2)      5035  21911  5034  21909  20570  5096
-CONVEX 10509    GT_PK(2,2)      5035  21912  5036  21910  21899  5097
-CONVEX 10510    GT_PK(2,2)      5035  21911  5034  21913  20571  4972
-CONVEX 10511    GT_PK(2,2)      5035  21914  4973  21913  20547  4972
-CONVEX 10512    GT_PK(2,2)      5035  21912  5036  21914  21915  4973
-CONVEX 10513    GT_PK(2,2)      3826  21916  3903  21917  20584  3827
-CONVEX 10514    GT_PK(2,2)      3826  21918  3825  21919  18248  3748
-CONVEX 10515    GT_PK(2,2)      3826  21918  3825  21920  18245  3902
-CONVEX 10516    GT_PK(2,2)      3826  21916  3903  21920  20581  3902
-CONVEX 10517    GT_PK(2,2)      3826  21919  3748  21921  14748  3749
-CONVEX 10518    GT_PK(2,2)      3826  21917  3827  21921  20572  3749
-CONVEX 10519    GT_PK(2,2)      3350  21922  3351  21923  20585  3430
-CONVEX 10520    GT_PK(2,2)      3350  21924  3270  21925  19504  3349
-CONVEX 10521    GT_PK(2,2)      3350  21924  3270  21926  19503  3271
-CONVEX 10522    GT_PK(2,2)      3350  21922  3351  21926  20589  3271
-CONVEX 10523    GT_PK(2,2)      5229  21927  5228  21928  20609  5170
-CONVEX 10524    GT_PK(2,2)      5229  21929  5171  21930  20628  5230
-CONVEX 10525    GT_PK(2,2)      5229  21929  5171  21928  21931  5170
-CONVEX 10526    GT_PK(2,2)      5229  21932  5286  21930  16015  5230
-CONVEX 10527    GT_PK(2,2)      5229  21932  5286  21933  16011  5285
-CONVEX 10528    GT_PK(2,2)      5229  21927  5228  21933  20605  5285
-CONVEX 10529    GT_PK(2,2)      5109  21934  5170  21935  20610  5169
-CONVEX 10530    GT_PK(2,2)      5109  21936  5108  21935  20601  5169
-CONVEX 10531    GT_PK(2,2)      4987  21937  4924  21938  20615  4923
-CONVEX 10532    GT_PK(2,2)      4984  21939  4983  21940  18461  5046
-CONVEX 10533    GT_PK(2,2)      4984  21941  4985  21942  21943  4921
-CONVEX 10534    GT_PK(2,2)      4984  21942  4921  21944  15137  4920
-CONVEX 10535    GT_PK(2,2)      4984  21939  4983  21944  18464  4920
-CONVEX 10536    GT_PK(2,2)      4922  21945  4985  21946  21943  4921
-CONVEX 10537    GT_PK(2,2)      4922  21947  4858  21948  20721  4923
-CONVEX 10538    GT_PK(2,2)      4922  21949  4857  21946  18598  4921
-CONVEX 10539    GT_PK(2,2)      4922  21947  4858  21949  20722  4857
-CONVEX 10540    GT_PK(2,2)      4925  21950  4861  21951  15143  4860
-CONVEX 10541    GT_PK(2,2)      4925  21952  4924  21951  20613  4860
-CONVEX 10542    GT_PK(2,2)      4925  21950  4861  21953  15139  4926
-CONVEX 10543    GT_PK(2,2)      4925  21954  4989  21953  15146  4926
-CONVEX 10544    GT_PK(2,2)      4793  21955  4725  21956  20713  4794
-CONVEX 10545    GT_PK(2,2)      4793  21955  4725  21957  20707  4724
-CONVEX 10546    GT_PK(2,2)      4793  21958  4860  21956  15144  4794
-CONVEX 10547    GT_PK(2,2)      4793  21959  4859  21958  20612  4860
-CONVEX 10548    GT_PK(2,2)      5231  21960  5172  21961  20629  5230
-CONVEX 10549    GT_PK(2,2)      5231  21962  5173  21960  20625  5172
-CONVEX 10550    GT_PK(2,2)      5231  21962  5173  21963  20618  5232
-CONVEX 10551    GT_PK(2,2)      5231  21964  5288  21963  17440  5232
-CONVEX 10552    GT_PK(2,2)      5231  21961  5230  21965  16016  5287
-CONVEX 10553    GT_PK(2,2)      5231  21964  5288  21965  13675  5287
-CONVEX 10554    GT_PK(2,2)      4917  21966  4916  21967  20656  4852
-CONVEX 10555    GT_PK(2,2)      4917  21968  4853  21969  15005  4918
-CONVEX 10556    GT_PK(2,2)      4917  21967  4852  21968  18505  4853
-CONVEX 10557    GT_PK(2,2)      4917  21970  4981  21969  18470  4918
-CONVEX 10558    GT_PK(2,2)      4917  21970  4981  21971  18469  4980
-CONVEX 10559    GT_PK(2,2)      4917  21966  4916  21971  20651  4980
-CONVEX 10560    GT_PK(2,2)      4783  21972  4715  21973  18513  4784
-CONVEX 10561    GT_PK(2,2)      4850  21974  4915  21975  20655  4851
-CONVEX 10562    GT_PK(2,2)      4850  21976  4783  21977  21978  4849
-CONVEX 10563    GT_PK(2,2)      4850  21979  4914  21974  20659  4915
-CONVEX 10564    GT_PK(2,2)      4850  21979  4914  21977  21980  4849
-CONVEX 10565    GT_PK(2,2)      4850  21975  4851  21981  18498  4784
-CONVEX 10566    GT_PK(2,2)      4850  21976  4783  21981  21973  4784
-CONVEX 10567    GT_PK(2,2)      4574  21982  4645  21983  20660  4575
-CONVEX 10568    GT_PK(2,2)      4574  21984  4502  21985  20642  4573
-CONVEX 10569    GT_PK(2,2)      4574  21983  4575  21986  18511  4503
-CONVEX 10570    GT_PK(2,2)      4574  21984  4502  21986  20646  4503
-CONVEX 10571    GT_PK(2,2)      4644  21987  4643  21988  20649  4573
-CONVEX 10572    GT_PK(2,2)      4644  21989  4574  21988  21985  4573
-CONVEX 10573    GT_PK(2,2)      4644  21989  4574  21990  21982  4645
-CONVEX 10574    GT_PK(2,2)      5535  21991  5536  21992  20675  5579
-CONVEX 10575    GT_PK(2,2)      5535  21992  5579  21993  18526  5578
-CONVEX 10576    GT_PK(2,2)      5535  21994  5534  21993  18523  5578
-CONVEX 10577    GT_PK(2,2)      5535  21995  5488  21994  20663  5534
-CONVEX 10578    GT_PK(2,2)      5535  21995  5488  21996  20667  5489
-CONVEX 10579    GT_PK(2,2)      5535  21991  5536  21996  20678  5489
-CONVEX 10580    GT_PK(2,2)      4582  21997  4510  21998  15123  4581
-CONVEX 10581    GT_PK(2,2)      4582  21999  4511  21997  20679  4510
-CONVEX 10582    GT_PK(2,2)      4582  22000  4652  21998  20696  4581
-CONVEX 10583    GT_PK(2,2)      4439  22001  4511  22002  22003  4512
-CONVEX 10584    GT_PK(2,2)      4439  22004  4440  22002  20681  4512
-CONVEX 10585    GT_PK(2,2)      4439  22001  4511  22005  20680  4438
-CONVEX 10586    GT_PK(2,2)      4439  22004  4440  22006  20687  4367
-CONVEX 10587    GT_PK(2,2)      4439  22007  4366  22005  18564  4438
-CONVEX 10588    GT_PK(2,2)      4439  22007  4366  22006  20692  4367
-CONVEX 10589    GT_PK(2,2)      4369  22008  4368  22009  20688  4441
-CONVEX 10590    GT_PK(2,2)      4369  22009  4441  22010  18558  4442
-CONVEX 10591    GT_PK(2,2)      4369  22011  4370  22010  18609  4442
-CONVEX 10592    GT_PK(2,2)      4369  22011  4370  22012  20733  4297
-CONVEX 10593    GT_PK(2,2)      4295  22013  4222  22014  18563  4221
-CONVEX 10594    GT_PK(2,2)      4295  22015  4294  22014  20694  4221
-CONVEX 10595    GT_PK(2,2)      4295  22016  4368  22017  20686  4367
-CONVEX 10596    GT_PK(2,2)      4295  22015  4294  22017  20691  4367
-CONVEX 10597    GT_PK(2,2)      4657  22018  4726  22019  20712  4656
-CONVEX 10598    GT_PK(2,2)      4657  22020  4587  22021  15156  4658
-CONVEX 10599    GT_PK(2,2)      4657  22021  4658  22022  7452  4727
-CONVEX 10600    GT_PK(2,2)      4657  22018  4726  22022  20705  4727
-CONVEX 10601    GT_PK(2,2)      4657  22020  4587  22023  20730  4586
-CONVEX 10602    GT_PK(2,2)      4657  22019  4656  22023  18584  4586
-CONVEX 10603    GT_PK(2,2)      5031  22024  4969  22025  8613  4968
-CONVEX 10604    GT_PK(2,2)      5031  22026  5032  22024  15286  4969
-CONVEX 10605    GT_PK(2,2)      5093  22027  5153  22028  11113  5154
-CONVEX 10606    GT_PK(2,2)      5093  22029  5092  22027  20776  5153
-CONVEX 10607    GT_PK(2,2)      5093  22028  5154  22030  11116  5094
-CONVEX 10608    GT_PK(2,2)      5093  22031  5031  22029  22032  5092
-CONVEX 10609    GT_PK(2,2)      5093  22033  5032  22030  15283  5094
-CONVEX 10610    GT_PK(2,2)      5093  22031  5031  22033  22026  5032
-CONVEX 10611    GT_PK(2,2)      5030  22034  5091  22035  18694  5029
-CONVEX 10612    GT_PK(2,2)      5030  22036  5092  22034  20777  5091
-CONVEX 10613    GT_PK(2,2)      5030  22037  5031  22036  22032  5092
-CONVEX 10614    GT_PK(2,2)      5030  22035  5029  22038  11747  4967
-CONVEX 10615    GT_PK(2,2)      5030  22038  4967  22039  8618  4968
-CONVEX 10616    GT_PK(2,2)      5030  22037  5031  22039  22025  4968
-CONVEX 10617    GT_PK(2,2)      765  22040  829  22041  20783  828
-CONVEX 10618    GT_PK(2,2)      1314  22042  1313  22043  20809  1241
-CONVEX 10619    GT_PK(2,2)      1314  22044  1242  22045  20815  1315
-CONVEX 10620    GT_PK(2,2)      1314  22044  1242  22043  20816  1241
-CONVEX 10621    GT_PK(2,2)      1314  22042  1313  22046  20803  1386
-CONVEX 10622    GT_PK(2,2)      1314  22045  1315  22047  15326  1387
-CONVEX 10623    GT_PK(2,2)      1314  22046  1386  22047  15335  1387
-CONVEX 10624    GT_PK(2,2)      1169  22048  1240  22049  20808  1241
-CONVEX 10625    GT_PK(2,2)      1169  22049  1241  22050  20818  1170
-CONVEX 10626    GT_PK(2,2)      1169  22051  1098  22052  18720  1168
-CONVEX 10627    GT_PK(2,2)      1169  22048  1240  22052  20805  1168
-CONVEX 10628    GT_PK(2,2)      1169  22053  1099  22050  20847  1170
-CONVEX 10629    GT_PK(2,2)      1169  22053  1099  22051  22054  1098
-CONVEX 10630    GT_PK(2,2)      1172  22055  1102  22056  20854  1101
-CONVEX 10631    GT_PK(2,2)      1172  22057  1171  22056  20813  1101
-CONVEX 10632    GT_PK(2,2)      1172  22055  1102  22058  18716  1173
-CONVEX 10633    GT_PK(2,2)      1172  22057  1171  22059  20820  1243
-CONVEX 10634    GT_PK(2,2)      1172  22060  1244  22058  20821  1173
-CONVEX 10635    GT_PK(2,2)      1172  22060  1244  22059  20823  1243
-CONVEX 10636    GT_PK(2,2)      767  22061  830  22062  20844  831
-CONVEX 10637    GT_PK(2,2)      767  22063  768  22062  15313  831
-CONVEX 10638    GT_PK(2,2)      767  22064  705  22063  18701  768
-CONVEX 10639    GT_PK(2,2)      767  22065  704  22064  20830  705
-CONVEX 10640    GT_PK(2,2)      766  22066  704  22067  20826  703
-CONVEX 10641    GT_PK(2,2)      766  22068  765  22067  22069  703
-CONVEX 10642    GT_PK(2,2)      766  22068  765  22070  22040  829
-CONVEX 10643    GT_PK(2,2)      766  22070  829  22071  20778  830
-CONVEX 10644    GT_PK(2,2)      766  22072  767  22071  22061  830
-CONVEX 10645    GT_PK(2,2)      766  22072  767  22066  22065  704
-CONVEX 10646    GT_PK(2,2)      963  22073  962  22074  20834  1031
-CONVEX 10647    GT_PK(2,2)      963  22075  897  22076  11179  964
-CONVEX 10648    GT_PK(2,2)      963  22075  897  22077  8151  896
-CONVEX 10649    GT_PK(2,2)      963  22073  962  22077  20841  896
-CONVEX 10650    GT_PK(2,2)      963  22078  1032  22076  20850  964
-CONVEX 10651    GT_PK(2,2)      963  22078  1032  22074  20851  1031
-CONVEX 10652    GT_PK(2,2)      959  22079  893  22080  20782  894
-CONVEX 10653    GT_PK(2,2)      959  22081  960  22080  20836  894
-CONVEX 10654    GT_PK(2,2)      959  22082  958  22079  20792  893
-CONVEX 10655    GT_PK(2,2)      959  22082  958  22083  20788  1027
-CONVEX 10656    GT_PK(2,2)      1028  22084  1097  22085  18713  1027
-CONVEX 10657    GT_PK(2,2)      1028  22086  1098  22084  18719  1097
-CONVEX 10658    GT_PK(2,2)      1028  22087  959  22085  22083  1027
-CONVEX 10659    GT_PK(2,2)      1028  22087  959  22088  22081  960
-CONVEX 10660    GT_PK(2,2)      1029  22089  961  22090  20833  1030
-CONVEX 10661    GT_PK(2,2)      1029  22091  960  22089  20835  961
-CONVEX 10662    GT_PK(2,2)      1029  22092  1028  22091  22088  960
-CONVEX 10663    GT_PK(2,2)      1029  22092  1028  22093  22086  1098
-CONVEX 10664    GT_PK(2,2)      1029  22094  1099  22090  20848  1030
-CONVEX 10665    GT_PK(2,2)      1029  22094  1099  22093  22054  1098
-CONVEX 10666    GT_PK(2,2)      473  22095  418  22096  18745  419
-CONVEX 10667    GT_PK(2,2)      473  22097  472  22095  20855  418
-CONVEX 10668    GT_PK(2,2)      420  22098  367  22099  18742  419
-CONVEX 10669    GT_PK(2,2)      420  22098  367  22100  15439  368
-CONVEX 10670    GT_PK(2,2)      530  22101  589  22102  20890  531
-CONVEX 10671    GT_PK(2,2)      530  22101  589  22103  20886  588
-CONVEX 10672    GT_PK(2,2)      328  22104  280  22105  18863  279
-CONVEX 10673    GT_PK(2,2)      328  22106  327  22105  20913  279
-CONVEX 10674    GT_PK(2,2)      328  22104  280  22107  18861  329
-CONVEX 10675    GT_PK(2,2)      328  22108  379  22107  20932  329
-CONVEX 10676    GT_PK(2,2)      486  22109  432  22110  20928  487
-CONVEX 10677    GT_PK(2,2)      486  22111  485  22112  15529  542
-CONVEX 10678    GT_PK(2,2)      486  22113  543  22112  15511  542
-CONVEX 10679    GT_PK(2,2)      486  22113  543  22110  15513  487
-CONVEX 10680    GT_PK(2,2)      378  22114  430  22115  20937  377
-CONVEX 10681    GT_PK(2,2)      378  22116  328  22117  22108  379
-CONVEX 10682    GT_PK(2,2)      378  22118  327  22115  20912  377
-CONVEX 10683    GT_PK(2,2)      378  22116  328  22118  22106  327
-CONVEX 10684    GT_PK(2,2)      431  22119  432  22120  20935  379
-CONVEX 10685    GT_PK(2,2)      431  22121  378  22120  22117  379
-CONVEX 10686    GT_PK(2,2)      431  22121  378  22122  22114  430
-CONVEX 10687    GT_PK(2,2)      431  22122  430  22123  20940  485
-CONVEX 10688    GT_PK(2,2)      431  22124  486  22123  22111  485
-CONVEX 10689    GT_PK(2,2)      431  22124  486  22119  22109  432
-CONVEX 10690    GT_PK(2,2)      1373  22125  1445  22126  21005  1446
-CONVEX 10691    GT_PK(2,2)      1373  22125  1445  22127  21006  1372
-CONVEX 10692    GT_PK(2,2)      1373  22126  1446  22128  15807  1374
-CONVEX 10693    GT_PK(2,2)      1373  22127  1372  22129  20996  1300
-CONVEX 10694    GT_PK(2,2)      1373  22128  1374  22130  11617  1301
-CONVEX 10695    GT_PK(2,2)      1373  22129  1300  22130  20991  1301
-CONVEX 10696    GT_PK(2,2)      5656  22131  5690  22132  21082  5655
-CONVEX 10697    GT_PK(2,2)      5656  22133  5619  22134  18529  5657
-CONVEX 10698    GT_PK(2,2)      5656  22132  5655  22135  19132  5618
-CONVEX 10699    GT_PK(2,2)      5656  22133  5619  22135  18528  5618
-CONVEX 10700    GT_PK(2,2)      5721  22136  5690  22137  21083  5720
-CONVEX 10701    GT_PK(2,2)      5721  22138  5722  22139  8935  5747
-CONVEX 10702    GT_PK(2,2)      5721  22140  5746  22139  12140  5747
-CONVEX 10703    GT_PK(2,2)      5721  22137  5720  22140  19141  5746
-CONVEX 10704    GT_PK(2,2)      2880  22141  2879  22142  21113  2958
-CONVEX 10705    GT_PK(2,2)      2880  22143  2959  22144  16576  2881
-CONVEX 10706    GT_PK(2,2)      2880  22143  2959  22142  22145  2958
-CONVEX 10707    GT_PK(2,2)      2880  22141  2879  22146  21117  2800
-CONVEX 10708    GT_PK(2,2)      2880  22147  2801  22144  21110  2881
-CONVEX 10709    GT_PK(2,2)      2880  22147  2801  22146  21108  2800
-CONVEX 10710    GT_PK(2,2)      2168  22148  2090  22149  12384  2089
-CONVEX 10711    GT_PK(2,2)      2168  22150  2167  22149  21130  2089
-CONVEX 10712    GT_PK(2,2)      2168  22148  2090  22151  16303  2169
-CONVEX 10713    GT_PK(2,2)      2168  22150  2167  22152  21137  2246
-CONVEX 10714    GT_PK(2,2)      2168  22153  2247  22151  21140  2169
-CONVEX 10715    GT_PK(2,2)      2168  22153  2247  22152  21141  2246
-CONVEX 10716    GT_PK(2,2)      1631  22154  1557  22155  21161  1632
-CONVEX 10717    GT_PK(2,2)      1631  22156  1630  22157  9087  1706
-CONVEX 10718    GT_PK(2,2)      1631  22158  1556  22156  16436  1630
-CONVEX 10719    GT_PK(2,2)      1631  22154  1557  22158  21165  1556
-CONVEX 10720    GT_PK(2,2)      1631  22159  1707  22157  19258  1706
-CONVEX 10721    GT_PK(2,2)      1631  22155  1632  22159  19264  1707
-CONVEX 10722    GT_PK(2,2)      1772  22160  1848  22161  21179  1771
-CONVEX 10723    GT_PK(2,2)      1772  22162  1696  22163  12533  1773
-CONVEX 10724    GT_PK(2,2)      1772  22162  1696  22164  12531  1695
-CONVEX 10725    GT_PK(2,2)      1772  22161  1771  22164  19324  1695
-CONVEX 10726    GT_PK(2,2)      1925  22165  1848  22166  21178  1924
-CONVEX 10727    GT_PK(2,2)      1925  22167  2002  22166  19329  1924
-CONVEX 10728    GT_PK(2,2)      1925  22168  1926  22169  16370  2003
-CONVEX 10729    GT_PK(2,2)      1925  22167  2002  22169  19328  2003
-CONVEX 10730    GT_PK(2,2)      1191  22170  1262  22171  19343  1263
-CONVEX 10731    GT_PK(2,2)      1191  22172  1190  22170  21180  1262
-CONVEX 10732    GT_PK(2,2)      1191  22173  1120  22174  17052  1121
-CONVEX 10733    GT_PK(2,2)      1191  22172  1190  22173  21207  1120
-CONVEX 10734    GT_PK(2,2)      1259  22175  1331  22176  21193  1258
-CONVEX 10735    GT_PK(2,2)      1259  22177  1188  22178  22179  1260
-CONVEX 10736    GT_PK(2,2)      1259  22178  1260  22180  19349  1332
-CONVEX 10737    GT_PK(2,2)      1259  22175  1331  22180  21197  1332
-CONVEX 10738    GT_PK(2,2)      1259  22176  1258  22181  19352  1187
-CONVEX 10739    GT_PK(2,2)      1259  22177  1188  22181  21192  1187
-CONVEX 10740    GT_PK(2,2)      977  22182  1046  22183  21198  1045
-CONVEX 10741    GT_PK(2,2)      977  22183  1045  22184  12451  976
-CONVEX 10742    GT_PK(2,2)      977  22184  976  22185  9073  910
-CONVEX 10743    GT_PK(2,2)      977  22186  911  22185  21233  910
-CONVEX 10744    GT_PK(2,2)      1189  22187  1119  22188  21205  1190
-CONVEX 10745    GT_PK(2,2)      1189  22189  1188  22190  22179  1260
-CONVEX 10746    GT_PK(2,2)      1189  22189  1188  22191  21190  1118
-CONVEX 10747    GT_PK(2,2)      1189  22187  1119  22191  21203  1118
-CONVEX 10748    GT_PK(2,2)      1189  22190  1260  22192  19348  1261
-CONVEX 10749    GT_PK(2,2)      1189  22188  1190  22192  21181  1261
-CONVEX 10750    GT_PK(2,2)      2790  22193  2870  22194  21243  2791
-CONVEX 10751    GT_PK(2,2)      2790  22195  2789  22196  19405  2710
-CONVEX 10752    GT_PK(2,2)      2790  22194  2791  22197  12613  2711
-CONVEX 10753    GT_PK(2,2)      2790  22196  2710  22197  12583  2711
-CONVEX 10754    GT_PK(2,2)      2869  22198  2789  22199  19402  2868
-CONVEX 10755    GT_PK(2,2)      2869  22200  2947  22199  21261  2868
-CONVEX 10756    GT_PK(2,2)      2869  22201  2790  22198  22195  2789
-CONVEX 10757    GT_PK(2,2)      2869  22201  2790  22202  22193  2870
-CONVEX 10758    GT_PK(2,2)      2869  22202  2870  22203  21242  2948
-CONVEX 10759    GT_PK(2,2)      2869  22200  2947  22203  21260  2948
-CONVEX 10760    GT_PK(2,2)      2877  22204  2955  22205  21262  2876
-CONVEX 10761    GT_PK(2,2)      2877  22205  2876  22206  19526  2797
-CONVEX 10762    GT_PK(2,2)      2877  22207  2956  22208  12640  2878
-CONVEX 10763    GT_PK(2,2)      2877  22204  2955  22207  22209  2956
-CONVEX 10764    GT_PK(2,2)      2877  22210  2798  22208  21267  2878
-CONVEX 10765    GT_PK(2,2)      2877  22210  2798  22206  21276  2797
-CONVEX 10766    GT_PK(2,2)      3035  22211  2955  22212  21264  3034
-CONVEX 10767    GT_PK(2,2)      3035  22213  3115  22214  21301  3036
-CONVEX 10768    GT_PK(2,2)      3035  22214  3036  22215  16581  2956
-CONVEX 10769    GT_PK(2,2)      3035  22211  2955  22215  22209  2956
-CONVEX 10770    GT_PK(2,2)      3114  22216  3194  22217  21307  3115
-CONVEX 10771    GT_PK(2,2)      3114  22218  3034  22219  19494  3113
-CONVEX 10772    GT_PK(2,2)      3114  22220  3193  22219  19495  3113
-CONVEX 10773    GT_PK(2,2)      3114  22216  3194  22220  21305  3193
-CONVEX 10774    GT_PK(2,2)      3114  22221  3035  22218  22212  3034
-CONVEX 10775    GT_PK(2,2)      3114  22221  3035  22217  22213  3115
-CONVEX 10776    GT_PK(2,2)      3508  22222  3428  22223  22224  3507
-CONVEX 10777    GT_PK(2,2)      3508  22225  3587  22226  18165  3509
-CONVEX 10778    GT_PK(2,2)      3508  22227  3586  22225  22228  3587
-CONVEX 10779    GT_PK(2,2)      3508  22227  3586  22223  22229  3507
-CONVEX 10780    GT_PK(2,2)      3429  22230  3428  22231  21308  3349
-CONVEX 10781    GT_PK(2,2)      3429  22232  3350  22233  21923  3430
-CONVEX 10782    GT_PK(2,2)      3429  22232  3350  22231  21925  3349
-CONVEX 10783    GT_PK(2,2)      3429  22233  3430  22234  16570  3509
-CONVEX 10784    GT_PK(2,2)      3429  22235  3508  22234  22226  3509
-CONVEX 10785    GT_PK(2,2)      3429  22235  3508  22230  22222  3428
-CONVEX 10786    GT_PK(2,2)      3117  22236  3037  22237  21321  3116
-CONVEX 10787    GT_PK(2,2)      3117  22238  3118  22239  10756  3197
-CONVEX 10788    GT_PK(2,2)      3117  22240  3196  22239  14660  3197
-CONVEX 10789    GT_PK(2,2)      3117  22237  3116  22240  19530  3196
-CONVEX 10790    GT_PK(2,2)      3038  22241  3118  22242  10752  3039
-CONVEX 10791    GT_PK(2,2)      3038  22243  3037  22244  21323  2958
-CONVEX 10792    GT_PK(2,2)      3038  22245  3117  22241  22238  3118
-CONVEX 10793    GT_PK(2,2)      3038  22245  3117  22243  22236  3037
-CONVEX 10794    GT_PK(2,2)      3038  22246  2959  22242  16577  3039
-CONVEX 10795    GT_PK(2,2)      3038  22246  2959  22244  22145  2958
-CONVEX 10796    GT_PK(2,2)      2706  22247  2627  22248  21337  2626
-CONVEX 10797    GT_PK(2,2)      2706  22249  2705  22250  19570  2785
-CONVEX 10798    GT_PK(2,2)      2706  22248  2626  22249  19563  2705
-CONVEX 10799    GT_PK(2,2)      2706  22251  2786  22250  16549  2785
-CONVEX 10800    GT_PK(2,2)      2706  22251  2786  22252  16542  2707
-CONVEX 10801    GT_PK(2,2)      2706  22247  2627  22252  21340  2707
-CONVEX 10802    GT_PK(2,2)      3645  22253  3723  22254  21393  3724
-CONVEX 10803    GT_PK(2,2)      3645  22254  3724  22255  16681  3646
-CONVEX 10804    GT_PK(2,2)      3645  22256  3567  22255  16677  3646
-CONVEX 10805    GT_PK(2,2)      3800  22257  3723  22258  21394  3877
-CONVEX 10806    GT_PK(2,2)      3800  22257  3723  22259  22260  3722
-CONVEX 10807    GT_PK(2,2)      3800  22258  3877  22261  7221  3953
-CONVEX 10808    GT_PK(2,2)      3880  22262  3803  22263  21403  3879
-CONVEX 10809    GT_PK(2,2)      3880  22264  3881  22265  21412  3957
-CONVEX 10810    GT_PK(2,2)      3880  22266  3956  22265  19655  3957
-CONVEX 10811    GT_PK(2,2)      3880  22266  3956  22263  19659  3879
-CONVEX 10812    GT_PK(2,2)      3882  22267  3805  22268  21407  3806
-CONVEX 10813    GT_PK(2,2)      3882  22269  3883  22270  12820  3959
-CONVEX 10814    GT_PK(2,2)      3882  22269  3883  22268  12822  3806
-CONVEX 10815    GT_PK(2,2)      3882  22267  3805  22271  22272  3881
-CONVEX 10816    GT_PK(2,2)      3882  22273  3958  22270  21414  3959
-CONVEX 10817    GT_PK(2,2)      3882  22273  3958  22271  21411  3881
-CONVEX 10818    GT_PK(2,2)      3804  22274  3805  22275  22272  3881
-CONVEX 10819    GT_PK(2,2)      3804  22276  3880  22275  22264  3881
-CONVEX 10820    GT_PK(2,2)      3804  22276  3880  22277  22262  3803
-CONVEX 10821    GT_PK(2,2)      3804  22274  3805  22278  21408  3727
-CONVEX 10822    GT_PK(2,2)      3804  22278  3727  22279  19634  3726
-CONVEX 10823    GT_PK(2,2)      3804  22277  3803  22279  21405  3726
-CONVEX 10824    GT_PK(2,2)      3014  22280  3093  22281  21416  3094
-CONVEX 10825    GT_PK(2,2)      3014  22282  2934  22283  12920  2935
-CONVEX 10826    GT_PK(2,2)      3014  22284  3015  22283  19880  2935
-CONVEX 10827    GT_PK(2,2)      3014  22284  3015  22281  21548  3094
-CONVEX 10828    GT_PK(2,2)      3252  22285  3173  22286  19679  3253
-CONVEX 10829    GT_PK(2,2)      3252  22285  3173  22287  21419  3172
-CONVEX 10830    GT_PK(2,2)      3252  22287  3172  22288  12763  3251
-CONVEX 10831    GT_PK(2,2)      3252  22289  3331  22288  21425  3251
-CONVEX 10832    GT_PK(2,2)      3410  22290  3489  22291  12760  3409
-CONVEX 10833    GT_PK(2,2)      3410  22292  3490  22290  21423  3489
-CONVEX 10834    GT_PK(2,2)      3410  22293  3330  22291  13034  3409
-CONVEX 10835    GT_PK(2,2)      3410  22294  3331  22293  21424  3330
-CONVEX 10836    GT_PK(2,2)      3333  22295  3412  22296  21427  3413
-CONVEX 10837    GT_PK(2,2)      3333  22297  3254  22298  19677  3253
-CONVEX 10838    GT_PK(2,2)      3333  22299  3334  22296  22300  3413
-CONVEX 10839    GT_PK(2,2)      3333  22299  3334  22297  19850  3254
-CONVEX 10840    GT_PK(2,2)      3411  22301  3412  22302  21428  3491
-CONVEX 10841    GT_PK(2,2)      3411  22303  3490  22302  21420  3491
-CONVEX 10842    GT_PK(2,2)      3411  22304  3410  22303  22292  3490
-CONVEX 10843    GT_PK(2,2)      3411  22304  3410  22305  22294  3331
-CONVEX 10844    GT_PK(2,2)      3414  22306  3494  22307  21429  3493
-CONVEX 10845    GT_PK(2,2)      3414  22307  3493  22308  19666  3413
-CONVEX 10846    GT_PK(2,2)      3414  22309  3334  22308  22300  3413
-CONVEX 10847    GT_PK(2,2)      3414  22309  3334  22310  19848  3335
-CONVEX 10848    GT_PK(2,2)      3414  22311  3415  22310  16823  3335
-CONVEX 10849    GT_PK(2,2)      3414  22306  3494  22311  21433  3415
-CONVEX 10850    GT_PK(2,2)      3576  22312  3655  22313  21442  3654
-CONVEX 10851    GT_PK(2,2)      3576  22314  3575  22315  12782  3497
-CONVEX 10852    GT_PK(2,2)      3576  22313  3654  22314  21437  3575
-CONVEX 10853    GT_PK(2,2)      3576  22316  3498  22315  16848  3497
-CONVEX 10854    GT_PK(2,2)      3576  22317  3577  22316  12902  3498
-CONVEX 10855    GT_PK(2,2)      3576  22312  3655  22317  21441  3577
-CONVEX 10856    GT_PK(2,2)      4830  22318  4764  22319  22320  4763
-CONVEX 10857    GT_PK(2,2)      4830  22319  4763  22321  19796  4829
-CONVEX 10858    GT_PK(2,2)      4830  22322  4894  22321  12959  4829
-CONVEX 10859    GT_PK(2,2)      4830  22322  4894  22323  9282  4895
-CONVEX 10860    GT_PK(2,2)      4831  22324  4832  22325  16756  4896
-CONVEX 10861    GT_PK(2,2)      4831  22326  4830  22327  22318  4764
-CONVEX 10862    GT_PK(2,2)      4831  22328  4895  22325  12978  4896
-CONVEX 10863    GT_PK(2,2)      4831  22326  4830  22328  22323  4895
-CONVEX 10864    GT_PK(2,2)      4695  22329  4625  22330  22331  4626
-CONVEX 10865    GT_PK(2,2)      4695  22329  4625  22332  21501  4694
-CONVEX 10866    GT_PK(2,2)      4695  22333  4763  22332  19794  4694
-CONVEX 10867    GT_PK(2,2)      4695  22334  4764  22333  22320  4763
-CONVEX 10868    GT_PK(2,2)      4558  22335  4628  22336  19776  4629
-CONVEX 10869    GT_PK(2,2)      4558  22337  4559  22336  19815  4629
-CONVEX 10870    GT_PK(2,2)      4558  22337  4559  22338  21527  4487
-CONVEX 10871    GT_PK(2,2)      4558  22339  4486  22338  21494  4487
-CONVEX 10872    GT_PK(2,2)      4485  22340  4412  22341  19828  4413
-CONVEX 10873    GT_PK(2,2)      4485  22342  4486  22341  21493  4413
-CONVEX 10874    GT_PK(2,2)      4555  22343  4483  22344  21496  4554
-CONVEX 10875    GT_PK(2,2)      4555  22345  4556  22346  21511  4626
-CONVEX 10876    GT_PK(2,2)      4555  22347  4625  22346  22331  4626
-CONVEX 10877    GT_PK(2,2)      4555  22347  4625  22344  21506  4554
-CONVEX 10878    GT_PK(2,2)      4765  22348  4766  22349  21520  4697
-CONVEX 10879    GT_PK(2,2)      4765  22348  4766  22350  21518  4832
-CONVEX 10880    GT_PK(2,2)      4765  22351  4831  22350  22324  4832
-CONVEX 10881    GT_PK(2,2)      4765  22351  4831  22352  22327  4764
-CONVEX 10882    GT_PK(2,2)      3422  22353  3421  22354  21529  3342
-CONVEX 10883    GT_PK(2,2)      3422  22355  3343  22354  18223  3342
-CONVEX 10884    GT_PK(2,2)      3422  22356  3423  22357  20477  3502
-CONVEX 10885    GT_PK(2,2)      3422  22356  3423  22355  20480  3343
-CONVEX 10886    GT_PK(2,2)      3579  22358  3658  22359  12906  3580
-CONVEX 10887    GT_PK(2,2)      3579  22360  3657  22361  19841  3578
-CONVEX 10888    GT_PK(2,2)      3579  22360  3657  22358  19842  3658
-CONVEX 10889    GT_PK(2,2)      2253  22362  2175  22363  21622  2254
-CONVEX 10890    GT_PK(2,2)      2253  22362  2175  22364  21625  2174
-CONVEX 10891    GT_PK(2,2)      2250  22365  2249  22366  19235  2329
-CONVEX 10892    GT_PK(2,2)      2250  22367  2171  22368  21146  2172
-CONVEX 10893    GT_PK(2,2)      2250  22367  2171  22365  21144  2249
-CONVEX 10894    GT_PK(2,2)      2490  22369  2489  22370  17355  2569
-CONVEX 10895    GT_PK(2,2)      2572  22371  2492  22372  22373  2571
-CONVEX 10896    GT_PK(2,2)      2572  22374  2651  22372  21637  2571
-CONVEX 10897    GT_PK(2,2)      2335  22375  2336  22376  21663  2415
-CONVEX 10898    GT_PK(2,2)      2335  22377  2414  22376  22378  2415
-CONVEX 10899    GT_PK(2,2)      2335  22377  2414  22379  21672  2334
-CONVEX 10900    GT_PK(2,2)      2335  22380  2255  22379  21658  2334
-CONVEX 10901    GT_PK(2,2)      2335  22380  2255  22381  21661  2256
-CONVEX 10902    GT_PK(2,2)      2335  22375  2336  22381  21670  2256
-CONVEX 10903    GT_PK(2,2)      2494  22382  2574  22383  21675  2495
-CONVEX 10904    GT_PK(2,2)      2494  22383  2495  22384  21649  2415
-CONVEX 10905    GT_PK(2,2)      2494  22385  2414  22384  22378  2415
-CONVEX 10906    GT_PK(2,2)      1651  22386  1727  22387  21682  1652
-CONVEX 10907    GT_PK(2,2)      2114  22388  2115  22389  21709  2036
-CONVEX 10908    GT_PK(2,2)      2114  22388  2115  22390  21711  2193
-CONVEX 10909    GT_PK(2,2)      2114  22390  2193  22391  10209  2192
-CONVEX 10910    GT_PK(2,2)      2114  22392  2113  22391  21713  2192
-CONVEX 10911    GT_PK(2,2)      2034  22393  2033  22394  20186  1956
-CONVEX 10912    GT_PK(2,2)      2034  22393  2033  22395  20189  2112
-CONVEX 10913    GT_PK(2,2)      2034  22396  2113  22395  21714  2112
-CONVEX 10914    GT_PK(2,2)      1358  22397  1359  22398  21762  1431
-CONVEX 10915    GT_PK(2,2)      1358  22399  1285  22400  21806  1357
-CONVEX 10916    GT_PK(2,2)      1358  22397  1359  22401  21770  1286
-CONVEX 10917    GT_PK(2,2)      1358  22399  1285  22401  21805  1286
-CONVEX 10918    GT_PK(2,2)      1577  22402  1503  22403  21772  1576
-CONVEX 10919    GT_PK(2,2)      1577  22404  1652  22405  20065  1578
-CONVEX 10920    GT_PK(2,2)      1577  22406  1651  22403  22407  1576
-CONVEX 10921    GT_PK(2,2)      1577  22406  1651  22404  22387  1652
-CONVEX 10922    GT_PK(2,2)      1430  22408  1503  22409  22410  1431
-CONVEX 10923    GT_PK(2,2)      1430  22411  1429  22412  20301  1357
-CONVEX 10924    GT_PK(2,2)      1430  22411  1429  22413  21779  1502
-CONVEX 10925    GT_PK(2,2)      1430  22408  1503  22413  21771  1502
-CONVEX 10926    GT_PK(2,2)      1430  22414  1358  22412  22400  1357
-CONVEX 10927    GT_PK(2,2)      1430  22414  1358  22409  22398  1431
-CONVEX 10928    GT_PK(2,2)      1504  22415  1505  22416  17882  1578
-CONVEX 10929    GT_PK(2,2)      1504  22417  1577  22416  22405  1578
-CONVEX 10930    GT_PK(2,2)      1504  22417  1577  22418  22402  1503
-CONVEX 10931    GT_PK(2,2)      1504  22418  1503  22419  22410  1431
-CONVEX 10932    GT_PK(2,2)      1504  22420  1432  22415  17888  1505
-CONVEX 10933    GT_PK(2,2)      1504  22419  1431  22420  21763  1432
-CONVEX 10934    GT_PK(2,2)      1801  22421  1878  22422  20054  1877
-CONVEX 10935    GT_PK(2,2)      1648  22423  1573  22424  17899  1647
-CONVEX 10936    GT_PK(2,2)      1723  22425  1722  22426  17906  1799
-CONVEX 10937    GT_PK(2,2)      1723  22425  1722  22427  20275  1647
-CONVEX 10938    GT_PK(2,2)      1723  22428  1648  22427  22424  1647
-CONVEX 10939    GT_PK(2,2)      1723  22428  1648  22429  22430  1724
-CONVEX 10940    GT_PK(2,2)      748  22431  749  22432  21780  811
-CONVEX 10941    GT_PK(2,2)      748  22433  810  22434  14384  747
-CONVEX 10942    GT_PK(2,2)      748  22432  811  22433  17922  810
-CONVEX 10943    GT_PK(2,2)      748  22435  686  22434  18908  747
-CONVEX 10944    GT_PK(2,2)      748  22436  687  22435  20291  686
-CONVEX 10945    GT_PK(2,2)      748  22431  749  22436  21784  687
-CONVEX 10946    GT_PK(2,2)      4103  22437  4179  22438  18027  4104
-CONVEX 10947    GT_PK(2,2)      4103  22439  4178  22437  21823  4179
-CONVEX 10948    GT_PK(2,2)      4103  22438  4104  22440  7941  4027
-CONVEX 10949    GT_PK(2,2)      4103  22441  4026  22440  20377  4027
-CONVEX 10950    GT_PK(2,2)      4101  22442  4177  22443  21826  4176
-CONVEX 10951    GT_PK(2,2)      4101  22444  4024  22445  18076  4025
-CONVEX 10952    GT_PK(2,2)      4101  22446  4100  22444  18021  4024
-CONVEX 10953    GT_PK(2,2)      4101  22443  4176  22446  20381  4100
-CONVEX 10954    GT_PK(2,2)      3712  22447  3790  22448  21843  3791
-CONVEX 10955    GT_PK(2,2)      3712  22449  3713  22448  18092  3791
-CONVEX 10956    GT_PK(2,2)      3712  22449  3713  22450  20410  3634
-CONVEX 10957    GT_PK(2,2)      3712  22451  3633  22450  14594  3634
-CONVEX 10958    GT_PK(2,2)      3712  22452  3711  22451  18116  3633
-CONVEX 10959    GT_PK(2,2)      3712  22447  3790  22452  21842  3711
-CONVEX 10960    GT_PK(2,2)      4021  22453  4020  22454  21855  4097
-CONVEX 10961    GT_PK(2,2)      4021  22455  4098  22454  18119  4097
-CONVEX 10962    GT_PK(2,2)      4021  22456  4022  22455  21814  4098
-CONVEX 10963    GT_PK(2,2)      4021  22457  3945  22456  21847  4022
-CONVEX 10964    GT_PK(2,2)      3866  22458  3789  22459  20431  3788
-CONVEX 10965    GT_PK(2,2)      3866  22459  3788  22460  20417  3865
-CONVEX 10966    GT_PK(2,2)      3866  22461  3942  22460  21857  3865
-CONVEX 10967    GT_PK(2,2)      3866  22462  3943  22461  22463  3942
-CONVEX 10968    GT_PK(2,2)      3866  22458  3789  22464  21841  3867
-CONVEX 10969    GT_PK(2,2)      3866  22462  3943  22464  22465  3867
-CONVEX 10970    GT_PK(2,2)      3820  22466  3819  22467  21869  3896
-CONVEX 10971    GT_PK(2,2)      3585  22468  3663  22469  21871  3584
-CONVEX 10972    GT_PK(2,2)      3585  22470  3506  22469  21879  3584
-CONVEX 10973    GT_PK(2,2)      3585  22471  3586  22472  22229  3507
-CONVEX 10974    GT_PK(2,2)      3585  22470  3506  22472  22473  3507
-CONVEX 10975    GT_PK(2,2)      3427  22474  3426  22475  21884  3347
-CONVEX 10976    GT_PK(2,2)      3427  22475  3347  22476  19515  3348
-CONVEX 10977    GT_PK(2,2)      3427  22477  3428  22476  21309  3348
-CONVEX 10978    GT_PK(2,2)      3427  22477  3428  22478  22224  3507
-CONVEX 10979    GT_PK(2,2)      3427  22479  3506  22478  22473  3507
-CONVEX 10980    GT_PK(2,2)      3427  22474  3426  22479  21887  3506
-CONVEX 10981    GT_PK(2,2)      4913  22480  4914  22481  20657  4977
-CONVEX 10982    GT_PK(2,2)      4913  22481  4977  22482  18302  4976
-CONVEX 10983    GT_PK(2,2)      4913  22483  4912  22482  22484  4976
-CONVEX 10984    GT_PK(2,2)      4913  22483  4912  22485  21896  4848
-CONVEX 10985    GT_PK(2,2)      4913  22486  4849  22485  22487  4848
-CONVEX 10986    GT_PK(2,2)      4913  22480  4914  22486  21980  4849
-CONVEX 10987    GT_PK(2,2)      4975  22488  4912  22489  22484  4976
-CONVEX 10988    GT_PK(2,2)      4975  22489  4976  22490  8125  5038
-CONVEX 10989    GT_PK(2,2)      4975  22491  5037  22490  18351  5038
-CONVEX 10990    GT_PK(2,2)      4911  22492  4847  22493  20541  4846
-CONVEX 10991    GT_PK(2,2)      4911  22494  4912  22492  21895  4847
-CONVEX 10992    GT_PK(2,2)      4911  22493  4846  22495  20532  4910
-CONVEX 10993    GT_PK(2,2)      4911  22496  4975  22494  22488  4912
-CONVEX 10994    GT_PK(2,2)      4777  22497  4778  22498  20538  4844
-CONVEX 10995    GT_PK(2,2)      4777  22499  4843  22498  21907  4844
-CONVEX 10996    GT_PK(2,2)      4777  22499  4843  22500  21908  4776
-CONVEX 10997    GT_PK(2,2)      4777  22500  4776  22501  21903  4708
-CONVEX 10998    GT_PK(2,2)      4777  22497  4778  22502  21894  4709
-CONVEX 10999    GT_PK(2,2)      4777  22501  4708  22502  20517  4709
-CONVEX 11000    GT_PK(2,2)      5047  22503  5109  22504  22505  5048
-CONVEX 11001    GT_PK(2,2)      5047  22506  4985  22504  22507  5048
-CONVEX 11002    GT_PK(2,2)      5047  22508  5108  22509  18448  5046
-CONVEX 11003    GT_PK(2,2)      5047  22503  5109  22508  21936  5108
-CONVEX 11004    GT_PK(2,2)      5047  22510  4984  22509  21940  5046
-CONVEX 11005    GT_PK(2,2)      5047  22510  4984  22506  21941  4985
-CONVEX 11006    GT_PK(2,2)      5110  22511  5171  22512  21931  5170
-CONVEX 11007    GT_PK(2,2)      5110  22513  5109  22512  21934  5170
-CONVEX 11008    GT_PK(2,2)      5110  22511  5171  22514  20627  5111
-CONVEX 11009    GT_PK(2,2)      5110  22513  5109  22515  22505  5048
-CONVEX 11010    GT_PK(2,2)      5049  22516  5110  22517  22514  5111
-CONVEX 11011    GT_PK(2,2)      5049  22516  5110  22518  22515  5048
-CONVEX 11012    GT_PK(2,2)      4986  22519  4985  22520  22507  5048
-CONVEX 11013    GT_PK(2,2)      4986  22521  5049  22520  22518  5048
-CONVEX 11014    GT_PK(2,2)      4986  22521  5049  22522  22523  4987
-CONVEX 11015    GT_PK(2,2)      4986  22522  4987  22524  21938  4923
-CONVEX 11016    GT_PK(2,2)      4986  22525  4922  22524  21948  4923
-CONVEX 11017    GT_PK(2,2)      4986  22525  4922  22519  21945  4985
-CONVEX 11018    GT_PK(2,2)      5050  22526  5049  22527  22523  4987
-CONVEX 11019    GT_PK(2,2)      5050  22526  5049  22528  22517  5111
-CONVEX 11020    GT_PK(2,2)      5050  22529  5112  22528  20620  5111
-CONVEX 11021    GT_PK(2,2)      5050  22529  5112  22530  20622  5051
-CONVEX 11022    GT_PK(2,2)      4988  22531  4987  22532  21937  4924
-CONVEX 11023    GT_PK(2,2)      4988  22533  4925  22532  21952  4924
-CONVEX 11024    GT_PK(2,2)      4988  22533  4925  22534  21954  4989
-CONVEX 11025    GT_PK(2,2)      4988  22535  5050  22531  22527  4987
-CONVEX 11026    GT_PK(2,2)      4988  22536  5051  22534  18601  4989
-CONVEX 11027    GT_PK(2,2)      4988  22535  5050  22536  22530  5051
-CONVEX 11028    GT_PK(2,2)      4792  22537  4858  22538  20720  4859
-CONVEX 11029    GT_PK(2,2)      4792  22539  4793  22538  21959  4859
-CONVEX 11030    GT_PK(2,2)      4792  22537  4858  22540  20723  4791
-CONVEX 11031    GT_PK(2,2)      4792  22539  4793  22541  21957  4724
-CONVEX 11032    GT_PK(2,2)      4792  22542  4723  22540  22543  4791
-CONVEX 11033    GT_PK(2,2)      4792  22542  4723  22541  22544  4724
-CONVEX 11034    GT_PK(2,2)      4782  22545  4783  22546  21978  4849
-CONVEX 11035    GT_PK(2,2)      4782  22547  4781  22548  20545  4848
-CONVEX 11036    GT_PK(2,2)      4782  22546  4849  22548  22487  4848
-CONVEX 11037    GT_PK(2,2)      4296  22549  4295  22550  22016  4368
-CONVEX 11038    GT_PK(2,2)      4296  22551  4369  22552  22012  4297
-CONVEX 11039    GT_PK(2,2)      4296  22551  4369  22550  22008  4368
-CONVEX 11040    GT_PK(2,2)      4296  22552  4297  22553  15160  4223
-CONVEX 11041    GT_PK(2,2)      4296  22554  4222  22553  18561  4223
-CONVEX 11042    GT_PK(2,2)      4296  22549  4295  22554  22013  4222
-CONVEX 11043    GT_PK(2,2)      4653  22555  4582  22556  22000  4652
-CONVEX 11044    GT_PK(2,2)      4722  22557  4790  22558  20717  4791
-CONVEX 11045    GT_PK(2,2)      4722  22559  4723  22558  22543  4791
-CONVEX 11046    GT_PK(2,2)      4722  22557  4790  22560  20719  4721
-CONVEX 11047    GT_PK(2,2)      4722  22561  4653  22559  22562  4723
-CONVEX 11048    GT_PK(2,2)      4722  22563  4652  22560  20697  4721
-CONVEX 11049    GT_PK(2,2)      4722  22561  4653  22563  22556  4652
-CONVEX 11050    GT_PK(2,2)      474  22564  475  22565  20884  531
-CONVEX 11051    GT_PK(2,2)      474  22566  530  22565  22102  531
-CONVEX 11052    GT_PK(2,2)      474  22566  530  22567  22568  473
-CONVEX 11053    GT_PK(2,2)      474  22569  420  22564  22570  475
-CONVEX 11054    GT_PK(2,2)      474  22567  473  22571  22096  419
-CONVEX 11055    GT_PK(2,2)      474  22569  420  22571  22099  419
-CONVEX 11056    GT_PK(2,2)      529  22572  473  22573  22097  472
-CONVEX 11057    GT_PK(2,2)      529  22574  528  22575  15371  587
-CONVEX 11058    GT_PK(2,2)      529  22573  472  22574  20858  528
-CONVEX 11059    GT_PK(2,2)      529  22576  588  22575  18789  587
-CONVEX 11060    GT_PK(2,2)      529  22577  530  22576  22103  588
-CONVEX 11061    GT_PK(2,2)      529  22577  530  22572  22568  473
-CONVEX 11062    GT_PK(2,2)      421  22578  368  22579  15433  369
-CONVEX 11063    GT_PK(2,2)      421  22580  420  22578  22100  368
-CONVEX 11064    GT_PK(2,2)      421  22581  422  22579  20882  369
-CONVEX 11065    GT_PK(2,2)      421  22580  420  22582  22570  475
-CONVEX 11066    GT_PK(2,2)      421  22581  422  22583  20880  476
-CONVEX 11067    GT_PK(2,2)      421  22582  475  22583  20885  476
-CONVEX 11068    GT_PK(2,2)      5691  22584  5656  22585  22131  5690
-CONVEX 11069    GT_PK(2,2)      5691  22586  5692  22587  19148  5722
-CONVEX 11070    GT_PK(2,2)      5691  22586  5692  22588  19151  5657
-CONVEX 11071    GT_PK(2,2)      5691  22584  5656  22588  22134  5657
-CONVEX 11072    GT_PK(2,2)      5691  22589  5721  22587  22138  5722
-CONVEX 11073    GT_PK(2,2)      5691  22589  5721  22585  22136  5690
-CONVEX 11074    GT_PK(2,2)      1849  22590  1925  22591  22165  1848
-CONVEX 11075    GT_PK(2,2)      1849  22592  1850  22593  12528  1773
-CONVEX 11076    GT_PK(2,2)      1849  22594  1926  22592  16369  1850
-CONVEX 11077    GT_PK(2,2)      1849  22590  1925  22594  22168  1926
-CONVEX 11078    GT_PK(2,2)      1849  22595  1772  22593  22163  1773
-CONVEX 11079    GT_PK(2,2)      1849  22595  1772  22591  22160  1848
-CONVEX 11080    GT_PK(2,2)      1192  22596  1191  22597  22171  1263
-CONVEX 11081    GT_PK(2,2)      1192  22598  1264  22599  19346  1193
-CONVEX 11082    GT_PK(2,2)      1192  22598  1264  22597  21188  1263
-CONVEX 11083    GT_PK(2,2)      1192  22600  1122  22599  19278  1193
-CONVEX 11084    GT_PK(2,2)      1192  22600  1122  22601  19273  1121
-CONVEX 11085    GT_PK(2,2)      1192  22596  1191  22601  22174  1121
-CONVEX 11086    GT_PK(2,2)      978  22602  977  22603  22182  1046
-CONVEX 11087    GT_PK(2,2)      978  22604  1047  22605  21226  979
-CONVEX 11088    GT_PK(2,2)      978  22603  1046  22604  21201  1047
-CONVEX 11089    GT_PK(2,2)      978  22606  912  22605  19378  979
-CONVEX 11090    GT_PK(2,2)      978  22606  912  22607  19371  911
-CONVEX 11091    GT_PK(2,2)      978  22602  977  22607  22186  911
-CONVEX 11092    GT_PK(2,2)      3566  22608  3487  22609  6198  3565
-CONVEX 11093    GT_PK(2,2)      3566  22610  3645  22611  22256  3567
-CONVEX 11094    GT_PK(2,2)      3566  22608  3487  22612  6195  3488
-CONVEX 11095    GT_PK(2,2)      3566  22611  3567  22612  16674  3488
-CONVEX 11096    GT_PK(2,2)      3644  22613  3723  22614  22260  3722
-CONVEX 11097    GT_PK(2,2)      3644  22615  3645  22613  22253  3723
-CONVEX 11098    GT_PK(2,2)      3644  22616  3566  22615  22610  3645
-CONVEX 11099    GT_PK(2,2)      3013  22617  3014  22618  22282  2934
-CONVEX 11100    GT_PK(2,2)      3013  22617  3014  22619  22280  3093
-CONVEX 11101    GT_PK(2,2)      3013  22618  2934  22620  9338  2933
-CONVEX 11102    GT_PK(2,2)      3013  22621  3012  22620  16902  2933
-CONVEX 11103    GT_PK(2,2)      3013  22621  3012  22622  16901  3092
-CONVEX 11104    GT_PK(2,2)      3013  22619  3093  22622  21418  3092
-CONVEX 11105    GT_PK(2,2)      3332  22623  3411  22624  22301  3412
-CONVEX 11106    GT_PK(2,2)      3332  22625  3252  22626  22286  3253
-CONVEX 11107    GT_PK(2,2)      3332  22625  3252  22627  22289  3331
-CONVEX 11108    GT_PK(2,2)      3332  22623  3411  22627  22305  3331
-CONVEX 11109    GT_PK(2,2)      3332  22628  3333  22626  22298  3253
-CONVEX 11110    GT_PK(2,2)      3332  22628  3333  22624  22295  3412
-CONVEX 11111    GT_PK(2,2)      4557  22629  4558  22630  22339  4486
-CONVEX 11112    GT_PK(2,2)      4557  22631  4485  22630  22342  4486
-CONVEX 11113    GT_PK(2,2)      4557  22629  4558  22632  22335  4628
-CONVEX 11114    GT_PK(2,2)      4557  22631  4485  22633  22634  4556
-CONVEX 11115    GT_PK(2,2)      4557  22635  4627  22633  21509  4556
-CONVEX 11116    GT_PK(2,2)      4557  22635  4627  22632  21508  4628
-CONVEX 11117    GT_PK(2,2)      4484  22636  4485  22637  22634  4556
-CONVEX 11118    GT_PK(2,2)      4484  22638  4555  22637  22345  4556
-CONVEX 11119    GT_PK(2,2)      4484  22638  4555  22639  22343  4483
-CONVEX 11120    GT_PK(2,2)      4484  22639  4483  22640  21498  4411
-CONVEX 11121    GT_PK(2,2)      4484  22641  4412  22640  19774  4411
-CONVEX 11122    GT_PK(2,2)      4484  22636  4485  22641  22340  4412
-CONVEX 11123    GT_PK(2,2)      4696  22642  4765  22643  22349  4697
-CONVEX 11124    GT_PK(2,2)      4696  22644  4627  22645  21510  4626
-CONVEX 11125    GT_PK(2,2)      4696  22644  4627  22643  21507  4697
-CONVEX 11126    GT_PK(2,2)      4696  22646  4695  22645  22330  4626
-CONVEX 11127    GT_PK(2,2)      4696  22646  4695  22647  22334  4764
-CONVEX 11128    GT_PK(2,2)      4696  22642  4765  22647  22352  4764
-CONVEX 11129    GT_PK(2,2)      3501  22648  3579  22649  22359  3580
-CONVEX 11130    GT_PK(2,2)      3501  22650  3422  22651  22353  3421
-CONVEX 11131    GT_PK(2,2)      3501  22652  3502  22649  16799  3580
-CONVEX 11132    GT_PK(2,2)      3501  22650  3422  22652  22357  3502
-CONVEX 11133    GT_PK(2,2)      3500  22653  3421  22654  21531  3420
-CONVEX 11134    GT_PK(2,2)      3500  22655  3579  22656  22361  3578
-CONVEX 11135    GT_PK(2,2)      3500  22657  3501  22653  22651  3421
-CONVEX 11136    GT_PK(2,2)      3500  22657  3501  22655  22648  3579
-CONVEX 11137    GT_PK(2,2)      3500  22658  3499  22656  12901  3578
-CONVEX 11138    GT_PK(2,2)      3500  22654  3420  22658  19837  3499
-CONVEX 11139    GT_PK(2,2)      2252  22659  2173  22660  21627  2174
-CONVEX 11140    GT_PK(2,2)      2252  22661  2253  22660  22364  2174
-CONVEX 11141    GT_PK(2,2)      2252  22662  2332  22661  22663  2253
-CONVEX 11142    GT_PK(2,2)      2570  22664  2490  22665  22370  2569
-CONVEX 11143    GT_PK(2,2)      2570  22666  2649  22665  21643  2569
-CONVEX 11144    GT_PK(2,2)      2570  22667  2650  22668  21638  2571
-CONVEX 11145    GT_PK(2,2)      2570  22666  2649  22667  21641  2650
-CONVEX 11146    GT_PK(2,2)      2491  22669  2412  22670  21631  2492
-CONVEX 11147    GT_PK(2,2)      2491  22671  2570  22672  22664  2490
-CONVEX 11148    GT_PK(2,2)      2491  22670  2492  22673  22373  2571
-CONVEX 11149    GT_PK(2,2)      2491  22671  2570  22673  22668  2571
-CONVEX 11150    GT_PK(2,2)      2652  22674  2572  22675  22374  2651
-CONVEX 11151    GT_PK(2,2)      2652  22676  2653  22677  9618  2732
-CONVEX 11152    GT_PK(2,2)      2652  22678  2731  22677  13508  2732
-CONVEX 11153    GT_PK(2,2)      2652  22675  2651  22678  21634  2731
-CONVEX 11154    GT_PK(2,2)      2573  22679  2574  22680  21678  2653
-CONVEX 11155    GT_PK(2,2)      2573  22681  2652  22680  22676  2653
-CONVEX 11156    GT_PK(2,2)      2573  22681  2652  22682  22674  2572
-CONVEX 11157    GT_PK(2,2)      2573  22683  2494  22679  22382  2574
-CONVEX 11158    GT_PK(2,2)      1957  22684  2034  22685  22394  1956
-CONVEX 11159    GT_PK(2,2)      1957  22685  1956  22686  21686  1880
-CONVEX 11160    GT_PK(2,2)      1957  22687  1881  22686  17702  1880
-CONVEX 11161    GT_PK(2,2)      1957  22688  1958  22687  21753  1881
-CONVEX 11162    GT_PK(2,2)      2035  22689  2114  22690  22392  2113
-CONVEX 11163    GT_PK(2,2)      2035  22691  2034  22690  22396  2113
-CONVEX 11164    GT_PK(2,2)      2035  22689  2114  22692  22389  2036
-CONVEX 11165    GT_PK(2,2)      2035  22693  1957  22691  22684  2034
-CONVEX 11166    GT_PK(2,2)      2035  22694  1958  22692  21715  2036
-CONVEX 11167    GT_PK(2,2)      2035  22693  1957  22694  22688  1958
-CONVEX 11168    GT_PK(2,2)      1800  22695  1801  22696  22422  1877
-CONVEX 11169    GT_PK(2,2)      1800  22697  1876  22698  20059  1799
-CONVEX 11170    GT_PK(2,2)      1800  22697  1876  22696  20055  1877
-CONVEX 11171    GT_PK(2,2)      1800  22699  1723  22698  22426  1799
-CONVEX 11172    GT_PK(2,2)      1800  22695  1801  22700  22701  1724
-CONVEX 11173    GT_PK(2,2)      1800  22699  1723  22700  22429  1724
-CONVEX 11174    GT_PK(2,2)      1802  22702  1879  22703  21688  1878
-CONVEX 11175    GT_PK(2,2)      1802  22704  1801  22703  22421  1878
-CONVEX 11176    GT_PK(2,2)      1802  22702  1879  22705  21683  1803
-CONVEX 11177    GT_PK(2,2)      1574  22706  1648  22707  22423  1573
-CONVEX 11178    GT_PK(2,2)      1574  22707  1573  22708  17903  1500
-CONVEX 11179    GT_PK(2,2)      1574  22709  1501  22708  21776  1500
-CONVEX 11180    GT_PK(2,2)      1574  22709  1501  22710  21773  1575
-CONVEX 11181    GT_PK(2,2)      4102  22711  4177  22712  21829  4178
-CONVEX 11182    GT_PK(2,2)      4102  22713  4103  22712  22439  4178
-CONVEX 11183    GT_PK(2,2)      4102  22713  4103  22714  22441  4026
-CONVEX 11184    GT_PK(2,2)      4102  22714  4026  22715  20392  4025
-CONVEX 11185    GT_PK(2,2)      4102  22716  4101  22715  22445  4025
-CONVEX 11186    GT_PK(2,2)      4102  22716  4101  22711  22442  4177
-CONVEX 11187    GT_PK(2,2)      3944  22717  4021  22718  22453  4020
-CONVEX 11188    GT_PK(2,2)      3944  22719  3868  22720  21839  3867
-CONVEX 11189    GT_PK(2,2)      3944  22721  3945  22719  21844  3868
-CONVEX 11190    GT_PK(2,2)      3944  22717  4021  22721  22457  3945
-CONVEX 11191    GT_PK(2,2)      3944  22722  3943  22720  22465  3867
-CONVEX 11192    GT_PK(2,2)      3944  22722  3943  22718  22723  4020
-CONVEX 11193    GT_PK(2,2)      4019  22724  4020  22725  21856  4096
-CONVEX 11194    GT_PK(2,2)      4019  22726  3943  22724  22723  4020
-CONVEX 11195    GT_PK(2,2)      4019  22727  4095  22725  18094  4096
-CONVEX 11196    GT_PK(2,2)      4019  22726  3943  22728  22463  3942
-CONVEX 11197    GT_PK(2,2)      4019  22729  4018  22727  20419  4095
-CONVEX 11198    GT_PK(2,2)      4019  22728  3942  22729  21859  4018
-CONVEX 11199    GT_PK(2,2)      3897  22730  3820  22731  22467  3896
-CONVEX 11200    GT_PK(2,2)      3897  22732  3898  22733  18174  3974
-CONVEX 11201    GT_PK(2,2)      3897  22734  3973  22733  14686  3974
-CONVEX 11202    GT_PK(2,2)      3897  22734  3973  22731  19725  3896
-CONVEX 11203    GT_PK(2,2)      3742  22735  3819  22736  21866  3741
-CONVEX 11204    GT_PK(2,2)      3742  22737  3820  22735  22466  3819
-CONVEX 11205    GT_PK(2,2)      3742  22738  3743  22737  22739  3820
-CONVEX 11206    GT_PK(2,2)      3742  22740  3663  22736  21872  3741
-CONVEX 11207    GT_PK(2,2)      4974  22741  4973  22742  20549  4910
-CONVEX 11208    GT_PK(2,2)      4974  22743  4911  22742  22495  4910
-CONVEX 11209    GT_PK(2,2)      4974  22743  4911  22744  22496  4975
-CONVEX 11210    GT_PK(2,2)      4974  22744  4975  22745  22491  5037
-CONVEX 11211    GT_PK(2,2)      4974  22746  5036  22745  21897  5037
-CONVEX 11212    GT_PK(2,2)      4974  22746  5036  22741  21915  4973
-CONVEX 11213    GT_PK(2,2)      4713  22747  4781  22748  18316  4712
-CONVEX 11214    GT_PK(2,2)      4713  22749  4782  22747  22547  4781
-CONVEX 11215    GT_PK(2,2)      4713  22750  4643  22748  20650  4712
-CONVEX 11216    GT_PK(2,2)      4713  22751  4644  22750  21987  4643
-CONVEX 11217    GT_PK(2,2)      4654  22752  4653  22753  22562  4723
-CONVEX 11218    GT_PK(2,2)      4654  22754  4724  22755  20709  4655
-CONVEX 11219    GT_PK(2,2)      4654  22753  4723  22754  22544  4724
-CONVEX 11220    GT_PK(2,2)      3643  22756  3644  22757  22614  3722
-CONVEX 11221    GT_PK(2,2)      3643  22758  3566  22759  22609  3565
-CONVEX 11222    GT_PK(2,2)      3643  22756  3644  22758  22616  3566
-CONVEX 11223    GT_PK(2,2)      2333  22760  2332  22761  22762  2412
-CONVEX 11224    GT_PK(2,2)      2333  22763  2334  22764  21674  2413
-CONVEX 11225    GT_PK(2,2)      2333  22761  2412  22764  21632  2413
-CONVEX 11226    GT_PK(2,2)      2333  22763  2334  22765  21659  2254
-CONVEX 11227    GT_PK(2,2)      2333  22766  2253  22765  22363  2254
-CONVEX 11228    GT_PK(2,2)      2333  22760  2332  22766  22663  2253
-CONVEX 11229    GT_PK(2,2)      2251  22767  2252  22768  22659  2173
-CONVEX 11230    GT_PK(2,2)      2251  22768  2173  22769  21630  2172
-CONVEX 11231    GT_PK(2,2)      2251  22770  2250  22769  22368  2172
-CONVEX 11232    GT_PK(2,2)      2493  22771  2573  22772  22683  2494
-CONVEX 11233    GT_PK(2,2)      2493  22773  2492  22774  21633  2413
-CONVEX 11234    GT_PK(2,2)      2493  22775  2572  22773  22371  2492
-CONVEX 11235    GT_PK(2,2)      2493  22771  2573  22775  22682  2572
-CONVEX 11236    GT_PK(2,2)      2493  22776  2414  22774  21673  2413
-CONVEX 11237    GT_PK(2,2)      2493  22772  2494  22776  22385  2414
-CONVEX 11238    GT_PK(2,2)      1726  22777  1727  22778  21680  1803
-CONVEX 11239    GT_PK(2,2)      1726  22779  1802  22778  22705  1803
-CONVEX 11240    GT_PK(2,2)      1726  22780  1651  22777  22386  1727
-CONVEX 11241    GT_PK(2,2)      1725  22781  1801  22782  22701  1724
-CONVEX 11242    GT_PK(2,2)      1725  22783  1802  22781  22704  1801
-CONVEX 11243    GT_PK(2,2)      1725  22784  1726  22783  22779  1802
-CONVEX 11244    GT_PK(2,2)      3821  22785  3743  22786  22739  3820
-CONVEX 11245    GT_PK(2,2)      3821  22787  3822  22788  20459  3898
-CONVEX 11246    GT_PK(2,2)      3821  22789  3897  22788  22732  3898
-CONVEX 11247    GT_PK(2,2)      3821  22789  3897  22786  22730  3820
-CONVEX 11248    GT_PK(2,2)      3744  22790  3822  22791  20452  3745
-CONVEX 11249    GT_PK(2,2)      3744  22792  3666  22791  21873  3745
-CONVEX 11250    GT_PK(2,2)      3744  22793  3821  22790  22787  3822
-CONVEX 11251    GT_PK(2,2)      3744  22793  3821  22794  22785  3743
-CONVEX 11252    GT_PK(2,2)      3664  22795  3585  22796  22471  3586
-CONVEX 11253    GT_PK(2,2)      3664  22795  3585  22797  22468  3663
-CONVEX 11254    GT_PK(2,2)      3664  22798  3742  22797  22740  3663
-CONVEX 11255    GT_PK(2,2)      3664  22798  3742  22799  22738  3743
-CONVEX 11256    GT_PK(2,2)      4714  22800  4713  22801  22751  4644
-CONVEX 11257    GT_PK(2,2)      4714  22802  4645  22803  20662  4715
-CONVEX 11258    GT_PK(2,2)      4714  22801  4644  22802  21990  4645
-CONVEX 11259    GT_PK(2,2)      4714  22804  4783  22803  21972  4715
-CONVEX 11260    GT_PK(2,2)      4714  22805  4782  22804  22545  4783
-CONVEX 11261    GT_PK(2,2)      4714  22800  4713  22805  22749  4782
-CONVEX 11262    GT_PK(2,2)      4584  22806  4585  22807  18586  4655
-CONVEX 11263    GT_PK(2,2)      4584  22808  4654  22807  22755  4655
-CONVEX 11264    GT_PK(2,2)      4584  22809  4512  22810  20683  4513
-CONVEX 11265    GT_PK(2,2)      4584  22806  4585  22810  18580  4513
-CONVEX 11266    GT_PK(2,2)      2410  22811  2489  22812  17354  2409
-CONVEX 11267    GT_PK(2,2)      2410  22813  2490  22811  22369  2489
-CONVEX 11268    GT_PK(2,2)      2331  22814  2252  22815  22662  2332
-CONVEX 11269    GT_PK(2,2)      2331  22816  2251  22814  22767  2252
-CONVEX 11270    GT_PK(2,2)      1650  22817  1575  22818  20266  1576
-CONVEX 11271    GT_PK(2,2)      1650  22819  1651  22818  22407  1576
-CONVEX 11272    GT_PK(2,2)      1650  22820  1726  22819  22780  1651
-CONVEX 11273    GT_PK(2,2)      1650  22821  1725  22820  22784  1726
-CONVEX 11274    GT_PK(2,2)      1649  22822  1648  22823  22430  1724
-CONVEX 11275    GT_PK(2,2)      1649  22824  1725  22823  22782  1724
-CONVEX 11276    GT_PK(2,2)      1649  22825  1650  22824  22821  1725
-CONVEX 11277    GT_PK(2,2)      1649  22826  1574  22822  22706  1648
-CONVEX 11278    GT_PK(2,2)      1649  22826  1574  22827  22710  1575
-CONVEX 11279    GT_PK(2,2)      1649  22825  1650  22827  22817  1575
-CONVEX 11280    GT_PK(2,2)      3665  22828  3744  22829  22794  3743
-CONVEX 11281    GT_PK(2,2)      3665  22830  3664  22829  22799  3743
-CONVEX 11282    GT_PK(2,2)      3665  22828  3744  22831  22792  3666
-CONVEX 11283    GT_PK(2,2)      3665  22830  3664  22832  22796  3586
-CONVEX 11284    GT_PK(2,2)      3665  22832  3586  22833  22228  3587
-CONVEX 11285    GT_PK(2,2)      3665  22831  3666  22833  21876  3587
-CONVEX 11286    GT_PK(2,2)      4583  22834  4654  22835  22752  4653
-CONVEX 11287    GT_PK(2,2)      4583  22836  4584  22834  22808  4654
-CONVEX 11288    GT_PK(2,2)      4583  22835  4653  22837  22555  4582
-CONVEX 11289    GT_PK(2,2)      4583  22836  4584  22838  22809  4512
-CONVEX 11290    GT_PK(2,2)      4583  22839  4511  22838  22003  4512
-CONVEX 11291    GT_PK(2,2)      4583  22837  4582  22839  21999  4511
-CONVEX 11292    GT_PK(2,2)      2411  22840  2332  22841  22762  2412
-CONVEX 11293    GT_PK(2,2)      2411  22842  2410  22843  22813  2490
-CONVEX 11294    GT_PK(2,2)      2411  22844  2331  22840  22815  2332
-CONVEX 11295    GT_PK(2,2)      2411  22844  2331  22842  22845  2410
-CONVEX 11296    GT_PK(2,2)      2411  22846  2491  22841  22669  2412
-CONVEX 11297    GT_PK(2,2)      2411  22846  2491  22843  22672  2490
-CONVEX 11298    GT_PK(2,2)      2330  22847  2331  22848  22816  2251
-CONVEX 11299    GT_PK(2,2)      2330  22849  2250  22850  22366  2329
-CONVEX 11300    GT_PK(2,2)      2330  22848  2251  22849  22770  2250
-CONVEX 11301    GT_PK(2,2)      2330  22850  2329  22851  16267  2409
-CONVEX 11302    GT_PK(2,2)      2330  22852  2410  22851  22812  2409
-CONVEX 11303    GT_PK(2,2)      2330  22847  2331  22852  22845  2410
-
-END MESH STRUCTURE DESCRIPTION
diff --git a/tests/meshes/disc_P2_h10.mesh~HEAD b/tests/meshes/disc_P2_h10.mesh
similarity index 100%
rename from tests/meshes/disc_P2_h10.mesh~HEAD
rename to tests/meshes/disc_P2_h10.mesh
diff --git a/tests/meshes/disc_P2_h10.mesh~upstream b/tests/meshes/disc_P2_h10.mesh~upstream
deleted file mode 100644
index 6629562..0000000
--- a/tests/meshes/disc_P2_h10.mesh~upstream
+++ /dev/null
@@ -1,73 +0,0 @@
-% GETFEM MESH FILE 
-% GETFEM VERSION 1.7-20040316
-
-
-
-BEGIN POINTS LIST
-
-  POINT  0  0  0
-  POINT  1  0  20
-  POINT  2  -20  20
-  POINT  3  20  20
-  POINT  4  0  40
-  POINT  5  -14.14259020067828  5.858318967403336
-  POINT  6  -0.002301043448426854  9.406400503793783
-  POINT  7  14.14165970354011  5.85738847198826
-  POINT  8  -10.59449487334594  19.99997236373715
-  POINT  9  10.59266202149213  19.99999933746506
-  POINT  10  -14.14262776032967  34.14164347008857
-  POINT  11  -0.002328013583585004  30.59359734869444
-  POINT  12  14.14168133084847  34.14258990244508
-  POINT  13  7.069676658632445  32.36809362556976
-  POINT  14  -0.001164006791792502  35.29679867434722
-  POINT  15  7.653410545502703  38.47772021154627
-  POINT  16  -7.072445622063355  7.632359735598559
-  POINT  17  -7.653926934578979  1.522538999529925
-  POINT  18  -0.001150521724213427  4.703200251896892
-  POINT  19  -7.072477886956629  32.36762040939151
-  POINT  20  -7.653951472082788  38.47746411106935
-  POINT  21  12.3671716761703  27.07129461995507
-  POINT  22  15.29633101074607  19.99999966873253
-  POINT  23  18.47747435602924  27.65400410423516
-  POINT  24  5.295180489021854  14.70319992062942
-  POINT  25  5.296331010746067  19.99999966873253
-  POINT  26  -0.001150521724213427  14.70320025189689
-  POINT  27  5.295167003954275  25.29679834307975
-  POINT  28  -0.001164006791792502  25.29679867434722
-  POINT  29  -5.298411443464762  25.29678485621579
-  POINT  30  -5.29724743667297  19.99998618186857
-  POINT  31  -12.36856131683781  27.07080791691286
-  POINT  32  -15.29724743667297  19.99998618186857
-  POINT  33  -18.47771718542739  27.65338581225431
-  POINT  34  -12.36854253701211  12.92914566557024
-  POINT  35  -18.47770702176744  12.34666700235889
-  POINT  36  -5.298397958397183  14.70318643376546
-  POINT  37  7.069679330045842  7.631894487891022
-  POINT  38  7.653396417077285  1.522287207026065
-  POINT  39  12.36716086251612  12.92869390472666
-  POINT  40  18.47746850379784  12.34605913237739
-
-END POINTS LIST
-
-
-
-BEGIN MESH STRUCTURE DESCRIPTION
-
-CONVEX 0    'GT_PK(2,2)'      11  13  12  14  15  4
-CONVEX 1    'GT_PK(2,2)'      5  16  6  17  18  0
-CONVEX 2    'GT_PK(2,2)'      10  19  11  20  14  4
-CONVEX 3    'GT_PK(2,2)'      9  21  12  22  23  3
-CONVEX 4    'GT_PK(2,2)'      9  24  6  25  26  1
-CONVEX 5    'GT_PK(2,2)'      9  27  11  25  28  1
-CONVEX 6    'GT_PK(2,2)'      9  27  11  21  13  12
-CONVEX 7    'GT_PK(2,2)'      8  29  11  30  28  1
-CONVEX 8    'GT_PK(2,2)'      8  31  10  29  19  11
-CONVEX 9    'GT_PK(2,2)'      8  31  10  32  33  2
-CONVEX 10    'GT_PK(2,2)'      8  34  5  32  35  2
-CONVEX 11    'GT_PK(2,2)'      8  36  6  30  26  1
-CONVEX 12    'GT_PK(2,2)'      8  34  5  36  16  6
-CONVEX 13    'GT_PK(2,2)'      7  37  6  38  18  0
-CONVEX 14    'GT_PK(2,2)'      7  39  9  37  24  6
-CONVEX 15    'GT_PK(2,2)'      7  39  9  40  22  3
-
-END MESH STRUCTURE DESCRIPTION
diff --git a/tests/meshes/disc_P2_h6.mesh~HEAD b/tests/meshes/disc_P2_h6.mesh
similarity index 100%
rename from tests/meshes/disc_P2_h6.mesh~HEAD
rename to tests/meshes/disc_P2_h6.mesh
diff --git a/tests/meshes/disc_P2_h6.mesh~upstream b/tests/meshes/disc_P2_h6.mesh~upstream
deleted file mode 100644
index 1f08563..0000000
--- a/tests/meshes/disc_P2_h6.mesh~upstream
+++ /dev/null
@@ -1,191 +0,0 @@
-% GETFEM MESH FILE 
-% GETFEM VERSION 1.7-20040316
-
-
-
-BEGIN POINTS LIST
-
-  POINT  0  0  0
-  POINT  1  0  20
-  POINT  2  -20  20
-  POINT  3  20  20
-  POINT  4  0  40
-  POINT  5  -11.70474791106636  3.782759903703303
-  POINT  6  -5.941293990816561  0.9028529430405206
-  POINT  7  5.734576297719764  0.8397642319895171
-  POINT  8  11.38676677785364  3.557933756767388
-  POINT  9  -16.13791432821062  8.186121672507202
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-  POINT  12  7.337994910114685  8.656578940164735
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-  POINT  14  -19.03552519578845  13.86413978964352
-  POINT  15  -11.39607929216056  14.80275290250821
-  POINT  16  -3.982329645911412  14.55367080078144
-  POINT  17  3.850051315550033  14.48898022249345
-  POINT  18  11.36407117998341  14.75726651891658
-  POINT  19  18.97881434683221  13.69091084318719
-  POINT  20  -13.77878162645708  20.96621738150339
-  POINT  21  -6.670133931358552  22.23341598366959
-  POINT  22  0.0145405251982338  26.73524666452209
-  POINT  23  6.678077216719688  22.15415436553013
-  POINT  24  13.83181404060225  20.93725808864918
-  POINT  25  -18.46172602844949  27.69185751627433
-  POINT  26  -11.64231715113196  27.6681564328941
-  POINT  27  -6.195120539117005  30.97678140073415
-  POINT  28  6.195260217721094  30.95608376813773
-  POINT  29  11.59529007127618  27.63380241935606
-  POINT  30  18.45062230774019  27.71845427908103
-  POINT  31  -13.80042760922209  34.47577969584444
-  POINT  32  -7.3915230090463  38.58400892183585
-  POINT  33  0.003862910583474726  34.11602433804154
-  POINT  34  7.393175191170801  38.58335170504449
-  POINT  35  13.79685970016073  34.47918030885619
-  POINT  36  -16.48383966201374  31.32621126327964
-  POINT  37  -15.05202158979073  27.68000697458422
-  POINT  38  -12.72137238017702  31.07196806436927
-  POINT  39  16.4742813852318  31.34011562073406
-  POINT  40  15.02295618950819  27.67612834921854
-  POINT  41  12.69607488571846  31.05649136410612
-  POINT  42  -3.327796703080159  24.48433132409584
-  POINT  43  -3.335066965679276  21.1167079918348
-  POINT  44  0.007270262599116901  23.36762333226105
-  POINT  45  3.346308870958961  24.44470051502611
-  POINT  46  3.339038608359844  21.07707718276507
-  POINT  47  -14.09435369040309  5.810247056792859
-  POINT  48  -11.78509429436416  8.4226818954685
-  POINT  49  -9.568511085792032  6.221001011066551
-  POINT  50  -13.76699681018559  11.4944372875077
-  POINT  51  -9.414176776339133  11.730997510469
-  POINT  52  -17.81439462427903  10.90894618024858
-  POINT  53  -15.21580224397451  14.33344634607586
-  POINT  54  -8.939748762618992  2.109197701113958
-  POINT  55  -6.686784125667133  4.78104753073516
-  POINT  56  -3.007582307579927  4.147027794139353
-  POINT  57  -3.004747776469064  0.2270015552745844
-  POINT  58  -0.03693531217164635  3.695601322619093
-  POINT  59  -3.753072442430499  8.025222381833991
-  POINT  60  8.667886793648059  1.975911507354923
-  POINT  61  6.536285603917225  4.748171586077126
-  POINT  62  9.362380843984164  6.107256348466061
-  POINT  63  2.830352836688236  4.115483438613852
-  POINT  64  2.897871714636901  0.2110547269083266
-  POINT  65  3.632062142885696  8.023890792701462
-  POINT  66  -6.432627235237779  26.60509869220187
-  POINT  67  -8.918718845124484  29.32246891681413
-  POINT  68  -9.156225541245258  24.95078620828185
-  POINT  69  -3.090290006959386  28.85601403262812
-  POINT  70  -9.997774074169545  32.7262805482893
-  POINT  71  -6.793321774081653  34.780395161285
-  POINT  72  -10.79323835289322  36.83763567664481
-  POINT  73  6.436668717220391  26.55511906683393
-  POINT  74  8.895275144498637  29.29494309374689
-  POINT  75  9.136683643997934  24.8939783924431
-  POINT  76  3.104900371459664  28.84566521632991
-  POINT  77  9.996059958940911  32.71763203849696
-  POINT  78  6.794217704445948  34.76971773659111
-  POINT  79  10.79191992566833  36.8384858072367
-  POINT  80  1.88809034560337  10.94009143386582
-  POINT  81  5.594023112832359  11.57277958132909
-  POINT  82  7.607061247766719  14.62312337070502
-  POINT  83  9.351033045049045  11.70692272954066
-  POINT  84  5.26406426613486  18.32156729401179
-  POINT  85  1.925025657775017  17.24449011124673
-  POINT  86  9.021074198351545  18.45571044222336
-  POINT  87  16.40531419371723  17.31408446591819
-  POINT  88  16.91590702030113  20.46862904432459
-  POINT  89  19.74305314291711  16.80440424723562
-  POINT  90  12.59794261029283  17.84726230378288
-  POINT  91  15.17144276340781  14.22408868105189
-  POINT  92  16.14121817417122  24.32785618386511
-  POINT  93  19.608830464049  23.93621927882958
-  POINT  94  12.71355205593922  24.28553025400262
-  POINT  95  10.25494562866097  21.54570622708965
-  POINT  96  13.8404025242533  5.562435792737603
-  POINT  97  11.64234630076725  8.292918049480024
-  POINT  98  13.65538443570161  11.34326183885595
-  POINT  99  17.69878646141814  10.68587471802233
-  POINT  100  -10.22445777890782  21.59981668258649
-  POINT  101  -12.71054938879452  24.31718690719875
-  POINT  102  -12.58743045930882  17.8844851420058
-  POINT  103  -9.033106611759557  18.5180844430889
-  POINT  104  -16.12025382745328  24.32903744888886
-  POINT  105  -16.88939081322854  20.4831086907517
-  POINT  106  -19.61166110566763  23.92208930558779
-  POINT  107  -16.40715341112276  17.41517858557346
-  POINT  108  -19.75740996305022  16.89440412888561
-  POINT  109  -3.693830049231412  36.35001662993869
-  POINT  110  0.001931455291737363  37.05801216902077
-  POINT  111  -3.762960427523306  39.64281285367753
-  POINT  112  -3.095628814266765  32.54640286938785
-  POINT  113  0.009201717890854264  30.42563550128182
-  POINT  114  3.099561564152284  32.53605405308964
-  POINT  115  3.698519050877138  36.34968802154302
-  POINT  116  3.763844122610624  39.64264556121873
-  POINT  117  -2.028100135127352  10.97243672300981
-  POINT  118  -5.707301953214558  11.60645645960562
-  POINT  119  -0.0661391651806893  14.52132551163745
-  POINT  120  -1.991164822955706  17.27683540039072
-  POINT  121  -7.689204469035987  14.67821185164483
-  POINT  122  -5.326231788634982  18.39354339222552
-
-END POINTS LIST
-
-
-
-BEGIN MESH STRUCTURE DESCRIPTION
-
-CONVEX 0    'GT_PK(2,2)'      25  36  31  37  38  26
-CONVEX 1    'GT_PK(2,2)'      30  39  35  40  41  29
-CONVEX 2    'GT_PK(2,2)'      21  42  22  43  44  1
-CONVEX 3    'GT_PK(2,2)'      23  45  22  46  44  1
-CONVEX 4    'GT_PK(2,2)'      9  47  5  48  49  10
-CONVEX 5    'GT_PK(2,2)'      9  50  15  48  51  10
-CONVEX 6    'GT_PK(2,2)'      9  52  14  50  53  15
-CONVEX 7    'GT_PK(2,2)'      6  54  5  55  49  10
-CONVEX 8    'GT_PK(2,2)'      6  56  11  57  58  0
-CONVEX 9    'GT_PK(2,2)'      6  56  11  55  59  10
-CONVEX 10    'GT_PK(2,2)'      7  60  8  61  62  12
-CONVEX 11    'GT_PK(2,2)'      7  63  11  64  58  0
-CONVEX 12    'GT_PK(2,2)'      7  63  11  61  65  12
-CONVEX 13    'GT_PK(2,2)'      27  66  21  67  68  26
-CONVEX 14    'GT_PK(2,2)'      27  66  21  69  42  22
-CONVEX 15    'GT_PK(2,2)'      27  70  31  67  38  26
-CONVEX 16    'GT_PK(2,2)'      27  71  32  70  72  31
-CONVEX 17    'GT_PK(2,2)'      28  73  23  74  75  29
-CONVEX 18    'GT_PK(2,2)'      28  73  23  76  45  22
-CONVEX 19    'GT_PK(2,2)'      28  77  35  74  41  29
-CONVEX 20    'GT_PK(2,2)'      28  78  34  77  79  35
-CONVEX 21    'GT_PK(2,2)'      17  80  11  81  65  12
-CONVEX 22    'GT_PK(2,2)'      17  82  18  81  83  12
-CONVEX 23    'GT_PK(2,2)'      17  84  23  85  46  1
-CONVEX 24    'GT_PK(2,2)'      17  84  23  82  86  18
-CONVEX 25    'GT_PK(2,2)'      24  87  19  88  89  3
-CONVEX 26    'GT_PK(2,2)'      24  90  18  87  91  19
-CONVEX 27    'GT_PK(2,2)'      24  92  30  88  93  3
-CONVEX 28    'GT_PK(2,2)'      24  92  30  94  40  29
-CONVEX 29    'GT_PK(2,2)'      24  95  23  94  75  29
-CONVEX 30    'GT_PK(2,2)'      24  95  23  90  86  18
-CONVEX 31    'GT_PK(2,2)'      13  96  8  97  62  12
-CONVEX 32    'GT_PK(2,2)'      13  98  18  97  83  12
-CONVEX 33    'GT_PK(2,2)'      13  98  18  99  91  19
-CONVEX 34    'GT_PK(2,2)'      20  100  21  101  68  26
-CONVEX 35    'GT_PK(2,2)'      20  100  21  102  103  15
-CONVEX 36    'GT_PK(2,2)'      20  104  25  105  106  2
-CONVEX 37    'GT_PK(2,2)'      20  104  25  101  37  26
-CONVEX 38    'GT_PK(2,2)'      20  107  14  105  108  2
-CONVEX 39    'GT_PK(2,2)'      20  107  14  102  53  15
-CONVEX 40    'GT_PK(2,2)'      33  109  32  110  111  4
-CONVEX 41    'GT_PK(2,2)'      33  112  27  109  71  32
-CONVEX 42    'GT_PK(2,2)'      33  112  27  113  69  22
-CONVEX 43    'GT_PK(2,2)'      33  114  28  113  76  22
-CONVEX 44    'GT_PK(2,2)'      33  115  34  110  116  4
-CONVEX 45    'GT_PK(2,2)'      33  114  28  115  78  34
-CONVEX 46    'GT_PK(2,2)'      16  117  11  118  59  10
-CONVEX 47    'GT_PK(2,2)'      16  119  17  117  80  11
-CONVEX 48    'GT_PK(2,2)'      16  119  17  120  85  1
-CONVEX 49    'GT_PK(2,2)'      16  121  15  118  51  10
-CONVEX 50    'GT_PK(2,2)'      16  122  21  120  43  1
-CONVEX 51    'GT_PK(2,2)'      16  122  21  121  103  15
-
-END MESH STRUCTURE DESCRIPTION
diff --git a/tests/test_continuation.cc b/tests/test_continuation.cc
index d8e1a90..1c3dd21 100644
--- a/tests/test_continuation.cc
+++ b/tests/test_continuation.cc
@@ -33,10 +33,7 @@
 #include "getfem/getfem_regular_meshes.h"
 #include "getfem/getfem_model_solvers.h"
 #include "getfem/getfem_continuation.h" /* import continuation method */
-<<<<<<< HEAD
-=======
 #include "gmm/gmm_inoutput.h"
->>>>>>> upstream
 
 using std::endl; using std::cout; using std::cerr;
 using std::ends; using std::cin;
@@ -59,10 +56,6 @@ struct state_problem {
   getfem::mesh_im mim;       /* the integration method */
   scalar_type lambda;
 
-<<<<<<< HEAD
-  std::string datafilename;
-=======
->>>>>>> upstream
   bgeot::md_param PARAM;
 
   bool cont(plain_vector &U);
@@ -83,16 +76,8 @@ void state_problem::init(void) {
   
   /* First step: build the mesh */
   std::vector<getfem::size_type> nsubdiv(1);
-<<<<<<< HEAD
-  nsubdiv[0] = PARAM.int_value("NX", "Number of the space steps ");
-  regular_unit_mesh(mesh, nsubdiv, bgeot::simplex_geotrans(1, 1));
-  
-  datafilename = PARAM.string_value("ROOTFILENAME",
-				    "Base name of data files.");
-=======
   nsubdiv[0] = PARAM.int_value("NX", "Number of space steps ");
   regular_unit_mesh(mesh, nsubdiv, bgeot::simplex_geotrans(1, 1));
->>>>>>> upstream
 
   /* set the finite element on the mf_u */
   getfem::pfem pf_u = getfem::fem_descriptor(FEM_TYPE);
@@ -115,12 +100,7 @@ bool state_problem::cont(plain_vector &U) {
   model.add_fem_variable("u", mf_u);
   add_Laplacian_brick(model, mim, "u");
   std::string f = "u-lambda*exp(u)", dfdu = "1-lambda*exp(u)";
-<<<<<<< HEAD
-  lambda = PARAM.real_value("LAMBDA0");
-  model.add_initialized_scalar_data("lambda", lambda);
-=======
   model.add_fixed_size_data("lambda", 1);
->>>>>>> upstream
   add_basic_nonlinear_brick(model, mim, "u", f, dfdu,
 			    size_type(-1), "lambda");
 
@@ -129,34 +109,6 @@ bool state_problem::cont(plain_vector &U) {
   getfem::rmodel_plsolver_type ls =
     getfem::default_linear_solver<getfem::model_real_sparse_matrix,
                                   getfem::model_real_plain_vector>(model);
-<<<<<<< HEAD
-  size_type nb_step = int(PARAM.int_value("NBSTEP")),
-    maxit = PARAM.int_value("MAXITER"),
-    thrit = PARAM.int_value("THR_ITER"),
-    nb_dof = mf_u.nb_dof();
-  scalar_type scfac = 1./ nb_dof,
-    maxres = PARAM.real_value("RESIDUAL"),
-    maxdiff = PARAM.real_value("DIFFERENCE"),
-    minang = PARAM.real_value("ANGLE"),
-    h_init = PARAM.real_value("H_INIT"),
-    h_max = PARAM.real_value("H_MAX"),
-    h_min = PARAM.real_value("H_MIN"),
-    h_inc = PARAM.real_value("H_INC"),
-    h_dec = PARAM.real_value("H_DEC"),
-    eps = PARAM.real_value("EPSILON"),
-    maxres_solve = PARAM.real_value("RESIDUAL_SOLVE");
-  int noisy = PARAM.int_value("NOISY");
-  getfem::cont_struct_getfem_model
-    S(model, "lambda", ls, scfac, maxit, thrit, maxres, maxdiff, minang,
-      h_init, h_max, h_min, h_inc, h_dec, eps, maxres_solve, noisy);
-
-  if (noisy > 0) cout << "computing initial point" << endl;
-  gmm::iteration iter(maxres_solve, noisy, 40000);
-  getfem::standard_solve(model, iter);
-
-  gmm::resize(U, nb_dof);
-  gmm::copy(model.real_variable("u"), U);
-=======
   size_type nb_dof = mf_u.nb_dof();
   scalar_type scfac = 1./ nb_dof;
   size_type nb_step = int(PARAM.int_value("NBSTEP",
@@ -211,21 +163,10 @@ bool state_problem::cont(plain_vector &U) {
 
     getfem::init_Moore_Penrose_continuation(S, U, lambda, T_U, T_lambda, h);
   }
->>>>>>> upstream
 
   cout << "U = " << U << endl;
   cout << "lambda - u * exp(-u) = " << lambda - U[0] * exp(-U[0]) << endl;
 
-<<<<<<< HEAD
-  plain_vector T_U(U);
-  scalar_type T_lambda = PARAM.real_value("DIRECTION"), h;
-  getfem::init_Moore_Penrose_continuation(S, U, lambda, T_U, T_lambda, h);
-
-  // Continuation
-  for (size_type step = 0; step < nb_step; ++step) {
-    cout << endl << "beginning of step " << step + 1 << endl;
-    
-=======
   // Continuation
   std::string sing_label;
   char s1[100], s2[100];
@@ -233,18 +174,11 @@ bool state_problem::cont(plain_vector &U) {
   for (size_type step = 0; step < nb_step; ++step) {
     cout << endl << "beginning of step " << step + 1 << endl;
    
->>>>>>> upstream
     getfem::Moore_Penrose_continuation(S, U, lambda, T_U, T_lambda, h);
     if (h == 0) break;
 
     cout << "U = " << U << endl;
     cout << "lambda = " << lambda << endl;
-<<<<<<< HEAD
-    cout << "lambda - U[0] * exp(-U[0]) = "
-	 << lambda - U[0] * exp(-U[0]) << endl;
-
-    cout << "end of Step nº " << step+1 << " / " << nb_step << endl;
-=======
 //     cout << "lambda - U[0] * exp(-U[0]) = "
 // 	 << lambda - U[0] * exp(-U[0]) << endl;
 
@@ -281,7 +215,6 @@ bool state_problem::cont(plain_vector &U) {
 	 << endl;
     for (size_type i = 0; i < sing_out.size(); i++)
       cout << sing_out[i] << endl << endl;
->>>>>>> upstream
   }
 
   return (h > 0);
@@ -301,11 +234,7 @@ int main(int argc, char *argv[]) {
     p.PARAM.read_command_line(argc, argv);
     p.init();
     plain_vector U(p.mf_u.nb_dof());
-<<<<<<< HEAD
-    if (!p.cont(U)) GMM_ASSERT1(false, "Continuation has failed");
-=======
     p.cont(U); 
->>>>>>> upstream
   }
   GMM_STANDARD_CATCH_ERROR;
 
diff --git a/tests/test_continuation.param b/tests/test_continuation.param
index 321a7f2..6a42573 100644
--- a/tests/test_continuation.param
+++ b/tests/test_continuation.param
@@ -3,17 +3,6 @@
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 
 %%%%%   discretisation parameters:	                     	      %%%%%
-<<<<<<< HEAD
-NX = 10;            	          % space step.
-FEM_TYPE = 'FEM_PK(1,1)';  % P1 for segments
-INTEGRATION = 'IM_GAUSS1D(3)'; % Gauss-Legendre integration on the
-                               % segment of order 3
-
-%%%%%   continuation parameters:	                     	      %%%%%
-LAMBDA0 = 0.;		% initial value of the parameter lambda
-DIRECTION = 1.;		% direction of the continuation
-NBSTEP = 100;		% number of the continuation steps
-=======
 NX = 10;            	       % space step
 FEM_TYPE = 'FEM_PK(1,1)';      % P1 for segments
 INTEGRATION = 'IM_GAUSS1D(3)'; % Gauss-Legendre integration on the
@@ -35,31 +24,11 @@ H_MAX = 2E-1;		% maximal step length
 H_MIN = 2E-5;		% minimal step length
 H_INC = 1.3;		% scale factor for increasing the step length
 H_DEC = 0.5;		% scale factor for decreasing the step length
->>>>>>> upstream
 
 MAXITER = 5;		% maximum iterations of the Newton correction
 THR_ITER = 4;		% threshold for the number of iterations for
 			% increasing the step length
 RESIDUAL = 1E-6;     	% residual
-<<<<<<< HEAD
-DIFFERENCE = 1E-9;	% difference of two forthcoming iteratives
-ANGLE = 0.993; 		% cosine of the angle between tangents at
-			% two forthcoming points
-
-H_INIT = 1E-3;		% initial step length
-H_MAX = 2E-1;		% maximal step length
-H_MIN = 1E-5;		% minimal step length
-H_INC = 1.3;		% scale factor for increasing the step length
-H_DEC = 0.5;		% scale factor for decreasing the step length
-
-EPSILON = 1E-8;		% spacing for finite differences
-RESIDUAL_SOLVE = 1E-7;	% initial residual
-
-
-%%%%%   saving and output parameters                                  %%%%%
-ROOTFILENAME = 'continuation';     % Root of data files.
-NOISY = 2;
-=======
 DIFFERENCE = 1E-6;	% difference of two forthcoming iteratives
 COS = 0.997; 		% cosine of the angle between tangents at
 			% two forthcoming points
@@ -67,4 +36,3 @@ RESIDUAL_SOLVE = 1E-8;	% initial residual
 
 %%%%%   output parameters     		                             %%%%%
 NOISY = 0;
->>>>>>> upstream
diff --git a/tests/test_large_sliding_contact.cc b/tests/test_large_sliding_contact.cc
index 7c49b08..bcfa33b 100644
--- a/tests/test_large_sliding_contact.cc
+++ b/tests/test_large_sliding_contact.cc
@@ -33,10 +33,7 @@
 #include "getfem/getfem_regular_meshes.h"
 #include "getfem/getfem_contact_and_friction_integral.h"
 #include "getfem/getfem_contact_and_friction_common.h"
-<<<<<<< HEAD
-=======
 #include "getfem/getfem_contact_and_friction_large_sliding.h"
->>>>>>> upstream
 #include "getfem/getfem_model_solvers.h"
 #include "gmm/gmm.h"
 #include <fstream>
@@ -402,11 +399,7 @@ void contact_problem::solve(void) {
   // Contact brick.
   model.add_initialized_scalar_data("r", R);
   model.add_initialized_scalar_data("f", friction_coef);
-<<<<<<< HEAD
-  size_type indb = add_integral_large_sliding_contact_brick
-=======
   size_type indb = add_integral_large_sliding_contact_brick_field_extension
->>>>>>> upstream
     (model, mim2, "u2", "lambda2", "r", "f", CONTACT_BOUNDARY2);
 
   if (two_bodies) 

-- 
Alioth's /usr/local/bin/git-commit-notice on /srv/git.debian.org/git/debian-science/packages/getfem.git



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