r36119 - in /packages/kseg/trunk/debian: changelog control

smr at users.alioth.debian.org smr at users.alioth.debian.org
Sun Jan 31 04:37:26 UTC 2010


Author: smr
Date: Sun Jan 31 04:37:25 2010
New Revision: 36119

URL: http://svn.debian.org/wsvn/debian-science/?sc=1&rev=36119
Log:
Update Standards-Version, add ${misc:Depends}.

Modified:
    packages/kseg/trunk/debian/changelog
    packages/kseg/trunk/debian/control

Modified: packages/kseg/trunk/debian/changelog
URL: http://svn.debian.org/wsvn/debian-science/packages/kseg/trunk/debian/changelog?rev=36119&op=diff
==============================================================================
--- packages/kseg/trunk/debian/changelog (original)
+++ packages/kseg/trunk/debian/changelog Sun Jan 31 04:37:25 2010
@@ -6,8 +6,10 @@
   
   * rules:
   * control: Drop cdbs from build-dep.  Rewrite using dh; requires
-    debhelper 7.4.12 for the qmake build system.  Move homepage URL from
-    description to Homepage field.
+    debhelper 7.4.12 for the qmake build system.  
+  
+  * control: Update Standards-Version to 3.8.4.0.  Move homepage URL from
+    description to Homepage field.  Add ${misc:Depends}.
 
  -- Steve M. Robbins <smr at debian.org>  Sat, 30 Jan 2010 22:28:59 -0600
 

Modified: packages/kseg/trunk/debian/control
URL: http://svn.debian.org/wsvn/debian-science/packages/kseg/trunk/debian/control?rev=36119&op=diff
==============================================================================
--- packages/kseg/trunk/debian/control (original)
+++ packages/kseg/trunk/debian/control Sun Jan 31 04:37:25 2010
@@ -4,11 +4,11 @@
 Priority: optional
 Maintainer: Steve M. Robbins <smr at debian.org>
 Build-Depends: debhelper (>= 7.4.12), libqt3-mt-dev, qt3-dev-tools
-Standards-Version: 3.7.2
+Standards-Version: 3.8.4.0
 
 Package: kseg
 Architecture: any
-Depends: ${shlibs:Depends}
+Depends: ${shlibs:Depends}, ${misc:Depends}
 Description: Sketchpad for planar Euclidean geometry
  KSEG allows you to interactively create a geometrical construction,
  similar to what you can do with a straight edge and compass.  Points




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