packages: genius/genius.spec - updated to 1.0.14 - vte-devel -> vte0-devel

[lisu]

Author: lisu                         Date: Fri Jul 29 20:50:42 2011 GMT
Module: packages                      Tag: HEAD
---- Log message:
- updated to 1.0.14
- vte-devel -> vte0-devel

---- Files affected:
packages/genius:
   genius.spec (1.89 -> 1.90) 

---- Diffs:

================================================================
Index: packages/genius/genius.spec
diff -u packages/genius/genius.spec:1.89 packages/genius/genius.spec:1.90
--- packages/genius/genius.spec:1.89	Fri Feb  4 19:23:45 2011
+++ packages/genius/genius.spec	Fri Jul 29 22:50:37 2011
@@ -3,12 +3,12 @@
 Summary:	General tool for mathematics
 Summary(pl.UTF-8):	Rozbudowane narzędzie matematyczne
 Name:		genius
-Version:	1.0.12
-Release:	2
+Version:	1.0.14
+Release:	1
 License:	GPL v3+
 Group:		Applications/Math
-Source0:	http://ftp.5z.com/pub/genius/%{name}-%{version}.tar.bz2
-# Source0-md5:	12936d03d0d8f41ca747269d144632b2
+Source0:	http://ftp.5z.com/pub/genius/%{name}-%{version}.tar.xz
+# Source0-md5:	6b4dd6a7b7ad893e76c8653e332e8ad6
 Patch0:		%{name}-termcap.patch
 Patch1:		%{name}-desktop.patch
 URL:		http://www.jirka.org/genius.html
@@ -32,7 +32,9 @@
 BuildRequires:	rpmbuild(macros) >= 1.311
 BuildRequires:	scrollkeeper
 BuildRequires:	sed >= 4.0
-BuildRequires:	vte-devel >= 0.8.19
+BuildRequires:	tar >= 1:1.22
+BuildRequires:	vte0-devel >= 0.8.19
+BuildRequires:	xz >= 1:4.999.7
 Requires(post,postun):	desktop-file-utils
 Requires(post,postun):	gtk-update-icon-cache
 Requires(post,postun):	hicolor-icon-theme
@@ -147,6 +149,10 @@
 All persons listed below can be reached at <cvs_login>@pld-linux.org
 
 $Log$
+Revision 1.90  2011/07/29 20:50:37  lisu
+- updated to 1.0.14
+- vte-devel -> vte0-devel
+
 Revision 1.89  2011/02/04 18:23:45  wiget
 - Requires(post,postun): gtk-update-icon-cache
 
================================================================

---- CVS-web:
    http://cvs.pld-linux.org/cgi-bin/cvsweb.cgi/packages/genius/genius.spec?r1=1.89&r2=1.90&f=u