Author: lisu                         Date: Mon Jan  3 12:44:46 2011 GMT
Module: packages                      Tag: DEVEL
---- Log message:
- up to 1.1.0-beta2
- BR: xz-devel

---- Files affected:
packages/openttd:
   openttd.spec (1.89.2.1 -> 1.89.2.2) 

---- Diffs:

================================================================
Index: packages/openttd/openttd.spec
diff -u packages/openttd/openttd.spec:1.89.2.1 
packages/openttd/openttd.spec:1.89.2.2
--- packages/openttd/openttd.spec:1.89.2.1      Mon Dec 27 14:40:59 2010
+++ packages/openttd/openttd.spec       Mon Jan  3 13:44:40 2011
@@ -3,7 +3,7 @@
 # Conditional build:
 %bcond_without home_etc        # without home_etc support
 #
-%define                _beta   beta1
+%define                _beta   beta2
 Summary:       An open source reimplementation of the Microprose game 
"Transport Tycoon Deluxe"
 Summary(pl.UTF-8):     Otwarta reimplementacja gry Transport Tycoon Deluxe
 Name:          openttd
@@ -12,7 +12,7 @@
 License:       GPL v2+
 Group:         X11/Applications/Games
 Source0:       
http://binaries.openttd.org/releases/%{version}-%{_beta}/%{name}-%{version}-%{_beta}-source.tar.gz
-# Source0-md5: 277d5315f318420dc546f072336ddf65
+# Source0-md5: 2362bfb8f9dd1d31d069b15d975303b8
 Source1:       %{name}.desktop
 Source2:       %{name}-server.desktop
 Patch0:                %{name}-home_etc.patch
@@ -27,6 +27,7 @@
 BuildRequires: lzo-devel
 BuildRequires: pkgconfig
 BuildRequires: sed >= 4.0
+BuildRequires: xz-devel
 BuildRequires: zlib-devel
 Requires:      %{name}-data = %{version}-%{release}
 Suggests:      %{name}-ai
@@ -201,6 +202,10 @@
 All persons listed below can be reached at <cvs_login>@pld-linux.org
 
 $Log$
+Revision 1.89.2.2  2011/01/03 12:44:40  lisu
+- up to 1.1.0-beta2
+- BR: xz-devel
+
 Revision 1.89.2.1  2010/12/27 13:40:59  lisu
 - up to 1.1.0-beta1
 
================================================================

---- CVS-web:
    
http://cvs.pld-linux.org/cgi-bin/cvsweb.cgi/packages/openttd/openttd.spec?r1=1.89.2.1&r2=1.89.2.2&f=u

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