SPECS: xorg-font-font-bh-type1.spec - informative descs - release 1

qboosh qboosh at pld-linux.org
Sun Apr 1 20:33:39 CEST 2007


Author: qboosh                       Date: Sun Apr  1 18:33:39 2007 GMT
Module: SPECS                         Tag: HEAD
---- Log message:
- informative descs
- release 1

---- Files affected:
SPECS:
   xorg-font-font-bh-type1.spec (1.10 -> 1.11) 

---- Diffs:

================================================================
Index: SPECS/xorg-font-font-bh-type1.spec
diff -u SPECS/xorg-font-font-bh-type1.spec:1.10 SPECS/xorg-font-font-bh-type1.spec:1.11
--- SPECS/xorg-font-font-bh-type1.spec:1.10	Mon Feb 12 23:09:24 2007
+++ SPECS/xorg-font-font-bh-type1.spec	Sun Apr  1 20:33:34 2007
@@ -1,12 +1,12 @@
 # $Revision$, $Date$
-Summary:	bh-type1 font
-Summary(pl.UTF-8):	Font bh-type1
+Summary:	Bigelow & Holmes Luxi fonts in Type1 format
+Summary(pl.UTF-8):	Fonty Bigelow & Holmes Luxi w formacie Type1
 Name:		xorg-font-font-bh-type1
 Version:	1.0.0
-Release:	0.1
+Release:	1
 License:	MIT
 Group:		Fonts
-Source0:	http://xorg.freedesktop.org/releases/X11R7.0/src/font/font-bh-type1-%{version}.tar.bz2
+Source0:	http://xorg.freedesktop.org/releases/individual/font/font-bh-type1-%{version}.tar.bz2
 # Source0-md5:	46588b22678e440741d6220bc3945cbf
 URL:		http://xorg.freedesktop.org/
 BuildRequires:	autoconf >= 2.57
@@ -21,10 +21,10 @@
 BuildRoot:	%{tmpdir}/%{name}-%{version}-root-%(id -u -n)
 
 %description
-bh-type1 font.
+Bigelow & Holmes Luxi fonts in Type1 format.
 
 %description -l pl.UTF-8
-Font bh-type1.
+Fonty Bigelow & Holmes Luxi w formacie Type1.
 
 %prep
 %setup -q -n font-bh-type1-%{version}
@@ -77,6 +77,10 @@
 All persons listed below can be reached at <cvs_login>@pld-linux.org
 
 $Log$
+Revision 1.11  2007/04/01 18:33:34  qboosh
+- informative descs
+- release 1
+
 Revision 1.10  2007/02/12 22:09:24  glen
 - tabs in preamble
 
================================================================

---- CVS-web:
    http://cvs.pld-linux.org/SPECS/xorg-font-font-bh-type1.spec?r1=1.10&r2=1.11&f=u



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