Author: qboosh                       Date: Fri Jan 12 19:18:30 2007 GMT
Module: SPECS                         Tag: HEAD
---- Log message:
- simpler macros compatible with df

---- Files affected:
SPECS:
   phplot.spec (1.11 -> 1.12) 

---- Diffs:

================================================================
Index: SPECS/phplot.spec
diff -u SPECS/phplot.spec:1.11 SPECS/phplot.spec:1.12
--- SPECS/phplot.spec:1.11      Fri Jan 12 16:36:09 2007
+++ SPECS/phplot.spec   Fri Jan 12 20:18:25 2007
@@ -1,19 +1,18 @@
 # $Revision$, $Date$
 #
 # NOTES: - draws unwanted, additional X labels in comparison with 4.4.6
-#       - rpm marcos are to smart for distfiles parser
 #
-%define                _rc 3
+%define                _rc rc3
 %define                _manual 20061201
 #
 Summary:       Class for creating esientific and business charts
 Summary(pl):   Klasa do tworzenia naukowych i biznesowych wykresów
 Name:          phplot
 Version:       5.0
-Release:       %{?_rc:0.rc%{_rc}}.0.1
+Release:       0.%{_rc}.0.1
 License:       GPL/PHP
 Group:         Libraries
-Source0:       
http://dl.sourceforge.net/phplot/%{name}-%{version}%{?_rc:rc%{_rc}}.tar.gz
+Source0:       http://dl.sourceforge.net/phplot/%{name}-%{version}%{_rc}.tar.gz
 # Source0-md5: ddd9f4877c6f0a0b629ada1ce2bc4772
 Source1:       http://dl.sourceforge.net/phplot/phplotdocs-%{_manual}.zip
 # Source1-md5: 61cd9ef5fa6ac1c74d98b85fb7af816a
@@ -33,7 +32,7 @@
 Klasa do tworzenia naukowych i biznesowych wykresów.
 
 %prep
-%setup -q -n %{name}-%{version}%{?_rc:rc%{_rc}} -a1 
+%setup -q -n %{name}-%{version}%{_rc} -a1 
 
 %install
 rm -rf $RPM_BUILD_ROOT
@@ -55,6 +54,9 @@
 All persons listed below can be reached at <cvs_login>@pld-linux.org
 
 $Log$
+Revision 1.12  2007/01/12 19:18:25  qboosh
+- simpler macros compatible with df
+
 Revision 1.11  2007/01/12 15:36:09  twittner
 - note about how 5.0.0rc3 works in comparison with 4.4.6
 
================================================================

---- CVS-web:
    http://cvs.pld-linux.org/SPECS/phplot.spec?r1=1.11&r2=1.12&f=u

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