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Commits on Apr 25, 2015
Commits on Feb 16, 2013
  1. Recursive bump for png-1.6.

    wiz authored
Commits on Jan 26, 2013
Commits on Oct 6, 2012
Commits on Jan 13, 2011
Commits on Dec 23, 2010
  1. Mechanically replace references to graphics/jpeg with the suitable

    dsainty authored
    alternative from mk/jpeg.buildlink3.mk
    
    This allows selection of an alternative jpeg library (namely the x86 MMX,
    SSE, SSE2 accelerated libjpeg-turbo) via JPEG_DEFAULT=libjpeg-turbo, and
    follows the current standard model for alternatives (fam, motif, fuse etc).
    
    The mechanical edits were applied via the following script:
    
    #!/bin/sh
    for d in */*; do
      [ -d "$d" ] || continue
      for i in "$d/"Makefile* "$d/"*.mk; do
        case "$i" in *.orig|*"*"*) continue;; esac
        out="$d/x"
        sed -e 's;graphics/jpeg/buildlink3\.mk;mk/jpeg.buildlink3.mk;g' \
            -e 's;BUILDLINK_PREFIX\.jpeg;JPEGBASE;g' \
            < "$i" > "$out"
        if cmp -s "$i" "$out"; then
          rm -f "$out"
        else
          echo "Edited $i"
          mv -f "$i" "$i.orig" && mv "$out" "$i"
        fi
      done
    done
Commits on Jun 13, 2010
  1. Bump PKGREVISION for libpng shlib name change.

    wiz authored
    Also add some patches to remove use of deprecated symbols and fix other
    problems when looking for or compiling against libpng-1.4.x.
Commits on Jan 18, 2010
Commits on Aug 26, 2009
Commits on Apr 7, 2008
  1. Fix DESTDIR.

    joerg authored
Commits on Mar 4, 2008
  1. Mechanical changes to add DESTDIR support to packages that install

    jlam authored
    their files via a custom do-install target.
Commits on Mar 23, 2007
Commits on Jul 27, 2006
  1. Needs a C compiler.

    rillig authored
Commits on Jul 18, 2006
  1. Import of the fltk example application sudoku that can generate sudoku

    reinoud authored
    games and solve them.
    
    Sudoku (pronounced soo-dough-coo with the emphasis on the first syllable) 
    is a simple number-based puzzle/game played on a 9x9 grid that is divided 
    into 3x3 subgrids. The goal is to enter a number from 1 to 9 in each cell 
    so that each number appears only once in each column and row. In addition, 
    each 3x3 subgrid may only contain one of each number.
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