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| author | Omar Vega Ramos <ovruni@gnu.org.pe> | 2018-09-05 14:46:36 -0500 |
|---|---|---|
| committer | Omar Vega Ramos <ovruni@gnu.org.pe> | 2018-09-05 14:46:36 -0500 |
| commit | 41e3260616ac5dd4f32be75375956d1da6f4927a (patch) | |
| tree | 83eab74f595b766fe73b6befcc1e6e577eb6c962 /pcr/python-poppler-qt4 | |
| parent | 3fd5d6b6eea2be586fe3098d89b3632d9a9d229d (diff) | |
| download | abslibre-41e3260616ac5dd4f32be75375956d1da6f4927a.tar.gz abslibre-41e3260616ac5dd4f32be75375956d1da6f4927a.tar.bz2 abslibre-41e3260616ac5dd4f32be75375956d1da6f4927a.zip | |
Removing python-poppler-qt4
Diffstat (limited to 'pcr/python-poppler-qt4')
| -rw-r--r-- | pcr/python-poppler-qt4/PKGBUILD | 38 |
1 files changed, 0 insertions, 38 deletions
diff --git a/pcr/python-poppler-qt4/PKGBUILD b/pcr/python-poppler-qt4/PKGBUILD deleted file mode 100644 index cb3b53a69..000000000 --- a/pcr/python-poppler-qt4/PKGBUILD +++ /dev/null @@ -1,38 +0,0 @@ -# Maintainer (AUR): Johan Reitan <johan.reitan at gmail dot com> -# Contributor (AUR): Philip Lorenz <lorenzph@users.sourceforge.net> - -# parabola changes and rationale: -# no changes. - -pkgname=python-poppler-qt4 -_realpkgname=python-poppler-qt4 -pkgver=0.25.0 -pkgrel=1 -pkgdesc="A Python 3 binding to poppler-qt4" -arch=('i686' 'x86_64') -url="https://github.com/wbsoft/python-poppler-qt4" -license=('LGPL') -depends=('python-pyqt4' 'poppler-qt4') -conflicts=('python-poppler-qt') -replaces=('python-poppler-qt') -source=(https://github.com/zehome/$_realpkgname/archive/v$pkgver.tar.gz) -# Fork that fixes a build issue with sip 4.19. Original repo: -#source=(https://github.com/wbsoft/$_realpkgname/archive/v$pkgver.tar.gz) -sha256sums=('2dbff1b9064419037855007eb2cbbf1e680adbc0175c1f0b74d69be4a9feb94a') - -_build_ext_args="--qmake-bin=/usr/bin/qmake-qt4" - -build() { - cd "$srcdir/$_realpkgname-$pkgver" - - python setup.py build_ext ${_build_ext_args} -} - -package() { - cd "$srcdir/$_realpkgname-$pkgver" - - python setup.py install --root="${pkgdir}" \ - build_ext ${_build_ext_args} -} - -# vim:set ts=2 sw=2 et: |