[arch-commits] Commit in python-sybil/trunk (PKGBUILD)

[Antonio Rojas]

    Date: Saturday, November 2, 2019 @ 00:40:10
  Author: arojas
Revision: 522120

Drop python2

Modified:
  python-sybil/trunk/PKGBUILD

----------+
 PKGBUILD |   31 ++++++-------------------------
 1 file changed, 6 insertions(+), 25 deletions(-)

Modified: PKGBUILD
===================================================================
--- PKGBUILD	2019-11-02 00:36:22 UTC (rev 522119)
+++ PKGBUILD	2019-11-02 00:40:10 UTC (rev 522120)
@@ -1,7 +1,6 @@
 # Maintainer: Felix Yan <felixonmars at archlinux.org>
 
-pkgbase=python-sybil
-pkgname=('python-sybil' 'python2-sybil')
+pkgname=python-sybil
 pkgver=1.2.0
 pkgrel=1
 pkgdesc='Automated testing for the examples in your documentation.'
@@ -8,43 +7,25 @@
 arch=('any')
 license=('MIT')
 url='https://github.com/cjw296/sybil'
-makedepends=('python-setuptools' 'python2-setuptools')
-checkdepends=('python-pytest-runner' 'python2-pytest-runner' 'python-nose' 'python2-nose')
-source=("$pkgbase-$pkgver.tar.gz::https://github.com/cjw296/sybil/archive/$pkgver.tar.gz")
+depends=('python')
+makedepends=('python-setuptools')
+checkdepends=('python-pytest-runner' 'python-nose')
+source=("$pkgname-$pkgver.tar.gz::https://github.com/cjw296/sybil/archive/$pkgver.tar.gz")
 sha512sums=('769b528a03b75ba6dcd371ac677cb01f88e1629c6b2f3d401ec6bad056650a41ae6cf112d7b0ec8f34434ec2e945a19e87e3910b828182916fa87113a1b45372')
 
-prepare() {
-  cp -a sybil-$pkgver{,-py2}
-}
-
 build() {
   cd "$srcdir"/sybil-$pkgver
   python setup.py build
-
-  cd "$srcdir"/sybil-$pkgver-py2
-  python2 setup.py build
 }
 
 check() {
   cd "$srcdir"/sybil-$pkgver
   python setup.py pytest
-
-  cd "$srcdir"/sybil-$pkgver-py2
-  python2 setup.py pytest
 }
 
-package_python-sybil() {
-  depends=('python')
-
+package() {
   cd sybil-$pkgver
   python setup.py install --root="$pkgdir" --optimize=1
 }
 
-package_python2-sybil() {
-  depends=('python2')
-
-  cd sybil-$pkgver-py2
-  python2 setup.py install --root="$pkgdir" --optimize=1
-}
-
 # vim:set ts=2 sw=2 et: