[arch-commits] Commit in python-service_identity/repos/community-staging-any (2 files)

[Evangelos Foutras]

    Date: Thursday, November 12, 2020 @ 19:06:25
  Author: foutrelis
Revision: 753342

archrelease: copy trunk to community-staging-any

Added:
  python-service_identity/repos/community-staging-any/PKGBUILD
    (from rev 753340, python-service_identity/trunk/PKGBUILD)
Deleted:
  python-service_identity/repos/community-staging-any/PKGBUILD

----------+
 PKGBUILD |   78 ++++++++++++++++++++++++++++++-------------------------------
 1 file changed, 39 insertions(+), 39 deletions(-)

Deleted: PKGBUILD
===================================================================
--- PKGBUILD	2020-11-12 19:06:25 UTC (rev 753341)
+++ PKGBUILD	2020-11-12 19:06:25 UTC (rev 753342)
@@ -1,39 +0,0 @@
-# Maintainer: Levente Polyak <anthraxx[at]archlinux[dot]org>
-
-pkgname=python-service_identity
-_pyname=service-identity
-pkgver=18.1.0
-pkgrel=5
-pkgdesc='Service Identity Verification for Python'
-url='https://service-identity.readthedocs.io/'
-arch=('any')
-license=('MIT')
-depends=('python' 'python-attrs' 'python-pyasn1' 'python-pyasn1-modules' 'python-idna')
-makedepends=('python' 'python-setuptools' 'python-attrs' 'python-pyasn1'
-             'python-pyasn1-modules' 'python-idna' 'python-sphinx')
-checkdepends=('python-pytest' 'python-cryptography')
-source=(${pkgname}-${pkgver}.tar.gz::https://github.com/pyca/service_identity/archive/${pkgver}.tar.gz)
-sha512sums=('6b6da48c543bfbe0d9da9f0d03dbd735ce97e64a76cbf9eae2b615ced7b91c5fcca1f25353e53858c48da9c4e0c0be4e33fa4559adb50899a79689cbb372f49b')
-
-build() {
-  cd ${_pyname}-${pkgver}
-  python setup.py build
-  sphinx-build -b text docs docs/_build/text
-  sphinx-build -b man docs docs/_build/man
-}
-
-check() {
-  cd ${_pyname}-${pkgver}
-  PYTHONPATH=src py.test
-}
-
-package() {
-  cd ${_pyname}-${pkgver}
-  python setup.py install -O1 --root="${pkgdir}" --skip-build
-  install -Dm 644 LICENSE -t "${pkgdir}/usr/share/licenses/${pkgname}"
-  install -Dm 644 README.rst -t "${pkgdir}/usr/share/doc/${pkgname}"
-  install -Dm 644 docs/_build/text/*.txt -t "${pkgdir}/usr/share/doc/${pkgname}"
-  install -Dm 644 docs/_build/man/service_identity.1 "${pkgdir}/usr/share/man/man1/service_identity.1"
-}
-
-# vim: ts=2 sw=2 et:

Copied: python-service_identity/repos/community-staging-any/PKGBUILD (from rev 753340, python-service_identity/trunk/PKGBUILD)
===================================================================
--- PKGBUILD	                        (rev 0)
+++ PKGBUILD	2020-11-12 19:06:25 UTC (rev 753342)
@@ -0,0 +1,39 @@
+# Maintainer: Levente Polyak <anthraxx[at]archlinux[dot]org>
+
+pkgname=python-service_identity
+_pyname=service-identity
+pkgver=18.1.0
+pkgrel=6
+pkgdesc='Service Identity Verification for Python'
+url='https://service-identity.readthedocs.io/'
+arch=('any')
+license=('MIT')
+depends=('python' 'python-attrs' 'python-pyasn1' 'python-pyasn1-modules' 'python-idna')
+makedepends=('python' 'python-setuptools' 'python-attrs' 'python-pyasn1'
+             'python-pyasn1-modules' 'python-idna' 'python-sphinx')
+checkdepends=('python-pytest' 'python-cryptography')
+source=(${pkgname}-${pkgver}.tar.gz::https://github.com/pyca/service_identity/archive/${pkgver}.tar.gz)
+sha512sums=('6b6da48c543bfbe0d9da9f0d03dbd735ce97e64a76cbf9eae2b615ced7b91c5fcca1f25353e53858c48da9c4e0c0be4e33fa4559adb50899a79689cbb372f49b')
+
+build() {
+  cd ${_pyname}-${pkgver}
+  python setup.py build
+  sphinx-build -b text docs docs/_build/text
+  sphinx-build -b man docs docs/_build/man
+}
+
+check() {
+  cd ${_pyname}-${pkgver}
+  PYTHONPATH=src py.test
+}
+
+package() {
+  cd ${_pyname}-${pkgver}
+  python setup.py install -O1 --root="${pkgdir}" --skip-build
+  install -Dm 644 LICENSE -t "${pkgdir}/usr/share/licenses/${pkgname}"
+  install -Dm 644 README.rst -t "${pkgdir}/usr/share/doc/${pkgname}"
+  install -Dm 644 docs/_build/text/*.txt -t "${pkgdir}/usr/share/doc/${pkgname}"
+  install -Dm 644 docs/_build/man/service_identity.1 "${pkgdir}/usr/share/man/man1/service_identity.1"
+}
+
+# vim: ts=2 sw=2 et: