[arch-commits] Commit in ruby-sass/repos (2 files)
Felix Yan
felixonmars at archlinux.org
Thu Dec 26 00:51:07 UTC 2019
Date: Thursday, December 26, 2019 @ 00:51:04
Author: felixonmars
Revision: 541703
archrelease: copy trunk to community-staging-any
Added:
ruby-sass/repos/community-staging-any/
ruby-sass/repos/community-staging-any/PKGBUILD
(from rev 541702, ruby-sass/trunk/PKGBUILD)
----------+
PKGBUILD | 36 ++++++++++++++++++++++++++++++++++++
1 file changed, 36 insertions(+)
Copied: ruby-sass/repos/community-staging-any/PKGBUILD (from rev 541702, ruby-sass/trunk/PKGBUILD)
===================================================================
--- community-staging-any/PKGBUILD (rev 0)
+++ community-staging-any/PKGBUILD 2019-12-26 00:51:04 UTC (rev 541703)
@@ -0,0 +1,36 @@
+# Maintainer: Levente Polyak <anthraxx[at]archlinux[dot]org>
+
+_gemname=sass
+pkgname=ruby-sass
+pkgver=3.7.4
+pkgrel=2
+pkgdesc='Sass makes CSS fun again'
+url='https://sass-lang.com/'
+arch=('any')
+license=('MIT')
+depends=('ruby' 'ruby-sass-listen' 'ruby-yard' 'ruby-maruku' 'ruby-rdoc')
+options=('!emptydirs')
+source=(${pkgname}-${pkgver}.tar.gz::https://github.com/sass/ruby-sass/archive/${pkgver}.tar.gz)
+sha256sums=('b39602cac4a5a09c621610ca369e7af97c7ae9f620bddfcd9423c6520de77626')
+sha512sums=('4bebb6ddc84e7f2687d9b801e6b30e897d83a46940249349d775e0139d1fca8ffd96d0976f4c35a7a0dba9ebf786883a70aff2ff002708e28b685a034634aaf2')
+
+prepare() {
+ cd ${pkgname}-${pkgver}
+ sed -r 's|~>|>=|g' -i ${_gemname}.gemspec # don't give a fuck about rubys bla bla
+}
+
+build() {
+ cd ${pkgname}-${pkgver}
+ gem build ${_gemname}.gemspec
+}
+
+package() {
+ cd ${pkgname}-${pkgver}
+ local _gemdir="$(gem env gemdir)"
+ gem install --ignore-dependencies --no-user-install -i "${pkgdir}${_gemdir}" -n "${pkgdir}/usr/bin" ${_gemname}-${pkgver}.gem
+ install -Dm 644 README.md -t "${pkgdir}/usr/share/doc/${pkgname}"
+ install -Dm 644 MIT-LICENSE -t "${pkgdir}/usr/share/licenses/${pkgname}"
+ rm "${pkgdir}/${_gemdir}/cache/${_gemname}-${pkgver}.gem"
+}
+
+# vim: ts=2 sw=2 et:
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