[arch-commits] Commit in ruby-deep_merge/repos (community-any community-any/PKGBUILD)

Christian Rebischke shibumi at archlinux.org
Mon Jan 20 19:00:15 UTC 2020


    Date: Monday, January 20, 2020 @ 19:00:15
  Author: shibumi
Revision: 553238

archrelease: copy trunk to community-any

Added:
  ruby-deep_merge/repos/community-any/
  ruby-deep_merge/repos/community-any/PKGBUILD
    (from rev 553237, ruby-deep_merge/trunk/PKGBUILD)

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

Copied: ruby-deep_merge/repos/community-any/PKGBUILD (from rev 553237, ruby-deep_merge/trunk/PKGBUILD)
===================================================================
--- community-any/PKGBUILD	                        (rev 0)
+++ community-any/PKGBUILD	2020-01-20 19:00:15 UTC (rev 553238)
@@ -0,0 +1,39 @@
+# Maintainer: Christian Rebischke <chris.rebischke at archlinux.org>
+# Contributor: Tim Meusel <tim at bastelfreak.de>
+
+_gemname='deep_merge'
+pkgname="ruby-${_gemname}"
+pkgver=1.2.1
+pkgrel=2
+pkgdesc='Recursively merge Ruby hashes'
+arch=('any')
+url='https://github.com/danielsdeleo/deep_merge'
+license=('MIT')
+makedepends=('ruby-rdoc')
+checkdepends=('ruby-rake' 'ruby-minitest' 'ruby-test-unit')
+depends=('ruby')
+options=(!emptydirs)
+source=("${url}/archive/${pkgver}/${pkgname}-${pkgver}.tar.gz")
+sha512sums=('d5a61761e0d7d83d0956f98d6d2e841427b9b7a6d8f80598bd97c5dea7bdd582a6d406ed0d8701180c0a8a950a5bbd50a50349ec4b85e5a3e999dcb3741de25f')
+
+build() {
+  cd "${srcdir}/${_gemname}-${pkgver}"
+  gem build "${_gemname}.gemspec"
+}
+
+check() {
+  cd "${srcdir}/${_gemname}-${pkgver}"
+  rake test
+}
+
+package() {
+  cd "${srcdir}/${_gemname}-${pkgver}"
+  local _gemdir="$(gem env gemdir)"
+  gem install --verbose --ignore-dependencies --no-user-install --install-dir "${pkgdir}/${_gemdir}" --bindir "${pkgdir}/usr/bin" "${_gemname}-${pkgver}.gem"
+
+  install -Dm 644 LICENSE -t "${pkgdir}/usr/share/licenses/${pkgname}/"
+
+  rm -rf "${pkgdir}/${_gemdir}/cache"
+}
+
+# vim: ts=2 sw=2 et:



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