dispcalGUI updated to 0.7.0.7

pkgbuild/dispcalgui/PKGBUILD

@@ -0,0 +1,32 @@
+# Maintainer: Cedric Girard <girard.cedric@gmail.com>
+# Contributor: foxbunny <bg.branko@gmail.com> 
+
+pkgname=dispcalgui
+pkgver=0.7.0.7
+pkgrel=1
+pkgdesc="A GUI frontend for several utilities from the open source color management system Argyll CMS "
+arch=('i686' 'x86_64')
+url="http://hoech.net/dispcalGUI/"
+license=('GPL3')
+depends=('argyllcms>=1.3.0' 'python2>=2.5' 'wxpython>=2.8' 'hicolor-icon-theme' 'desktop-file-utils')
+optdepends=('python2-numpy: to enable curve viewer'
+            'gksu: For running as root')
+makedepends=('python>=2.5' 'libx11' 'libxrandr' 'libxinerama' 'libxxf86vm' 'setuptools>=0.6c11' 'xdg-utils')
+groups=('painters-studio-tools' 'painters-studio-extras' 'painters-studio-complete')
+install=${pkgname}.install
+source=(http://dispcalgui.hoech.net/dispcalGUI-${pkgver}.tar.gz ${pkgname}.desktop)
+
+md5sums=('0507992d7fbc593ee41db6b86739f727'
+         'a65019defc10243c7e0fd2925405d26e')
+
+package() {
+  cd "${srcdir}"/dispcalGUI-${pkgver}
+
+  python2 setup.py install --root="${pkgdir}" --optimize=1
+
+  install -Dm644 \
+    "${srcdir}"/dispcalgui.desktop \
+    "${pkgdir}"/usr/share/applications/${pkgname}.desktop
+}
+
+# vim:set ts=2 sw=2 et:

pkgbuild/dispcalgui/dispcalgui.desktop

@@ -0,0 +1,9 @@
+[Desktop Entry]
+Exec=gksudo dispcalgui
+Name=dispcalGUI
+GenericName=dispcalGUI
+MimeType=application/x-designer
+Icon=/usr/share/pixmaps/dispcalGUI.png
+Terminal=false
+Type=Application
+Categories=Graphics;2DGraphics

pkgbuild/dispcalgui/dispcalgui.install

@@ -0,0 +1,19 @@
+# arg 1:  the new package version
+post_install() {
+  update-desktop-database -q
+  gtk-update-icon-cache -q -t -f usr/share/icons/hicolor
+}
+
+post_upgrade(){
+  update-desktop-database -q
+  gtk-update-icon-cache -q -t -f usr/share/icons/hicolor
+}
+
+post_remove() {
+  update-desktop-database -q
+  gtk-update-icon-cache -q -t -f usr/share/icons/hicolor
+}
+
+gtk-update-icon-cache -q -t -f usr/share/icons/hicolor
+
+# vim:set ts=2 sw=2 et: