# $Id$ # Maintainer: Timothy Redaelli # Contributor: Frank Ickstadt (frank dot ickstadt at gmail dot com) # ALARM: Kevin Mihelich # - don't run makepackagebin.sh, not ARM friendly, not needed pkgname=argyllcms _pkgname=Argyll pkgver=1.7.0 _pkgver="V${pkgver}" pkgrel=1 pkgdesc="An ICC compatible color management system with support for different colorimeter hardware" arch=(i686 x86_64) depends=('libxss' 'libxinerama' 'libxxf86vm' 'libxrandr' 'zlib') makedepends=('ftjam' 'zip' 'unzip') # You need to fake an UserAgent or it doesn't download source=(http://www.argyllcms.com/${_pkgname}_${_pkgver}_src.zip) url="http://www.argyllcms.com/" license=("GPL" "AGPL") install=${pkgname}.install sha256sums=('dac51cf5d8f6d04bb02f2f5b119fa0e8b773a010e6377116768b082ef018f663') prepare() { sed -i 's:^TEST=="/lib/udev/usb-db", IMPORT{program}="usb-db %p":IMPORT{builtin}="hwdb --subsystem=usb":' ${_pkgname}_${_pkgver}/usb/55-Argyll.rules } build() { cd ${_pkgname}_${_pkgver} echo "***running makeall.sh***" sh ./makeall.sh echo "***running makeinstall.sh***" sh ./makeinstall.sh #echo "***running makepackagebin.sh***" #sh ./makepackagebin.sh rm {bin,ref}/License.txt rm {doc,ref}/afiles } package() { mkdir -p "${pkgdir}"/usr/bin install -m755 ${_pkgname}_${_pkgver}/bin/* "${pkgdir}"/usr/bin mkdir -p "${pkgdir}"/usr/share/${pkgname}/ref install -m644 ${_pkgname}_${_pkgver}/ref/*.* "${pkgdir}"/usr/share/${pkgname}/ref install -m644 ${_pkgname}_${_pkgver}/profile/*.sp "${pkgdir}"/usr/share/${pkgname}/ref install -m644 ${_pkgname}_${_pkgver}/scanin/*.c?? "${pkgdir}"/usr/share/${pkgname}/ref # Because there is just html documentation we have to move it mkdir -p "${pkgdir}"/usr/share/${pkgname}/doc/ccmxs install -m644 ${_pkgname}_${_pkgver}/doc/ccmxs/*.ccmx "${pkgdir}"/usr/share/${pkgname}/doc/ccmxs install -m644 ${_pkgname}_${_pkgver}/doc/*.* "${pkgdir}"/usr/share/${pkgname}/doc mkdir -p "${pkgdir}"/usr/lib/udev/rules.d install -m644 ${_pkgname}_${_pkgver}/usb/55-Argyll.rules "${pkgdir}"/usr/lib/udev/rules.d/55-Argyll.rules } # vim:set ts=2 sw=2 et: