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dev-haskell/exact-pi: new package, a depend of arithmoi-0.11
Package-Manager: Portage-3.0.4, Repoman-3.0.1 Signed-off-by: Sergei Trofimovich <slyfox@gentoo.org>
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dev-haskell/exact-pi/Manifest
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dev-haskell/exact-pi/Manifest
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DIST exact-pi-0.5.0.1.tar.gz 9329 BLAKE2B 3f3a92f7dbf6bfcf629d5f978fcc5a6db3e24f0e42c854b3769b671ca301deb358993de7ef94e524373c73a967b7ea92c8da0fd812f7de85903cae4ddbd306c1 SHA512 873c445ff1044ce8f464b29d5bbe7bc02e2df8e267323f29870c8f816800dc403837852586c950725a871c78b1900db45b8172bb67c1da361e7b1b2bf3a56026
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dev-haskell/exact-pi/exact-pi-0.5.0.1.ebuild
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dev-haskell/exact-pi/exact-pi-0.5.0.1.ebuild
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# Copyright 1999-2020 Gentoo Authors
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# Distributed under the terms of the GNU General Public License v2
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EAPI=7
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# ebuild generated by hackport 0.6.9999
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CABAL_FEATURES="lib profile haddock hoogle hscolour test-suite"
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inherit haskell-cabal
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DESCRIPTION="Exact rational multiples of pi (and integer powers of pi)"
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HOMEPAGE="https://github.com/dmcclean/exact-pi/"
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SRC_URI="https://hackage.haskell.org/package/${P}/${P}.tar.gz"
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LICENSE="MIT"
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SLOT="0/${PV}"
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KEYWORDS="~amd64 ~x86"
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IUSE=""
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RDEPEND=">=dev-haskell/numtype-dk-0.5:=[profile?]
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>=dev-haskell/semigroups-0.8:=[profile?]
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>=dev-lang/ghc-7.8.2:=
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"
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DEPEND="${RDEPEND}
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>=dev-haskell/cabal-1.18.1.3
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test? ( >=dev-haskell/quickcheck-2.10
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>=dev-haskell/semigroups-0.9 <dev-haskell/semigroups-1.0
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>=dev-haskell/tasty-0.10
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>=dev-haskell/tasty-hunit-0.9 <dev-haskell/tasty-hunit-0.11
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>=dev-haskell/tasty-quickcheck-0.9 <dev-haskell/tasty-quickcheck-0.11 )
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"
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src_prepare() {
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default
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cabal_chdeps \
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'tasty >=0.10 && <1.2' 'tasty >=0.10' \
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'QuickCheck >=2.10 && <2.12' 'QuickCheck >=2.10' \
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'base >=4.7 && <4.13' 'base >=4.7'
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}
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dev-haskell/exact-pi/metadata.xml
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dev-haskell/exact-pi/metadata.xml
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<?xml version="1.0" encoding="UTF-8"?>
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<!DOCTYPE pkgmetadata SYSTEM "http://www.gentoo.org/dtd/metadata.dtd">
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<pkgmetadata>
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<maintainer type="project">
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<email>haskell@gentoo.org</email>
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<name>Gentoo Haskell</name>
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</maintainer>
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<longdescription>
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Provides an exact representation for rational multiples of pi alongside an approximate representation of all reals.
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Useful for storing and computing with conversion factors between physical units.
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</longdescription>
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</pkgmetadata>
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