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      "description": "This package provides the Haskell process library.",
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      "description": "This package provides a straightforward port of 'monadLib''s BaseM typeclass to\n'transformers'.",
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      "description": "ASN.1 standard types.",
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      "description": "This package provides the Haskell transformers library.",
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      "description": "This package provides the Haskell directory library.",
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      "description": "This package provides a low-level networking interface.\n\n=== High-Level Packages Other packages provide higher level interfaces:\n\n* connection * hookup * network-simple\n\n=== Extended Packages 'network' seeks to provide a cross-platform core for\nnetworking. As such some APIs live in extended libraries. Packages in the\n'network' ecosystem are often prefixed with 'network-'.\n\n==== 'network-bsd' In 'network-3.0.0.0' the 'Network.BSD' module was split off\ninto its own package, 'network-bsd-3.0.0.0'.\n\n==== 'network-uri' In 'network-2.6' the 'Network.URI' module was split off into\nits own package, 'network-uri-2.6'. If you're using the 'Network.URI' module\nyou can automatically get it from the right package by adding this to your\n'.cabal' file:\n\n> library > build-depends: network-uri-flag.",
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      "description": "A JSON parsing and encoding library optimized for ease of use and high\nperformance.\n\nTo get started, see the documentation for the 'Data.Aeson' module below.\n\n(A note on naming: in Greek mythology, Aeson was the father of Jason.).",
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      "description": "The psqueues package provides <http://en.wikipedia.org/wiki/Priority_queue\nPriority Search Queues> in three different flavors.\n\n* 'OrdPSQ k p v', which uses the 'Ord k' instance to provide fast insertion,\ndeletion and lookup. This implementation is based on Ralf Hinze's\n<http://citeseer.ist.psu.edu/hinze01simple.html A Simple Implementation\nTechnique for Priority Search Queues>. Hence, it is similar to the\n<http://hackage.haskell.org/package/PSQueue PSQueue> library, although it is\nconsiderably faster and provides a slightly different API.\n\n* 'IntPSQ p v' is a far more efficient implementation. It fixes the key type to\n'Int' and uses a <http://en.wikipedia.org/wiki/Radix_tree radix tree> (like\n'IntMap') with an additional min-heap property.\n\n* 'HashPSQ k p v' is a fairly straightforward extension of 'IntPSQ': it simply\nuses the keys' hashes as indices in the 'IntPSQ'. If there are any hash\ncollisions, it uses an 'OrdPSQ' to resolve those. The performance of this\nimplementation is comparable to that of 'IntPSQ', but it is more widely\napplicable since the keys are not restricted to 'Int', but rather to any\n'Hashable' datatype.\n\nEach of the three implementations provides the same API, so they can be used\ninterchangeably. The benchmarks show how they perform relative to one another,\nand also compared to the other Priority Search Queue implementations on\nHackage: <http://hackage.haskell.org/package/PSQueue PSQueue> and\n<http://hackage.haskell.org/package/fingertree-psqueue fingertree-psqueue>.\n\n<<http://i.imgur.com/KmbDKR6.png>>\n\n<<http://i.imgur.com/ClT181D.png>>\n\nTypical applications of Priority Search Queues include:\n\n* Caches, and more specifically LRU Caches;\n\n* Schedulers;\n\n* Pathfinding algorithms, such as Dijkstra's and A*.",
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      "description": "This package provides a 'Dec' type.\n\n' type Neg a = a -> Void\n\ndata Dec a = Yes a | No (Neg a) '.",
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      "description": "A fast parser combinator library, aimed particularly at dealing efficiently\nwith network protocols and complicated text/binary file formats.",
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      "description": "A family of combinators for defining webservices APIs and serving them\n\nYou can learn about the basics in the\n<http://docs.servant.dev/en/stable/tutorial/index.html tutorial>.\n\n<https://github.com/haskell-servant/servant/blob/master/servant-server/example/greet.hs\nHere> is a runnable example, with comments, that defines a dummy API and\nimplements a webserver that serves this API, using this package.\n\n<https://github.com/haskell-servant/servant/blob/master/servant-server/CHANGELOG.md\nCHANGELOG>.",
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      "description": "QuickCheck is a library for random testing of program properties. The\nprogrammer provides a specification of the program, in the form of properties\nwhich functions should satisfy, and QuickCheck then tests that the properties\nhold in a large number of randomly generated cases. Specifications are\nexpressed in Haskell, using combinators provided by QuickCheck.\nQuickCheck provides combinators to define properties, observe the distribution\nof test data, and define test data generators.\n\nMost of QuickCheck's functionality is exported by the main \"Test.QuickCheck\"\nmodule. The main exception is the monadic property testing library in\n\"Test.QuickCheck.Monadic\".\n\nIf you are new to QuickCheck, you can try looking at the following resources:\n\n* The <http://www.cse.chalmers.se/~rjmh/QuickCheck/manual.html official\nQuickCheck manual>. It's a bit out-of-date in some details and doesn't cover\nnewer QuickCheck features, but is still full of good advice. *\n<https://begriffs.com/posts/2017-01-14-design-use-quickcheck.html>, a detailed\ntutorial written by a user of QuickCheck.\n\nThe <https://hackage.haskell.org/package/quickcheck-instances\nquickcheck-instances> companion package provides instances for types in Haskell\nPlatform packages at the cost of additional dependencies.",
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      "description": "\"Data.Scientific\" provides the number type 'Scientific'. Scientific numbers are\narbitrary precision and space efficient. They are represented using\n<http://en.wikipedia.org/wiki/Scientific_notation scientific notation>.\nThe implementation uses a coefficient 'c :: 'Integer'' and a base-10 exponent\n'e :: 'Int''. A scientific number corresponds to the 'Fractional' number:\n''fromInteger' c * 10 '^^' e'.\n\nNote that since we're using an 'Int' to represent the exponent these numbers\naren't truly arbitrary precision. I intend to change the type of the exponent\nto 'Integer' in a future release.\n\nThe main application of 'Scientific' is to be used as the target of parsing\narbitrary precision numbers coming from an untrusted source. The advantages\nover using 'Rational' for this are that:\n\n* A 'Scientific' is more efficient to construct. Rational numbers need to be\nconstructed using '%' which has to compute the 'gcd' of the 'numerator' and\n'denominator'.\n\n* 'Scientific' is safe against numbers with huge exponents. For example:\n'1e1000000000 :: 'Rational'' will fill up all space and crash your program.\nScientific works as expected:\n\n>>> read \"1e1000000000\" :: Scientific 1.0e1000000000\n\n* Also, the space usage of converting scientific numbers with huge exponents to\n''Integral's' (like: 'Int') or ''RealFloat's' (like: 'Double' or 'Float') will\nalways be bounded by the target type.",
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      "description": "This package provides a data type for colours and transparency.\nColours can be blended and composed. Various colour spaces are supported.\nA module of colour names (\"Data.Colour.Names\") is provided.",
      "name": "ghc-colour",
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      "description": "Optparse-applicative is a haskell library for parsing options on the command\nline, and providing a powerful applicative interface for composing them.\n\noptparse-applicative takes care of reading and validating the arguments passed\nto the command line, handling and reporting errors, generating a usage line, a\ncomprehensive help screen, and enabling context-sensitive bash, zsh, and fish\ncompletions.\n\nSee the included README for detailed instructions and examples, which is also\navailable on github <https://github.com/pcapriotti/optparse-applicative>.",
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      "description": "This package provides the Haskell ghc-bignum library.",
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      "description": "HUnit is a unit testing framework for Haskell, inspired by the JUnit tool for\nJava, see: <http://www.junit.org>.",
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      "description": "This package provides the Haskell time library.",
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      "description": "This package provides the Haskell array library.",
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      "description": "Converting time to and from IS0 8601 text. Specifically the\n[RFC3339](https://datatracker.ietf.org/doc/html/rfc3339) profile.",
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      "software_homePage": "https://hackage.haskell.org/package/unordered-containers",
      "description": "Efficient hashing-based container types. The containers have been optimized for\nperformance critical use, both in terms of large data quantities and high\nspeed.\n\nThe declared cost of each operation is either worst-case or amortized, but\nremains valid even if structures are shared.\n\n/Security/\n\nThis package currently provides no defenses against hash collision attacks such\nas HashDoS. Users who need to store input from untrusted sources are advised to\nuse 'Data.Map' or 'Data.Set' from the 'containers' package instead.",
      "name": "ghc-unordered-containers",
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      "description": "The major use of 'These' of this is provided by the 'align' member of\n'Semialign' class, representing a generalized notion of \"zipping with padding\"\nthat combines structures without truncating to the size of the smaller input.\n\nIt turns out that 'zip' operation fits well the 'Semialign' class, forming\nlattice-like structure.",
      "name": "ghc-semialign",
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      "summary": "Pseudo-random number generation",
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      "software_homePage": "https://hackage.haskell.org/package/random",
      "description": "This package provides basic pseudo-random number generation, including the\nability to split random number generators.\n\n== \"System.Random\": pure pseudo-random number interface\n\nIn pure code, use 'System.Random.uniform' and 'System.Random.uniformR' from\n\"System.Random\" to generate pseudo-random numbers with a pure pseudo-random\nnumber generator like 'System.Random.StdGen'.\n\nAs an example, here is how you can simulate rolls of a six-sided die using\n'System.Random.uniformR':\n\n>>> let roll = uniformR (1, 6) :: RandomGen g => g -> (Word, g) >>> let rolls =\nunfoldr (Just . roll) :: RandomGen g => g -> [Word] >>> let pureGen = mkStdGen\n42 >>> take 10 (rolls pureGen) :: [Word] [1,1,3,2,4,5,3,4,6,2]\n\nSee \"System.Random\" for more details.\n\n== \"System.Random.Stateful\": monadic pseudo-random number interface\n\nIn monadic code, use 'System.Random.Stateful.uniformM' and\n'System.Random.Stateful.uniformRM' from \"System.Random.Stateful\" to generate\npseudo-random numbers with a monadic pseudo-random number generator, or using a\nmonadic adapter.\n\nAs an example, here is how you can simulate rolls of a six-sided die using\n'System.Random.Stateful.uniformRM':\n\n>>> let rollM = uniformRM (1, 6) :: StatefulGen g m => g -> m Word >>> let\npureGen = mkStdGen 42 >>> runStateGen_ pureGen (replicateM 10 . rollM) ::\n[Word] [1,1,3,2,4,5,3,4,6,2]\n\nThe monadic adapter 'System.Random.Stateful.runStateGen_' is used here to lift\nthe pure pseudo-random number generator 'pureGen' into the\n'System.Random.Stateful.StatefulGen' context.\n\nThe monadic interface can also be used with existing monadic pseudo-random\nnumber generators. In this example, we use the one provided in the\n<https://hackage.haskell.org/package/mwc-random mwc-random> package:\n\n>>> import System.Random.MWC as MWC >>> let rollM = uniformRM (1, 6) ::\nStatefulGen g m => g -> m Word >>> monadicGen <- MWC.create >>> replicateM 10\n(rollM monadicGen) :: IO [Word] [2,3,6,6,4,4,3,1,5,4]\n\nSee \"System.Random.Stateful\" for more details.",
      "name": "ghc-random",
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      "summary": "Memory-efficient representation of Unicode text strings",
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      "description": "This package provides the 'ShortText' type which is suitable for keeping many\nshort strings in memory. This is similiar to how 'ShortByteString' relates to\n'ByteString'.\n\nThe main difference between 'Text' and 'ShortText' is that 'ShortText' doesn't\nsupport zero-copy slicing (thereby saving 2 words), and, compared to text-1.*,\nthat it uses UTF-8 instead of UTF-16 internally. Consequently, the memory\nfootprint of a (boxed) 'ShortText' value is 4 words (2 words when unboxed) plus\nthe length of the UTF-8 encoded payload.",
      "name": "ghc-text-short",
      "software_sourceInfo": "acquired package info from repodata DB: repodata/0fcb923e8b0ce983cca762c2475c2677e850abc500e11ded759f15f9e00dabcc-primary.sqlite.bz2",
      "software_packageUrl": "pkg:rpm/ghc-text-short@0.1.6-2.oe2609?arch=aarch64&epoch=0&upstream=ghc-text-short-0.1.6-2.oe2609.src.rpm",
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      "summary": "Fixpoint data types",
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      "description": "Fixpoint types and recursion schemes. If you define your AST as fixpoint type,\nyou get fold and unfold operations for free.\n\nThanks for contribution to: Matej Kollar, Herbert Valerio Riedel.",
      "name": "ghc-data-fix",
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      "summary": "Integer logarithms",
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      "description": "\"Math.NumberTheory.Logarithms\" and \"Math.NumberTheory.Powers.Integer\" from the\narithmoi package.\n\nAlso provides \"GHC.Integer.Logarithms.Compat\" and\n\"Math.NumberTheory.Power.Natural\" modules, as well as some additional functions\nin migrated modules.",
      "name": "ghc-integer-logarithms",
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      "software_packageUrl": "pkg:rpm/ghc-integer-logarithms@1.0.4-1.oe2609?arch=aarch64&epoch=0&upstream=ghc-integer-logarithms-1.0.4-1.oe2609.src.rpm",
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      "summary": "Semigroupoids: Category sans id",
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      "description": "Provides a wide array of (semi)groupoids and operations for working with them.\n\nA 'Semigroupoid' is a 'Category' without the requirement of identity arrows for\nevery object in the category.\n\nA 'Category' is any 'Semigroupoid' for which the Yoneda lemma holds.\n\nWhen working with comonads you often have the '<*>' portion of an\n'Applicative', but not the 'pure'. This was captured in Uustalu and Vene's\n\"Essence of Dataflow Programming\" in the form of the 'ComonadZip' class in the\ndays before 'Applicative'. Apply provides a weaker invariant, but for the\ncomonads used for data flow programming (found in the streams package), this\ninvariant is preserved. Applicative function composition forms a semigroupoid.\n\nSimilarly many structures are nearly a comonad, but not quite, for instance\nlists provide a reasonable 'extend' operation in the form of 'tails', but do\nnot always contain a value.\n\nWe describe the relationships between the type classes defined in this package\nand those from `base` (and some from `contravariant`) in the diagram below.\nThick-bordered nodes correspond to type classes defined in this package;\nthin-bordered ones correspond to type classes from elsewhere. Solid edges\nindicate a subclass relationship that actually exists; dashed edges indicate a\nsubclass relationship that /should/ exist, but currently doesn't.\n\n<<https://raw.githubusercontent.com/ekmett/semigroupoids/master/img/classes.svg\nRelationships among type classes from this package and others>>\n\nApply, Bind, and Extend (not shown) give rise the Static, Kleisli and Cokleisli\nsemigroupoids respectively.\n\nThis lets us remove many of the restrictions from various monad transformers as\nin many cases the binding operation or '<*>' operation does not require them.\n\nFinally, to work with these weaker structures it is beneficial to have\ncontainers that can provide stronger guarantees about their contents, so\nversions of 'Traversable' and 'Foldable' that can be folded with just a\n'Semigroup' are added.",
      "name": "ghc-semigroupoids",
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