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  <summary>Pure Haskell commonmark parser</summary>
  <description>This library provides the core data types and functions for parsing commonmark
(&lt;https://spec.commonmark.org&gt;). The parser is fully commonmark-compliant and
passes the test suite. It is designed to be customizable and easily extensible.
To customize the output, create an AST, or support a new output format, one
need only define some new typeclass instances. It is also easy to add new
syntax elements or modify existing ones.

Accurate information about source positions is available for all block and
inline elements. Thus the library can be used to create an accurate syntax
highlighter or an editor with live preview.

The parser has been designed for robust performance even in pathological cases
that tend to cause stack overflows or exponential slowdowns in other parsers,
with parsing speed that varies linearly with input length.

Related packages:

- commonmark-extensions (which defines a number of syntax extensions) -
commonmark-pandoc (which allows using this parser to create a Pandoc structure)
- commonmark-cli (a command-line tool for converting and syntax-highlighting
commonmark documents).</description>
  <packager>http://openeuler.org</packager>
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  <summary>Pure Haskell commonmark parser</summary>
  <description>This library provides the core data types and functions for parsing commonmark
(&lt;https://spec.commonmark.org&gt;). The parser is fully commonmark-compliant and
passes the test suite. It is designed to be customizable and easily extensible.
To customize the output, create an AST, or support a new output format, one
need only define some new typeclass instances. It is also easy to add new
syntax elements or modify existing ones.

Accurate information about source positions is available for all block and
inline elements. Thus the library can be used to create an accurate syntax
highlighter or an editor with live preview.

The parser has been designed for robust performance even in pathological cases
that tend to cause stack overflows or exponential slowdowns in other parsers,
with parsing speed that varies linearly with input length.

Related packages:

- commonmark-extensions (which defines a number of syntax extensions) -
commonmark-pandoc (which allows using this parser to create a Pandoc structure)
- commonmark-cli (a command-line tool for converting and syntax-highlighting
commonmark documents).</description>
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  <summary>Haskell commonmark library development files</summary>
  <description>This package provides the Haskell commonmark library development files.</description>
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  <url>https://hackage.haskell.org/package/commonmark</url>
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  <description>This package provides the Haskell commonmark library documentation.</description>
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<package type="rpm">
  <name>ghc-random</name>
  <arch>src</arch>
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  <summary>Pseudo-random number generation</summary>
  <description>This package provides basic pseudo-random number generation, including the
ability to split random number generators.

== "System.Random": pure pseudo-random number interface

In pure code, use 'System.Random.uniform' and 'System.Random.uniformR' from
"System.Random" to generate pseudo-random numbers with a pure pseudo-random
number generator like 'System.Random.StdGen'.

As an example, here is how you can simulate rolls of a six-sided die using
'System.Random.uniformR':

&gt;&gt;&gt; let roll = uniformR (1, 6) :: RandomGen g =&gt; g -&gt; (Word, g) &gt;&gt;&gt; let rolls =
unfoldr (Just . roll) :: RandomGen g =&gt; g -&gt; [Word] &gt;&gt;&gt; let pureGen = mkStdGen
42 &gt;&gt;&gt; take 10 (rolls pureGen) :: [Word] [1,1,3,2,4,5,3,4,6,2]

See "System.Random" for more details.

== "System.Random.Stateful": monadic pseudo-random number interface

In monadic code, use 'System.Random.Stateful.uniformM' and
'System.Random.Stateful.uniformRM' from "System.Random.Stateful" to generate
pseudo-random numbers with a monadic pseudo-random number generator, or using a
monadic adapter.

As an example, here is how you can simulate rolls of a six-sided die using
'System.Random.Stateful.uniformRM':

&gt;&gt;&gt; let rollM = uniformRM (1, 6) :: StatefulGen g m =&gt; g -&gt; m Word &gt;&gt;&gt; let
pureGen = mkStdGen 42 &gt;&gt;&gt; runStateGen_ pureGen (replicateM 10 . rollM) ::
[Word] [1,1,3,2,4,5,3,4,6,2]

The monadic adapter 'System.Random.Stateful.runStateGen_' is used here to lift
the pure pseudo-random number generator 'pureGen' into the
'System.Random.Stateful.StatefulGen' context.

The monadic interface can also be used with existing monadic pseudo-random
number generators. In this example, we use the one provided in the
&lt;https://hackage.haskell.org/package/mwc-random mwc-random&gt; package:

&gt;&gt;&gt; import System.Random.MWC as MWC &gt;&gt;&gt; let rollM = uniformRM (1, 6) ::
StatefulGen g m =&gt; g -&gt; m Word &gt;&gt;&gt; monadicGen &lt;- MWC.create &gt;&gt;&gt; replicateM 10
(rollM monadicGen) :: IO [Word] [2,3,6,6,4,4,3,1,5,4]

See "System.Random.Stateful" for more details.</description>
  <packager>http://openeuler.org</packager>
  <url>https://hackage.haskell.org/package/random</url>
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  <summary>Pseudo-random number generation</summary>
  <description>This package provides basic pseudo-random number generation, including the
ability to split random number generators.

== "System.Random": pure pseudo-random number interface

In pure code, use 'System.Random.uniform' and 'System.Random.uniformR' from
"System.Random" to generate pseudo-random numbers with a pure pseudo-random
number generator like 'System.Random.StdGen'.

As an example, here is how you can simulate rolls of a six-sided die using
'System.Random.uniformR':

&gt;&gt;&gt; let roll = uniformR (1, 6) :: RandomGen g =&gt; g -&gt; (Word, g) &gt;&gt;&gt; let rolls =
unfoldr (Just . roll) :: RandomGen g =&gt; g -&gt; [Word] &gt;&gt;&gt; let pureGen = mkStdGen
42 &gt;&gt;&gt; take 10 (rolls pureGen) :: [Word] [1,1,3,2,4,5,3,4,6,2]

See "System.Random" for more details.

== "System.Random.Stateful": monadic pseudo-random number interface

In monadic code, use 'System.Random.Stateful.uniformM' and
'System.Random.Stateful.uniformRM' from "System.Random.Stateful" to generate
pseudo-random numbers with a monadic pseudo-random number generator, or using a
monadic adapter.

As an example, here is how you can simulate rolls of a six-sided die using
'System.Random.Stateful.uniformRM':

&gt;&gt;&gt; let rollM = uniformRM (1, 6) :: StatefulGen g m =&gt; g -&gt; m Word &gt;&gt;&gt; let
pureGen = mkStdGen 42 &gt;&gt;&gt; runStateGen_ pureGen (replicateM 10 . rollM) ::
[Word] [1,1,3,2,4,5,3,4,6,2]

The monadic adapter 'System.Random.Stateful.runStateGen_' is used here to lift
the pure pseudo-random number generator 'pureGen' into the
'System.Random.Stateful.StatefulGen' context.

The monadic interface can also be used with existing monadic pseudo-random
number generators. In this example, we use the one provided in the
&lt;https://hackage.haskell.org/package/mwc-random mwc-random&gt; package:

&gt;&gt;&gt; import System.Random.MWC as MWC &gt;&gt;&gt; let rollM = uniformRM (1, 6) ::
StatefulGen g m =&gt; g -&gt; m Word &gt;&gt;&gt; monadicGen &lt;- MWC.create &gt;&gt;&gt; replicateM 10
(rollM monadicGen) :: IO [Word] [2,3,6,6,4,4,3,1,5,4]

See "System.Random.Stateful" for more details.</description>
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Conference on Object Oriented Programming Systems Languages &amp; Applications
(OOPSLA '14). ACM, New York, NY, USA, 453-472. DOI:
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Guy L. Steele, Jr., Doug Lea, and Christine H. Flood. 2014. Fast splittable
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Conference on Object Oriented Programming Systems Languages &amp; Applications
(OOPSLA '14). ACM, New York, NY, USA, 453-472. DOI:
&lt;https://doi.org/10.1145/2660193.2660195&gt;

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/SplitMix/ is tested with two standard statistical test suites (DieHarder and
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