Result for C7CCB692FC2ACFB18F4B35F56CE8863EC97E16C4

Query result

Key Value
FileName./usr/lib/root/libUnuran_rdict.pcm
FileSize4515
MD579E77B660EB7538561EABB1B80E0A93B
SHA-1C7CCB692FC2ACFB18F4B35F56CE8863EC97E16C4
SHA-25605BCF2A342B6C1CCAF90F9DFB6DB3D19874D239AC3E92B943B73C1F20AA43E92
SSDEEP96:/JCT1imjpcWrphUmjbxKsnki+HGVqywC4U0KVdb0WZZRbI18QqI:RCJimjjpFjbxKsnimVM16UWZZRbs9
TLSHT10C915C944AD9F121F4445231ACB30300D35EEC0951C2F855887FE9221ECF7BD0CE5D1A
hashlookup:parent-total1
hashlookup:trust55

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Parents (Total: 1)

The searched file hash is included in 1 parent files which include package known and seen by metalookup. A sample is included below:

Key Value
MD5AD06AF328E10561FA67E401C0CA4CA10
PackageArchi586
PackageDescriptionContains universal (also called automatic or black-box) algorithms that can generate random numbers from large classes of continuous or discrete distributions, and also from practically all standard distributions. To generate random numbers the user must supply some information about the desired distribution, especially a C-function that computes the density and - depending on the chosen methods - some additional information (like the borders of the domain, the mode, the derivative of the density ...). After a user has given this information an init-program computes all tables and constants necessary for the random variate generation. The sample program can then generate variates from the desired distribution.
PackageMaintainerjoequant <joequant>
PackageNameroot-unuran
PackageRelease1.mga9
PackageVersion6.26.06
SHA-1166C43A2CF59FE3674812C1AE028E3C5369DB718
SHA-256C2D38A907A9CE37889F4915950026B69DEBA34A5716F07C32E5A45AE49369104