Result for 6B39DB2BA5BA000B4854CEDCC9AFF43D898ED78F

Query result

Key Value
FileName./usr/lib64/ocaml/zarith/META
FileSize414
MD592B5BC45249DB6F2476A461E1E651107
SHA-16B39DB2BA5BA000B4854CEDCC9AFF43D898ED78F
SHA-25631DDB6ED2F53326F5A43E8483915711A4CC965C88A52F9A5694807788C0988AA
SSDEEP12:iQolWelrYv5zxokWUZguzBrY3NzxEaCYduxu8d:foL4zxokWAguzBgNzxEpxd
TLSHT152E09273DB9C6C05148FA0583C284592316992FBA894EE8C7DD7B3461B5184FA7E72B1
hashlookup:parent-total4
hashlookup:trust70

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Parents (Total: 4)

The searched file hash is included in 4 parent files which include package known and seen by metalookup. A sample is included below:

Key Value
MD5775EB8A935C1B3FBD3C47CB57E5134AD
PackageArchi686
PackageDescriptionThis library implements arithmetic and logical operations over arbitrary-precision integers. The module is simply named "Z". Its interface is similar to that of the Int32, Int64 and Nativeint modules from the OCaml standard library, with some additional functions. See the file z.mlip for documentation. The implementation uses GMP (the GNU Multiple Precision arithmetic library) to compute over big integers. However, small integers are represented as unboxed Caml integers, to save space and improve performance. Big integers are allocated in the Caml heap, bypassing GMP's memory management and achieving better GC behavior than e.g. the MLGMP library. Computations on small integers use a special, faster path (coded in assembly for some platforms and functions) eschewing calls to GMP, while computations on large integers use the low-level MPN functions from GMP. Arbitrary-precision integers can be compared correctly using OCaml's polymorphic comparison operators (=, <, >, etc.). Additional features include: - a module Q for rationals, built on top of Z (see q.mli) - a compatibility layer Big_int_Z that implements the same API as Big_int, but uses Z internally
PackageMaintainerFedora Project
PackageNameocaml-zarith
PackageRelease1.fc33
PackageVersion1.10
SHA-1A01BB19FFF338B28EDFB37B4CC6969C7A69DDBE3
SHA-256C6B29F8A6F2BCC5BCB518EF8400BF7A9215F834033942607C6A22086EEA7553F
Key Value
MD535C465BF2F36277090B58DE10DB0C823
PackageArcharmv7hl
PackageDescriptionThis library implements arithmetic and logical operations over arbitrary-precision integers. The module is simply named "Z". Its interface is similar to that of the Int32, Int64 and Nativeint modules from the OCaml standard library, with some additional functions. See the file z.mlip for documentation. The implementation uses GMP (the GNU Multiple Precision arithmetic library) to compute over big integers. However, small integers are represented as unboxed Caml integers, to save space and improve performance. Big integers are allocated in the Caml heap, bypassing GMP's memory management and achieving better GC behavior than e.g. the MLGMP library. Computations on small integers use a special, faster path (coded in assembly for some platforms and functions) eschewing calls to GMP, while computations on large integers use the low-level MPN functions from GMP. Arbitrary-precision integers can be compared correctly using OCaml's polymorphic comparison operators (=, <, >, etc.). Additional features include: - a module Q for rationals, built on top of Z (see q.mli) - a compatibility layer Big_int_Z that implements the same API as Big_int, but uses Z internally
PackageMaintainerFedora Project
PackageNameocaml-zarith
PackageRelease1.fc33
PackageVersion1.10
SHA-1AEECB951809A68AF676E2E608E883079E34DC44E
SHA-256202B219EEE63C6A902554FE61254E09A5098A5B24D7EB9C06B63D9494C62BA66
Key Value
MD539ED079BAAEF3C5B7E7ABCB712D3B500
PackageArchaarch64
PackageDescriptionThis library implements arithmetic and logical operations over arbitrary-precision integers. The module is simply named "Z". Its interface is similar to that of the Int32, Int64 and Nativeint modules from the OCaml standard library, with some additional functions. See the file z.mlip for documentation. The implementation uses GMP (the GNU Multiple Precision arithmetic library) to compute over big integers. However, small integers are represented as unboxed Caml integers, to save space and improve performance. Big integers are allocated in the Caml heap, bypassing GMP's memory management and achieving better GC behavior than e.g. the MLGMP library. Computations on small integers use a special, faster path (coded in assembly for some platforms and functions) eschewing calls to GMP, while computations on large integers use the low-level MPN functions from GMP. Arbitrary-precision integers can be compared correctly using OCaml's polymorphic comparison operators (=, <, >, etc.). Additional features include: - a module Q for rationals, built on top of Z (see q.mli) - a compatibility layer Big_int_Z that implements the same API as Big_int, but uses Z internally
PackageMaintainerFedora Project
PackageNameocaml-zarith
PackageRelease1.fc33
PackageVersion1.10
SHA-1914EA53B3BAF199B8B5A5BE555CDCBFC6AEF2DB6
SHA-25689B6B7C8AC8F3B9F44B5EBC3C18B684FAFF820DA390BA0E8E56AC9ACE051687D
Key Value
MD58876F9DB5C3E354747C7F8D425485F76
PackageArchx86_64
PackageDescriptionThis library implements arithmetic and logical operations over arbitrary-precision integers. The module is simply named "Z". Its interface is similar to that of the Int32, Int64 and Nativeint modules from the OCaml standard library, with some additional functions. See the file z.mlip for documentation. The implementation uses GMP (the GNU Multiple Precision arithmetic library) to compute over big integers. However, small integers are represented as unboxed Caml integers, to save space and improve performance. Big integers are allocated in the Caml heap, bypassing GMP's memory management and achieving better GC behavior than e.g. the MLGMP library. Computations on small integers use a special, faster path (coded in assembly for some platforms and functions) eschewing calls to GMP, while computations on large integers use the low-level MPN functions from GMP. Arbitrary-precision integers can be compared correctly using OCaml's polymorphic comparison operators (=, <, >, etc.). Additional features include: - a module Q for rationals, built on top of Z (see q.mli) - a compatibility layer Big_int_Z that implements the same API as Big_int, but uses Z internally
PackageMaintainerFedora Project
PackageNameocaml-zarith
PackageRelease1.fc33
PackageVersion1.10
SHA-15D3EB48C6E7421239C009B3BED819146835CC1E0
SHA-256705C494F438716FA814470E7E5687FF77916C072DA8D43CCE3B8656C6FCDDD13