Result for 52D726B9A961873605D642540205EAF6165676D2

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Children (5764)

Query result

Key Value
MD583D3B9F20D26621835318E8F68EB1C8C
PackageArchaarch64
PackageDescriptionCoq is a formal proof management system. It provides a formal language to write mathematical definitions, executable algorithms and theorems together with an environment for semi-interactive development of machine-checked proofs. Typical applications include the certification of properties of programming languages (e.g. the CompCert compiler certification project, or the Bedrock verified low-level programming library), the formalization of mathematics (e.g. the full formalization of the Feit-Thompson theorem or homotopy type theory) and teaching.
PackageMaintainerFedora Project
PackageNamecoq
PackageRelease1.fc34
PackageVersion8.13.1
SHA-152D726B9A961873605D642540205EAF6165676D2
SHA-256B0DE5DAB104B0C67DE3329EA0E05E91661400471F957F6D042C310487B058964
hashlookup:children-total5764
hashlookup:trust50

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Children (Total: 5764)

The searched file hash includes 5764 children files known and seen by metalookup. A sample is included below:

Key Value
FileName./usr/lib64/ocaml/coq/theories/Sets/.coq-native/NCoq_Sets_Relations_3_facts.cmi
FileSize3036
MD52B757F8509C8667BE44ACFD3FA76CCDE
SHA-1000EAF97AF00E3185D73B7C77BA748CFD2506DBA
SHA-25606977DF79427393C4785129A74B48D37C674327A6963D4BAA99D4C271F3FB4E8
SSDEEP48:YHQbNvIvJXvX1ov+evKZzv21wtq4FgUvVzH/egUK4cWpU1M7o61lZTHNU5L0Sqkg:6Qbl25X1WHKN21L4aUvx2+vWp1D1tU5o
TLSHT1AB51B7A53764BE637E3353D3DBE440DB1130282FEB924AFC489C5788611645A53EB26F
Key Value
FileName./usr/lib64/ocaml/coq/theories/setoid_ring/.coq-native/NCoq_setoid_ring_Ring_polynom.cmx
FileSize43186
MD5690D3F161B7C1D6D10D8C68CAAC19263
SHA-1002684103D76382A5B0B85C59ECCC9AE3B58D475
SHA-2560326C518BB316EDE640CF89F90BEB63F619773617EAF22D7D14942A1716BCFFE
SSDEEP768:etEHYUEwMi0Z9rntqv65o87DRJLRfclV2B5zGACyMWkM1raNBlDYv63p8+ot/NcI:YhcHoHQhEEu0U
TLSHT1721351421F72A8402652BDF51C7DB85DCE80888A5BEAE6D3F65C65DBDD8350CA24F383
Key Value
FileName./usr/lib64/ocaml/coq/interp/reserve.cmx
FileSize6212
MD5F10E1456DCD3FD2F24E2056725457A62
SHA-10029136831424DD0E000E728937FB846135DDE26
SHA-25687698DBA12F4C87376B26D801A69E7535157EA0072D4B2DB0F0227BD1FAB10EF
SSDEEP96:PD4L9wI0Uvx24viQwQHgVcYQUheUVyDGL0xS7pkkSREqPC2jKr5ikEq570kfTNY:cjHv02OfUGeCSRfC2Gr5skRY
TLSHT176D1B822FE42FE83B4F2D636EC4C5019C734E0079EA54EBA5DF84F9A641444662E720E
Key Value
FileName./usr/lib64/ocaml/coq/theories/Numbers/Integer/Abstract/.coq-native/NCoq_Numbers_Integer_Abstract_ZAdd.o
FileSize2440
MD53B061A1DDDC5033A61F683B0DDD5441B
SHA-1002D14C0CE5D8A5286BE44CA21BED3F8CB948038
SHA-256CFCB9BCAF21957BFEE97B0F174B1E42DEB8017972C5D56670824E024F4EA970C
SSDEEP24:gESDcXM7x56WxSul143a4KHXa7emK+f4j4bZACDCwL5:PXYtcuMhAq7efdU9GY5
TLSHT1C9514C0A47E9CB94C68D06B0818D22561718F7D886E5531BD30FA364EF834E8BE75A93
Key Value
FileName./usr/lib64/ocaml/coq/theories/Relations/.coq-native/NCoq_Relations_Relation_Definitions.o
FileSize58592
MD5E8BB0149F92B19CA9F1A632F59E343DD
SHA-1002F82AD5FC750AD1CF9AB3B9D14163656A09B44
SHA-256B68BDE4A41F77793AD48E8855EE9ED68FA1328E99C7151B221F20FCE7C97EEAB
SSDEEP768:EaJhQdcx7AA6hx8dcLFCl28SDYXh3uVS5BM68jHdBq+TXC+7VOwZyakJoAc9Gl/x:5v3uVIB0uRl
TLSHT1E1439AED5E6E975BC24B8AB7E6A902243E34EC84154F178F1109B34CFA86BC94F43647
Key Value
FileName./usr/lib/.build-id/a2/19713df9f3c19b9dbeaba5c8a264311a27b8ce
FileSize88
MD5908E346E1AC72C710151273E289CCE96
SHA-10036638C9475186BA8744DE1532A8798CFCB1289
SHA-2569B89408800C0C161B17E4DED76C97EAFAA70A6C2D314D70ADDDC42F8ECB0A5DE
SSDEEP3:gCD/uAW1ZdgKq6wKC9t7K25W:X/PWP2DJugW
TLSHT132B012607639E510741400F004111C491B001CC875301EE0810E012CE004848839172A
Key Value
FileName./usr/lib64/ocaml/coq/plugins/rtauto/proof_search.cmx
FileSize6423
MD589B7077B30AD3C23016A1A4DDC45E5EC
SHA-100585BAD3D3A50EC8B12FFF32C1D9E445E85CA67
SHA-256B491F97AC413CD9425DEB3EBC36CA31730F293EBE27028903CD982E3CE5A1C16
SSDEEP96:yLIGUvx2ciQpw/U+lLDkSYzEu4HOWdikEq5qTp2k:FfZCMSYz7AXfk
TLSHT1B4D102127F3DEA9270F08272B85EB4DACE38D149CF65893A89E8CF467C94C1264DB345
Key Value
FileName./usr/lib64/ocaml/coq/theories/Numbers/Natural/Abstract/NSub.vo
FileSize137750
MD51B137142B84966EECB35095498260071
SHA-1006B786ECE2735AE5EF2B17E53B495C79F5A9B22
SHA-2566C974842FB69BCE44FB9A80BF1D4297605C06C81DCFD9CDE2C818D4A44FD54C7
SSDEEP3072:S31rUr3mVSqP//+OuwZFGPQAXzZrRJ7rVnGhGj3p8+4cq1:Cw3mgijpFGPQAXzZrRJ7rVGKRq1
TLSHT15AD31765FA4B88A3F8965575F354B529EE7907BC01FF42C58E2FD01889C338A6182FC6
Key Value
FileName./usr/lib64/ocaml/coq/theories/NArith/.coq-native/NCoq_NArith_Ndigits.o
FileSize95480
MD5C4D5F3990BDC71E891464DBBF3A28026
SHA-100725968E0046A863D95D6385CFCB568D92354DC
SHA-256B84BF05069F9F24998A656127CBD4D95B3E8B0BE92E986A2C213A20ABAED58F0
SSDEEP1536:cuc8k+t0bVRw0gMyuyyd/8G+dShjlzFJ1iKPo5aPSeVmkSDbhzH4BDboa9+SeqRw:cuwC
TLSHT191934FA95B4E6994C3630CB49AF803987B30E91D75C387AFE165133DC6C23E29FA550B
Key Value
FileNameusr/lib/ocaml/coq/theories/Logic/Classical.glob
FileSize154
MD59DA2A7777B2B11FF7D1428A90880F666
SHA-100884F2F040235006CA1A9A5BFE9A60C81A1C174
SHA-256F96E319C26FC91B9A59F7BFD857DA9395F0D86C6CAD3D771F61A7D0851E34834
SSDEEP3:JnDTdhnXNUKXXdJfGSJEWWkhSaXfGSJEWWkMenFZknDUpGSJEWWkM6mbgP:FTLn9UWdJfGSJVvGSJUeFanDGGSJU6mA
TLSHT1DEC04C26890525F43A9319715D8113F06371718DAE55DA51A46E990E06C489CB924BAE
tar:gnameroot
tar:unameroot





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