Result for 758690643D2716BF0C25CC4CE2DC460267D6977A

Query result

Key Value
MD5A1A091BEE2805A56DBA97A1B7363EF7F
PackageArchppc
PackageDescriptionCoq is a formal proof management system. It allows for the development of theorems through first order logic that are mechanically checked by the machine. Sets of definitions and theorems can be saved as compiled modules and loaded into the system. This package provides documentation and tutorials for the system. The main documentation comes in two parts: the main Library documentation, which decribes all Coq.* modules, and the Reference Manual, which gives a more complete description of the whole system. Included are also HTML versions of both. Furthermore, there are two tutorials, the main one, and one specifically on recursive types. The example code for the latter is also included.
PackageMaintainerFedora Project
PackageNamecoq-doc
PackageRelease1.fc12
PackageVersion8.2pl1
SHA-1758690643D2716BF0C25CC4CE2DC460267D6977A
SHA-256633849E037797AF53A488878A9FE36215DC72EFCA743DE05D1CEA76257EFEFD6
hashlookup:children-total689
hashlookup:trust50

Network graph view

Children (Total: 689)

The searched file hash includes 689 children files known and seen by metalookup. A sample is included below:

Key Value
FileName./usr/share/doc/coq-theories/html/index_variable_A.html
FileSize38446
MD5A221D4B071DF9B290FFF0379D445B825
SHA-100040160351FCF18DC59F3C87D7DE07C5C17BA87
SHA-256C84E4AD62EC5781CA63909583E8E143191B64CFCD5A34D53AED2AA752A2C50BD
SSDEEP192:HjpWEMff3hK61yFJLB8X6VnVoEzWRJKRhQJV74QsF2/fN9A2ZEMff3hK61yFJLBv:HVK2vaew/g2n2vaeR
TLSHT1B3034A4614C2646E4259762F4AB47CA922F30BF54B203C14FF9FBD7FCAA27A5124D293
Key Value
FileName./usr/share/doc/coq-theories/html/Coq.Reals.Rcomplete.html
FileSize2464
MD50B503AE53317538F8CB0F702E7DE6584
SHA-101B619540C36BB1313C3F6757D3FDC2281A6EB3A
SHA-256814CB0DB7A5036F514174D00212C292FA3CBC7031A07A1B4A5D003AD8DD29382
SSDEEP48:dmIDEqJjpE5bUbqKG/iNGfm5GYGT55bUbNKLbTPJdRfVPefO9aPe4f:9bJjpE5YWKG/iNGOGYGt5YRgbjJdR9PO
TLSHT150511BA05292D92F85B389D716E95F39F4E0C60ED6890C40F2ED56F7A3EDE8030156E7
Key Value
FileName./usr/share/doc/coq-theories/html/index_inductive_O.html
FileSize16795
MD5B6FCCF56DFF9B0DCCFE32D801CCA20EF
SHA-101E109E145BC1DDE39E05D0C3F424FE44A69225B
SHA-256B8F1F736A1C0A93D8E0FCE3C67D6BB53717415D4321B9D77241D657FEF666DF8
SSDEEP192:HjpWEMff3hK61yFJLB8X6VnVoEzWRJKRhQJV74QsFBbn9p:HVK2vaen
TLSHT1BE72D94214C6646E42597A2F5AB47CA922F30BB54B243C44EF9FFD7FCBA2791120D293
Key Value
FileName./usr/share/doc/coq-theories/html/Coq.Logic.ClassicalFacts.html
FileSize58292
MD54C5DFDD132CB60EFF826D7C3851C9B97
SHA-1022953D2E404F516FFAAEA3CC339B52713AB2F6F
SHA-2562324A44833ABA61D5347D632D989EAAC9974133765C79F55ABEF0F06A3FE6455
SSDEEP1536:y5GH69FwTm1BENMW6pcaaU4WMnG7VCW4LA4/MyOM0mPUE/esZj0PeChFc:yZ7+
TLSHT12343EAD081A2E87B447385D716FA9F76B4F0895DD6490C40B6FD47FAA2DDCC03442AAB
Key Value
FileName./usr/share/doc/coq-theories/html/Coq.Numbers.Natural.Peano.NPeano.html
FileSize35039
MD5BA04AD4E407B7FFDC2BB920EC0F57F3A
SHA-1031C5C2FF2D0B9CB413089AA3D41168CC2FDB806
SHA-2561BA711A139F61210002887A1A5831CE72066EE27FECD0AD6FF85CDF1BA95FE1A
SSDEEP192:HjpEafYJ1AieQV6Ei7pVz95iuVgVgV4VjV5Y9VBVjVT9VLVjVk9V1VjVjVY9VpVK:HVE7oXw
TLSHT129F22BE086A2DD2B417287E606BDEF64B5F09E49D2450C10F2ED96F7A2DDE9030C17A7
Key Value
FileName./usr/share/doc/coq-theories/html/index_projection_E.html
FileSize18321
MD5AF082685E6E4C2AABCC49BE7CA52B0B7
SHA-1039F67773D42B418DCBA137906D809B82AF03326
SHA-2560C9C364E6F80DA863FE735AB338E7FBFDCD646A07DDC0D0E82C048F9E8BC7E33
SSDEEP192:HjpWEMff3hK61yFJLB8X6VnVoEzWRJKRhQJV74QsF3vghMxnJp/hJpMMJi:HVK2vaemhgfqH
TLSHT1D082334214C6646F42597A2F5AB47CA922F30BB54B243C04EF9FFD7FCAA2794124D293
Key Value
FileName./usr/share/doc/coq-theories/html/Coq.ZArith.Zdiv.html
FileSize84987
MD5A16686388795A314693E54C76F982FAE
SHA-10420459D26E2B030C00987384CAF6A67D8C2BBED
SHA-256BE3CDD2AAABCBC8E98F03169050530E82489F06922CD4813830FEC5615D9E16D
SSDEEP768:HGMkHENnRkH6g/fpfmbEKJ/CpuQ8JGwZlmqV:EEYH6g/JmbE1uQ8Go
TLSHT1578344D081B2EC7F407389D727AD9F66B0E08E5DD6480C40B2ED56F6A3DDD803456AAB
Key Value
FileName./usr/share/doc/coq-theories/html/Coq.Wellfounded.Transitive_Closure.html
FileSize5145
MD5F81FF5DA774BC8CE0FBE7496088CB470
SHA-1043D3126F9C97D73C846CB67138312C4A626045A
SHA-2569AFEF6FFC0FC074634F9B1F73EBD5D792CC19212DA088F70A4A6F0C4121B6263
SSDEEP96:9bJjpEtYtWMnGMPIubHO/zMe8LGcM93XqLWzMykGbILaIoGo5Gb/Lh+IL8EGb5oP:HjpEtYtrbAqLypa38kPjvEYhks
TLSHT1F9B129E042A2982F81738AE716F96F65B0E0C94DD6050C44F2ED57FBA3CDE8431526AB
Key Value
FileName./usr/share/doc/coq-theories/html/index_record_H.html
FileSize16496
MD50F3646A2443EBDBA41E336720DC66D79
SHA-1045D646B1839C4E10484C1387FD7A2670D02CCE6
SHA-256AEE3FE1AAC1E666A90A27645538BCECE79FBBC8D5123BABC78E73E23ADCE911A
SSDEEP192:HjpWEMff3hK61yFJLB8X6VnVoEzWRJKRhQJV74QsFg:HVK2vaeS
TLSHT12B72CB4614C6746E42597A2E5AB47CA922F30BB54B243C00EF9FFD7FCBA2390120D293
Key Value
FileName./usr/share/doc/coq-theories/html/Coq.Init.Logic_Type.html
FileSize8817
MD568147CC5F7EE75B776EE9DE3A9B52591
SHA-10476B5D716084EF1213F707ED719194E89DE0E15
SHA-256F81E7FAB641AE91AC2285A115EBEB13FA3340CFD44B0BDC335E62FD3AFF714DC
SSDEEP192:HjpEgfYZG+tEVYL2KGUzrGjyRmQ8ngP0Et/1:HVEzrtEHKxX
TLSHT13E02C2D191B2EC3B447389D657E99F29F0E08A0DD7590C00B2ED56F7A3DDD803486AAB