Parents (Total: 26)
The searched file hash is included in 26 parent files which include package known and seen by metalookup. A sample is included below:
Key |
Value |
MD5 | EACC5D7FCB6873ABFB83A8C279F8D253 |
PackageArch | ppc64 |
PackageDescription | Files for building ocaml applications that use z3. |
PackageMaintainer | Fedora Project |
PackageName | ocaml-z3-devel |
PackageRelease | 4.fc24 |
PackageVersion | 4.4.1 |
SHA-1 | 0040FD26EADD70E2FD7E7F2AD99EC87F229FA27C |
SHA-256 | 19647745D75B46EC73D8BAF09E0FD090A09746708619AF86498DA177BC6A7C73 |
Key |
Value |
MD5 | 22D4835667C3B036BDEB80B39C42C4F1 |
PackageArch | aarch64 |
PackageDescription | Files for building ocaml applications that use z3. |
PackageMaintainer | Fedora Project |
PackageName | ocaml-z3-devel |
PackageRelease | 4.fc24 |
PackageVersion | 4.4.1 |
SHA-1 | 068B74B13A760F74CC42BECBC2246DC22B78A877 |
SHA-256 | 9041970C45A9479A742547E5A5DE05528C2EC034686C9C7B3FA62D3275427130 |
Key |
Value |
FileSize | 450964 |
MD5 | 1E58A3333C02BA48513EF471788F4A56 |
PackageDescription | theorem prover from Microsoft Research - OCaml bindings
Z3 is a state-of-the art theorem prover from Microsoft Research. See the z3
package for a detailed description.
.
This package can be used to invoke Z3 via its OCaml API. |
PackageMaintainer | LLVM Packaging Team <pkg-llvm-team@lists.alioth.debian.org> |
PackageName | libz3-ocaml-dev |
PackageSection | ocaml |
PackageVersion | 4.4.1-1~deb9u1 |
SHA-1 | 0AE4C46F601117EE7DAECFFEAD8AAFC0E6D01EF0 |
SHA-256 | D982D744BEB7D1803F38F106F1E30C1ACBBCC3119C8489F7ECB5B68874E2DF21 |
Key |
Value |
FileSize | 470756 |
MD5 | 46E312720B848B702B126AE84085895B |
PackageDescription | theorem prover from Microsoft Research - OCaml bindings
Z3 is a state-of-the art theorem prover from Microsoft Research. See the z3
package for a detailed description.
.
This package can be used to invoke Z3 via its OCaml API. |
PackageMaintainer | Ubuntu Developers <ubuntu-devel-discuss@lists.ubuntu.com> |
PackageName | libz3-ocaml-dev |
PackageSection | ocaml |
PackageVersion | 4.4.1-0.3build4 |
SHA-1 | 1652B3709492CA74B7D8EC0921D05DF44F157C38 |
SHA-256 | DDF958EF595760F6C9373FE2FC916C718E1964F7A0158FD19AE00F995F798542 |
Key |
Value |
FileSize | 366524 |
MD5 | 29F97D72CFB3C55037A5BDA040EA7E05 |
PackageDescription | theorem prover from Microsoft Research - OCaml bindings
Z3 is a state-of-the art theorem prover from Microsoft Research. See the z3
package for a detailed description.
.
This package can be used to invoke Z3 via its OCaml API. |
PackageMaintainer | LLVM Packaging Team <pkg-llvm-team@lists.alioth.debian.org> |
PackageName | libz3-ocaml-dev |
PackageSection | ocaml |
PackageVersion | 4.4.1-1~deb10u1 |
SHA-1 | 1CC9020D0D4B44199A673C26246C980034596479 |
SHA-256 | C7C234FE3BF9DF190294FC4218359C2F5BA7D8528426B4E319BC80D383573CE3 |
Key |
Value |
FileSize | 538664 |
MD5 | D51BCA06106130E07406C744171E95AD |
PackageDescription | theorem prover from Microsoft Research - OCaml bindings
Z3 is a state-of-the art theorem prover from Microsoft Research. See the z3
package for a detailed description.
.
This package can be used to invoke Z3 via its OCaml API. |
PackageMaintainer | LLVM Packaging Team <pkg-llvm-team@lists.alioth.debian.org> |
PackageName | libz3-ocaml-dev |
PackageSection | ocaml |
PackageVersion | 4.4.1-1~deb10u1 |
SHA-1 | 22FC6AB5109808E48A5B634029137AA0CFB1F448 |
SHA-256 | C4C89F8334E847604B882FF39AB856CF0D2F61F1D746C6A6762B8B3E507C0B1F |
Key |
Value |
CRC32 | 35762DFF |
FileName | 61127 |
FileSize | 454228 |
MD5 | 082E389D9F2B6181065C5C9C2CF4B914 |
OpSystemCode | 362 |
PackageDescription | theorem prover from Microsoft Research - OCaml bindings
Z3 is a state-of-the art theorem prover from Microsoft Research. See the z3
package for a detailed description.
.
This package can be used to invoke Z3 via its OCaml API. |
PackageMaintainer | Ubuntu Developers <ubuntu-devel-discuss@lists.ubuntu.com> |
PackageName | libz3-ocaml-dev |
PackageSection | libdevel |
PackageVersion | 4.4.0-5 |
ProductCode | 184821 |
RDS:package_id | 184821 |
SHA-1 | 2F5C4123407FC1E47E60F6459976C0B65E0E3518 |
SHA-256 | AC1617AFA50E089B497EF9D9E4BEDAA3B590B65EA2C08F4D07EF1F6BE2DDC31E |
SpecialCode | |
db | nsrl_legacy |
insert-timestamp | 1648755885.7431343 |
source | RDS_2022.03.1_legacy.db |
Key |
Value |
FileSize | 309418 |
MD5 | 503076469B413A2351EEEDB25FBE71DD |
PackageDescription | theorem prover from Microsoft Research - OCaml bindings
Z3 is a state-of-the art theorem prover from Microsoft Research. See the z3
package for a detailed description.
.
This package can be used to invoke Z3 via its OCaml API. |
PackageMaintainer | LLVM Packaging Team <pkg-llvm-team@lists.alioth.debian.org> |
PackageName | libz3-ocaml-dev |
PackageSection | ocaml |
PackageVersion | 4.4.1-1~deb9u1 |
SHA-1 | 35DF5DEEDCA54E4A7819B62872455B0CF5C94D5B |
SHA-256 | 8D20F6A6F805314D49399B3CA762325C3BFE76F6B786C5643DDC9B4B9368718B |
Key |
Value |
FileSize | 318716 |
MD5 | E16ABC305EEFFC080EEBAA4DADA99117 |
PackageDescription | theorem prover from Microsoft Research - OCaml bindings
Z3 is a state-of-the art theorem prover from Microsoft Research. See the z3
package for a detailed description.
.
This package can be used to invoke Z3 via its OCaml API. |
PackageMaintainer | LLVM Packaging Team <pkg-llvm-team@lists.alioth.debian.org> |
PackageName | libz3-ocaml-dev |
PackageSection | ocaml |
PackageVersion | 4.4.1-1~deb9u1 |
SHA-1 | 3B20A5C264B05B2957C75C4453520BD48309DEB7 |
SHA-256 | ED557AC2A3ED61D0B9AA62141368D294F7BE5A6015D892FDD67DE717E555553B |
Key |
Value |
FileSize | 462898 |
MD5 | 2D13DE6665C44833AFE663FEE012C1C0 |
PackageDescription | theorem prover from Microsoft Research - OCaml bindings
Z3 is a state-of-the art theorem prover from Microsoft Research. See the z3
package for a detailed description.
.
This package can be used to invoke Z3 via its OCaml API. |
PackageMaintainer | LLVM Packaging Team <pkg-llvm-team@lists.alioth.debian.org> |
PackageName | libz3-ocaml-dev |
PackageSection | ocaml |
PackageVersion | 4.4.1-1~deb9u1 |
SHA-1 | 546096E75C17AF407E95FDFB32F566149705D5B4 |
SHA-256 | F2ACDE238CE9C85F712A836133EDBD6BFE04B3011D63750CE1A5E3473E9B967F |