Result for 2ABF04A04D87D34A3A4E083983B99F6E11701EC3

Query result

Key Value
FileNameusr/lib/gap/pkg/fining/lib/affinespace.gi
FileSize56151
MD55E57E5A06BA88BB5DC7AC33C24B3C4CA
SHA-12ABF04A04D87D34A3A4E083983B99F6E11701EC3
SHA-2562F8F5A5340FB40D08326028FD07A8B712AD44C0F70DD8B0A89ED879FE75870B1
SSDEEP1536:u9wYOQCr2wjoYw8faaQyJSKap8uShSRSi/J/fzlhLRiUuiD5hcM0SjZSdWKS4WTW:u0SKG8uShSRSi/bYxBCqsEIg
TLSHT17343A887638A522D47779324CA47AC857B7C8CA76E039CA0BDFC41B03F64D59C3B6686
tar:gnameroot
tar:unameroot
hashlookup:parent-total5
hashlookup:trust75

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Parents (Total: 5)

The searched file hash is included in 5 parent files which include package known and seen by metalookup. A sample is included below:

Key Value
MD5ABB29DA0B618F8716A446DB6D8ADF248
PackageArchnoarch
PackageDescriptionFinInG is a GAP package for computation in Finite Incidence Geometry developed by John Bamberg, Anton Betten, Philippe Cara, Jan De Beule, Michel Lavrauw and Max Neunhoeffer. It provides functionality: - to create and explore finite incidence structures, such as finite projective spaces, finite classical polar spaces, generalized polygons, coset geometries, finite affine spaces, and many more; - to explore algebraic varieties in finite projective and finite affine spaces; - that deals with the automorphism groups of incidence structures, and functionality integrating these automorphism groups with the group theoretical capabilities of GAP; - to explore various morphisms between finite incidence structures.
PackageMaintainerFedora Project
PackageNamegap-pkg-fining
PackageRelease4.fc34
PackageVersion1.4.1
SHA-169F3A9C781076942AC9C85CEF1AF28AF747509E3
SHA-25691A55B59E3851C0EB4AC07BDFA37ABD1F15C195C23381575266F77A97DF08A06
Key Value
MD53F2429051315E8303CEEA068DBB3BDF9
PackageArchnoarch
PackageDescriptionFinInG is a GAP package for computation in Finite Incidence Geometry developed by John Bamberg, Anton Betten, Philippe Cara, Jan De Beule, Michel Lavrauw and Max Neunhoeffer. It provides functionality: - to create and explore finite incidence structures, such as finite projective spaces, finite classical polar spaces, generalized polygons, coset geometries, finite affine spaces, and many more; - to explore algebraic varieties in finite projective and finite affine spaces; - that deals with the automorphism groups of incidence structures, and functionality integrating these automorphism groups with the group theoretical capabilities of GAP; - to explore various morphisms between finite incidence structures.
PackageMaintainerFedora Project
PackageNamegap-pkg-fining
PackageRelease2.fc32
PackageVersion1.4.1
SHA-1D54FE5868DE90B535237AA35D714D3271F6F6999
SHA-256A77488CC00FD9468B71CDE243F788CC5B359B68D34EB13136E6E9F055E5013EB
Key Value
FileNamehttp://archlinux.mirror.root.lu//pool//community//gap-packages-4.11.0-9-x86_64.pkg.tar.zst
MD50C90B6805EDDA8E0058D0DEF466D8611
SHA-1C9E71D1AA00C08EBEFAEE3E76F63D3CF9D37D46B
SHA-2563381E7CB720759B2413725D60D4B0E2078513E5FC17266732EC63F35312D10ED
SSDEEP3145728:zt++4jpVvrM8noakIb05W+65Ke1TrmgG5Pk0Xt/LdNEqGlXa4UUquSvZ6EfvMCA:ipVY8d052Lr6PkadjEndaRnng
TLSHT1A0B83311E8882F06E939113957136B0CDFDB3CA5B0364BAB986A3AB89F71BC41DDCD45
Key Value
FileNamehttp://archlinux.mirror.root.lu//pool//community//gap-packages-4.11.1-1-x86_64.pkg.tar.zst
MD56BB03B7BE0D39C8B5C931016BAD49663
SHA-1A6E6704EF81DE5F2D10E979609A641A0307FE2C7
SHA-256F7CD413C29540A02E1E07F353D798AD1179FAB19CCCE9CC4F45996379147CF40
SSDEEP3145728:jvvOfHLVjk/UQc4TkCU27PPxt06hbxyuYsxBrO8SG3tAzcNR89HuXEqnQdj6w+wP:afLVrT4QP27LrxbS9Nvu77wkbHW
TLSHT165C83314F4B4AA05F955083864223FCC9B756C5BF53009EBD826BFBCED36E902C69D68
Key Value
MD514D1E3093F00ABF0199305823CCB2E49
PackageArchnoarch
PackageDescriptionFinInG is a GAP package for computation in Finite Incidence Geometry developed by John Bamberg, Anton Betten, Philippe Cara, Jan De Beule, Michel Lavrauw and Max Neunhoeffer. It provides functionality: - to create and explore finite incidence structures, such as finite projective spaces, finite classical polar spaces, generalized polygons, coset geometries, finite affine spaces, and many more; - to explore algebraic varieties in finite projective and finite affine spaces; - that deals with the automorphism groups of incidence structures, and functionality integrating these automorphism groups with the group theoretical capabilities of GAP; - to explore various morphisms between finite incidence structures.
PackageMaintainerFedora Project
PackageNamegap-pkg-fining
PackageRelease3.fc33
PackageVersion1.4.1
SHA-11E2DEB734C30461458B7BBD3F29DB57B0222FF52
SHA-256B6E1449F210501841803C7F8DB770394DD2EE063159E7515BE826D4FFFDFF646