Package: libcgal-dev Source: libcgal Version: 5.5.1-1 Architecture: amd64 Maintainer: Torsten Paul Installed-Size: 40798 Conflicts: libcgal-qt5-dev Filename: ./amd64/libcgal-dev_5.5.1-1_amd64.deb Size: 5014658 MD5sum: bdbd4993bab53ccb4221b51e8951ef44 SHA1: bc85061ec29527e159e204f3c5b522ff524830b9 SHA256: 87873876a34204bc6f1913da219b77f090edf006c49b0fa2e2df29308a3eee36 Section: libdevel Priority: optional Multi-Arch: same Homepage: https://github.com/CGAL/cgal/ Description: The Computational Geometry Algorithms Library (CGAL) The Computational Geometry Algorithms Library (CGAL) is a C++ library that aims to provide easy access to efficient and reliable algorithms in computational geometry. Package: libcgal-dev Source: libcgal Version: 5.5.1-1 Architecture: arm64 Maintainer: Torsten Paul Installed-Size: 40798 Conflicts: libcgal-qt5-dev Filename: ./arm64/libcgal-dev_5.5.1-1_arm64.deb Size: 5014786 MD5sum: 4323c6fba8eaa48b0079ad7098c1c86b SHA1: cf2a27df845f26a16c641da649cdc97ea8f50926 SHA256: 1c7c915fc715226fe0c35e2206959f2a0e066b0175e916adad3141f8af8267d8 Section: libdevel Priority: optional Multi-Arch: same Homepage: https://github.com/CGAL/cgal/ Description: The Computational Geometry Algorithms Library (CGAL) The Computational Geometry Algorithms Library (CGAL) is a C++ library that aims to provide easy access to efficient and reliable algorithms in computational geometry. Package: libcgal-dev Source: libcgal Version: 5.5.1-1 Architecture: i386 Maintainer: Torsten Paul Installed-Size: 40798 Conflicts: libcgal-qt5-dev Filename: ./i386/libcgal-dev_5.5.1-1_i386.deb Size: 5014894 MD5sum: 03d1ac58595453ff974ea79ea7da2ab4 SHA1: 0418bad1997fb95b324ce65a6151d094f9226a2f SHA256: d80e19020d1df672f237ddb0fbe449455246b05c666f904a459d67c758ac34ef Section: libdevel Priority: optional Multi-Arch: same Homepage: https://github.com/CGAL/cgal/ Description: The Computational Geometry Algorithms Library (CGAL) The Computational Geometry Algorithms Library (CGAL) is a C++ library that aims to provide easy access to efficient and reliable algorithms in computational geometry.