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| Name: texlive-luagcd | Distribution: Fedora Project |
| Version: svn76790 | Vendor: Fedora Project |
| Release: 2.fc44 | Build date: Mon Feb 9 12:49:48 2026 |
| Group: Unspecified | Build host: buildvm-x86-32.rdu3.fedoraproject.org |
| Size: 138906 | Source RPM: texlive-collection-luatex-svn77516-2.fc44.src.rpm |
| Packager: Fedora Project | |
| Url: http://tug.org/texlive/ | |
| Summary: Computation of gcd of integers inside LaTeX using Lua | |
Using Lua, the luagcd package is developed to find the greatest common divisor (gcd) of integers in LaTeX. The package provides commands to obtain step-by-step computation of gcd of two integers by using the Euclidean algorithm. In addition, the package has the command to express gcd of two integers as a linear combination. The Bezout's Identity can be verified for any two integers using commands in the package. No particular environment is required for the use of commands in the package. It is written in Lua, and the TeX file has to be compiled with the LuaLaTeX engine.
LPPL-1.3c
* Sun Feb 08 2026 Tom Callaway <spot@fedoraproject.org> - 12:svn77516-2 - Update to svn77516 - fix licensing files - update luaxml luatexko luamplib * Fri Jan 23 2026 Tom Callaway <spot@fedoraproject.org> - 12:svn77106-1 - Update to svn77106 - description fixes - licensing fixes - manual license handling (be careful with minim) - updated components * Wed Oct 08 2025 Tom Callaway <spot@fedoraproject.org> - 12:svn75911-2 - regen, no deps from docs * Tue Sep 16 2025 Tom Callaway <spot@fedoraproject.org> - 12:svn75911-1 - Update to TeX Live 2025
/usr/share/licenses/texlive-luagcd /usr/share/licenses/texlive-luagcd/lppl1.3c.txt /usr/share/texlive/texmf-dist/doc/lualatex/luagcd /usr/share/texlive/texmf-dist/doc/lualatex/luagcd/README.txt /usr/share/texlive/texmf-dist/doc/lualatex/luagcd/luagcd.pdf /usr/share/texlive/texmf-dist/doc/lualatex/luagcd/luagcd.tex /usr/share/texlive/texmf-dist/tex/lualatex/luagcd /usr/share/texlive/texmf-dist/tex/lualatex/luagcd/luagcd.sty
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Fabrice Bellet, Mon Aug 10 11:50:16 2026