- Freeware
- - Home & Hobby
- - Other
- - Frink
Frink 2025-07-11 freeware
Frink, developed by Alan Eliasen, is a versatile and powerful programming language designed for practical calculations. It excels in unit conversions, handling physical quantities with ease, and ensuring precision with its advanced math capabilities. Frink's unique features include currency conversions, date/time math, and a rich library of built-in functions. Ideal for scientists, engineers, and educators, Frink simplifies complex computations while maintaining accuracy and reliability. ...
| Author | Alan Eliasen |
| Released | 2025-07-12 |
| Filesize | 1.60 MB |
| Downloads | 3968 |
| OS | Windows All |
| Installation | Instal And Uninstall |
| Keywords | Math Calculator, Unit Converter, Calculator, Converter, Convert, Calculate |
| Users' rating (124 rating) |
Frink Free Download - we do not host any Frink torrent files or links of Frink on rapidshare.com, depositfiles.com, megaupload.com etc. All Frink download links are direct Frink download from publisher site or their selected mirrors.
| 2025-07-11 | Jul 12, 2025 | New Release | Fixed a case where symbolic code tries to construct an invalid rational number (denominator zero.) This happens when your code tries to divide by zero in some cases. Also added several checks to prevent this in other codepaths, to speed up common cases, to fail faster, and to return faster results when denominator is 1. Thanks to Hakan Kjellerstrand for the test case. Released a new version of Frink: The Next Generation (version 2025-07-11). This merges all changes from the main branch. |
| 2025-06-14 | Jun 14, 2025 | New Release | Merges all changes from the main branch. |
| 2025-04-28 | Apr 29, 2025 | New Release | Major rewrite and fixes of the multifor loop to make it work better (or at all) in certain conditions. These conditions require that the bounds of one loop depend on the bounds of the loops to its left, and require backtracking to ensure that conditions can be met. It also fixes the next command for multifor loops, especially the version with a numbered level to jump to. It now properly ensure loop bounds are enforced and recalculated correctly, even when backtracking is necessary. |
