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Free42 3.2.3 freeware
... Thomas Okken, is a versatile and powerful calculator software that emulates the classic HP-42S scientific calculator. Ideal for students, engineers, and math enthusiasts, it offers an intuitive interface and a robust set of features, including RPL programming capabilities and extensive mathematical functions. With its cross-platform compatibility, Free42 ensures seamless performance on various devices. The open-source nature invites continuous improvements, making it a relia ... ...
| Author | Thomas Okken |
| Released | 2025-02-16 |
| Filesize | 4.30 MB |
| Downloads | 569 |
| OS | Windows 11, Windows 10 32/64 bit |
| Installation | Instal And Uninstall |
| Keywords | HP-42S simulator, binary calculator, decimal calculator, calculator, HP-42S, mathematics, calculate |
| Users' rating (7 rating) |
Free42 Free Download - we do not host any Free42 torrent files or links of Free42 on rapidshare.com, depositfiles.com, megaupload.com etc. All Free42 download links are direct Free42 download from publisher site or their selected mirrors.
| 3.2.3 | Feb 16, 2025 | New Release | Added a few characters to the character set, in order to allow copying and pasting text between Free42 and Plus42 without losing information. |
| 3.2.1 | Feb 7, 2025 | New Release | Fixed crash when trying to load invalid skins. Added IDENT function. This returns the app's version number as an integer, in aabbccdd format, with 3.1.12b formatted as 3011202, for example. XROMs are now decoded immediately when pasting. iOS version: Removed noise from annunciator area in the Standard-4" and Standard-X skins. |
| 3.1.11 | Dec 13, 2024 | New Release | Added option to show the active keyboard map superimposed on the skin. The desktop versions have this in the Help menu, and the mobile versions have it in the About dialog. Added functions for direct access to matrix and list elements: GETMI, PUTMI, GETLI, and PUTLI. See the Free42 web site for details. IOS and MacOS versions: Improved Dark Mode support. In compatibility mode, VIEW(G(A)) would recall the global A to the stack, but view the local A. |
