update readme

This commit is contained in:
Nayan Sawyer
2022-05-20 16:52:43 -04:00
committed by GitHub
parent f81325dffd
commit 1a90ebec25

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# B12NumbersBeta1 # B12NumbersV3
Release version 1.0.0.0 now available! see [releases](https://github.com/GShadow5/B12NumbersBeta1/releases) for a download
The characters are designed after the ingenious Kaktovik Iñupiaq numerals, which were created by a group of middle schoolers in Kaktovik Alaska, to represent the base 20 counting system in Iñupiaq, their Inuit language. The characters are designed after the ingenious Kaktovik Iñupiaq numerals, which were created by a group of middle schoolers in Kaktovik Alaska, to represent the base 20 counting system in Iñupiaq, their Inuit language.
I take no credit for the design of the characters. I have merely co-opted the design for the development of this project because it is elegant and convenient to use for compound base number systems, and looks nothing like the Arabic numeral system. I take no credit for the design of the characters. I have merely co-opted the design for the development of this project because it is elegant and convenient to use for compound base number systems, and looks nothing like the Arabic numeral system.
@@ -12,5 +14,3 @@ The time system is now complete with robust syncing and offset features. The bas
Seconds: there are now 48 seconds in a minute Seconds: there are now 48 seconds in a minute
The number system is such that horizontal ticks on top represent multiples of four, and vertical ticks represent multiples of one. Decimal 11 is 2 horizontal ticks, and 3 vertical ticks. However, since the project is in an alpha state, I will not go into great detail at this point. The number system is such that horizontal ticks on top represent multiples of four, and vertical ticks represent multiples of one. Decimal 11 is 2 horizontal ticks, and 3 vertical ticks. However, since the project is in an alpha state, I will not go into great detail at this point.
The calculator input system is now working. For an early beta demo see [releases](https://github.com/GShadow5/B12NumbersBeta1/releases)