#numerical system

I decided to make them their own numerical system, using base-12 because of the way that they count on their fingers. (see video)

Circles are joints, pinky is n/a as they only have 4 digits including thumb

They use their thumb to count the joints of their top 3 fingers, on both hands, resulting in 12! (of course theres other methods they can use, but this is THE most common.)

It works similarly to arabic numerals, the only main difference being the base of course and an extra character, the empty space .. it is used in place of 0 when contained within a bigger number. The zero symbol is only used when the zero is by itself.

There is also a slightly simplified version of the numbers, that are still recognized as correct but less professional. They're for jotting things down quickly

The symbols might feel slightly unnatural for you to write, and it's because it's a little more adapted for their majority leftie population

All these symbols are taken from the way the people of Pinat started to write their numbers thousands of years ago (this set of numerals is probably only a couple hundred years old though). They were originally all straight lines and sharp angles because they would write by chiseling away hard stone, and so straight lines were a whole lot easier to carve than curves but as it spread some of the numerals rounded out

Converting arabic numerals to pinatian is honestly really difficult lol so I have no idea how to even explain!! and god forbid you ask me to do any equation with the system :p

But think of it like this:

100

The 1 here represents 1×10×10, because of the two units in front of it. Pinatian uses the same concept, but you multiply by 12. If you wish to understand better I reccomend looking into base-12 numerical systems (its a very fun topic aswell so either way check out some alternative numerical systems :3)

I wanted just enough to be able to make their conlang in the future, so there it is! :3

Gerudo Language Series: Part 1, Part 2, Part 3, Part 4, Part 5, Part 6, & Part 7.

GeruLang: Diacritic & Diagraphic Characters

Ya'll, I may well have lost my absolute mind.

I have spent more time than is probably necessary creating a Gerudo numerical system & even a system of diacritics.

Send help.

Anyone who studies languages & their corresponding lexicons, can ya'll tell me if there's any merit to this stuff I made or if I'm just crazy & obsessed?

Also, for "ā," "é," & "ī," I'm thinking that the 2 different characters are differentiated by what's considered formal/proper & what's informal/casual. Perhaps the ones that are based on the original character, but upside down are considered formal, but the ones that are right-side up are informal? Because the informal ones are usually done that way due to muscle memory; the hand reacting the way that it would when writing the original character before the writer realizes it & then tacking on the accent so that the intention of the character is clear.

I've also created some digraphic characters.

Thanks.

I've actually made a font using all this, so if ya'll want it, just say so.

Binary numbers: how they work

An inside binary number consists of eight bits, referred to as a byte, and its decimal value is determined by the position of every digit in the binary schema. This is the primary language of computing systems. The position of each bit determines the decimal value of the binary number. The position of each digit can be used to convert a binary number into a decimal number by understanding the bits. The number of places in decimal numbers is multiplied by ten as we go from left to right. Binary numbers, on the other hand, multiply every other place by two. The examples presented below illustrate this concept.

What is the process for creating a binary calculator?

A binary number can be arithmetically transformed using a Allcalculator.net'sBinary Calculator. As a result of arithmetic operations, Binary Calculator has a buffer limit of 8 bits. If the result exceeds 8 bits, the extraneous bits are truncated. The arithmetic operation is performed using JavaScript functions. The Calculate button is bound with the JavaScript function to calculate. The Calculate button triggers the calculate function and parses the HTML within the 'output' division. After splitting the string, we  obtain the first and second numbers, which are then converted into integers by parseInt.

Why does the binary number system work the way it does?

It is a system of numbers with only two values, one and zero. All computer technologies currently available are based on the binary number system. It has just two digits: one and zero. In computer systems, Binary performs data processing tasks and other similar tasks. As a result, Binary is the framework on which computer systems depend to process data and parse values and figures. 

The All calculator.net's Binary Calculator by SEOMagnifier is a numerical system, just like the decimal system. The Binary Calculator also allows you to perform basic arithmetic operations on binary numbers. Using this intuitive user interface, you can perform all basic mathematical operations on Binary Values.

In binary operations, what is the identity element?