🥚 Antimundo's dozenal arithmetic website

This is a website made by Antimundo to learn about dozenal arithmetic.

This website is libre software, licensed under the GPLv3 license. See the source code on Codeberg.

A cartoon of a chicken and a dozen of eggs

What is dozenal?

Most humans count on decimal base with ten digits.

0 1 2 3 4 5 6 7 8 9

Dozenal base uses a dozen of digits.

0 1 2 3 4 5 6 7 8 9 X E

Why use dozenal?

Dozenal uses a base that has more factors than decimal, which makes it easier to make arithmetic operations, like addition, substraction, multiplicaton, and division.

Base decimal uses the number 10decimal which has 4 factorsdecimal: 1, 2, 5, 10.

Base dozenal uses the number 12decimal which has 6 factorsdecimal: 1, 2, 3, 4, 6, 12.

An image that shows how in decimal you can make 2 groups of 5 objects or 5 grops of 2 objects, while in dozenal you can make 2 groups of 6 objects, 3 grops of 4 objects, 4 groups of 3 objects, and 6 groups of 2 objects.

There are many common things that already use dozenal:

Should we switch to dozenal?

Dozenal has many advantages over decimal, but making all of our society switch to dozenal would be very hard.

One of the biggest challenges would be the metric system, because it uses a decimal base, we should have to completely change it to use a dozenal base, which isn't hard by itself, the hard part would be teaching that to the billions of humans we are on earth!

There are communities like the Dozenal Society of America, the Dozenal Society of Great Britain, and some online communities that try to share and promote the use of dozenal.

This website is just a fun place to learn about dozenal, do you think the advantages of dozenal would be worth the difficulty of switching? That's up to you to answer!


Practice dozenal arithmetic

This is a tool to practice dozenal arithmetic. It's recommended to master addition and substraction on the Medium level before trying more difficult arithmetic operations.

Mode:
Difficulty:


Decimal to dozenal converter

Add a decimal number, and it will be converted to dozenal.

Currently, it just supports natural numbers, negative numbers and decimals are not supported yet.

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