Why use senary?

Easier counting

Think about when you have a bunch of objects and you try to count them (like a bunch of coins): you usually group them into groups of five or ten. Then you count up the groups of five or ten to figure out how many objects you have. In senary, you would instead group objects into groups of six. Then you would count up the groups of six to figure out how many objects you have. In my experience, it is easier to make groups of six than groups of five because six objects can make a 2x3 rectangle. Also, it is difficult to visualize a group of ten objects, while a group of six objects is fairly easy to visualize.

It is also possible to count on your fingers to a higher number in senary than in decimal. In decimal, we typically count to ten on our fingers. But in senary, we can count up to fisen-five (or thirty-five, in decimal) quite easily.

Senary hand counting

Easier math

Think about learning your addition and multiplication facts: there are one hundred of each. In senary, since there are only six digits, there would be only thirty-six of each (or one hex of each).

Also, fractions written in senary have fewer repeating digits than in decimal. Most striking is the number one-third: in senary, this number would be represented by 0.26. See the Math in Senary page for more information.

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