Binary Tricking

It's maths time. We work in a decimal base (base 10) and use digits 0 through 9. Trickers sometime list tricks in zeros, ones and twos to represent the number of twists in a combo. For example 102 could be a cork swing through gainer switch swing through double cork. It's much faster to write 102 for this. i.e. the digits represent the number of twists in a flip. So anyway, we can also work in other bases like binary (base 2) in which we use two digits (0,1) or ternary (base 3) where we use three digits (0,1,2).

I decided to go through all of the binary tricks up to three digits. I also added some ternary at the end for fun. The number on the left is the binary or ternary representation and the one on the right is our decimal equivalent.

Видео Binary Tricking канала Hadyn Wiseman