A little game, if you please.
There is a set of 64 (2^6) numbers. {0,1,2,..,61,62,63}
Take 2^x numbers out of this set in turn. (alternating distance = 2^x).
Do this 6 times, increment x by 1 each time. The starting value is in each case 2^x.
It follows:
Interesting is here, always the first number.
So if you think of a number, and the desired number is available in the corresponding set, then you simply always count the first number together.
Think of a number between 1 to 63
Console-App:
Win-App
