good job, you just ruined the morale here. you monster. 000001
Are you kidding me? I won't be satisfied 'til we go past 121, the previous thread's record. LESS' DO DIS 121 12 + 1 = 13 (001101)
o y 000001
001111 yawn
001100 numbers
001000 glorious sides
000101 good morning, world
000011 slow and steady
010001 a
001111 yep
Look, it is far from my intention to start a fight here. If this is somehow about getting Big O's attention, I think we're not doing it right. :c So whaddya say we ditch this rather pleasant discussion and start oda? /terriblepun
Yeah, nice job there quoting a private conversation. :B
BINARY 101 (pun intended): From right to left, read the digits as integer powers of 2-- hence the name --, beginning with the 0 power. The first step is to divide the number's usual decimal notation by the closest power of 2 (less or equal than), putting a 1 on its corresponding digit. Then, you take the division's remainder, if there is one, and repeat this process until you get 0 as the remainder. Should any of the remainders be smaller than your next power of 2, write 0 instead of 1 on its digit. For instance, let's use 55 as an example. 53/32 -- the closest power of 2, and is on the sixth digit from the right (2^5, 2^4, 2^3, 2^2, 2^1, 2^0) -- equals 1, and leaves 21 as the remainder. 21/16 -- fifth digit -- equals 1, and leaves 5 as the remainder. Since the next power of 2 (8) is bigger than 5, you write down a 0 for the fourth digit, then keep repeating the process for the remaining powers. 5/4 -- third digit -- equals 1, leaving 1. 2 > 1, so put a 0 on the second digit. 1/1 -- first digit -- equals 1, and BAM, it leaves nothing. This means the decimal notation "55" can be written as 110101 in binary. tl;dr, 000010
000101 woah, easy there on dem drugs, midnyte
111000 pretty soon I'll be needing an extra digit. Edit: ninja'd for the first time here
Heheh, right under their noses... 110101
110001 Doop, doop doop doopdoop doop
101010 I CAN BREAK THESE CUFFS THIS CHARACTER LIMIT
You mean 34, right? :L 100011
100000 yep
