number of draw variations in oekaki 300x300 pixel canvas.

turn your windows calc. to scientific mode multiply 256x256x256 then exponent that mother 300. hit multiply twice to get it into a mult loop and hit "=" 300 times...I think thats right?

10^9 is a billion (i.e. nine zeros). i suggest 10^650,224 be called an "oekaki".

i get 1.503*10^12.

strike that. wrong calculation here :D
it should be: 16,700,000^90000
!error: floating point overflow

the first line of 300 pixels is 16,777,216 (this is total number of colors on the palette) times itself 300. 2.6x10^2,167. This number needs to be multiplied by itself 300 to get the full number of grid variations...

where's a math prof. when you need one?

yah i wont even bother to think about it, but i will ask my professor to set me straight tommorow after clarse

muh prof of math/compsci says

(256^3)^(300^2) is the number.

once i explained the problem after a few miscommunications, the prof explained it very simply and came out to that.. it had nothing to do with permutations and shit and so i dunno if it that simple but holy shit is that a huge number and was a lot easier to figure than what i was thinking

he explained the 32x32 with two colors, coming out to be 2^1024 (1024 is 32x32)

i'd sumbit (16,777,216)^(-90,000) would be an 'oekaki' coz it represents that one draw in comparison to its brothers/sisters

so yeah.. wootang! ..shcrew it!

and there you have it, gentlemen.

6.17 is a loop. Just round it to the nearest thousandth and then subtract infinity. When you get to the answer then fly into the sn2003dw supernovae.