f(x,y) = (~((-(y & 17)) / (-(~x)))) % 13
Extent: 512x512 (scaled x1)
"Onebit" colouring scheme.
f(x,y) = (~((-(y & 17)) / (-(~x)))) % 13
Extent: 512x512 (scaled x1)
"Onebit" colouring scheme.
f(x,y) = (((~(14 | x)) % ((x - y) / (x * 10))) + ((~(y ^ 10)) - (-(~x)))) % 7
Extent: 256x256 (scaled x2)
"Onebit" colouring scheme.
f(x,y) = ((-((-y) * (y - x))) - ((~(-x)) | ((x & 8) / (x & 20)))) % 12
Extent: 256x256 (scaled x2)
"Onebit" colouring scheme.
f(x,y) = (~((y % 16) & (-x))) & (~((-y) % (x & y)))
Extent: 256x256 (scaled x2)
"Gradient" colouring scheme.
f(x,y) = (-(~((x ^ y) & (y | x)))) % 13
Extent: 512x512 (scaled x1)
"Onebit" colouring scheme.
f(x,y) = ((((y * x) | (y - y)) + ((x + x) + (7 / x))) ^ ((~(4 % y)) | ((y | x) ^ (~y)))) % 12
Extent: 256x256 (scaled x2)
"Onebit" colouring scheme.
f(x,y) = (~(((8 - x) * (~y)) ^ (-(21 % x)))) % 6
Extent: 256x256 (scaled x2)
"Onebit" colouring scheme.
f(x,y) = (~(((y ^ x) * (8 % y)) * (~(21 / y)))) % 7
Extent: 512x512 (scaled x1)
"Onebit" colouring scheme.
f(x,y) = (((x | y) ^ (x | 11)) - (~(~x))) + (((y / y) | (y / 7)) / ((x - x) * (y + 1)))
Extent: 256x256 (scaled x2)
"Gradient" colouring scheme.
f(x,y) = ((~((x & x) + (x - y))) ^ (-((-x) - (x + y)))) % 13
Extent: 256x256 (scaled x2)
"Onebit" colouring scheme.
f(x,y) = (((-(x ^ x)) & ((x % x) - (y % 3))) ^ (-(-(y ^ x)))) % 10
Extent: 256x256 (scaled x2)
"Onebit" colouring scheme.
f(x,y) = (-((~(x + y)) % ((y | x) - (-y)))) % 2
Extent: 256x256 (scaled x2)
"Onebit" colouring scheme.
f(x,y) = ((~((x ^ y) % (10 | x))) * (~(~(x * y)))) % 12
Extent: 128x128 (scaled x4)
"Onebit" colouring scheme.
f(x,y) = (((-y) | (y * 11)) * ((-y) ^ (x % 19))) % (((y ^ y) + (y ^ 11)) | (~(~y)))
Extent: 256x256 (scaled x2)
"Gradient" colouring scheme.
f(x,y) = ((-(-(x | x))) / (((-y) | (x % x)) | ((~y) * (21 * x)))) % 10
Extent: 256x256 (scaled x2)
"Onebit" colouring scheme.
f(x,y) = (((-(x % 17)) - ((x & y) ^ (-y))) / (((x | 4) / (x % x)) + (~(~y)))) % 7
Extent: 256x256 (scaled x2)
"Onebit" colouring scheme.
f(x,y) = (~(((y * x) % (~y)) + ((19 + y) * (-x)))) % 13
Extent: 256x256 (scaled x2)
"Onebit" colouring scheme.
f(x,y) = ((-((y - y) * (20 + y))) | ((~(y + x)) * ((11 + y) | (x / y)))) % 4
Extent: 64x64 (scaled x8)
"Onebit" colouring scheme.
f(x,y) = ((~(10 / y)) ^ ((x | y) | (x + y))) ^ (((18 ^ y) | (y - y)) | ((y / x) % (-x)))
Extent: 256x256 (scaled x2)
"Gradient" colouring scheme.
f(x,y) = ((((y | x) / (14 ^ x)) ^ ((y & x) / (-y))) + (~(~(x & y)))) % 10
Extent: 512x512 (scaled x1)
"Onebit" colouring scheme.
This is a bot which produces procedural art by plotting an integer function taking the current coordinates and producing an integer result. The function is procedurally created using random numbers and appears in the status text.Coordinates are coloured either by where the value appears within the range of results (the "gradient" scheme) or simply by whether it is the most common result (white) or not (black) (the "onebit" scheme.)The code does not resort to evaluating a string.
GNU social JP is a social network, courtesy of GNU social JP管理人. It runs on GNU social, version 2.0.2-dev, available under the GNU Affero General Public License.
All GNU social JP content and data are available under the Creative Commons Attribution 3.0 license.