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f(x,y) = ((((x ^ 19) - (x * 12)) % (-(x + 11))) | (((x + 5) / (x * 11)) + ((-y) & (y / 4)))) % 3

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



f(x,y) = ((((~x) | (x - y)) + ((y ^ y) % (y - 13))) / (((x | 24) ^ (-y)) ^ ((y & x) * (-x)))) % 10

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



f(x,y) = (((-(8 % y)) % (~(x * 4))) | ((-(13 * x)) % ((~y) ^ (x * x)))) % 7

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



f(x,y) = (~((-(y & 17)) / (-(~x)))) % 13

Extent: 512x512 (scaled x1)

"Onebit" colouring scheme.



f(x,y) = ((((~y) / (y - 17)) | (-(y - 19))) - (~((19 % y) | (-x)))) % 5

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



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f(x,y) = ((((6 & x) - (x % x)) * (~(~y))) * (((y | 1) | (15 % x)) % (~(x ^ 11)))) % 8

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



f(x,y) = ((-((y ^ 16) & (y % x))) - (((x - y) * (-x)) & ((y / 24) * (x ^ 17)))) % 7

Extent: 128x128 (scaled x4)

"Onebit" colouring scheme.



f(x,y) = ((((15 ^ x) ^ (y ^ 21)) - (~(x * 12))) / ((-(~y)) % ((~y) + (-y)))) % 13

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



f(x,y) = ((((x ^ y) * (y - 22)) | ((4 + y) & (18 ^ x))) | (((y - 10) | (-x)) % ((x - y) / (20 * y)))) % 11

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



f(x,y) = (-(~((x | y) ^ (x - 23)))) % 9

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



f(x,y) = ((((y + 16) + (x + x)) ^ (-(-x))) - (((y | 4) - (y & x)) / ((y + x) + (~y)))) % 4

Extent: 64x64 (scaled x8)

"Onebit" colouring scheme.



f(x,y) = (-(((y / x) + (~y)) % (~(23 % y)))) % 8

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



f(x,y) = (~(((~y) | (~x)) & (-(x * y)))) % 4

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



f(x,y) = (-((~x) ^ (-x))) * (((~y) + (~x)) & ((-x) | (5 + y)))

Extent: 512x512 (scaled x1)

"Gradient" colouring scheme.



Cannibal rabbit. Le livre de Lancelot du Lac & other Arthurian Romances, Northern France ca. 1275-1300. Beinecke Rare Book & Manuscript Library, MS 229, fol. 287r.
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f(x,y) = (~((~(x * y)) / (~(16 + y)))) % 5

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



f(x,y) = (((-(y - y)) ^ ((~x) & (-y))) - (((x * 22) / (~x)) | (~(-y)))) % 9

Extent: 256x256 (scaled x2)

"Onebit" colouring scheme.



f(x,y) = (((~(-y)) + ((~y) % (y - 7))) & ((~(20 & x)) % (-(y & 11)))) % 8

Extent: 512x512 (scaled x1)

"Onebit" colouring scheme.



f(x,y) = ((~(-(~x))) % ((~(8 / y)) % ((19 | x) & (~y)))) % 10

Extent: 512x512 (scaled x1)

"Onebit" colouring scheme.

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