Tout s'explique, même les volutes de fumée cancérigène de smoke !

z4 + z3/(z-1) + z2/(z3 + 4 z2 + 5) + czn+1 = zn2 + c zn+1 = c sin(zn) zn+1 = c exp(zn) zn+1 = c i cos(zn) zn+1 = c zn (1 - zn) Zn+1 = Zn * Zn + C, Z0 = (0,0)
{randomly choose the rectangle�s cornersarray(0, 0) = RND * number_of_colorsarray(size, 0) = RND * number_of_colorsarray(0, size) = RND * number_of_colorsarray(size, size) = RND * number_of_colors� go through the array, decreasing the interval size every timeFOR p = LOG(size) / LOG(2) TO 0 STEP -1 FOR x = 0 TO size STEP 2 ^ p FOR y = 0 TO size STEP 2 ^ p IF x MOD 2 ^ (p + 1) = 0 AND y MOD 2 ^ (p + 1) = 0 GOTO nxt IF x MOD 2 ^ (p + 1) = 0 THEN average = (array(x, y + 2 ^ p) + array(x, y - 2 ^ p)) / 2 color = average + roughness * (RND - .5) array(x, y) = color: GOTO nxt END IF IF y MOD 2 ^ (p + 1) = 0 THEN average = (array(x + 2 ^ p, y) + array(x - 2 ^ p, y)) / 2 color = average + roughness * (RND - .5) array(x, y) = color: GOTO nxt END IF IF x MOD 2 ^ (p + 1) > 0 AND y MOD 2 ^ (p + 1) > 0 THEN v1 = array(x + 2 ^ p, y + 2 ^ p) v2 = array(x + 2 ^ p, x - 2 ^ p) v3 = array(x - 2 ^ p, x + 2 ^ p) v4 = array(x - 2 ^ p, y - 2 ^ p) average = (v1 + v2 + v3 + v4) / 4 color = average + roughness * (RND - .5) array(x, y) = color: GOTO nxt END IF nxt: NEXT y NEXT xNEXT p� go through the array, plotting the pointsFOR x = 0 TO size FOR y = 0 TO size PSET (x, y), array(x, y) NEXT yNEXT x}

Tout simple, n'est-ce pas ?