Use turbo mode or you will be here for a very long time. I added a save/load feature for some reason (???) Space - Generates a random fractal flame or S to right click the "fractal flame code list" and import a previously saved Fractal Flame Save Code™ (then press space) then when fractal flame is being made: S - Shows the "fractal flame code list", right click it to export the Fractal Flame Save Code™. I don't know why you would need the save/load feature but its there, so there :\
Here's how it works, oh yeah: (I don't know much about fractal flames so this might not be exactly how "proper" ones work, but its how this one works*) *I now know how proper ones work and its not like this :\ -TheRealAL2009 from the future, 4 random sets of affine transforms are made, like this: f(x) = ax + by + c f(y) = dx + ey + f (where a,b,c,d,e,f are random parameters) and 3 random sets of non-linear transforms are made: f(x) = a*y*sin(x+b) + c*x*sin(y+d) + e*e^(x+f) + g/(1+(y+h)(y+i)) + j/(1+(x+k)(x+l)) f(y) = m*y*sin(x+n) + o*x*sin(y+p) + q*e^(y+r) + s/(1+(y+t)(y+u)) + v/(1+(x+w)(x+z)) (I think) (where a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,z are random parameters, apart from 2 of the "e"s which are eulers numbers) A random point is picked. Then, one of these random affine transforms is applied, then a one of the non linear ones, then a dot is drawn, then another of the random affine transforms and a non-linear one is applied, another dot is drawn, and the same thing happens again (and again and again...). You are supposed to decide the colour of each dot in some very special unknown way, but the way is unknown to me, so its all blue :\
