\docs\ Documentation Files \thumb\ Reduced size thumbails of the 640 images \programs\ Programs associated with Fractint \640\barnsley\ Images from any of the Barnsley types \640\bof\ Recalculated from "The Beauty of Fractals" \640\chco\ Formula type Fzppchco \640\chsq\ Formula type Fzppchsq \640\cmplxnwt\ Type Complex Newton \640\coch\ Formula type Fzppcoch \640\cocoh\ Formula type Fzpcocoh \640\cocs\ Formula type Fzppcocs \640\coct\ Formula type Fzppcoct \640\coex\ Formula type Fzppcoex \640\cohs\ Formula type Fzppcohs \640\coht\ Formula type Fzppcoht \640\colo\ Formula type Fzppcolo \640\copc\ Formula type Fzppcopc \640\copch\ Formula type Fzpcopch \640\cope\ Formula type Fzppcope \640\cophc\ Formula type Fzpcophc \640\cophs\ Formula type Fzpcophs \640\copht\ Formula type Fzpcopht \640\copo\ Formula type Fzppcopo \640\copsh\ Formula type Fzpcopsh \640\copta\ Formula type Fzpcopta \640\core\ Formula type Fzppcore \640\cose\ Formula type Fzppcose \640\coseh\ Formula type Fzpcoseh \640\cosi\ Formula type Fzppcosi \640\cosq\ Formula type Fzppcosq \640\cosr\ Formula type Fzppcosr \640\cubic\ Formula type Cubic \640\e1e2\ Manzpower: z^ (e^(1 / (e^ 2))) \640\ee1e\ Manzpower: z^ (e^(e^ (1 / e))) \640\ent\ Formula types Ent and Ent2 \640\epscr\ Epsilon Cross \640\exsh\ Formula type Fzppexsh \640\ezpep\ fn(z)+fn(pix) function=exp/exp \640\fender\ Formula type FractalFenderC \640\ltc\ Type fn*fn function=log,cosxx \640\lts\ Type fn*fn function=log,sin \640\magnet\ Magnetic fractal types \640\mandel\ Mandelbrot set \640\mandlamb\ Type mandellambda \640\manfnpe\ Type manfn+exp \640\manowar\ Type manowar \640\manwarju\ Type manowarj \640\mbcompar\ Compares Mandelbrot options \640\mdphenix\ Type mandphoenix \640\mhs\ Type mandelfn \640\misc\ Miscellaneous (1 or 2 of a type or formula) \640\misczpp\ Miscellaneous of type fn(z)+fn(pix) \640\mmp\ Type marksmandelpower \640\mulovlay\ Building a multiple overlay \640\mzpep\ Manzpower: z ^ (e + i pi) \640\newton\ Types newton, newtonsinexp \640\phoenix\ Type phoenix \640\rcl10\ Formula type rcl_10 \640\rich8\ Formula type Richard8 \640\richard\ Other Richard types \640\shch\ Formula type Fzppshch \640\shco\ Formula type Fzppshco \640\shex\ Formula type Fzppshex \640\shlo\ Formula type Fzppshlo \640\shsq\ Formula type Fzppshsq \640\siex\ Formula type Fzppsiex \640\silvrado\ Formula type Silverado \640\sis\ Type sqr(1/fn) function=sin \640\skewmand\ Skewed Mandelbrot set \640\spca\ SpecC function=cosh/cosxx \640\spider\ Type spider \640\tetrate\ Type tetrate \640\timserr\ Type tim's_error \640\turbmir\ From "Turbulent Mirror" \640\zcos\ Formula type Fzppcos \640\ze2\ Manzpower: z ^ (e ^ 2) \640\zem1\ Manzpower: z ^ (e - 1) \640\zexpe2\ ZEXPE2: (z^ e)+(z^ (e* pixel)) \640\zexpe_f\ Manzpower: Z ^ e 1/3 \640\zexpg_h\ Manzpower: Z ^ e 2/3 \640\zexpi\ Manzpower: Z ^ e 3/3 \640\zipi\ Manzpower: Z ^ (i * pi) \640\zsinh\ Formula type Fzppsinh \640\zz\ Formula types Zz and Zza \1024\barnsley\ the Barnsley types Images \1024\bof\ Recalculated from "The Beauty of Fractals" \1024\chco\ Formula type Fzppchco \1024\chsq\ Formula type Fzppchsq \1024\cmplxnwt\ Type Complexnewton \1024\coch\ Formula type Fzppcoch \1024\cocoh\ Formula type Fzpcocoh \1024\cocs\ Formula type Fzppcocs \1024\coct\ Formula type Fzppcoct \1024\coex\ Formula type Fzppcoex \1024\cohs\ Formula type Fzppcohs \1024\coht\ Formula type Fzppcoht \1024\colo\ Formula type Fzppcolo \1024\copc\ Formula type Fzppcopc \1024\copch\ Formula type Fzpcopch \1024\cope\ Formula type Fzppcope \1024\cophc\ Formula type Fzpcophc \1024\cophs\ Formula type Fzpcophs \1024\copht\ Formula type Fzpcopht \1024\copo\ Formula type Fzppcopo \1024\copsh\ Formula type Fzpcopsh \1024\copta\ Formula type Fzpcopta \1024\core\ Formula type Fzppcore \1024\cose\ Formula type Fzppcose \1024\coseh\ Formula type Fzpcoseh \1024\cosi\ Formula type Fzppcosi \1024\cosq\ Formula type Fzppcosq \1024\cosr\ Formula type Fzppcosr \1024\cubic\ Formula type Cubic \1024\e1e2\ Manzpower: z^ (e^(1 / (e^ 2))) \1024\ee1e\ Manzpower: z^ (e^(e^ (1 / e))) \1024\ent\ Formula types Ent and Ent2 \1024\epscr\ Epsilon Cross \1024\exsh\ Formula type Fzppexsh \1024\ezpep\ fn(z)+fn(pix) function=exp/exp \1024\fender\ Formula type FractalFenderC \1024\fnpzsq\ Type manfn+zsqrd \1024\halley\ Types Halley and Halleysin \1024\hypercpx\ Type hypercomplex \1024\jm\ JM Formula types \1024\jzexpe\ Julzpower: z ^ e \1024\lamb\ Type lambdafn \1024\leemand\ LeeMandel types \1024\lees3d\ 3D Transforms and Overlays \1024\leeze\ Formula type Leeze \1024\lpc\ Type fn+fn function=log,cosxx \1024\lps\ Type fn+fn function=log,sin \1024\ltc\ Type fn*fn function=log,cosxx \1024\lts\ Type fn*fn function=log,sin \1024\magnet\ Magnetic fractal types \1024\mandel\ Mandelbrot set \1024\mandlamb\ Type mandellambda \1024\manfnpe\ Type manfn+exp \1024\manowar\ Type manowar \1024\manwarju\ Type manowarj \1024\mbcompar\ Compares Mandelbrot options \1024\mdphenix\ Type mandphoenix \1024\mhs\ Type mandelfn \1024\misc\ Miscellaneous (1 or 2 of a type or formula) \1024\misczpp\ Miscellaneous of type fn(z)+fn(pix) \1024\mmp\ Type marksmandelpower \1024\mulovlay\ Building a multiple overlay \1024\mzpep\ Manzpower: z ^ (e + i pi) \1024\newton\ Types newton, newtonsinexp \1024\phoenix\ Type phoenix \1024\rcl10\ Formula type rcl_10 \1024\rich8\ Formula type Richard8 \1024\richard\ Other Richard types \1024\shch\ Formula type Fzppshch \1024\shco\ Formula type Fzppshco \1024\shex\ Formula type Fzppshex \1024\shlo\ Formula type Fzppshlo \1024\shsq\ Formula type Fzppshsq \1024\siex\ Formula type Fzppsiex \1024\silvrado\ Formula type Silverado \1024\sis\ Type sqr(1/fn) function=sin \1024\skewmand\ Skewed Mandelbrot set \1024\spca\ SpecC function=cosh/cosxx \1024\spider\ Type spider \1024\tetrate\ Type tetrate \1024\timserr\ Type tim's_error \1024\turbmir\ Recalculated from "Turbulent Mirror" \1024\zcos\ Formula type Fzppcos \1024\ze2\ Manzpower: z ^ (e ^ 2) \1024\zem1\ Manzpower: z ^ (e - 1) \1024\zere\ Manzpower: z ^ (e ^ (1 / e) ) \1024\zexpe2\ ZEXPE2: (z^ e)+(z^ (e* pixel)) \1024\zexpe_f\ Manzpower: Z ^ e 1/3 \1024\zexpg_h\ Manzpower: Z ^ e 2/3 \1024\zexpi\ Manzpower: Z ^ e 3/3 \1024\zipi\ Manzpower: Z ^ (i * pi) \1024\zsinh\ Formula type Fzppsinh \1024\zz\ Formula types Zz and Zza \special\ By Craig Ginn - Color cycle it with Fractint