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- \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
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