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Description A lightning bolt using the dendrite fractal

algorithm = fractal
colours = 11

<palette>

id = 0 , red = 0 , green = 0 , blue = 0
id = 1 , red = 0 , green = 0 , blue = 64
id = 2 , red = 0 , green = 0 , blue = 128
id = 3 , red = 0 , green = 0 , blue = 192
id = 4 , red = 0 , green = 0 , blue = 255
id = 5 , red = 32, green = 32, blue = 255
id = 6 , red = 64, green = 64, blue = 255
id = 7 , red = 96, green = 96, blue = 255
id = 8 , red = 160, green = 160, blue = 255
id = 9 , red = 224, green = 224, blue = 255
id = 10 , red = 255, green = 255, blue = 255

</palette>

width = 600 , height = 600 , centrex = 0 , centrey = 0 , zoom = 200.0
juliax = 0 , juliay = 1 , mandelbrotx = 0 , mandelbroty = 0 , power = 2
limit = 1 , maxiters = 20

Description A fiery red Mandelbrot set centred on the seahorse valley

algorithm = fractal
colours = 19

<palette>

id = 0 , red = 0 , green = 0 , blue = 0
id = 1 , red = 16 , green = 0 , blue = 0
id = 2 , red = 48 , green = 0 , blue = 0
id = 3 , red = 80 , green = 0 , blue = 0
id = 4 , red = 128 , green = 0 , blue = 0
id = 5 , red = 192 , green = 0 , blue = 0
id = 6 , red = 255 , green = 0 , blue = 0
id = 7 , red = 255, green = 32, blue = 0
id = 8 , red = 255, green = 64, blue = 0
id = 9 , red = 255, green = 96, blue = 0
id = 10 , red = 255, green = 160, blue = 0
id = 11 , red = 255, green = 224, blue = 0
id = 12 , red = 255, green = 255, blue = 0
id = 13 , red = 255, green = 255, blue = 32
id = 14 , red = 255, green = 255, blue = 64
id = 15 , red = 255, green = 255, blue = 96
id = 16 , red = 255, green = 255, blue = 160
id = 17 , red = 255, green = 255, blue = 224
id = 18 , red = 255, green = 255, blue = 255


</palette>

width = 400 , height = 400 , centrex = -1.25 , centrey = 0.048 , zoom = 10000.0
juliax = 0 , juliay = 0 , mandelbrotx = 1 , mandelbroty = 1 , power = 2
maxiters = 200

Description A fiery semi-mandelbrot set

algorithm = fractal
colours = 19

<palette>

id = 0 , red = 0 , green = 0 , blue = 0
id = 1 , red = 16 , green = 0 , blue = 0
id = 2 , red = 48 , green = 0 , blue = 0
id = 3 , red = 80 , green = 0 , blue = 0
id = 4 , red = 128 , green = 0 , blue = 0
id = 5 , red = 192 , green = 0 , blue = 0
id = 6 , red = 255 , green = 0 , blue = 0
id = 7 , red = 255, green = 32, blue = 0
id = 8 , red = 255, green = 64, blue = 0
id = 9 , red = 255, green = 96, blue = 0
id = 10 , red = 255, green = 160, blue = 0
id = 11 , red = 255, green = 224, blue = 0
id = 12 , red = 255, green = 255, blue = 0
id = 13 , red = 255, green = 255, blue = 32
id = 14 , red = 255, green = 255, blue = 64
id = 15 , red = 255, green = 255, blue = 96
id = 16 , red = 255, green = 255, blue = 160
id = 17 , red = 255, green = 255, blue = 224
id = 18 , red = 255, green = 255, blue = 255

</palette>


width = 600 , height = 600 , centrex = -0.5 , centrey = 0 , zoom = 200.0
juliax = 0.5 , juliay = 0 , mandelbrotx = 1 , mandelbroty = 1 , power = 2
limit = 1 , maxiters = 30

Description Map the Mandelbrot set in low-iterations using batch-processing

algorithm = fractal
colours = 26

<palette>


id = 0 , red = 255 , green = 0 , blue = 0
id = 1 , red = 255, green = 32, blue = 0
id = 2 , red = 255, green = 64, blue = 0
id = 3 , red = 255, green = 96, blue = 0
id = 4 , red = 255, green = 160, blue = 0
id = 5 , red = 255, green = 224, blue = 0
id = 6 , red = 255, green = 255, blue = 0
id = 7 , red = 255, green = 255, blue = 32
id = 8 , red = 255, green = 255, blue = 64
id = 9 , red = 255, green = 255, blue = 96
id = 10 , red = 255, green = 255, blue = 160
id = 11 , red = 255, green = 255, blue = 224
id = 12 , red = 255, green = 255, blue = 255
id = 25 , red = 255 , green = 0 , blue = 0
id = 24 , red = 255, green = 32, blue = 0
id = 23 , red = 255, green = 64, blue = 0
id = 22 , red = 255, green = 96, blue = 0
id = 21 , red = 255, green = 160, blue = 0
id = 20 , red = 255, green = 224, blue = 0
id = 19 , red = 255, green = 255, blue = 0
id = 18 , red = 255, green = 255, blue = 32
id = 17 , red = 255, green = 255, blue = 64
id = 16 , red = 255, green = 255, blue = 96
id = 15 , red = 255, green = 255, blue = 160
id = 14 , red = 255, green = 255, blue = 224
id = 13 , red = 255, green = 255, blue = 255

</palette>

width = 600 , height = 600
cxlow = -1.75 , cxhigh = 0.75 , cylow = -0.75 , cyhigh = 0.75
zoom = 1200.0 , cxstep = 5 , cystep = 3
juliax = 0 , juliay = 0 , mandelbrotx = 1 , mandelbroty = 1 , power = 2
maxiters = 30

OPEN TO WRITE 1,"file.hf2"

write string 1,"Description The mandelbrot Set"

write string 1,"algorithm = fractal"
write string 1,"colours = 20"

write string 1,"<palette>"

write string 1,"id = 0 , red = 0 , green = 0 , blue = 0"
write string 1,"id = 1 , red = 0 , green = 0 , blue = 64"
write string 1,"id = 2 , red = 0 , green = 0 , blue = 128"
write string 1,"id = 3 , red = 0 , green = 0 , blue = 192"
write string 1,"id = 4 , red = 0 , green = 0 , blue = 255"
write string 1,"id = 5 , red = 32, green = 32, blue = 255"
write string 1,"id = 6 , red = 64, green = 64, blue = 255"
write string 1,"id = 7 , red = 96, green = 96, blue = 255"
write string 1,"id = 8 , red = 160, green = 160, blue = 255"
write string 1,"id = 9 , red = 224, green = 224, blue = 255"
write string 1,"id = 10 , red = 255, green = 255, blue = 255"
write string 1,"id = 19 , red = 0 , green = 0 , blue = 64"
write string 1,"id = 18 , red = 0 , green = 0 , blue = 128"
write string 1,"id = 17 , red = 0 , green = 0 , blue = 192"
write string 1,"id = 16 , red = 0 , green = 0 , blue = 255"
write string 1,"id = 15 , red = 32, green = 32, blue = 255"
write string 1,"id = 14 , red = 64, green = 64, blue = 255"
write string 1,"id = 13 , red = 96, green = 96, blue = 255"
write string 1,"id = 12 , red = 160, green = 160, blue = 255"
write string 1,"id = 11 , red = 224, green = 224, blue = 255"

write string 1,"</palette>"



write string 1,"width = 400 , height = 400 , centrex = 0 , centrey = 0 , zoom = 100.0"
write string 1,"juliax = 0 , juliay = 0 , mandelbrotx = 1 , mandelbroty = 1 , power = 2"
write string 1,"maxiters = 20 , abort = 1"

CLOSE FILE 1

EXECUTE FILE "hypfrac2.exe",CHR$(34)+"file.hf2"+CHR$(34),""

Do
IF file exist("file1.bmp") then exit
IF inkey$()="X" then exit
Loop

delete file "file.hf2"
LOAD IMAGE "file1.bmp",1,1
delete file "file1.bmp"
paste image 1,0,0

wait key

end

Desciption The nebula rendering of a Mandelbrot-Julia Set

algorithm = buddha

width = 600 , height = 600 , centrex = -0.5 , centrey = 0 , zoom = 200.0
mandelbrotx = 1 , mandelbroty = 1 , juliax = 0.2 , juliay = 0.2 , power = 2
rediters = 2000 , greeniters = 200 , blueiters = 20 , maxiters = 2000
redinc = 0.2 , greeninc = 0.4 , blueinc = 2.0 , rows = 5 , columns = 5

Description A colourful spiral fractal

algorithm = horizontal
colours = 8
smooth = 4

<palette>

id = 0 , red = 0 , blue = 0 , green = 128
id = 1 , red = 0 , blue = 0 , green = 160
id = 2 , red = 0 , blue = 0 , green = 192
id = 3 , red = 0 , blue = 0 , green = 224
id = 4 , red = 0 , blue = 0 , green = 255
id = 5 , red = 0 , blue = 0 , green = 224
id = 6 , red = 0 , blue = 0 , green = 192
id = 7 , red = 0 , blue = 0 , green = 160

</palette>



width = 600 , height = 600 , centrex = -0.01425 , centrey = 0.2619
zoom = 20000.0 , cornergrey = 0 , centregrey = 0.85
juliax = -0.7 , juliay = 0 , mandelbrotx = 1 , mandelbroty = 1 , power = 2
maxiters = 300 , wheelx = -0.01425 , wheely = 0.2619 , spiral = 10000