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Freelog Special Edition 9
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FreelogHS09.iso
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FractalExplo
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Formulas
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Custom4.frs
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INI File
|
2000-12-28
|
2KB
|
145 lines
[DrawSize]
X_Size=300
Y_Size=300
[Fractal]
X_Coord=-7.83946488294314348
Y_Coord=7.99999999999999967
W_Coord=16
X0_Coord=-2
Y0_Coord=2
W0_Coord=4
AutoIter=0
IFSIter=100
Number=3000
BailOut=529
MaxIter=90
Rotation=0
P1real=0.368159203980099502
P1imag=-0.0895522388059701493
P2real=1.06469999999999998
P2imag=1.84079601990049751
P3real=1.20398009950248756
P3imag=1.80099502487562189
PJreal=-0.67330000000000001
PJimag=0
Function1=23
Function2=2
JulieSet=1
Inverted=0
F-Set=0
Filter=0
Strange=0.0500000007450580597
KeepBlk=0
Filter only=0
IFSColorStyle=0
IFSSolidRed=255
IFSSolidGreen=255
IFSSolidBlue=255
IFSquick=1
Smoothing=2
Double=0
Precision=3
ConstructorA1=1
ConstructorB1=0
ConstructorC1=1
ConstructorD1=0
ConstructorE1=0
ConstructorF1=0
ConstructorG1=0
ConstructorH1=0
ConstructorI1=0
ConstructorJ1=0
ConstructorK1=0
ConstructorL1=0
ConstructorM1=0
[IFS]
Name=
Count=0
[UserFrm]
StringCount=17
Str0= var Z,Z0,P1,P2,P3: TComplex;
Str1=Begin
Str2= Z :=MakeComplex(x,y);
Str3= Z0:=MakeComplex(cr,ci);
Str4= P1:=MakeComplex(p1r,p1i);
Str5=
Str6= // power = fn2(z);
Str7= // z = fn1(z)^power + pixel,
Str8= // |z| < p2
Str9= cA1:=Z;
Str10= FuncDisp(Fn2,cA1);
Str11= FuncDisp(Fn1,Z);
Str12=
Str13= Z := CAdd(CPower(Z,cA1),Z0);
Str14=
Str15= SetResult(x,y, Z);
Str16=End;
[Colors]
Palette type=7
ColorOrder=0
Grayed=0
Contrast=0
IterChanging=0
InfinityRed=0
InfinityGreen=0
InfinityBlue=0
Brightness=0
UFDensity=4
UFmappingMode=4
[Standart palette]
RedStep=6
RedShift=255
GreenStep=6
GreenShift=26
BlueStep=5
BlueShift=-180
[Linear palette]
Red1=0
Red2=255
Green1=0
Green2=255
Blue1=128
Blue2=0
[Parabola palette]
Red1=0
Red2=255
Green1=0
Green2=255
Blue1=255
Blue2=0
[Square palette]
Red1=0
Red2=128
Green1=0
Green2=0
Blue1=0
Blue2=255
[Main]
Renderer=Fractal Explorer 1.21, 28.12.2000
[UF palette]
Count=4
Node0x=0
Node0r=255
Node0g=210
Node0b=0
Node1x=89
Node1r=192
Node1g=128
Node1b=128
Node2x=179
Node2r=0
Node2g=192
Node2b=255
Node3x=269
Node3r=0
Node3g=0
Node3b=0