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- Cesaro { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- Angle 34
- Axiom FX
- F=
- X=----F!X!++++++++F!X!----
- }
-
- CesaroDouble { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- Angle 4
- axiom D\90D\90D\90D\90
- D=\42!D!/84!D!\42
- }
-
- Curve1 { ; Adrian Mariano, from the Algorithmic Beauty of Plants
- ; curve from figure 1.9a p.10
- angle 4
- axiom F-F-F-F-
- f=FF-F-F-F-F-F+F
- }
-
- Curve2 { ; Adrian Mariano, from the Algorithmic Beauty of Plants
- angle 4
- axiom F-F-F-F-
- f=FF-F+F-F-FF
- }
-
- Curve3 { ; Adrian Mariano, from the Algorithmic Beauty of Plants
- ; curve from figure 1.9e p.10
- axiom F-F-F-F-
- angle 4
- F=F-FF--F-F
- }
-
- Curve4 { ; Adrian Mariano
- axiom yf
- x=YF+XF+Y
- y=XF-YF-X
- angle 6
- }
-
- Dragon { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- Angle 8
- Axiom FX
- F=
- y=+FX--FY+
- x=-FX++FY-
- }
-
- DragonCurve { ; Adrian Mariano
- Angle 4
- Axiom X
- X=X-YF-
- Y=+FX+Y
- }
-
- Fass1 { ; Adrian Mariano, from the Algorithmic Beauty of Plants
- ; FASS curve (3x3 tiles form macrotile), Figure 1.16a p.17
- axiom -l
- angle 4
- L=LF+RFR+FL-F-LFLFL-FRFR+
- R=-LFLF+RFRFR+F+RF-LFL-FR
- }
-
- Fass2 { ; Adrian Mariano, from the Algorithmic Beauty of Plants
- ; FASS curve (4x4 tiles form macrotile), Figure 1.16b p.17
- angle 4
- axiom -l
- L=LFLF+RFR+FLFL-FRF-LFL-FR+F+RF-LFL-FRFRFR+
- R=-LFLFLF+RFR+FL-F-LF+RFR+FLF+RFRF-LFL-FRFR
- }
-
- FlowSnake { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- angle=6;
- axiom FL
- L=FL-FR--FR+FL++FLFL+FR-",
- R=+FL-FRFR--FR-FL++FL+FR",
- F=
- }
-
- Hilbert { ; Ken Philip, from The Science of Fractal Images
- axiom x
- x=-YF+XFX+FY-
- y=+XF-YFY-FX+
- angle 4
- }
-
- Koch1 { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- Angle 6
- Axiom F--F--F
- F=F+F--F+F
- }
-
- Koch2 { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- Angle 12
- Axiom F---F---F---F
- F=-F+++F---F+
- }
-
- Koch3 { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- Angle 4
- Axiom F-F-F-F
- F=F-F+F+FF-F-F+F
- }
-
- Koch4 { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- angle 12
- axiom f++++f++++f
- f=+f--f++f-
- }
-
- Koch5 {
- axiom f+F+F+F
- f=F+F-F-FFF+F+F-F
- angle 4
- }
-
- Koch6 { ; Adrian Mariano
- axiom f+f+f+f
- f=f-ff+ff+f+f-f-ff+f+f-f-ff-ff+f
- angle 4
- }
-
- KochCurve { ; Adrian Mariano
- Angle 6
- Axiom F
- F=F+F--F+F
- }
-
- Peano1 { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- Angle 4
- Axiom F-F-F-F
- F=F-F+F+F+F-F-F-F+F
- }
-
- Peano2 { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- Angle 8
- Axiom FXY++F++FXY++F
- X=XY@Q2-F@IQ2-FXY++F++FXY
- Y=-@Q2F-@IQ2FXY
- }
-
- Peano3 {
- axiom x
- x=XFYFX+F+YFXFY-F-XFYFX
- y=YFXFY-F-XFYFX+F+YFXFY
- angle 4
- }
-
- QuadGosper { ; Adrian Mariano, from the Algorithmic Beauty of Plants
- ; Quadratic Gosper curve, Figure 1.11b p.12
- angle 4
- axiom -Fr
- l=FlFl-Fr-Fr+Fl+Fl-Fr-FrFl+Fr+FlFlFr-Fl+Fr+FlFl+Fr-FlFr-Fr-Fl+Fl+FrFr-
- r=+FlFl-Fr-Fr+Fl+FlFr+Fl-FrFr-Fl-Fr+FlFrFr-Fl-FrFl+Fl+Fr-Fr-Fl+Fl+FrFr
- f=
- }
-
- QuadKoch { ; Adrian Mariano, from the Algorithmic Beauty of Plants
- ; Quadratic Koch island, Figure 1.7a p.9
- angle 4
- AXIOM F-F-F-F-
- F=F+FF-FF-F-F+F+FF-F-F+F+FF+FF-F
- }
-
- Quartet { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- angle 4
- axiom fb
- A=FBFA+HFA+FB-FA
- B=FB+FA-FB-JFBFA
- F=
- H=-
- J=+
- }
-
- SnowFlake1 { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- Angle 12
- Axiom FR
- R=++!FRFU++FU++FU!---@Q3FU|-@IQ3!FRFU!
- U=!FRFU!|+@Q3FR@IQ3+++!FR--FR--FRFU!--
- F=
- }
-
- SnowFlake2 { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- angle 12
- axiom F
- F=++!F!F--F--F@IQ3|+F!F--
- F=F--F!+++@Q3F@QI3|+F!F@Q3|+F!F
- }
-
- SnowFlake3 { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- angle 12
- axiom fx
- x=++f!x!fy--fx--fy|+@iq3fyf!x!++f!y!++f!y!fx@q3+++f!y!fx
- y=fyf!x!+++@iq3fyf!x!++f!x!++f!y!fx@q3|+fx--fy--fxf!y!++
- f=
- }
-
- SnowFlakeColor { ; Adrian Mariano
- ; from The Fractal Geometry of Nature by Mandelbrot
- angle 12
- axiom F
- F=--!F<1!F<1++F<1++F<1@IQ3|-F<1!F<1++
- F=F<1++F<1!---@Q3F<1@QI3|-F<1!F<1@Q3|-F<1!F<1
- <=
- }
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