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There is a list of fractal programs in a blog article here. But, I'd like to update and summarize again about fractal programs in this post.
Fractal Tree
I think this may be the first fractal program written in Small Basic. The program is listed in Small Basic Getting Started Guide.
Dragon Curve
Last month, Kenneth Lee Taylor started posting fractal graphics and that codes to Small Basic Enthusiasts. Following graphic is the first one of them.
Sierpinski Triangle
This is another one by Kenneth.
Mandelbrot
There are some programs drawing Mandelbrot set here. Following screen shot is one of them written by Rene_Miner.
Koch Curve
This program written by solongos has menu to choose some fractals. This program is shared in this thread.
Hilbert Curve
The last one is my program (CMN910). This program is a good sample of recursive call.
Other Resources
- Small Basic Program Gallery – Listed By Category (blog)
- Sierpenski Triangles – Small Basic Featured Programs (blog)
- Showcase your Small Basic programs here Part V (forum)
- Post your sample source code here and get featured on our blogs! (forum)
- Anonymous
May 02, 2016
Wow! These are some fantastic examples! - Anonymous
May 21, 2016
hilbert curve analysis: WQM392use mswheel to scroll through curve - Anonymous
May 23, 2016
the theory of fractals fascinates me !!This fractal was first defined and drawn in 1978 by Robert W. Brooks and Peter Matelski as part of a study of Kleinian groups.The first published picture of the Mandelbrot set, by Robert W. Brooks and Peter Matelski in 1978see the set here: https://en.wikipedia.org/wiki/Mandelbrot_set#/media/File:Mandel.png - Anonymous
June 10, 2017
The first example of Fractal Tree has two sub- branches growing from every branch. Can anyone tell me how to write the code if I have to have three sub- branches from every branch?- Anonymous
August 19, 2018
3-branches treeangle = 30delta = 10distance = 60Turtle.Speed = 6GraphicsWindow.BackgroundColor = "Black"GraphicsWindow.PenColor = "LightGreen"DrawTree()Sub DrawTree If (distance > 0) Then Turtle.Move(distance) Turtle.Turn(angle) Stack.PushValue("distance", distance) distance = distance - delta DrawTree() Turtle.Turn(-angle * 1.5) DrawTree() Turtle.Turn(-angle * 1.5) DrawTree() Turtle.Turn(angle*2) distance = Stack.PopValue("distance") Turtle.Move(-distance) EndIfEndSub
- Anonymous
- Anonymous
August 19, 2018
3branches smooth anim: MSB011
