In a previous project, you drew a Sierpinski Triangle with Chaos Game. You also did restricted chaos projects for square and pentagon. Now, generalize the project that allows chaos game
Tag: fractal
Restricted Pentagon Chaos Game (with Solution)Restricted Pentagon Chaos Game (with Solution)
In a previous project, you drew a Sierpinski Triangle with Chaos Game. Instead of a triangle, use five points of a pentagon as the target points and play the chaos
Restricted Square Chaos Game 2Restricted Square Chaos Game 2
In a previous project, you drew a Sierpinski Triangle with Chaos Game. Instead of a triangle, use four points of a square as the target points and play the chaos
Restricted Square Chaos Game 1Restricted Square Chaos Game 1
In a previous project, you drew a Sierpinski Triangle with Chaos Game. Instead of a triangle, use four points of a square as the target points and play the chaos
Chaos Game – Sierpinski Triangle with Python Turtle (with Solution)Chaos Game – Sierpinski Triangle with Python Turtle (with Solution)
Draw three points to form a triangle. Draw the fourth point in a random position. In each of the following step, this point will move halfway towards one of the
Sierpinski Triangle Curve with Python TurtleSierpinski Triangle Curve with Python Turtle
You drew a Sierpinski Triangle in a previous project. Now draw Sierpinski Triangle Curve without lifting the pen.
Recursive Apollonian Gaskets with Python TurtleRecursive Apollonian Gaskets with Python Turtle
The following picture consists of Apollonian Gaskets inside a circle of another Apollonian Gasket.
Colored Apollonian Gasket (Full) with Python TurtleColored Apollonian Gasket (Full) with Python Turtle
Color the Apollonian Gasket.
Apollonian Gasket Variations with Python TurtleApollonian Gasket Variations with Python Turtle
Starting from different set of three initial tangent circles and draw the reset of tangent circles.
Apollonian Gasket (Full) with Python TurtleApollonian Gasket (Full) with Python Turtle
Given any three tangent circles, there are exactly two other circles that are tangent to the three circles. Starting from three big tangent circles of the same size, use recursion