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Updated by Firstname Lastname on 02/12/2020
1920 U7L2p4 Fractals in Nature (starter file)
Week 10B: Recursion I > Unit 7 Lab 2: Recursion Projects > Fractals in Nature1. In nature, gravity affects how plants grow. Here is an example of the tree fractal that uses a gravity block to weigh down the branches roughly the way gravity would. This tree's branching structure looks likeFor example, trees can have branches along the trunk tree with two branches at different locations along trunk and three branches at top or even a BENT TRUNCK.The image below shows what happens when we add gravity.
Experiment with this idea or work on whatever alternative you find interesting and beautiful.LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!121datamapmany1data lists11110i121contcatchtagcontcatchtagSpriteSprite