data:image/png;base64,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data:image/png;base64,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 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