<snapdata remixID="9271886"><project name="1920 U7L2p4 Fractals in Nature (starter file)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="-111" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="102,61,0,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="20" y="10" w="636" collapsed="false">Updated by Firstname Lastname on 02/12/2020&#xD;1920 U7L2p4 Fractals in Nature (starter file)&#xD;Week 10B: Recursion I &gt; Unit 7 Lab 2: Recursion Projects &gt; Fractals in Nature</comment><comment x="20" y="87.99999999999994" w="627" collapsed="false">1. 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. </comment><comment x="20" y="153.99999999999994" w="635" collapsed="false">This tree&apos;s branching structure looks like</comment><script x="20" y="207.99999999999994"><block s="clear"></block><block s="gotoXY"><l>0</l><l>-111</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="branches along the trunk level: %s size: %n"><l>5</l><l>50</l></custom-block><block s="up"></block><block s="turnLeft"><l>15</l></block></script><comment x="20" y="366" w="650" collapsed="false">For 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.</comment><script x="20" y="432.00000000000006"><block s="clear"></block><block s="gotoXY"><l>0</l><l>-111</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="bent trunk level: %n size: %n"><l>5</l><l>50</l></custom-block><block s="up"></block></script><comment x="20" y="567.0000000000001" w="662" collapsed="false">The image below shows what happens when we add gravity.&#xD;Experiment with this idea or work on whatever alternative you find interesting and beautiful.</comment><script x="20" y="633.0000000000001"><custom-block s="gravity %n"><l></l></custom-block></script><script x="20" y="672.0000000000002"><block s="clear"></block><block s="gotoXY"><l>0</l><l>-111</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="gravity trunk level: %s size: %s"><l>10</l><l>25</l></custom-block><block s="up"></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="10" 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s="reportProduct"><block var="size"/><l>0.85</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block-definition><block-definition s="tree 3 size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 2 size: %n"><block s="reportProduct"><block var="size"/><l>0.65</l></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 2 size: %n"><block s="reportProduct"><block var="size"/><l>0.65</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block-definition><block-definition s="tree 4 size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 3 size: %n"><block s="reportProduct"><block var="size"/><l>0.65</l></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 3 size: %n"><block s="reportProduct"><block var="size"/><l>0.65</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block-definition><block-definition s="tree 5 size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 4 size: %n"><l>50</l></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 4 size: %n"><l>50</l></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block-definition><block-definition s="tree level: %&apos;level&apos; size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>15</l></block><custom-block s="tree level: %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>0.75</l></block></custom-block><block s="turn"><l>15</l></block><block s="turn"><l>15</l></block><custom-block s="tree level: %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>0.75</l></block></custom-block><block s="turnLeft"><l>15</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block></script></block-definition><block-definition s="branches along the trunk level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>spriteState</l></list></block><block s="doSetVar"><l>spriteState</l><custom-block s="sprite position and direction"></custom-block></block><block s="setColor"><color>97,72,0,1</color></block><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><custom-block s="green stick size: %n"><block var="size"/></custom-block></script><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>30</l></block><custom-block s="green stick size: %n"><block var="size"/></custom-block><block s="turn"><l>30</l></block><block s="turn"><l>30</l></block><custom-block s="green stick size: %n"><block var="size"/></custom-block><block s="turnLeft"><l>30</l></block><custom-block s="branches along the trunk level: %s size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block var="size"/></custom-block></script></block><custom-block s="return sprite %l"><block var="spriteState"/></custom-block></script></block-definition><block-definition s="green stick size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block 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