<snapdata remixID="9270293"><project name="1920 U7L2p4 Fractals in Nature" 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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</pentrails><costumes><list 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="6.420036611176556" y="-82.51408732285523" heading="97.20767969230934" 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 Jose Torres on 03/03/2020&#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="88" 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="154" w="635" collapsed="false">This tree&apos;s branching structure looks like</comment><script x="20" y="208"><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"><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" 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"><custom-block s="gravity %n"><l></l></custom-block></script><script x="20" y="672"><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>20</l><l>10</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" y="52.000003999999976" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree 1 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="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block-definition><block-definition s="tree 2 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 1 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 1 size: %n"><block 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" 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