<snapdata remixID="9271928"><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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</thumbnail><stage 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="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 Evan Elizondo on 02/12/2020&#xD;1920 U7L2p4 Fractals in Nature &#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>5</l><l>50</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="52.00000399999999" 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" 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 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