<snapdata remixID="14359609"><project name="Tree" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Tree"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree 1, size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 2, size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></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="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></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="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 3 size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></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="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turn"><l>60</l></block><custom-block s="tree 2, size %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 4, size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></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="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turn"><l>60</l></block><custom-block s="tree 3 size %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 5, size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 4, size %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turn"><l>60</l></block><custom-block s="tree 4, size %n"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree, level, %&apos;level&apos; size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="setSize"><block var="level"/><comment w="90" collapsed="false">Change thickness of each branch</comment></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="level"/><l>3</l></list></block><script><block s="setColor"><color>19,255,29,1</color></block></script><script><block s="setColor"><color>146,73,0,1</color></block></script></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>0</l></list></block><script><custom-block s="tree, level, %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block></script><list></list></block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>0</l></list></block><script><custom-block s="tree, level, %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block></script><list></list></block><block s="turnLeft"><l>35</l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>0</l></list></block><script><custom-block s="tree, level, %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block></script><list></list></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="245"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="246"></list></costumes><sounds><list struct="atomic" id="247"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="3.979039320256561e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="19,255,29,1" pen="tip" id="252"><costumes><list struct="atomic" id="253"></list></costumes><sounds><list struct="atomic" id="254"></list></sounds><blocks></blocks><variables></variables><scripts><script x="24" y="35.50000000000003"><block s="receiveGo"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block></script><script x="23" y="210.33333333333337"><block s="turn"><block s="reportVariadicSum"><list><block var="level"/><l>35</l></list></block><comment w="90" collapsed="false">Change angle</comment></block></script><script x="22" y="264.1666666666667"><block s="doSetVar"><l>size</l><block s="reportVariadicProduct"><list><block var="size"/><l>1.5</l></list><comment w="90" collapsed="false">Change scale factor</comment></block></block></script><script x="22" y="332.33333333333314"><custom-block s="tree, level, %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block></script><script x="23" y="396.33333333333314"><custom-block s="tree, level, %n size %n"><l>7</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="size"><l>0</l></variable></variables></scene></scenes></project><media name="Tree" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"></media></snapdata>