<snapdata remixID="8454466"><project name="Graphic Arts" app="Snap! 5.1, 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="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-90" y="-39.99999999999994" heading="7.600000000005252" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,127.5,103.525641025641,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="53.33333333333303" y="16.333333333333343"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>25</l><l>0</l></block><custom-block s="polygon sides %s side length %s"><l>15</l><l>30</l></custom-block><block s="up"></block><block s="gotoXY"><l>-40</l><l>34</l></block><custom-block s="polygon sides %s length %s"><l>25</l><l>5</l></custom-block><block s="up"></block><block s="gotoXY"><l>90</l><l>25</l></block><custom-block s="polygon sides %s side length %s"><l>30</l><l>25</l></custom-block><block s="up"></block><block s="gotoXY"><l>-80</l><l>25</l></block><custom-block s="triangle, branches: %s size: %s backup: %s"><l>3</l><l>40</l><l>10</l></custom-block><block s="up"></block><block s="gotoXY"><l>100</l><l>70</l></block><custom-block s="triangle branches %s size %s backup %s"><l>5</l><l>30</l><l>15</l></custom-block><block s="up"></block><block s="gotoXY"><l>-90</l><l>-40</l></block><custom-block s="triangle branches %s size %s backup: %s"><l>7</l><l>20</l><l>25</l></custom-block><block s="up"></block><block s="doWait"><l>20</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="rectangle length %&apos;length&apos; width %&apos;width&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>15,138,255,1</color></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>25</l></block><block s="doSayFor"><l>Length is Drawn!</l><l>2</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>30</l></block><block s="doSayFor"><l>Width is Drawn!</l><l>2</l></block></script></block></script></block-definition><block-definition s="polygon sides %&apos;number of sides&apos; length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>0,173,11,1</color></block><block s="down"></block><block s="setPenHSVA"><l><option>saturation</option></l><l>100</l></block><block s="setPenHSVA"><l><option>brightness</option></l><l>50</l></block><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block></script></block-definition><block-definition s="triangle, branches: %&apos;branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>147,0,168,1</color></block><block s="down"></block><block s="setPenHSVA"><l><option>saturation</option></l><l>100</l></block><block s="setPenHSVA"><l><option>brightness</option></l><l>50</l></block><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="triangle branches %&apos;branches&apos; size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>255,0,76,1</color></block><block s="down"></block><block s="setPenHSVA"><l><option>saturation</option></l><l>100</l></block><block s="setPenHSVA"><l><option>brightness</option></l><l>50</l></block><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="triangle branches %&apos;branches&apos; size %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>0,117,95,1</color></block><block s="down"></block><block s="setPenHSVA"><l><option>saturation</option></l><l>100</l></block><block s="setPenHSVA"><l><option>brightness</option></l><l>50</l></block><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="polygon sides %&apos;number of sides&apos; side length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>133,0,35,1</color></block><block s="down"></block><block s="setPenHSVA"><l><option>saturation</option></l><l>100</l></block><block s="setPenHSVA"><l><option>brightness</option></l><l>50</l></block><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Graphic Arts" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>