<snapdata remixID="12288663"><project name="Unit 2 Project" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="Unit 2 Project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Hexagon Spiral x %&apos;x&apos; y %&apos;y&apos; size %&apos;size&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script></block-definition></blocks><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" 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</pentrails><costumes><list struct="atomic" id="24"></list></costumes><sounds><list struct="atomic" id="25"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="109.17911487771903" y="63.97420517782285" heading="198" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="93,6,0,1" pen="tip" id="30"><costumes><list struct="atomic" id="31"></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><blocks></blocks><variables></variables><scripts><script x="76.66666666666663" y="10"><block s="receiveGo"></block><block s="clear"><comment w="90" collapsed="false">This block erases the stage </comment></block><block s="setColor"><color>142,240,255,1</color></block><block s="floodFill"><comment w="90" collapsed="false">This block fills the stage with a color.</comment></block><block s="doRepeat"><l>3</l><script><block s="setSize"><l>6</l></block><block s="setColor"><color>201,28,0,1</color></block><block s="down"></block><custom-block s="Hexagon Spiral x %s y %s size %s"><l>30</l><l>70</l><l>20</l></custom-block></script></block><block s="doRepeat"><l>3</l><script><block s="setSize"><l>3</l></block><block s="setColor"><color>0,218,223,1</color></block><block s="down"></block><custom-block s="Hexagon Spiral x %s y %s size %s"><l>70</l><l>50</l><l>40</l></custom-block></script><comment w="90" collapsed="false">This repeat will make 3 polygons </comment></block><block s="doRepeat"><l>3</l><script><block s="setSize"><l>4</l></block><block s="setColor"><color>2,2,207,1</color></block><block s="down"></block><custom-block s="Hexagon Spiral x %s y %s size %s"><l>100</l><l>40</l><l>35</l></custom-block></script></block><block s="doRepeat"><l>3</l><script><block s="setSize"><l>2</l></block><block s="setColor"><color>255,48,136,1</color></block><block s="down"></block><custom-block s="Hexagon Spiral x %s y %s size %s"><l>100</l><l>-29</l><l>50</l></custom-block></script></block><block s="doRepeat"><l>3</l><script><block s="setSize"><l>3</l></block><block s="setColor"><color>93,6,0,1</color></block><block s="down"></block><custom-block s="Hexagon Spiral x %s y %s size %s"><l>-95</l><l>40</l><l>65</l></custom-block></script></block><block s="doRepeat"><l>3</l><script><block s="setSize"><l>2</l></block><block s="setColor"><color>93,6,0,1</color></block><block s="down"></block><custom-block s="Hexagon Spiral x %s y %s size %s"><l>77</l><l>35</l><l>25</l></custom-block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Unit 2 Project" app="Snap! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>