<snapdata remixID="8560610"><project name="U1L3-PolygonArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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x="12" y="235.16666766666668"><custom-block s="asterisk primitive, branches: %s length: %s"><l>3</l><l>20</l></custom-block></script><script x="16" y="280.1666676666667"><custom-block s="regular polygon primitive, sides: %s length: %s"><l>5</l><l>100</l></custom-block></script><script x="21.33333333333337" y="373.1666676666667"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="up"></block></script><script x="193.33333333333337" y="396.1666676666667"><block s="setColor"><color>15,255,219,1</color></block><block s="floodFill"></block></script><script x="393.3333323333334" y="10"><block s="doWarp"><script><block s="doFor"><l>i</l><l>0</l><l>9</l><script><block s="doFor"><l>i</l><l>0</l><l>9</l><script><block s="forward"><block s="reportProduct"><block var="i"/><l>1.5</l></block></block><block s="turn"><l>33</l></block></script></block></script><comment w="90" collapsed="false">This makes the suns rays.</comment></block><block s="down"></block></script></block></script><script x="393.3333323333334" y="198"><block s="doWarp"><script><block s="doFor"><l>i</l><l>0</l><l>9</l><script><block s="doFor"><l>i</l><l>0</l><l>9</l><script><block s="forward"><block s="reportProduct"><block var="i"/><l>3</l></block></block><block s="turn"><l>29</l></block></script></block></script><comment w="90" collapsed="false">This makes the flower in the middle; when it is clicked twice though, it&apos;ll make the flower on the far right. When clicked a lot of times, it&apos;ll make the flower on the far left.  </comment></block><block s="down"></block></script></block></script><script x="393.33333333333337" y="386"><block s="doWarp"><script><block s="doFor"><l>i</l><l>0</l><l>9</l><script><block s="doFor"><l>i</l><l>0</l><l>9</l><script><block s="forward"><block s="reportProduct"><block var="i"/><l>3</l></block></block><block s="turn"><l>29</l></block></script></block></script><comment w="90" collapsed="false">When clicked twice, it&apos;ll make the middle of the sun.</comment></block><block s="down"></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; backup: %&apos;backup&apos; length: %&apos;length&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="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="length"/></block><block s="forward"><block s="reportDifference"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script></block-definition><block-definition s="asterisk branches: %&apos;branches&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><custom-block s="pinwheel, branches: %s backup: %s length: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="Regular polygon, sides: %&apos;sides&apos; size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s backup: %s length: %s"><block var="sides"/><l>0</l><block var="size"/></custom-block></script></block-definition><block-definition s="asterisk primitive, branches: %&apos;branches&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="doRepeat"><block var="branches"/><script><block s="forward"><block var="length"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="length"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block><block s="down"></block></script></block-definition><block-definition s="regular polygon primitive, sides: %&apos;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="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="down"></block></script></block-definition><block-definition s="Spiral" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><l>5000</l><script><block s="forward"><block s="reportProduct"><block var="i"/><l>.001</l></block></block><block s="turn"><l>1</l></block></script></block></script></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script></block-definition><block-definition s="Squiral" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><block var="i"/><l>5</l></block></block><block s="turn"><l>90</l></block></script></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-PolygonArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>