<snapdata remixID="8565455"><project name="Unit 1: Lab 3 - Nested Polygon" 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" 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</pentrails><costumes><list 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s="doSayFor"><l></l><l>0</l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>3000</l><script><block s="forward"><block s="reportProduct"><l>0.01</l><block var="length"/></block></block><block s="turn"><l>5</l></block></script></block></script><script x="27" y="389"><block s="receiveKey"><l><option>2</option></l><comment w="94" collapsed="false">Nested Polygon</comment></block><block s="doSayFor"><l></l><l>0</l></block><block s="clear"></block><block s="doFor"><l># sides</l><l>3</l><l>15</l><script><block s="setHeading"><l>90</l></block><block s="up"></block><block s="gotoXY"><l>-20</l><l>100</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="# sides"/><l>50</l><l>0</l></custom-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; 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="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Unit 1: Lab 3 - Nested Polygon" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>