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initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="branch length"/></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="Simplfied Polygon side %&apos;side&apos; Side length %&apos;Side length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="side"/><script><block s="forward"><block var="Side length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="side"/></block></block></script></block></script></block-definition><block-definition s="circle,size %&apos;size&apos;" type="command" 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</pentrails><costumes><list 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(In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="177.66666666666663" y="183.33333333333337"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="up"></block></script><comment x="683.6666666666666" y="121" w="90" collapsed="false">Ron Sagurit&#xD;Started:&#xD;8/29&#xD;Ended&#xD;8/29</comment><script x="62.666666666666515" y="401.33333333333326"><block s="receiveGo"></block><block s="down"></block><custom-block s="pinwheel, branches: %s size %s Backup: %s"><l>1</l><l>0</l><l>70</l></custom-block></script><script x="491.0859375" y="383.96666666666664"><block var="side length"/></script><script x="317" y="298.33333333333314"><block s="receiveKey"><l><option>a</option></l><list></list></block><block s="down"></block><custom-block s="Asterisk branches %s branch length %s"><l>13</l><l>70</l></custom-block></script><script x="319" y="394.33333333333337"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="down"></block><custom-block s="Simplfied Polygon side %s Side length %s"><l>10</l><l>30</l></custom-block></script><script x="939" y="72.33333333333337"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="down"></block><custom-block s="circle,size %s"><l>27</l></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="number of branches"><l>0</l></variable><variable name="backups"><l>0</l></variable><variable name="size"><l>0</l></variable><variable name="branches"><l>0</l></variable><variable name="branch length"><l>0</l></variable><variable name="side"><l>0</l></variable><variable name="Side length"><l>0</l></variable></variables></scene></scenes></project><media name="U1L3--Asterisk and Polygon" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>