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name="Stage" width="480" height="360" costume="1" 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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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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s="forward"><block var="i"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="91" y="95"><block s="clear"></block><block s="doRepeat"><block var="number of polygons"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l><comment w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (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></block></block></script></block></script><script x="273" y="229"><block s="clear"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="268" y="369"><block s="clear"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="20" y="460"><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="18" y="330"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="503" y="426"><custom-block s="Polygon, sides: %s side length: %s"><l>8</l><l>9</l></custom-block></script><script x="230" y="550"><block s="clear"></block><custom-block s="Polygonsimple: sidelength: %s sides: %s"><l>20</l><l>10</l></custom-block></script><script x="522" y="301"><block s="clear"></block><custom-block s="asterick, branches: %s branch length %s"><l>5</l><l>60</l></custom-block></script><script x="255" y="26"><block s="clear"></block><custom-block s="nest polygon, number of polygons: %s number of sides %s"><l>12</l><l>5</l></custom-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 s="reportProduct"><block var="backup"/><l>-1</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of Branches"/></block></block></script></block></script><scripts><comment x="386" y="112.20000000000006" w="90" collapsed="false">Vanessa &amp; Emily&#xD;Backup Value - Multiply by -1 </comment></scripts></block-definition><block-definition s="asterick, branches: %&apos;branches&apos; branch length %&apos;length&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">Produces an asterick&#xD;&#xD;Branches and Length&#xD;&#xD;Vanessa &amp; Emily </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="Polygon, sides: %&apos;sides&apos; 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