<snapdata remixID="9524030"><project name="Polygon Project" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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CBAIBAQ7QTRIgQIAAAQH2AwQIECBAIBAQ4ADdJAECBAgQuHOn/+2eff3yAAAAAElFTkSuQmCC" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="30"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doAsk"><l>Should I draw a: pinwheel, asterisk, or polygon?</l></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>pinwheel</l><l>asterisk</l><l>polygon</l></list></block><block s="getLastAnswer"></block></block><script><block s="doSayFor"><l>Ok!</l><l>2</l></block></script><script><block s="doSayFor"><l>I can&apos;t draw that :(</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>pinwheel</l></list></block><block s="getLastAnswer"></block></block><script><block s="doAsk"><l>How many sides?</l></block><custom-block s="Pinwheel %s"><block s="getLastAnswer"></block></custom-block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>Asterisk</l></list></block><block s="getLastAnswer"></block></block><script><custom-block s="asterisk"></custom-block></script><script><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>polygon</l></list></block><block s="getLastAnswer"></block></block><script><custom-block s="polygon"></custom-block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw pinwheel %&apos;num_sides&apos; %&apos;location&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.25</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="num_sides"/></block></block></script></block><block s="up"></block><block s="gotoXY"><l>-125</l><l>85</l></block></script></block-definition><block-definition s="polygon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-50</l><l>120</l></block><block s="down"></block><block s="setColor"><color>250,0,34,1</color></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.25</l></block><block s="turn"><l>45</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-125</l><l>85</l></block></script></block-definition><block-definition s="Pinwheel %&apos;sides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>37,0,209,1</color></block><block s="doRepeat"><block var="sides"/><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.25</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="up"></block><block s="gotoXY"><l>-125</l><l>85</l></block></script></block-definition><block-definition s="Draw Shape" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="polygon"></custom-block><custom-block s="Pinwheel %s"><l></l></custom-block></script></block-definition><block-definition s="asterisk" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>0,11,219,1</color></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.25</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.25</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-125</l><l>85</l></block></script></block-definition></blocks><variables></variables></project><media name="Polygon Project" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>