<snapdata remixID="11919646"><project name="Art" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel branches %&apos;Number of Branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block></script></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block-definition><block-definition s="Shape %&apos;How Many Sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><block var="How Many Sides"/><script><block s="forward"><l>50</l></block><block s="forward"><l>-20</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="How Many Sides"/></block></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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