<snapdata remixID="9005399"><project name="SHAPES INFINITE" 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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length %n"><l>720</l><l>100</l></custom-block><block s="turn"><l>10</l></block></script></block></script><script x="400" y="95"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="MakeAShape sides %&apos;# of sides&apos; length %&apos;SideLength&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="# of sides"/><script><block s="forward"><block var="SideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# of sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="SHAPES INFINITE" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>