<snapdata remixID="13607975"><project name="3.3" app="Snap! 10, https://snap.berkeley.edu" 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select="1"><scene name="3.3"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Make Shape" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>how many sides</l></block><block s="doSetVar"><l>numsides</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numsides"/></block></block><block s="doRepeat"><block var="numsides"/><script><block s="forward"><l>30</l></block><block s="turn"><block var="angle"/></block></script></block></script></block-definition></blocks><primitives></primitives><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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