<snapdata remixID="10557348"><project name="shapes" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="90" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29,224,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="311" y="42.33333333333337"><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="reportProduct"><block s="reportDifference"><block var="numSides"/><l>2</l></block><l>180</l></block></block></script><script x="339" y="149.50000000000105"><block s="reportIfElse"><block s="reportEquals"><block var="numSides"/><l>3</l></block><l></l><l></l></block></script><script x="76" 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