<snapdata remixID="9381151"><project name="3.1 Drawing Shapes (Again) - Starter" app="Snap! 5.4, 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" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number of sides" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Polygons" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"><comment w="92" collapsed="false">Square</comment></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>50</l></block><block s="turn"><block s="reportDifference"><l>180</l><block s="reportQuotient"><block s="reportProduct"><block s="reportDifference"><block var="sides"/><l>2</l></block><l>180</l></block><block var="sides"/></block></block></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable 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