<snapdata remixID="13265458"><project name="New " app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="New "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>20</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition><block-definition s="Row" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="numShapes"/><script><block s="down"></block><custom-block s="polygon"></custom-block><block s="up"></block><block s="forward"><l>60</l></block><block s="doChangeVar"><l>numSides</l><l>1</l></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" id="32"><pentrails>data:image/png;base64,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