<snapdata remixID="15024566"><project name="Row Of Polygons" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Row Of Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="even?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="drawPoly" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>numSides</l><block s="reportVariadicSum"><list><block var="numSides"/><l>1</l></list></block></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="turn"><block var="angle"/></block><block s="forward"><block var="sideLength"/></block></script></block><block s="up"></block><block s="turn"><l>135</l></block><block s="forward"><l>10</l></block><block s="down"></block><block s="floodFill"></block><block s="up"></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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