<snapdata remixID="14617604"><project name="9_27_25_polygon_project" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="9_27_25_polygon_project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="217,66.08000000000004,0,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="46" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>SideAmount</l><l>3</l></block><block s="doSetVar"><l>startX</l><l>-150</l><comment w="90" collapsed="false">startX and startY are the coordinates for where the pen starts the shape</comment></block><block s="doSetVar"><l>startY</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>217,14,0,1</color></block><block s="doRepeat"><l>4</l><script><block s="doSetVar"><l>SideLength</l><block s="reportQuotient"><l>200</l><block var="SideAmount"/><comment w="90" collapsed="false">The dividend is the perimeter of the polygon</comment></block></block><block s="gotoXY"><block var="startX"/><block var="startY"/></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><block var="SideAmount"/><script><block s="forward"><block var="SideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="SideAmount"/></block></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="doWait"><l>0.5</l></block><block s="doSetVar"><l>SideAmount</l><block s="reportVariadicSum"><list><block var="SideAmount"/><l>1</l></list></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>25</l></block><block s="doChangeVar"><l>startX</l><l>80</l></block></script></block></script></scripts></sprite><watcher var="SideAmount" style="normal" x="10" y="10" color="243,118,29"/><watcher var="SideLength" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="startX" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="startY" style="normal" x="10" y="73.00000599999998" color="243,118,29"/></sprites></stage><variables><variable name="SideAmount"><l>7</l></variable><variable name="SideLength"><l>33.333333333333336</l></variable><variable name="startX"><l>170</l></variable><variable name="startY"><l>0</l></variable></variables></scene></scenes></project><media name="9_27_25_polygon_project" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>