<snapdata remixID="10598788"><project name="Row of Polygons" 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="false" 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><watcher var="numSides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="size" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212"/><sprite name="Sprite" idx="1" x="126" y="-1" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="65" y="41"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>-178</l><l>8</l></block><block s="setHeading"><l>0</l></block><block s="doSetVar"><l>numSides</l><l>10</l></block><block s="doSetVar"><l>size</l><l>40</l></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block><comment w="90" collapsed="false">Polygons have an inside angle of 360 &#xD;&#xD;</comment></block></script></block><block s="up"></block><block s="gotoXY"><l>10</l><l>-1</l></block><block s="setHeading"><l>0</l></block><block s="doSetVar"><l>numSides</l><l>10</l></block><block s="doSetVar"><l>size</l><l>40</l></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block><comment w="90" collapsed="false">Polygons have an inside angle of 360 &#xD;&#xD;</comment></block></script></block><block s="up"></block><block s="gotoXY"><l>126</l><l>-1</l></block><block s="setHeading"><l>0</l></block><block s="doSetVar"><l>numSides</l><l>10</l></block><block s="doSetVar"><l>size</l><l>40</l></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block><comment w="90" collapsed="false">Polygons have an inside angle of 360 &#xD;&#xD;</comment></block></script></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="numSides"><l>10</l></variable><variable name="size"><l>40</l></variable></variables></project><media name="Row of Polygons" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>