<snapdata remixID="13296614"><project name="Polygons and Variables" 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="Polygons and Variables"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="69.0983005625053" y="-95.10565162951536" heading="18" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="218,255,12,1" 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="50" y="94.33333333333337"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="doSetVar"><l>length</l><l>50</l></block><block s="doSetVar"><l>numSides</l><l>5</l></block><block s="down"></block><block s="setSize"><l>3</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block><block s="forward"><block var="length"/></block><block s="up"></block></script><script x="444" y="83.33333333333334"><block s="receiveGo"></block><block s="doWait"><l>1</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setSize"><l>8</l></block><block s="setColor"><color>218,255,12,1</color></block><block s="doSetVar"><l>length</l><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block><block s="forward"><block var="length"/></block><block s="up"></block></script></scripts></sprite><watcher var="length" style="normal" x="10" y="10" color="243,118,29"/><watcher var="numSides" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="angle" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="length"><l>100</l></variable><variable name="numSides"><l>5</l></variable><variable name="angle"><l>72</l></variable></variables></scene></scenes></project><media name="Polygons and Variables" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>