<snapdata remixID="11265275"><project name="Polygons and Variables" app="Snap! 7, 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="0" y="-5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="123,255,70,1" 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="96" y="159.33333333333337"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>length</l><l>20</l></block><block s="doSetVar"><l>numSides</l><l>5</l></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="forward"><block var="length"/></block><block s="turn"><block var="angle"/></block></script></block></script><script x="480" y="200"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doSetVar"><l>length</l><l>40</l></block><block s="doSetVar"><l>numSides</l><l>5</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="setColor"><color>255,14,225,1</color></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block var="angle"/></block></script></block></script><script x="181" y="417"><block s="receiveKey"><l><option>up arrow</option></l><list></list></block><block s="doSetVar"><l>length</l><l>100</l></block><block s="doSetVar"><l>numSides</l><l>5</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="setColor"><color>123,255,70,1</color></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block var="angle"/></block></script></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! 7, https://snap.berkeley.edu" version="2"></media></snapdata>