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select="1"><scene name="poloygon 4 "><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" 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s="setColor"><color>0,165,33,1</color></block><block s="down"></block><block s="doAsk"><l>length?</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>number of sides</l></block><block s="doSetVar"><l>numsides</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>angles</l><block s="reportQuotient"><l>360</l><block var="numsides"/></block></block><block s="doRepeat"><block var="numsides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block var="angles"/></block></script></block><block s="up"></block></script></block></script></scripts></sprite><watcher var="angles" style="normal" x="10" y="10" color="243,118,29"/><watcher var="numsides" style="normal" x="10" y="31.00000199999998" color="243,118,29"/><watcher var="length" style="normal" x="10" y="52.00000399999998" color="243,118,29"/><watcher var="numberofploly" style="normal" x="10" y="73.00000599999997" color="243,118,29"/></sprites></stage><variables><variable name="angles"><l>40</l></variable><variable name="numsides"><l>9</l></variable><variable name="length"><l>55</l></variable><variable name="numberofploly"><l>4</l></variable></variables></scene></scenes></project><media name="poloygon 4 " app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>