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select="1"><scene name="Row of Polygons Bermudez"><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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</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"><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="1" x="135.99999999999977" y="-5.684341886080802e-14" heading="89.99999999999989" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,53.00000000000001,174.19999999999993,1" pen="tip" id="14"><costumes><list struct="atomic" id="15"></list></costumes><sounds><list struct="atomic" id="16"></list></sounds><blocks></blocks><variables><variable name="xstart"><l>-200</l></variable></variables><scripts><script x="217" y="56.33333333333337"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>Starting x-value? (between -200 and -150)</l></block><block s="doSetVar"><l>xstart</l><block s="getLastAnswer"></block></block><block s="gotoXY"><block var="xstart"/><l>0</l></block><block s="doAsk"><l>What&apos;s the side length of each polygon (between 10 and 30)?</l></block><block s="doSetVar"><l>Length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What n-gon to start with?</l></block><block s="doSetVar"><l>Sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many polygons do you want? Not all may show up!</l></block><block s="doSetVar"><l>PolygonNum</l><block s="getLastAnswer"></block></block><block s="setPenColorDimension"><l><option>hue</option></l><l>50</l></block><block s="doFor"><l>i</l><l>1</l><block var="PolygonNum"/><script><block s="doSetVar"><l>AngleMeasure</l><block s="reportQuotient"><l>360</l><block var="Sides"/></block><comment w="90" collapsed="true">Creates ith regular polygon</comment></block><block s="doFor"><l>i</l><l>1</l><block var="Sides"/><script><block s="down"></block><block s="turnLeft"><block var="AngleMeasure"/></block><block s="forward"><block var="Length"/></block></script></block><block s="changePenColorDimension"><l><option>hue</option></l><l>20</l></block><block s="up"></block><block s="forward"><block s="reportVariadicProduct"><list><block var="Sides"/><block s="reportQuotient"><block var="Length"/><l>2.5</l></block></list></block></block><block s="doChangeVar"><l>Sides</l><l>1</l></block></script><comment w="90" collapsed="true">Draws desired number regular polygons with desired length and starting point</comment></block></script></scripts></sprite><watcher scope="Sprite" var="xstart" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="AngleMeasure" style="normal" x="8" y="73.00000799999998" color="243,118,29" hidden="true"/><watcher var="Length" style="normal" x="3" y="15.00000799999998" color="243,118,29"/><watcher var="PolygonNum" style="normal" x="2" y="36.00000799999998" color="243,118,29"/><watcher var="Sides" style="normal" x="3" y="57.000005999999985" color="243,118,29"/></sprites></stage><variables><variable name="AngleMeasure"><l>40</l></variable><variable name="Sides"><l>10</l></variable><variable name="Length"><l>20</l></variable><variable name="PolygonNum"><l>7</l></variable></variables></scene></scenes></project><media name="Row of Polygons Bermudez" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>