<snapdata remixID="11708428"><project name="polygon" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="polygon"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="angle" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><l>-1</l><block s="reportDifference"><l>180</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>180</l><block s="reportDifference"><block var="sides"/><l>2</l></block></list></block><block var="sides"/></block></block></list></block></block></script></block-definition></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 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s="up"></block><block s="doBroadcast"><l>input</l><list></list></block></script><script x="348.9999999999981" y="10"><block s="receiveMessage"><l>input</l><list></list><comment w="90" collapsed="false">Part 2</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>enter number of sides</l></block><block s="doSetVar"><l>sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>enter side length</l></block><block s="doSetVar"><l>sidelength</l><block s="getLastAnswer"></block></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="turn"><custom-block s="angle"></custom-block></block><block s="forward"><block var="sidelength"/></block></script></block><block s="up"></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>asterisk</l><list></list></block></script><script x="820.0000000000028" y="18.166666666666742"><block s="receiveMessage"><l>asterisk</l><list></list><comment w="90" collapsed="false">3.1(no input)  starts here</comment></block><block s="gotoXY"><l>55</l><l>10</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>19,255,58,1</color></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>40</l></block><block s="forward"><l>-40</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="gotoXY"><l>130</l><l>10</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,61,194,1</color></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>40</l></block><block s="forward"><l>-40</l></block><block s="turn"><l>70</l></block></script></block><block s="up"></block><block s="gotoXY"><l>55</l><l>-60</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,129,15,1</color></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>40</l></block><block s="forward"><l>-40</l></block><block s="turn"><l>45</l></block></script></block><block s="up"></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>3.2</l><list></list></block></script><script x="368.99999999999767" y="448.33333333333223"><block s="down"></block></script><script x="329.99999999999767" y="351.3333333333304"><block s="receiveMessage"><l>3.2</l><list></list></block><block s="gotoXY"><l>130</l><l>-60</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>Enter number of spikes</l></block><block s="doSetVar"><l>sides</l><block s="getLastAnswer"></block></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="forward"><l>40</l></block><block s="forward"><l>-40</l></block><block s="turn"><custom-block s="angle"></custom-block></block></script></block><block s="up"></block><block s="doWait"><l>1</l><comment w="180.31640625000023" collapsed="false">Part 4.1(no input) starts here</comment></block><block s="doSetVar"><l>sides</l><l>3</l></block><block s="gotoXY"><l>-170</l><l>-134</l><comment w="90" collapsed="false">triangle code starts here</comment></block><block s="setHeading"><l>90</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>0,242,58,1</color></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>60</l></block><block s="forward"><l>-30</l></block><block s="turn"><custom-block s="angle"></custom-block></block></script></block><block s="up"></block><block s="setColor"><color>255,77,4,1</color></block><block s="gotoXY"><l>-35</l><l>-107</l><comment w="90" collapsed="false">Square code starts here</comment></block><block s="down"></block><block s="doChangeVar"><l>sides</l><l>1</l></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>60</l></block><block s="forward"><l>-30</l></block><block s="turn"><custom-block s="angle"></custom-block></block></script></block><block s="doChangeVar"><l>sides</l><l>1</l></block><block s="up"></block><block s="setColor"><color>0,17,232,1</color></block><block s="gotoXY"><l>-151</l><l>-80</l><comment w="90" collapsed="false">Pentagon code starts here</comment></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>60</l></block><block s="forward"><l>-30</l></block><block s="turn"><custom-block s="angle"></custom-block></block></script></block><block s="up"></block><block s="doBroadcast"><l>4.2</l><list></list></block></script><script x="702.6666666666678" y="843.5000000000028"><block s="receiveMessage"><l>4.2</l><list></list></block><block s="gotoXY"><l>75</l><l>-140</l><comment w="90" collapsed="false">Part 4.2(input)</comment></block><block s="down"></block><block s="doAsk"><l>Enter number of sides </l></block><block s="doSetVar"><l>sides</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="sides"/><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="forward"><l>60</l></block><block s="forward"><l>-30</l></block><block s="turn"><custom-block s="angle"></custom-block></block><block s="changeSize"><l>1</l></block></script></block><block s="up"></block></script></scripts></sprite><watcher var="sides" style="normal" x="10.000000000000455" y="9.999999999999986" color="243,118,29" hidden="true"/><watcher var="sidelength" style="normal" x="10.000000000000455" y="31.000002000000023" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="sides"><l>10</l></variable><variable name="sidelength"><l>1</l></variable></variables></scene></scenes></project><media name="polygon" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>