<snapdata remixID="8517817"><project name='U1L3-Polygon' app='Snap! 5.1, http://snap.berkeley.edu' version='1'>
  <notes/>
  <thumbnail>data:image/png;base64,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</thumbnail>
  <stage inheritance='false' id='1' volume='100' height='360' tempo='60' lines='round' width='480' sublistIDs='false' name='Stage' threadsafe='false' codify='false' color='255,255,255,1' scheduled='false' pan='0' ternary='true' costume='1'>
    <pentrails>data:image/png;base64,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</pentrails>
    <costumes>
      <list id='2'>
        <item>
          <costume center-x='240' image='data:image/png;base64,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' center-y='180' name='Untitled' id='3'/>
        </item>
      </list>
    </costumes>
    <sounds>
      <list id='4' struct='atomic'/>
    </sounds>
    <variables/>
    <blocks/>
    <scripts/>
    <sprites>
      <sprite x='36.833022810648' pen='tip' id='9' y='97.07619005323822' name='Sprite(2)' idx='2' volume='100' rotation='1' scale='1' heading='21.428571428372265' costume='0' color='253,255,56,1' pan='0' draggable='true'>
        <costumes>
          <list id='10' struct='atomic'/>
        </costumes>
        <sounds>
          <list id='11' struct='atomic'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='30' y='30'>
            <block s='receiveGo'/>
            <block s='clear'/>
            <block s='up'/>
            <block s='doRepeat'>
              <l>25</l>
              <script>
                <block s='gotoXY'>
                  <l>0</l>
                  <l>0</l>
                </block>
                <block s='doRepeat'>
                  <l>21</l>
                  <script>
                    <block s='down'/>
                    <block s='setColor'>
                      <color>162,82,255,1</color>
                    </block>
                    <block s='forward'>
                      <l>5</l>
                    </block>
                    <block s='setColor'>
                      <color>253,255,56,1</color>
                    </block>
                    <block s='forward'>
                      <l>5</l>
                    </block>
                    <block s='turn'>
                      <block s='reportQuotient'>
                        <l>360</l>
                        <l>21</l>
                      </block>
                    </block>
                  </script>
                </block>
                <block s='forward'>
                  <l>3</l>
                </block>
                <block s='doWait'>
                  <l>0.1</l>
                </block>
                <block s='forward'>
                  <l>1</l>
                </block>
                <block s='doWait'>
                  <l>0.1</l>
                </block>
                <block s='turn'>
                  <block s='reportQuotient'>
                    <l>360</l>
                    <l>21</l>
                  </block>
                </block>
                <block s='up'/>
                <block s='forward'>
                  <l>100</l>
                </block>
              </script>
            </block>
          </script>
        </scripts>
      </sprite>
      <sprite x='-91.95918696439901' pen='tip' id='59' y='-48.207532372809965' name='Sprite' idx='1' volume='100' rotation='1' scale='1' heading='242.98586789447575' costume='0' color='189,122,255,1' pan='0' draggable='true'>
        <costumes>
          <list id='60' struct='atomic'/>
        </costumes>
        <sounds>
          <list id='61' struct='atomic'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='10' y='33'>
            <block s='clear'/>
          </script>
          <script x='650.3333343333334' y='1062.0000009999999'>
            <block s='forward'>
              <l>100</l>
              <comment collapsed='false' w='282.99999999999994'>This will make it create a new polygon in a different spot</comment>
            </block>
          </script>
          <script x='19.33333333333337' y='69'>
            <block s='receiveGo'/>
            <block s='clear'/>
            <block s='up'/>
            <block s='doRepeat'>
              <l>25</l>
              <script>
                <block s='gotoXY'>
                  <l>0</l>
                  <l>0</l>
                </block>
                <block s='doRepeat'>
                  <l>21</l>
                  <script>
                    <block s='down'/>
                    <block s='setColor'>
                      <color>245,255,61,1</color>
                    </block>
                    <block s='forward'>
                      <l>5</l>
                    </block>
                    <block s='setColor'>
                      <color>189,122,255,1</color>
                    </block>
                    <block s='forward'>
                      <l>5</l>
                    </block>
                    <block s='turn'>
                      <block s='reportQuotient'>
                        <l>360</l>
                        <l>21</l>
                      </block>
                    </block>
                  </script>
                </block>
                <block s='forward'>
                  <l>3</l>
                </block>
                <block s='doWait'>
                  <l>0.1</l>
                </block>
                <block s='forward'>
                  <l>1</l>
                </block>
                <block s='doWait'>
                  <l>0.1</l>
                </block>
                <block s='turn'>
                  <block s='reportQuotient'>
                    <l>360</l>
                    <l>21</l>
                  </block>
                </block>
                <block s='up'/>
                <block s='forward'>
                  <l>100</l>
                </block>
              </script>
            </block>
          </script>
        </scripts>
      </sprite>
    </sprites>
  </stage>
  <hidden/>
  <headers/>
  <code/>
  <blocks>
    <block-definition s='not too small triangle %&apos;size&apos;' category='other' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs>
        <input type='%n'/>
      </inputs>
      <script>
        <block s='doIf'>
          <block s='reportGreaterThan'>
            <block var='size'/>
            <l>9</l>
          </block>
          <script>
            <block s='doRepeat'>
              <l>3</l>
              <script>
                <block s='forward'>
                  <block var='size'/>
                </block>
                <block s='turn'>
                  <l>120</l>
                </block>
              </script>
            </block>
          </script>
        </block>
      </script>
    </block-definition>
    <block-definition s='fancy triangle %&apos;size&apos;' category='other' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs>
        <input type='%n'/>
      </inputs>
      <script>
        <block s='doIf'>
          <block s='reportGreaterThan'>
            <block var='size'/>
            <l>9</l>
          </block>
          <script>
            <block s='doRepeat'>
              <l>3</l>
              <script>
                <block s='forward'>
                  <block var='size'/>
                </block>
                <custom-block s='fancy triangle %n'>
                  <block s='reportQuotient'>
                    <block var='size'/>
                    <l>2</l>
                  </block>
                </custom-block>
                <block s='turn'>
                  <l>120</l>
                </block>
              </script>
            </block>
          </script>
        </block>
      </script>
    </block-definition>
    <block-definition s='not too small square %&apos;size&apos;' category='other' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs>
        <input type='%n'/>
      </inputs>
      <script>
        <block s='doIf'>
          <block s='reportGreaterThan'>
            <block var='size'/>
            <l>9</l>
          </block>
          <script>
            <block s='doRepeat'>
              <l>4</l>
              <script>
                <block s='forward'>
                  <block var='size'/>
                </block>
                <block s='turn'>
                  <l>90</l>
                </block>
              </script>
            </block>
          </script>
        </block>
      </script>
    </block-definition>
    <block-definition s='not too small hexagon %&apos;size&apos;' category='other' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs>
        <input type='%n'/>
      </inputs>
      <script>
        <block s='doIf'>
          <block s='reportGreaterThan'>
            <block var='size'/>
            <l>9</l>
          </block>
          <script>
            <block s='doRepeat'>
              <l>6</l>
              <script>
                <block s='forward'>
                  <block var='size'/>
                </block>
                <block s='turn'>
                  <l>60</l>
                </block>
              </script>
            </block>
          </script>
        </block>
      </script>
    </block-definition>
    <block-definition s='fancy square %&apos;size&apos;' category='other' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs>
        <input type='%n'/>
      </inputs>
      <script>
        <block s='doIf'>
          <block s='reportGreaterThan'>
            <block var='size'/>
            <l>9</l>
          </block>
          <script>
            <block s='doRepeat'>
              <l>4</l>
              <script>
                <block s='forward'>
                  <block var='size'/>
                </block>
                <custom-block s='fancy square %n'>
                  <block s='reportQuotient'>
                    <block var='size'/>
                    <l>2</l>
                  </block>
                </custom-block>
                <block s='turn'>
                  <l>90</l>
                </block>
              </script>
            </block>
          </script>
        </block>
      </script>
    </block-definition>
    <block-definition s='fancy hexagon %&apos;size&apos;' category='other' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs>
        <input type='%n'/>
      </inputs>
      <script>
        <block s='doIf'>
          <block s='reportGreaterThan'>
            <block var='size'/>
            <l>9</l>
          </block>
          <script>
            <block s='doRepeat'>
              <l>6</l>
              <script>
                <block s='forward'>
                  <block var='size'/>
                </block>
                <custom-block s='fancy hexagon %n'>
                  <block s='reportQuotient'>
                    <block var='size'/>
                    <l>2</l>
                  </block>
                </custom-block>
                <block s='turn'>
                  <l>60</l>
                </block>
              </script>
            </block>
          </script>
        </block>
      </script>
    </block-definition>
  </blocks>
  <variables/>
</project><media name="U1L3-AngleExperiments1" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>