<snapdata remixID="9041140"><project name='spiral equilateral shapes' app='Snap! 5.1, http://snap.berkeley.edu' version='1'>
  <notes>shape spirals                                                                                       no, they aren&apos;t fractals</notes>
  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</thumbnail>
  <stage inheritance='true' id='1' volume='100' height='360' tempo='60' lines='round' width='480' name='Stage' sublistIDs='false' threadsafe='false' codify='false' color='255,255,255,1' scheduled='false' pan='0' ternary='false' costume='0'>
    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</pentrails>
    <costumes>
      <list id='2' struct='atomic'/>
    </costumes>
    <sounds>
      <list id='3' struct='atomic'/>
    </sounds>
    <variables/>
    <blocks/>
    <scripts/>
    <sprites>
      <sprite x='-849.9857403551941' pen='tip' id='8' y='-1602.5048972277318' name='0' idx='1' volume='100' rotation='1' scale='1' heading='250.23000000000002' costume='0' color='80,80,80,1' pan='0' draggable='true'>
        <costumes>
          <list id='9' struct='atomic'/>
        </costumes>
        <sounds>
          <list id='10' struct='atomic'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='91' y='30'>
            <block s='receiveGo'/>
            <block s='gotoXY'>
              <l>0</l>
              <l>0</l>
            </block>
            <block s='setHeading'>
              <l>
                <option>random</option>
              </l>
            </block>
            <block s='clear'/>
            <block s='setSize'>
              <l>0.5</l>
            </block>
            <block s='doSetVar'>
              <l>b</l>
              <block s='reportRandom'>
                <l>3</l>
                <l>8</l>
              </block>
            </block>
            <block s='doSetVar'>
              <l>var1</l>
              <block s='reportDifference'>
                <l>180</l>
                <block s='reportQuotient'>
                  <block s='reportProduct'>
                    <block s='reportDifference'>
                      <block var='b'/>
                      <l>2</l>
                    </block>
                    <l>180</l>
                  </block>
                  <block var='b'/>
                </block>
              </block>
            </block>
            <block s='doSetVar'>
              <l>var2</l>
              <block s='reportRandom'>
                <l>0.1</l>
                <l>1</l>
              </block>
            </block>
            <block s='down'/>
            <block s='doForever'>
              <script>
                <block s='turn'>
                  <block var='var1'/>
                </block>
                <block s='forward'>
                  <block var='var2'/>
                </block>
                <block s='doSetVar'>
                  <l>var2</l>
                  <block s='reportProduct'>
                    <block var='var2'/>
                    <l>1.1</l>
                  </block>
                </block>
              </script>
            </block>
          </script>
        </scripts>
      </sprite>
      <watcher x='10' color='243,118,29' style='normal' y='10' var='var1'/>
      <watcher x='10' color='243,118,29' style='normal' y='31.000001999999995' var='var2'/>
      <watcher x='10' color='243,118,29' style='normal' y='52.00000399999999' var='b'/>
    </sprites>
  </stage>
  <hidden/>
  <headers/>
  <code/>
  <blocks/>
  <variables>
    <variable name='var1'>
      <l>90</l>
    </variable>
    <variable name='var2'>
      <l>2696.664508322404</l>
    </variable>
    <variable name='b'>
      <l>4</l>
    </variable>
  </variables>
</project><media name="spiral equilateral shapes" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>