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  <notes></notes>
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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='-186' pen='tip' id='8' y='68.00000000000006' name='Sprite' idx='1' volume='100' rotation='1' scale='1' heading='90' costume='0' color='48,240,0,1' pan='0' draggable='true'>
        <costumes>
          <list id='9' struct='atomic'/>
        </costumes>
        <sounds>
          <list id='10' struct='atomic'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='40.999999' y='51.99999900000006'>
            <block s='receiveGo'/>
            <block s='clear'/>
            <block s='doRepeat'>
              <l>3</l>
              <script>
                <block s='down'/>
                <block s='setSize'>
                  <l>2</l>
                </block>
                <block s='setColor'>
                  <color>230,23,0,1</color>
                </block>
                <block s='forward'>
                  <l>100</l>
                </block>
                <block s='doRepeat'>
                  <l>3</l>
                  <script>
                    <block s='setColor'>
                      <color>15,23,255,1</color>
                    </block>
                    <block s='forward'>
                      <l>50</l>
                    </block>
                    <block s='doRepeat'>
                      <l>3</l>
                      <script>
                        <block s='setColor'>
                          <color>48,240,0,1</color>
                        </block>
                        <block s='forward'>
                          <l>25</l>
                        </block>
                        <block s='turn'>
                          <l>120</l>
                        </block>
                      </script>
                    </block>
                    <block s='turn'>
                      <l>120</l>
                    </block>
                  </script>
                </block>
                <block s='turn'>
                  <l>120</l>
                </block>
              </script>
            </block>
          </script>
        </scripts>
      </sprite>
    </sprites>
  </stage>
  <hidden/>
  <headers/>
  <code/>
  <blocks/>
  <variables/>
</project><media name="fractal art" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>