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  <notes>Space to clear and go to x 0 y 0</notes>
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</pentrails>
    <costumes>
      <list id='2' struct='atomic'/>
    </costumes>
    <sounds>
      <list id='3' struct='atomic'/>
    </sounds>
    <variables/>
    <blocks/>
    <scripts/>
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