<snapdata remixID="8802103"><project name='pong project anthony daughtry' app='Snap! 5.1, http://snap.berkeley.edu' version='1'>
  <notes/>
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  <stage inheritance='true' 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='false' costume='1'>
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oJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails>
    <costumes>
      <list id='2'>
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                <block s='doSayFor'>
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                <block s='doSayFor'>
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                  <script>
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    <variable name='P1 Score'>
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</project><media name="pong project anthony daughtry" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>