<snapdata remixID="8641553"><project name="Unit 1 performance Task: Pong" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" 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" id="156"/></item></list></costumes><sounds><list struct="atomic" id="157"></list></sounds><blocks></blocks><variables></variables><scripts><script x="58" y="71"><block s="receiveGo"></block><block s="hide"></block><block s="doIf"><block s="reportEquals"><block var="Lives"/><l>0</l></block><script><block s="show"></block><block s="doWait"><l>1</l></block><block s="hide"></block></script></block></script></scripts></sprite><watcher var="Lives" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="points" style="normal" x="10" y="9" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="direction" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="idk" type="predicate" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bounceOffEdge"></block></script></block-definition><block-definition s="Points" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="points"><l>0</l></variable><variable name="Lives"><l>3</l></variable></variables></project><media name="Unit 1 performance Task: Pong" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>