<snapdata remixID="13692919"><project name="the pong" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="the pong"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="doForever"><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>119</l></list></block><script><block s="gotoXY"><block s="xPosition"></block><l>119</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><l>-121</l><block s="yPosition"></block></list></block><script><block s="gotoXY"><block s="xPosition"></block><l>-121</l></block></script><list></list></block></script><comment w="90" collapsed="false">having the edge check be by itself makes the motion seamless as opposed to abrupt.</comment></block></script><script x="295" y="218"><block s="receiveGo"></block><block s="doSetVar"><l>score</l><l>0</l></block><block s="doSetVar"><l>score2</l><l>0</l></block><block s="doSetVar"><l>speed</l><l>0</l></block><block s="gotoXY"><block s="xPosition"></block><l>100</l></block></script></scripts></sprite><sprite name="Sprite(3)" idx="1" x="-231" y="69" heading="90" scale="1" volume="100" pan="0" 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s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>119</l></list></block><script><block s="gotoXY"><block s="xPosition"></block><l>119</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><l>-121</l><block s="yPosition"></block></list></block><script><block s="gotoXY"><block s="xPosition"></block><l>-121</l></block></script><list></list></block></script></block></script><script x="285" y="54.33333333333337"><block s="receiveKey"><l><option>g</option></l><list></list></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><l>-121</l><block s="reportAttributeOf"><l><option>y position</option></l><l>Sprite(2)</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportAttributeOf"><l><option>y 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