<snapdata remixID="12854554"><project name="project 2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="project 2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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="changeYPosition"><l>-10</l></block></script><list></list></block></script></block></script></scripts></sprite><watcher var="Player L Point" style="normal" x="114" y="9.000009999999975" color="243,118,29"/><watcher var="Player R Point" style="normal" x="259" y="9.00001199999997" color="243,118,29"/><sprite name="Pong Ball" idx="1" x="0" y="0" heading="81" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="92"><costumes><list id="93"><item><ref mediaID="Pong Ball_cst_1200px-RedShellMK8"></ref></item></list></costumes><sounds><list struct="atomic" id="94"></list></sounds><blocks></blocks><variables></variables><scripts><script x="34" y="10"><block s="receiveMessage"><l>r point</l><list></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>Point for the RIGHT </l><l>2</l></block><block s="doBroadcast"><l>start game</l><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="Player R Point"/><l>5</l></list></block><script><block s="doBroadcast"><l>won</l><list></list></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="doSayFor"><l>Right won click green flag to play again!</l><l>2</l></block><block s="doAsk"><l>continue yes or no ?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Suiii</l><l>2</l></block><block s="doSetVar"><l>angle</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="angle"/><l>1</l></list></block><script><block s="setHeading"><block s="reportRandom"><l>75</l><l>105</l></block></block></script><script><block s="setHeading"><block s="reportRandom"><l>-75</l><l>-105</l></block></block></script></block><block s="doBroadcast"><l>begin</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Okay</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block></script><list></list></block></script><script x="34" y="486"><block s="receiveMessage"><l>begin</l><list></list></block><block s="doSetVar"><l>speed</l><l>9</l></block><block s="doSetVar"><l>Player L Point</l><l>0</l></block><block s="doSetVar"><l>Player R Point</l><l>0</l></block><block s="doBroadcast"><l>start game</l><list></list></block></script><script x="30" y="617"><block s="receiveMessage"><l>start game</l><list></list></block><block s="doForever"><script><block s="bounceOffEdge"></block><block s="forward"><block var="speed"/></block><block s="doIf"><block s="reportTouchingColor"><color>0,255,247,1</color></block><script><block s="setHeading"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>-1</l><block s="direction"></block></list></block><l>1</l></list></block></block><block s="doChangeVar"><l>speed</l><l>.5</l></block></script><list></list></block><block s="doIf"><block s="reportTouchingColor"><color>46,253,255,1</color></block><script><block s="setHeading"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>-1</l><block s="direction"></block></list></block><l>1</l></list></block></block><block s="doChangeVar"><l>speed</l><l>.5</l></block></script><list></list></block><block s="doIf"><block s="reportTouchingColor"><color>255,26,79,1</color></block><script><block s="setHeading"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>-1</l><block s="direction"></block></list></block><l>1</l></list></block></block><block s="doChangeVar"><l>Player R Point</l><l>1</l></block><block s="doBroadcast"><l>r point</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><list></list></block><block s="doIf"><block s="reportTouchingObject"><l>R End Zone</l></block><script><block s="setHeading"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>-1</l><block s="direction"></block></list></block><l>1</l></list></block></block><block s="doChangeVar"><l>Player L Point</l><l>1</l></block><block s="doBroadcast"><l>l point</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><list></list></block></script></block></script><script x="402" y="28"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>angle</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="angle"/><l>1</l></list></block><script><block s="setHeading"><block s="reportRandom"><l>75</l><l>105</l></block></block></script><script><block s="setHeading"><block s="reportRandom"><l>-75</l><l>-105</l></block></block></script></block><block s="doBroadcast"><l>begin</l><list></list></block></script><script x="407" y="275"><block s="receiveMessage"><l>l point</l><list></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>Point for the LEFT </l><l>2</l></block><block s="doBroadcast"><l>start game</l><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="Player L Point"/><l>5</l></list></block><script><block s="doBroadcast"><l>won</l><list></list></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="doSayFor"><l>Left won click green flag to play again!</l><l>2</l></block><block s="doAsk"><l>continue yes or no ?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>Gracias</l><l>2</l></block><block s="doSetVar"><l>angle</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="angle"/><l>1</l></list></block><script><block s="setHeading"><block s="reportRandom"><l>75</l><l>105</l></block></block></script><script><block s="setHeading"><block s="reportRandom"><l>-75</l><l>-105</l></block></block></script></block><block s="doBroadcast"><l>begin</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>Okay</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block></script><list></list></block></script></scripts></sprite><sprite name="L End Zone" idx="4" x="-234" y="1" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="132.59999999999997,165.75,0,1" pen="tip" id="466"><costumes><list id="467"><item><ref mediaID="L End Zone_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="468"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><variables><variable name="speed"><l>11.5</l></variable><variable name="angle"><l>1</l></variable><variable name="Player L Point"><l>0</l></variable><variable name="Player R Point"><l>5</l></variable></variables></scene></scenes></project><media name="project 2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="super-mario-background-vbep44x7ca67u2vn" center-x="240" center-y="135" 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" 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