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" 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y="43.00000000000003"><block s="receiveMessage"><l>reset</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>starting direction</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doWait"><l>1</l></block><block s="doIf"><block s="reportEquals"><block var="starting direction"/><l>1</l></block><script><block s="setHeading"><block s="reportRandom"><l>240</l><l>300</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="starting direction"/><l>2</l></block><script><block s="setHeading"><block s="reportRandom"><l>60</l><l>210</l></block></block></script></block><block s="doSetVar"><l>pong speed</l><l>3</l></block><block s="doForever"><script><block s="forward"><block var="pong speed"/></block><block s="bounceOffEdge"></block><block s="doIf"><block s="reportOr"><block s="reportTouchingObject"><l>Player 1</l></block><block s="reportTouchingObject"><l>Player 2</l></block></block><script><block s="setHeading"><block s="reportDifference"><l>360</l><block s="direction"></block></block></block><block s="doSetVar"><l>pong speed</l><block s="reportSum"><block var="pong speed"/><l>.25</l></block></block></script></block><block s="doIf"><block s="reportTouchingObject"><l>right wall</l></block><script><block s="doSetVar"><l>score 1</l><block s="reportSum"><block var="score 1"/><l>1</l></block></block><block s="doIf"><block s="reportEquals"><block var="score 1"/><l>5</l></block><script><block s="doBroadcast"><l>Player 1 wins</l></block></script></block><block s="doBroadcast"><l>reset</l></block></script></block><block s="doIf"><block s="reportTouchingObject"><l>left wall</l></block><script><block s="doSetVar"><l>score 2</l><block s="reportSum"><block var="score 2"/><l>1</l></block></block><block s="doIf"><block s="reportEquals"><block var="score 2"/><l>5</l></block><script><block s="doBroadcast"><l>Player 2 wins</l></block></script></block><block s="doBroadcast"><l>reset</l></block></script></block></script></block></script><script x="514" y="37"><block s="receiveGo"></block><block s="hide"></block></script><script x="514" y="121.00000000000003"><block s="receiveMessage"><l>Player 1 wins</l></block><block s="hide"></block></script><script x="517" y="192.66666666666666"><block s="receiveMessage"><l>Player 2 wins</l></block><block s="hide"></block></script><script x="518" y="283.83333333333326"><block s="receiveMessage"><l>New game</l></block><block s="show"></block><block s="doSetVar"><l>score 1</l><l>0</l></block><block s="doSetVar"><l>score 2</l><l>0</l></block><block s="doBroadcast"><l>reset</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="pong speed"><l>3</l></variable><variable name="score 1"><l>0</l></variable><variable name="score 2"><l>0</l></variable><variable name="starting direction"><l>2</l></variable></variables></project><media name="Lesson 2.6 Pong project" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>