<snapdata remixID="15019334"><project name="Motion physics collision project 2" app="Snap! 11.0.8, https://snap.berkeley.edu" 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</pentrails><costumes><list 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s="forward"><block s="getLastAnswer"></block></block><block s="doStamp"></block><block s="doWait"><l>1</l></block></script></block><block s="doIf"><block s="reportTouchingObject"><l>Green car</l></block><script><block s="doBroadcast"><l>Collision!</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="doBroadcast"><l>No collision!!</l><list></list></block></script><list></list></block></script><script x="482" y="224.33333333333331"><block s="receiveMessage"><l>Collision!</l><list></list></block><block s="doSayFor"><block s="getPosition"></block><l>2</l></block></script><script x="271" y="345.33333333333337"><block s="receiveGo"></block><block s="clear"></block><block s="goToLayer"><l><option>front</option></l></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l><option>random</option></l></block></script></scripts></sprite></sprites></stage><variables><variable name="Green car position"><l>150</l></variable><variable name="Blue car position"><l>95</l></variable><variable name="Green car speed"><l>12</l></variable><variable name="Blue car speed"><l>12</l></variable><variable name="Time"><l>0</l></variable></variables></scene></scenes></project><media name="Motion physics collision project 2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="63" 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" 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