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" id="89"/></item><item><costume name="Untitled" center-x="16" center-y="17.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAjCAYAAAD17ghaAAABBUlEQVRYhe2YLQ7CQBQGR1WiuABYBHiCIYRD4KhGYgg3gJAAh8AgEfiG3gCDw/QMSDDvJbBp09KfXbOTjGm3O58ulCcA2mJQ4Z7CDIA1cAUS4G2YyLu1nK2NGRCnBPOM5dvSDIGoRNg0krv+YllD2HRZNL5vIK7u8+K7BuPqLiu+sBBXF2a8bzGu9r8HXBwMuGh84iCuTgDODgeccRhX/QA/wA/wA/wAXg7jL4CDwwEHgJ7DAT2Eo4P4kS9awNNi/CnNH6YWB0zNuBJaiIdZcWXeYHyeF1fGwKPG8EPu/IsA2NYQ31Lx/0EX2JD+TyDLRL7pVAmnMQJWwAm4AXfxJs9WcqYwH22kdkk2rXA9AAAAAElFTkSuQmCC" id="90"/></item></list></costumes><sounds><list struct="atomic" id="91"></list></sounds><blocks></blocks><variables></variables><scripts><script x="37" y="40.99999999999997"><block s="receiveGo"></block><block s="doBroadcast"><l>better start</l></block><block s="doSetVar"><l>player 1</l><l>0</l></block><block s="doSetVar"><l>player 2</l><l>0</l></block><block s="doSetVar"><l>speed</l><l>3</l></block><block s="doBroadcast"><l>start</l></block></script><script x="30" y="358"><block s="receiveCondition"><block s="reportOr"><block s="reportEquals"><block var="player 1"/><l>5</l></block><block s="reportEquals"><block var="player 2"/><l>5</l></block></block></block><block s="doIf"><block s="reportEquals"><block var="player 1"/><l>5</l></block><script><block s="doSayFor"><l>player 1 wins</l><l>10</l></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="doSetVar"><l>player 1</l><l>0</l></block><block s="doSetVar"><l>player 2</l><l>0</l></block><block s="doBroadcast"><l>better start</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="player 2"/><l>5</l></block><script><block s="doSayFor"><l>player 2 wins</l><l>10</l></block><block s="doSayFor"><l>press space to play again</l><l>2</l></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="doSetVar"><l>player 1</l><l>0</l></block><block s="doSetVar"><l>player 2</l><l>0</l></block><block s="doBroadcast"><l>better start</l></block></script></block></script><script x="387" y="376"><block s="receiveCondition"><block s="reportOr"><block s="reportLessThan"><block s="xPosition"></block><l>-210</l></block><block s="reportGreaterThan"><block s="xPosition"></block><l>210</l></block></block></block><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>210</l></block><script><block s="doChangeVar"><l>player 1</l><l>1</l></block></script></block><block s="doIf"><block s="reportLessThan"><block s="xPosition"></block><l>-210</l></block><script><block s="doChangeVar"><l>player 2</l><l>1</l></block></script></block></script><script x="364" y="10"><block s="receiveMessage"><l>start</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><block s="reportRandom"><l>10</l><l>350</l></block></block><block s="doForever"><script><block s="forward"><l>10</l></block><block s="doIfElse"><block s="reportTouchingObject"><l>player 1</l></block><script><block s="setHeading"><block s="reportRandom"><l>30</l><l>150</l></block></block></script><script><block s="doIf"><block s="reportTouchingObject"><l>player 2</l></block><script><block s="setHeading"><block s="reportRandom"><l>-30</l><l>-150</l></block></block></script></block></script></block><block s="bounceOffEdge"></block></script></block></script><script x="190" y="14"><block s="receiveKey"><l><option>space</option></l></block><block s="doBroadcast"><l>start</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="help" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="player 1"><l>0</l></variable><variable name="player 2"><l>0</l></variable><variable name="speed"><l>3</l></variable></variables></project><media name="lab 2.6 chiappetta philip" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>