<snapdata remixID="9014808"><project name="Unit 3 assessment" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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s="doSwitchToCostume"><l>O</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>O</l></block><block s="doIfElse"><custom-block s="won? %s"><l>O</l></custom-block><script><block s="doBroadcast"><l>O wins</l></block></script><script><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script><script></script></block></script><comment w="121.99999999999989" collapsed="false">Turn order: X . . . O</comment></block></script><script x="516" y="471"><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l></list></block></script><script x="509" y="377"><custom-block s="TicTacToeWins"></custom-block></script><script x="42" y="616"><block s="receiveCondition"><l/></block></script><script x="30" y="683"><block s="receiveGo"></block><block s="doSetVar"><l>board</l><block s="reportNewList"><list><l>Empty</l><l>Empty</l><l>Empty</l><l>Empty</l><l>Empty</l><l>Empty</l><l>Empty</l><l>Empty</l><l>Empty</l></list></block></block><block s="doSetVar"><l>position number</l><l>1</l></block><block s="doSwitchToCostume"><l>Empty</l></block><custom-block s="makeBoard"></custom-block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportBoolean"><l><bool>true</bool></l><comment w="90" collapsed="true">X plays first.</comment></block></block><block s="doWait"><l>.1</l><comment w="181.33333333333334" collapsed="true">Wait for old clones to be deleted.</comment></block></script><script x="97" y="1189"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l></l><block var="board"/></block></autolambda><list></list></block><l/></block></script><script x="513" y="750"><custom-block s="makeBoard"></custom-block></script><script x="640" y="950"><block s="doIfElse"><l/><script></script><script></script></block></script><script x="402" y="810"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="status of triple %l"><l/></custom-block></autolambda><list></list></block><custom-block s="TicTacToeWins"></custom-block></block></script><script x="156.000001" y="1078.6333343333333"><block s="reportListContainsItem"><custom-block s="status of all winning triples"></custom-block><block s="reportNewList"><list><block var="winner"/><block var="winner"/><block var="winner"/></list></block></block></script><script x="51.00000299999999" y="978.4666696666666"><block s="doIfElse"><l/><script></script><script></script></block></script><script 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