<snapdata remixID="12203274"><project name="TicTacToeChallenge" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="TicTacToeChallenge"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="makeBoard" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>positionNumber</l><l>1</l></block><block s="doSwitchToCostume"><l>Empty</l></block><block s="show"></block><block s="gotoXY"><l>-75</l><l>75</l></block><block s="doFor"><l>col</l><l>1</l><l>3</l><script><block s="doFor"><l>row</l><l>1</l><l>3</l><script><block s="createClone"><l><option>myself</option></l></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>50</l></list></block><block s="yPosition"></block></block><block s="doChangeVar"><l>positionNumber</l><l>1</l></block></script></block><block s="gotoXY"><l>-75</l><block s="reportDifference"><block s="yPosition"></block><l>50</l></block></block></script></block><block s="hide"></block></script></block-definition><block-definition s="possible winning triples" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l></list></block><block s="reportNewList"><list><l>4</l><l>5</l><l>6</l></list></block><block s="reportNewList"><list><l>7</l><l>8</l><l>9</l></list></block><block s="reportNewList"><list><l>1</l><l>4</l><l>7</l></list></block><block s="reportNewList"><list><l>2</l><l>5</l><l>8</l></list></block><block s="reportNewList"><list><l>3</l><l>6</l><l>9</l></list></block><block s="reportNewList"><list><l>1</l><l>5</l><l>9</l></list></block><block s="reportNewList"><list><l>3</l><l>5</l><l>7</l></list></block></list></block></block></script></block-definition><block-definition s="statusOfTriple %&apos;list&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doAddToList"><block s="reportListItem"><block var="item"/><block var="boardList"/></block><block var="a"/></block></script></block><block s="doReport"><block var="a"/></block></script></block-definition><block-definition s="statusOfWinningTriples" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doDeclareVariables"><list><l>b</l></list></block><block s="doSetVar"><l>a</l><custom-block s="possible winning triples"></custom-block></block><block s="doSetVar"><l>b</l><block 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" 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