<snapdata remixID="11790308"><project name="U3L1p5-TicTacToe" 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="U3L1p5-TicTacToe"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="errorObsolete"></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block></script><scripts><script x="229.00000300000002" y="196.77778077777774"><block s="reportJoinWords"><list><l></l><l></l></list></block></script></scripts></block-definition><block-definition s="makeBoard" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>position number</l><l>0</l></block><block s="doSwitchToCostume"><l>Empty</l></block><block s="show"></block><custom-block s="for %upvar = %n to %n %cs"><l>row</l><l>1</l><l>3</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>3</l><script><block s="gotoXY"><block s="reportVariadicSum"><list><l>-100</l><block s="reportVariadicProduct"><list><l>50</l><block var="column"/></list></block></list></block><block s="reportDifference"><l>100</l><block s="reportVariadicProduct"><list><l>50</l><block var="row"/></list></block></block></block><block s="doChangeVar"><l>position number</l><l>1</l></block><block s="createClone"><l><option>myself</option></l></block></script></custom-block></script><comment w="128" collapsed="false">The nested FOR loops are the important part of this solution.  Details like the starting position of the sprite might be different in student solutions.</comment></custom-block><block s="hide"></block></script><scripts><script x="305" y="268.8"><block s="doSwitchToCostume"><l>Empty</l><comment w="144.66666666666666" collapsed="true">Another possible solution.</comment></block><block s="show"></block><block s="gotoXY"><l>-50</l><l>50</l></block><custom-block s="for %upvar = %n to %n %cs"><l>row</l><l>1</l><l>3</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>3</l><script><block s="createClone"><l><option>myself</option></l></block><block s="changeXPosition"><l>50</l></block></script></custom-block><block s="setXPosition"><l>-50</l></block><block s="changeYPosition"><l>-50</l></block></script></custom-block><block s="gotoXY"><l>200</l><l>170</l></block><block s="hide"></block></script></scripts></block-definition><block-definition s="Winning?" type="predicate" category="motion"><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="177" y="16.80000000000001"><block s="doReport"><l></l></block></script><script x="347.125" y="13.633333333333155"><block var="board"/></script><script x="463" y="189.8"><block s="doIf"><l/><script></script></block></script><script x="398.6416015625" y="149.8"><block s="reportListItem"><l>1</l><l/></block></script><script x="263.7734375" y="24.80000000000001"><block s="reportNewList"><list><l></l></list></block></script></scripts></block-definition><block-definition s="Possible wins" type="command" 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 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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></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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" 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