<snapdata remixID="12843631"><project name="U3L1p5-TicTacToe" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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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="reportVariadicGreaterThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></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="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></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><list></list></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="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>4</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>4</l><script><block s="createClone"><l><option>myself</option></l></block><block s="doChangeVar"><l>position variable</l><l>1</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="hide"></block></script><scripts><script x="275" y="73.80000000000001"><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>4</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>4</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="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="doChangeVar"><l>position number</l><l>1</l></block><block s="hide"></block></script><script x="122" y="317.6333333333333"><block s="setScale"><l>250</l></block></script></scripts></block-definition><block-definition s="status of triple" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="possible winning triples (2)" type="reporter" category="lists"><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>5</l><l>9</l></list></block><block s="reportNewList"><list><l>3</l><l>5</l><l>7</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></list></block></block></script></block-definition><block-definition s="winning %&apos;winplay&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doForEach"><l>item</l><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="status of triple %l"><l/></custom-block></autolambda><list></list></block><custom-block s="possible winning triples (2)"></custom-block></block><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportListContainsItem"><block var="item"/><l>X</l></block><block s="reportListContainsItem"><block var="item"/><l>O</l></block></list></block><script></script><script><block s="doIfElse"><block s="reportListContainsItem"><block var="item"/><l>no</l></block><script></script><script><block s="doIf"><block s="reportListContainsItem"><block var="item"/><block var="winplay"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></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><l>4</l></list></block><block s="reportNewList"><list><l>5</l><l>6</l><l>7</l><l>8</l></list></block><block s="reportNewList"><list><l>9</l><l>10</l><l>11</l><l>12</l></list></block><block s="reportNewList"><list><l>13</l><l>14</l><l>15</l><l>16</l></list></block><block s="reportNewList"><list><l>1</l><l>6</l><l>11</l><l>16</l></list></block><block s="reportNewList"><list><l>4</l><l>7</l><l>10</l><l>13</l></list></block><block s="reportNewList"><list><l>1</l><l>5</l><l>9</l><l>13</l></list></block><block s="reportNewList"><list><l>2</l><l>6</l><l>10</l><l>14</l></list></block><block s="reportNewList"><list><l>3</l><l>7</l><l>11</l><l>15</l></list></block><block s="reportNewList"><list><l>4</l><l>8</l><l>12</l><l>16</l></list></block></list></block></block></script></block-definition><block-definition s="status of triple %&apos;triple&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l></l><block var="board"/></block></autolambda><list></list></block><block var="triple"/></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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