<snapdata remixID="14940849"><project name="U3L1-Tic-Tac-Toe Setup" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-Tic-Tac-Toe Setup"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="map %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>mapone</l><l>mapmany</l></list></block><block s="doSetVar"><l>mapone</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="evaluate"><block var="mapone"/><list><block s="reportCDR"><block var="data"/></block></list></block></block></block></script><list><l>data</l></list></block></block><block s="doSetVar"><l>mapmany</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportListItem"><l>1</l><block var="data lists"/></block></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></block><block s="evaluate"><block var="mapmany"/><list><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></list></block></block></block></script><list><l>data lists</l></list></block></block><block s="doIfElse"><custom-block s="empty? %l"><block s="reportCDR"><block var="lists"/></block></custom-block><script><block s="doReport"><block s="evaluate"><block var="mapone"/><list><block s="reportListItem"><l>1</l><block var="lists"/></block></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="mapmany"/><list><block var="lists"/></list></block></block></script></block></script></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script><list></list></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><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"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-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="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script><list></list></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="tell %&apos;sprite&apos; to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%cs"></input></inputs><script><block s="doRun"><block s="reportAttributeOf"><block var="action"/><block var="sprite"/></block><list></list></block></script></block-definition><block-definition s="ask %&apos;sprite&apos; for %&apos;expression&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportAttributeOf"><block var="expression"/><block var="sprite"/></block><list></list></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block></script></block-definition><block-definition s="make ONE row" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="doChangeVar"><l>clone number</l><l>1</l></block><block s="createClone"><l><option>myself</option></l></block><block s="changeXPosition"><l>50</l></block></script></block></script></block-definition><block-definition s="Make tic tac toe board" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>column</l><l>1</l><l>3</l><script><custom-block s="make ONE row"></custom-block><block s="changeXPosition"><l>-150</l></block><block s="changeYPosition"><l>-50</l></block></script></block><block s="gotoXY"><l>1000</l><l>1000</l></block></script></block-definition><block-definition s="X wins?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>triple</l><block var="winning triples"/><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportListItem"><l>1</l><block var="triple"/></block><block var="board"/></block><l>X</l></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportListItem"><l>2</l><block var="triple"/></block><block var="board"/></block><l>X</l></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportListItem"><l>3</l><block var="triple"/></block><block var="board"/></block><l>X</l></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="%&apos;winner&apos; wins" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doForEach"><l>triple</l><block var="winning triples"/><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportListItem"><l>1</l><block var="triple"/></block><block var="board"/></block><block var="winner"/></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportListItem"><l>2</l><block var="triple"/></block><block var="board"/></block><block var="winner"/></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportListItem"><l>3</l><block var="triple"/></block><block var="board"/></block><block var="winner"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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" id="758"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="759"><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Stage_cst_blue-fade-y3hizgmj7mzdndw5"></ref></item></list></costumes><sounds><list struct="atomic" id="760"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Square" idx="1" x="1000" y="1000" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="765"><costumes><list id="766"><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Square_cst_Empty"></ref></item><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Square_cst_X"></ref></item><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Square_cst_O"></ref></item></list></costumes><sounds><list struct="atomic" id="767"></list></sounds><blocks><block-definition s="Clone number" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>clone number</l><l>0</l></block><custom-block s="make ONE row"></custom-block></script></block-definition></blocks><variables><variable name="clone number"><l>9</l></variable></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>clone number</l><l>0</l><comment w="90" collapsed="true">Clone number is set to 0.&#xD;JG</comment></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="doSwitchToCostume"><l>Empty</l><comment w="90" collapsed="true">So the board doesn&apos;t start filled up with the X or O.&#xD;JG</comment></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportBoolean"><l><bool>true</bool></l></block><comment w="90" collapsed="true">X starts the game.&#xD;JG</comment></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><comment w="90" collapsed="true">All the spots on the board are empty and subject to change.&#xD;JG</comment></block><block s="doSetVar"><l>winning triples</l><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l></list></block><block s="reportNewList"><list><l>2</l><l>5</l><l>8</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>1</l><l>4</l><l>7</l></list></block><block s="reportNewList"><list><l>3</l><l>6</l><l>9</l></list></block><block s="reportNewList"><list><l>3</l><l>5</l><l>7</l></list></block></list></block><comment w="90" collapsed="true">All of the winning combinations.&#xD;JG</comment></block><custom-block s="Make tic tac toe board"></custom-block></script><script x="21" y="286.1333333333333"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getCostumeIdx"></block><l>1</l></list><comment w="90" collapsed="true">This is when the board is on the costume.&#xD;JG</comment></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="X&apos;s turn?"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doSwitchToCostume"><l>X</l><comment w="90" collapsed="true">X is switched onto.&#xD;JG</comment></block><block s="doReplaceInList"><block var="clone number"/><block var="board"/><l>X</l><comment w="90" collapsed="true">X is put into the empty space.&#xD;JG</comment></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><custom-block s="%s wins"><l>X</l></custom-block><script><block s="bubble"><l>X Wins!</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="X&apos;s turn?"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><block s="reportListContainsItem"><block var="board"/><l>empty</l></block></list></block><script><block s="doUntil"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="o turn"/><block var="board"/></block><l>empty</l></list></block><script><block s="doSetVar"><l>o turn</l><block s="reportRandom"><l>1</l><l>9</l></block></block></script><comment w="90" collapsed="true">Until the O spot is empty, set it to a random box, 1 to 9. Then replace the o turn on board so that the board updates. Then set x&apos;s turn to true.&#xD;JG</comment></block><block s="doReplaceInList"><block var="o turn"/><block var="board"/><l>O</l></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list><comment w="90" collapsed="true">In order to go for the computer, it needs to be O&apos;s turn and the board needs to have an empty spot.&#xD;JG</comment></block><block s="doIf"><custom-block s="%s wins"><l>O</l></custom-block><script><block s="bubble"><l>O Wins!</l></block></script><list></list></block></script><list></list></block></script><list></list></block></script><script x="334" y="286.7166666666666"><custom-block s="X wins?"><comment w="90" collapsed="true">For each triple in the winning triples, if 3 in a row of X, report true that X wins.&#xD;JG</comment></custom-block></script><script x="337" y="329"><custom-block s="%s wins"><l></l><comment w="90" collapsed="true">For each triple in winnning triples, if 3 items are equal to the winner, report true which is whichever has 3 in a row.&#xD;JG</comment></custom-block></script><script x="343" y="107.1333333333331"><custom-block s="make ONE row"><comment w="90" collapsed="true">For 3 times, make a clone of myself and only move right 50. This is to build the foundation of cloning the box which then leads into the tic tac toe board.&#xD;JG</comment></custom-block></script><script x="325" y="63.96666666666647"><custom-block s="Make tic tac toe board"><comment w="90" collapsed="true">For columns 1 to 3, make a row then change by 150 down followed by change y by down 50. Then, at the end send the parent sprite off the screen to get rid of the first box so there isn&apos;t an extra.&#xD;JG</comment></custom-block></script><script x="451" y="380.7500000000002"><block s="receiveOnClone"><comment w="90" collapsed="true">Start as an O when the clone number is an O. &#xD;JG</comment></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="clone number"/><block var="board"/></block><l>O</l></list></block></block><block s="doSwitchToCostume"><l>O</l></block></script></scripts></sprite><watcher scope="Square" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Square" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher var="X&apos;s turn?" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="clone number" style="normal" x="10" y="166.00000799999998" color="243,118,29" hidden="true"/><watcher var="winning triples" style="normal" x="10" y="187.00000999999997" color="243,118,29" hidden="true"/><watcher var="triple" style="normal" x="10" y="208.00001199999997" color="243,118,29" hidden="true"/><watcher scope="Square" var="clone number" style="normal" x="10" y="229.00001399999996" color="243,118,29" hidden="true"/><watcher var="board" style="normal" x="11" y="18.000005999999985" color="243,118,29" extX="80" extY="70"/><watcher var="o turn" style="normal" x="10" y="250.00001599999996" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="X&apos;s turn?"><bool>true</bool></variable><variable name="board"><list struct="atomic" id="1003">Empty,Empty,Empty,Empty,Empty,Empty,Empty,Empty,Empty</list></variable><variable name="winning triples"><list id="1004"><item><list struct="atomic" id="1005">1,2,3</list></item><item><list struct="atomic" id="1006">2,5,8</list></item><item><list struct="atomic" id="1007">4,5,6</list></item><item><list struct="atomic" id="1008">7,8,9</list></item><item><list struct="atomic" id="1009">1,5,9</list></item><item><list struct="atomic" id="1010">1,4,7</list></item><item><list struct="atomic" id="1011">3,6,9</list></item><item><list struct="atomic" id="1012">3,5,7</list></item></list></variable><variable name="triple"><l>0</l></variable><variable name="o turn"><l>3</l></variable></variables></scene></scenes></project><media name="U3L1-Tic-Tac-Toe Setup" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="blue-fade-y3hizgmj7mzdndw5" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="U3L1-Tic-Tac-Toe Setup_Stage_cst_blue-fade-y3hizgmj7mzdndw5"/><costume name="Empty" center-x="26" center-y="26" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAYAAADFeBvrAAAA30lEQVR4AeySwQ3CQBADN4jv9RBRBIIftYCoCkE7IEQhpAN+R0IF9mdNLo6yP6+cnckqGnumgw7jTbWF6fvNazoojqdz1FpnPffHM0op699Bo51mXh/07yptyIaSCfiXSwZO19kQjSx5wYaSgdN1NkQjS16woWTgdJ3UEP21wIIPAiBJIzYkxQ+U2xAASRqxISl+oNyGAEjSiA1J8QPlNgRAkkZsSIofKLchAJI0slxDUuxEuQ0RsCRRG5JgJ0ptiIAlidqQBDtRakMELEm0TUO36yW6rpv17HfbGIb35wsAAP//YCtmxAAAAAZJREFUAwBGS82CCTBFoQAAAABJRU5ErkJggg==" mediaID="U3L1-Tic-Tac-Toe Setup_Square_cst_Empty"/><costume name="X" center-x="26" center-y="26" image="data:image/png;base64,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" mediaID="U3L1-Tic-Tac-Toe Setup_Square_cst_X"/><costume name="O" center-x="26" center-y="26" image="data:image/png;base64,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" mediaID="U3L1-Tic-Tac-Toe Setup_Square_cst_O"/></media></snapdata>