<snapdata remixID="14939463"><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; 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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>Square</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>i</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="%&apos;X or O&apos; wins?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><custom-block s="for each %upvar of %l %cs"><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="X or O"/></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="X or O"/></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="X or O"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script></custom-block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="draw?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportNot"><block s="reportListContainsItem"><block var="board"/><l>empty</l></block></block><block s="reportNot"><custom-block s="%s wins?"><l>x</l></custom-block></block><block s="reportNot"><custom-block s="%s wins?"><l>o</l></custom-block></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition></blocks><primitives><block-definition s="set %&apos;#1&apos; to %&apos;#2&apos;" type="command" category="variables" selector="doSetVar" primitive="doSetVar"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true" irreplaceable="true"><options>§_getVarNamesDict</options></input><input type="%s">0</input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>doSetVar</l></block></script></block-definition></primitives><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" id="738"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="739"></list></costumes><sounds><list struct="atomic" id="740"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Square" idx="1" x="1000" y="10000" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="59,216,255,1" pen="tip" id="745"><costumes><list id="746"><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="747"></list></sounds><blocks></blocks><variables><variable name="clone number"><l>9</l></variable></variables><scripts><script x="11.864843749999636" y="10"><block s="receiveGo"><comment w="90" collapsed="false">When the green flag is clicked the board is switched to it&apos;s empty setting for the beginning on the game. When the game starts x&apos;s turn becomes true, because they were the first turn. each square in the board was again set to empty in the baginning as default. I then set the winning triples list. Multiple combinations sych as 456 and 159 could work because they are three in a row. </comment></block><block s="show"></block><block s="doSwitchToCostume"><l>Empty</l></block><block s="doSetVar"><l>clone number</l><l>0</l></block><block s="gotoXY"><l>-50</l><l>50</l></block><custom-block s="make Tic Tac Toe board"></custom-block><block s="gotoXY"><l>1000</l><l>10000</l></block><block s="doSetVar"><l>x&apos;s turn?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>o&apos;s turn</l><block s="reportBoolean"><l><bool>false</bool></l></block></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>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>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>3</l><l>5</l><l>7</l></list></block><block s="reportNewList"><list><l>1</l><l>5</l><l>9</l></list></block></list></block></block></script><script x="168.86484374999964" y="340.75000000000017"><block s="receiveOnClone"><comment w="90" collapsed="false">When the clone is in use, the sprite only switches to the O costume once the clone number is set equal to 0. </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><script x="10" y="343.00000000000006"><block s="receiveMessage"><l>draw</l><list></list></block><block s="hide"></block></script><script x="13.864843749999636" y="469.9999999999999"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="90" collapsed="false">If x&apos;s turn is equal to true the sprite changes to the x costume and after it&apos;s spot on the board is determined, its turn ends amd the empty sport on the board is replaced with x. If x gets three in a row &quot;you won&quot; is boradcasted and a trophy shows up. If there is no three in a row from either side, then it is a draw. The word draw is broadcated on top of the screen. When x&apos;s turn becomes false the O turn&apos;s robot picks a random place on the board from numbers 1-9. It then replaces the empty box with whichever random box it chooses and O is inserted into it. After O has its turn, it is x&apos;s turn again. </comment></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getCostumeIdx"></block><l>1</l></list></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></block><block s="doSetVar"><l>x&apos;s turn?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doReplaceInList"><block var="clone number"/><block var="board"/><l>X</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&apos;s turn"/><block var="board"/></block><l>empty</l></list></block><script><block s="doSetVar"><l>o&apos;s turn</l><block s="reportRandom"><l>1</l><l>9</l></block></block></script></block><block s="doReplaceInList"><block var="o&apos;s 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></block></script><list></list></block><block s="doIf"><custom-block s="%s wins?"><l>X</l></custom-block><script><block s="doBroadcast"><l>you won</l><list></list></block></script><list></list></block><block s="doIf"><custom-block s="%s wins?"><l>O</l></custom-block><script><block s="doBroadcast"><l>you won</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="draw?"></custom-block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doBroadcast"><l>draw</l><list></list></block></script><list></list></block></script></scripts></sprite><sprite name="Sprite(2)" idx="3" x="-75" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="59,216,255,1" pen="tip" id="998"><costumes><list struct="atomic" id="999"></list></costumes><sounds><list struct="atomic" id="1000"></list></sounds><blocks></blocks><variables></variables><scripts><script x="121" y="120"><block s="receiveGo"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="330" y="126"><block s="receiveMessage"><l>draw</l><list></list></block><block s="setColor"><color>59,216,255,1</color></block><block s="write"><l>Draw!</l><l>65</l></block><block s="gotoXY"><l>-75</l><l>0</l></block><block s="doWait"><l>5</l></block><block s="clear"></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="2" y="9.000003999999976" color="243,118,29"/><watcher var="board" style="normal" x="2" y="43.00000599999997" color="243,118,29" extX="80" extY="70"/><watcher scope="Square" var="clone number" style="normal" x="1" y="143.00000799999998" color="243,118,29"/><watcher var="winning triples" style="normal" x="2" y="289.00001" color="243,118,29" extX="185.5615234375" extY="150"/><sprite name="Sprite" idx="2" x="2" y="-6" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="186.15,55.845000000000006,0,1" pen="tip" id="1029"><costumes><list id="1030"><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Sprite_cst_golden-trophy-cup-text-congrats!-you-are-the-winner-concept-of-winner-victory-success-leadership-first-place-prize-vector-illustration-fla-2EJ53KA"></ref></item></list></costumes><sounds><list struct="atomic" id="1031"></list></sounds><blocks></blocks><variables></variables><scripts><script x="234" y="126.33333333333334"><block s="receiveGo"></block><block s="hide"></block></script><script x="433" y="137.33333333333337"><block s="receiveMessage"><l>you won</l><list></list></block><block s="show"></block><block s="goToLayer"><l><option>front</option></l></block></script></scripts></sprite><watcher var="o&apos;s turn" style="normal" x="3" y="178.000004" color="243,118,29"/></sprites></stage><variables><variable name="x&apos;s turn?"><bool>true</bool></variable><variable name="board"><list struct="atomic" id="1046">empty,empty,empty,empty,empty,empty,empty,empty,empty</list></variable><variable name="winning triples"><list id="1047"><item><list struct="atomic" 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