<snapdata remixID="774047"><project name="Tic Tac Toe 1.0" app="Snap! 4.0, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" tempo="60" threadsafe="false" lines="round" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"></list></costumes><sounds><list id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Drawing" idx="2" x="-150" y="150" heading="90" scale="1" rotation="1" draggable="true" hidden="true" costume="0" color="15,1,0" pen="tip" id="8"><costumes><list id="9"><item><ref mediaID="Drawing_cst_Untitled drawing (3)"></ref></item></list></costumes><sounds><list id="10"></list></sounds><variables></variables><blocks></blocks><scripts><script x="20" y="20"><block s="receiveGo"></block><custom-block s="housekeeping"><comment w="428.2727272727272" collapsed="true">Click this to clear the display and place the Drawing sprite in the upper left corner.</comment></custom-block><block s="show"></block><custom-block s="TicTacToe board"><comment w="332.5454545454545" collapsed="false">This draws the TicTacToe board.&#xD;It draws a 3x3 grid, then whites out the outer border.&#xD;See its helper blocks below.</comment></custom-block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="-190" y="150" heading="90" scale="1" rotation="1" draggable="true" hidden="true" costume="0" color="80,80,80" pen="tip" id="19"><costumes><list id="20"><item><ref mediaID="Sprite_cst_X"></ref></item><item><ref mediaID="Sprite_cst_O"></ref></item></list></costumes><sounds><list id="21"></list></sounds><variables></variables><blocks></blocks><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="hide"></block><block s="gotoXY"><l>-190</l><l>150</l></block><block s="doSwitchToCostume"><l>X</l></block><block s="show"></block></script><script x="20" y="152"><block s="receiveInteraction"><l><option>dropped</option></l></block><block s="doStamp"></block><block s="doGlide"><l>.5</l><l>-190</l><l>150</l></block><block s="doWearNextCostume"></block></script><comment x="20" y="261" w="348" collapsed="false">BEFORE YOU BEGIN&#xD;Read through the code in the drawing sprite.  Make sure you understand how it works before moving on </comment></scripts></sprite></sprites></stage><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><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; 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to %&apos;action&apos;" type="command" category="control"><header></header><code></code><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><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><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="draw tile of size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="draw row of %&apos;n&apos; 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First 3 rows of size 100 squares are drawn.  Then one big square of size 300 is drawn in white, erasing the outer boarder of the board.</comment></custom-block><block s="setColor"><color>15,1,0,1</color></block><block s="setSize"><l>6</l></block><custom-block s="draw gameboard with %n tiles per row"><l>1</l><comment w="259.3333333333333" collapsed="false">Drawing with the same color as the stage background (black in this case) gives the appearance of erasing lines.</comment></custom-block></script></block-definition><block-definition s="draw gameboard with %&apos;n&apos; tiles per row" type="command" category="motion"><header></header><code></code><inputs><input type="%n"></input></inputs><script><custom-block s="draw square board with %n rows of tiles of size %n"><block var="n"/><block s="reportQuotient"><l>300</l><block var="n"/></block></custom-block></script></block-definition><block-definition s="housekeeping" type="command" category="pen"><header></header><code></code><inputs></inputs><script><block s="setHeading"><l>90</l></block><custom-block s="go to starting place for board"></custom-block><block s="clear"></block><block s="down"></block><block s="setColor"><color>15,1,0,1</color></block><block s="floodFill"></block></script></block-definition></blocks><variables></variables></project><media name="Tic Tac Toe 1.0" app="Snap! 4.0, http://snap.berkeley.edu" version="1"><costume name="Untitled drawing (3)" center-x="240" center-y="180" image="data:image/png;base64,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" 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