<snapdata remixID="14941192"><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. 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id="770"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="771"></list></costumes><sounds><list struct="atomic" id="772"></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="777"><costumes><list id="778"><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="779"></list></sounds><blocks></blocks><variables><variable name="clone number"><l>9</l></variable></variables><scripts><script x="10" y="15.583333333333258"><block s="receiveInteraction"><l><option>clicked</option></l></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 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 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><block s="doIf"><custom-block s="%s wins"><l>x</l></custom-block><script><block s="bubble"><l>x wins!</l></block><block s="doBroadcast"><l>win x</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="x 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></block><block s="doReplaceInList"><block var="o turn"/><block var="board"/><l>O</l></block><block s="doSetVar"><l>x turn</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doIf"><custom-block s="%s wins"><l>O</l></custom-block><script><block s="bubble"><l>O wins </l></block><block s="doBroadcast"><l>win o</l><list></list></block></script><list></list></block></script><list></list><comment w="147" collapsed="false">when the code is clicked, if the code equals a empty box, and if x&apos;s turn is trrue, the costume will switch to x, and x will then be set to false. The item will then get replaced by an x. If x&apos;s turn equals false, the baord will have an empty space, and will repeat until the o boxes equal empty. o turn will be set to random, and o will be replaced with o on the baord. </comment></block></script><list></list></block></script><list></list></block></script><script x="609" y="158.44999999999993"><block s="receiveGo"></block><block s="doSetVar"><l>winning tripples</l><block s="reportNewList"><list><block s="reportNewList"><list><l>3</l><l>5</l><l>7</l></list></block><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>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>1</l><l>4</l><l>7</l></list></block></list></block></block><block s="doSetVar"><l>clone number</l><l>0</l></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="84" collapsed="false">when the green flag is clicked the winning trippled will be set to every three on the baord. Every spot on the board should be set to empty. the baord will be drawn in the middle and the costume will be an empty baord. x turn should be set to true. </comment></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="doSwitchToCostume"><l>Empty</l><comment w="90" collapsed="false">when the baord is being made, for every colum 1-3, there should be one row and x should be -150 while y should be -50</comment></block><custom-block s="make tictac toe board"></custom-block><block s="gotoXY"><l>1000</l><l>1000</l></block><block s="doSetVar"><l>x turn</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="256" y="20"><block s="receiveOnClone"><comment w="90" collapsed="false">when o is started as a xclone, if the item that is on the board = O the costume will switch to o</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="10.00000000000091" y="10" color="74,108,212" hidden="true"/><watcher scope="Square" s="yPosition" style="normal" x="10.00000000000091" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher var="x turn" style="normal" x="10.00000000000091" y="52.00000399999993" color="243,118,29" hidden="true"/><watcher var="board" style="normal" x="10.00000000000091" y="76.00000599999993" color="243,118,29" hidden="true"/><watcher scope="Square" var="clone number" style="normal" x="1" y="176.00000799999998" color="243,118,29" hidden="true"/><watcher var="winning tripples" style="normal" x="3.0000000000009095" y="204.00000799999987" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,32.844,71.4,1" pen="tip" id="1011"><costumes><list id="1012"><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Sprite_cst_Untitled"></ref></item><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Sprite_cst_Untitled(2)"></ref></item><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Sprite_cst_Untitled(3)"></ref></item></list></costumes><sounds><list struct="atomic" id="1013"></list></sounds><blocks></blocks><variables></variables><scripts><script x="59" y="32.33333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>1000</l><l>1000</l></block></script><script x="55" y="134.33333333333337"><block s="receiveMessage"><l>win o</l><list></list></block><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block><block s="goToLayer"><l><option>front</option></l></block></script><script x="198" y="244"><block s="receiveMessage"><l>win x</l><list></list></block><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block><block s="goToLayer"><l><option>front</option></l></block></script></scripts></sprite></sprites></stage><variables><variable name="x turn"><bool>true</bool></variable><variable name="board"><list struct="atomic" id="1046">X,X,empty,O,X,O,O,X,O</list></variable><variable name="winning tripples"><list id="1047"><item><list struct="atomic" id="1048">3,5,7</list></item><item><list struct="atomic" id="1049">1,2,3</list></item><item><list struct="atomic" id="1050">4,5,6</list></item><item><list struct="atomic" id="1051">7,8,9</list></item><item><list struct="atomic" id="1052">1,5,9</list></item><item><list struct="atomic" id="1053">2,5,8</list></item><item><list struct="atomic" id="1054">3,6,9</list></item><item><list struct="atomic" id="1055">1,4,7</list></item></list></variable><variable name="o turn"><l>4</l></variable></variables></scene></scenes></project><media name="U3L1-Tic-Tac-Toe Setup" app="Snap! 11.0.8, https://snap.berkeley.edu" 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" mediaID="U3L1-Tic-Tac-Toe Setup_Sprite_cst_Untitled"/><costume name="Untitled(2)" center-x="154" center-y="56.5" 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" 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" 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