<snapdata remixID="14820613"><project name="tic-tac-toe Unit 3 lab 3" 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="tic-tac-toe Unit 3 lab 3"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="makeBoard" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>positionNumber</l><l>1</l></block><block s="doSwitchToCostume"><l>Empty</l></block><block s="show"></block><block s="gotoXY"><l>-75</l><l>75</l></block><block s="doFor"><l>col</l><l>1</l><l>3</l><script><block s="doFor"><l>row</l><l>1</l><l>3</l><script><block s="createClone"><l><option>myself</option></l></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>50</l></list></block><block s="yPosition"></block></block><block s="doChangeVar"><l>positionNumber</l><l>1</l></block></script></block><block s="gotoXY"><l>-75</l><block s="reportDifference"><block s="yPosition"></block><l>50</l></block></block></script></block><block s="hide"></block></script></block-definition><block-definition s="possibleWinningTriples" type="reporter" category="pen"><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>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>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></list></block></block></script></block-definition><block-definition s="statusOfTriple %&apos;List&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="List"/><script><block s="doAddToList"><block s="reportListItem"><block var="item"/><block var="boardlist"/></block><block var="a"/></block></script></block><block s="doReport"><block var="a"/></block></script></block-definition><block-definition s="statusOfAllWinningTriples" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doDeclareVariables"><list><l>b</l></list></block><block s="doSetVar"><l>a</l><custom-block s="possibleWinningTriples"></custom-block></block><block s="doSetVar"><l>b</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="a"/><script><block s="doAddToList"><custom-block s="statusOfTriple %s"><block var="item"/></custom-block><block var="b"/></block></script></block><block s="doReport"><block var="b"/></block></script></block-definition><block-definition s="won? %&apos;space&apos;" type="predicate" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportListContainsItem"><custom-block s="statusOfAllWinningTriples"></custom-block><block s="reportNewList"><list><block var="space"/><block var="space"/><block var="space"/></list></block></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><scripts><script x="214.00195312500045" y="198.83333333333337"><custom-block s="possibleWinningTriples"></custom-block></script></scripts></block-definition></blocks><primitives></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="199"><pentrails>data:image/png;base64,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struct="atomic" id="200"></list></costumes><sounds><list struct="atomic" id="201"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Square" idx="2" x="-75" y="-75" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="206"><costumes><list id="207"><item><ref mediaID="tic-tac-toe Unit 3 lab 3_Square_cst_Empty"></ref></item><item><ref mediaID="tic-tac-toe Unit 3 lab 3_Square_cst_X"></ref></item><item><ref mediaID="tic-tac-toe Unit 3 lab 3_Square_cst_O"></ref></item><item><ref mediaID="tic-tac-toe Unit 3 lab 3_Square_cst_X(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="208"></list></sounds><blocks></blocks><variables><variable name="positionNumber"><l>10</l></variable></variables><scripts><script x="20" y="184.83333333333337"><block s="receiveGo"></block></script><script x="20" y="237.83333333333405"><custom-block s="statusOfAllWinningTriples"></custom-block></script><script x="20" y="267.66666666666777"><block s="receiveKey"><l><option>z</option></l><list></list></block><custom-block s="makeBoard"></custom-block><block s="doSetVar"><l>Xs_Turn</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="20" y="363.50000000000136"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="90" collapsed="false">Coding for the turns and replaces each item in the square list with x or o. </comment></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getCostumeIdx"></block><l>1</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Xs_Turn"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doSwitchToCostume"><l>X</l></block><block s="doReplaceInList"><block var="positionNumber"/><block var="boardlist"/><l>x</l></block><block s="doSetVar"><l>Xs_Turn</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><custom-block s="won? %s"><l>x</l></custom-block><script><block s="doSayFor"><l>Player X is the winner!!</l><l>2</l></block><block s="doSayFor"><l>Congratualtions. Click stop then space to play again</l><l>2</l></block></script><list></list></block></script><script><block s="doSwitchToCostume"><l>O</l></block><block s="doReplaceInList"><block var="positionNumber"/><block var="boardlist"/><l>o</l></block><block s="doSetVar"><l>Xs_Turn</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doIf"><custom-block s="won? %s"><l>o</l></custom-block><script><block s="doSayFor"><l>Player O is the winner!!</l><l>2</l></block><block s="doSayFor"><l>Congratualtions. Click stop then space to play again</l><l>2</l></block></script><list></list></block></script></block></script><list></list></block></script><script x="91" y="10"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">Builds the tic tac toe board on the screen and sets each square to a number that helps with the possible winning combinations for x and y.</comment></block><block s="doSetVar"><l>boardlist</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><l>9</l><script><block s="doAddToList"><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="boardlist"/></block><l>1</l></list></block><block var="boardlist"/></block></script></block><custom-block s="makeBoard"></custom-block><block s="doSetVar"><l>Xs_Turn</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="771" y="233.41666666666788"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="795" y="70.33333333333462"><block s="receiveKey"><l><option>r</option></l><list></list><comment w="90" collapsed="false">Coding for non x wins and o wins (tie)</comment></block><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><list><custom-block s="won? %s"><l>o</l></custom-block><custom-block s="won? %s"><l>x</l></custom-block></list></block></block><script><block s="doBroadcast"><l>TIE</l><list></list></block></script><list></list></block></script><script x="430" y="365.3333333333346"><block s="doSayFor"><l>the match has resulted in a tie</l><l>2</l></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="10" y="-158" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="32.946,86.7,0,1" pen="tip" id="363"><costumes><list id="364"><item><ref mediaID="tic-tac-toe Unit 3 lab 3_Sprite_cst_lorenz01"></ref></item></list></costumes><sounds><list struct="atomic" id="365"></list></sounds><blocks></blocks><variables></variables><scripts><script x="126" y="145.33333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>50</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block><block s="show"></block><block s="doSayFor"><l>TIC-TAC-TOE</l><l>2</l></block><block s="doSayFor"><l>get 3 in a row to win</l><l>2</l></block><block s="doSayFor"><l>click space to start</l><l>2</l></block><block s="doSayFor"><l>If you don&apos;t get your results right away, click the letter r.</l><l>4</l></block></script><script x="446" y="145.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="hide"></block></script><script x="631" y="225.33333333333337"><block s="receiveMessage"><l>TIE</l><list></list></block><block s="gotoXY"><l>10</l><l>-158</l></block><block s="show"></block><block s="doSayFor"><l>the match has resulted in a tie</l><l>2</l></block><block s="hide"></block></script><script x="500" y="376.33333333333337"><block s="changeXPosition"><l>10</l></block></script></scripts></sprite><watcher var="Xs_Turn" style="normal" x="4.412126541137923" y="4.412126541137695" color="243,118,29"/><watcher scope="Square" var="positionNumber" style="normal" x="140.3056240081787" y="19.413358545856454" color="243,118,29"/><watcher var="boardlist" style="normal" x="4.853339195251465" y="29.561248708047856" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="Xs_Turn"><bool>true</bool></variable><variable name="boardlist"><list struct="atomic" id="415">1,2,3,4,5,6,7,8,9</list></variable></variables></scene></scenes></project><media name="tic-tac-toe Unit 3 lab 3" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Empty" center-x="26" center-y="26" 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" 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