<snapdata remixID="14943426"><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="754"><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Stage_cst_X"></ref></item><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Stage_cst_O"></ref></item><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Stage_cst_draw"></ref></item></list></costumes><sounds><list struct="atomic" id="755"></list></sounds><variables></variables><blocks></blocks><scripts><script x="85" y="182.33333333333337"><block s="receiveMessage"><l>O wins</l><list></list></block><block s="doWait"><l>0.5</l></block><block s="doSwitchToCostume"><l>O</l></block></script><script x="257" y="192.33333333333337"><block s="receiveMessage"><l>X wins</l><list></list></block><block s="doWait"><l>0.5</l></block><block s="doSwitchToCostume"><l>X</l></block></script><script x="265" y="43.33333333333334"><block s="receiveGo"></block><block s="doSwitchToCostume"><l><option>Empty</option></l></block></script><script x="472" y="206"><block s="receiveMessage"><l>Draw</l><list></list></block><block s="doWait"><l>0.5</l></block><block s="doSwitchToCostume"><l>draw</l></block></script></scripts><sprites select="1"><sprite name="Square" idx="1" x="10000" y="1000" heading="90" scale="1" volume="100" pan="0" rotation="2" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="787"><costumes><list id="788"><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="789"></list></sounds><blocks></blocks><variables><variable name="clone number"><l>9</l></variable></variables><scripts><script x="13" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>-50</l><l>50</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>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></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>5</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>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></list></block></block><block s="doSwitchToCostume"><l>Empty</l></block><custom-block s="make tic tac toe board"></custom-block><block s="gotoXY"><l>10000</l><l>1000</l></block></script><script x="463" y="24.550000000000182"><block s="receiveOnClone"></block></script><script x="10" y="297.1333333333333"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getCostumeIdx"></block><l>1</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="X&apos;s turn?"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doUntil"><custom-block s="%s wins?"><l>X</l></custom-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></block><block s="doBroadcast"><l>winner</l><list></list></block></script><script><block s="doUntil"><custom-block s="%s wins?"><l>O</l></custom-block><script><block s="doSwitchToCostume"><l>O</l></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doReplaceInList"><block var="clone number"/><block var="board"/><l>O</l></block></script></block><block s="doBroadcast"><l>winner</l><list></list></block></script><comment w="90" collapsed="false">Like the computer board it uses x turn and wins as the start makes it x start and therfore starts and it repeats untill one side wins throught the same use of codes expcet that it is player vs player basically haing ther same code as player 1 except it is O and the y go after.</comment></block></script><list></list></block></script><script x="473" y="85.3833333333335"><block s="bubble"><block var="clone number"/></block></script><script x="556" y="123.88333333333333"><block s="doWearNextCostume"></block></script><script x="216" y="29.000000000000455"><block s="receiveMessage"><l>winner</l><list></list></block><block s="doWait"><l>0.5</l></block><block s="removeClone"></block></script><script x="482" y="151.8000000000004"><block s="receiveMessage"><l>Draw</l><list></list></block><block s="doWait"><l>0.5</l></block><block s="removeClone"></block></script><script x="261" y="244.16666666666663"><block s="receiveGo"></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><custom-block s="draw"></custom-block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block></block><block s="doBroadcast"><l>Draw</l><list></list></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="board" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher scope="Square" var="clone number" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="winning triples" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher var="Computer" style="normal" x="10" y="288.00001199999997" 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="998">empty,empty,empty,empty,empty,empty,empty,empty,empty</list></variable><variable name="winning triples"><list id="999"><item><list struct="atomic" id="1000">1,2,3</list></item><item><list struct="atomic" id="1001">4,5,6</list></item><item><list struct="atomic" id="1002">7,8,9</list></item><item><list struct="atomic" id="1003">1,5,9</list></item><item><list struct="atomic" id="1004">3,5,7</list></item><item><list struct="atomic" id="1005">1,4,7</list></item><item><list struct="atomic" id="1006">2,5,8</list></item><item><list struct="atomic" id="1007">3,6,9</list></item></list></variable><variable name="Computer"><l>7</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="X" center-x="253" center-y="130.5" image="data:image/png;base64,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" 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" 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