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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/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/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/O"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" 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id="762"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="763"></list></costumes><sounds><list struct="atomic" id="764"></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="769"><costumes><list id="770"><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="771"></list></sounds><blocks></blocks><variables><variable name="clone #"><l>9</l></variable></variables><scripts><script x="20" y="10"><block s="receiveGo"><comment w="166.04550781249986" collapsed="false">it starts the tictoe board as empty and sets x up as first, gives each square a #, number of empty squares to 9, and the list of the board and the list of combonations to win.&#xD;-AJ</comment></block><block s="doSwitchToCostume"><l>Empty</l></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 #</l><l>0</l></block><block s="doSetVar"><l># of empty squares</l><l>9</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>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><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></list></block></block><custom-block s="make TICTACTOE board"></custom-block></script><script x="20" y="295.8333333333335"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="136" collapsed="false">when clicked, under the conditon that a square is empty, if it is x&apos;s turn, allows us to switch empty into x on both the list and board. it then activates o&apos; turn and changes # of empty squares by -1.&#xD;-AJ </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="doReplaceInList"><block var="clone #"/><block var="board"/><l>X</l></block><block s="doChangeVar"><l># of empty squares</l><l>-1</l></block><block s="doSetVar"><l>x&apos;s turn</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><custom-block s="%s wins?"><l>X</l><comment w="404.0613932291668" collapsed="false">this checks to see if x wins after x is being placed down. if yes, it broadcasts x and stops the script from progressing.&#xD;-AJ</comment></custom-block><script><block s="doBroadcast"><l>x</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><list></list></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><comment w="344" collapsed="false">under the condition that it is not x&apos;s turn and therefore the computer&apos;s turn, if there are any other space, it will allow the computer to pick an empty slot to change into o, replacing that on the list. it subtracts # of empty squares by 1, then turns to x&apos;s turn and cycle continues. &#xD;-AJ</comment></block><script><block s="doWait"><l>0.5</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="oś turn"/><block var="board"/></block><l>empty</l></list></block><script><block s="doSetVar"><l>oś turn</l><block s="reportRandom"><l>1</l><l>9</l></block></block></script></block><block s="doReplaceInList"><block var="oś turn"/><block var="board"/><l>O</l></block><block s="doChangeVar"><l># of empty squares</l><l>-1</l></block><block s="doSetVar"><l>x&apos;s turn</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doIf"><custom-block s="%s wins?"><l>O</l><comment w="203.212890625" collapsed="false">this checks to see if o wins after o is being placed down. if yes, it broadcasts o and stops the script from progressing.&#xD;-AJ</comment></custom-block><script><block s="doBroadcast"><l>o</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="# of empty squares"/><l>0</l></list></block><block s="reportVariadicEquals"><list><custom-block s="%s wins?"><l>X</l></custom-block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><block s="reportVariadicEquals"><list><custom-block s="%s wins?"><l>O</l></custom-block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></list><comment w="187" collapsed="false">this checks if there is a draw when the codintions of 0 empty sqaures and neighter x nor o wins, it is then considered a draw and draw is broadcasted and this script stops.&#xD;-AJ</comment></block><script><block s="doBroadcast"><l>draw</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><list></list></block></script><list></list></block></script><script x="398" y="681.5000000000016"><block s="receiveOnClone"><comment w="90" collapsed="false">this makes it so if any of the clone are replaced with o (magically chosen by the computer), it will switch the board&apos;s designated clone number into a circle.&#xD;-AJ</comment></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="clone #"/><block var="board"/></block><l>O</l></list></block></block><block s="doSwitchToCostume"><l>O</l></block></script></scripts></sprite><sprite name="wins" idx="2" x="0" y="100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,158.1,6.324000000000006,1" pen="tip" id="1046"><costumes><list id="1047"><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_wins_cst_x wins"></ref></item><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_wins_cst_o wins"></ref></item><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_wins_cst_draw"></ref></item></list></costumes><sounds><list struct="atomic" id="1048"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="90" collapsed="false">when green flag is clicked on, nothinn shows up.&#xD;-AJ</comment></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="20" y="116"><block s="receiveMessage"><l>x</l><list></list><comment w="90" collapsed="false">once it recieves any of the following messages, it switches to the correct costume and let its ghost effect to disappear.&#xD;-AJ</comment></block><block s="doSwitchToCostume"><l>x wins</l></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script><script x="20" y="257"><block s="receiveMessage"><l>o</l><list></list></block><block s="doSwitchToCostume"><l>o wins</l></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script><script x="20" y="353"><block s="receiveMessage"><l>draw</l><list></list></block><block s="gotoXY"><l>0</l><l>90</l></block><block s="doSwitchToCostume"><l>draw</l></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script></scripts></sprite><sprite name="confetti" idx="3" x="0" y="20" heading="90" scale="2" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="117.30000000000001,0,70.37999999999997,1" pen="tip" id="1089"><costumes><list id="1090"><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_confetti_cst_confetti-removebg-preview"></ref></item></list></costumes><sounds><list id="1091"><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_confetti_snd_yippee-tbh "></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="20"><block s="receiveGo"><comment w="90" collapsed="false">when green flag is pressed on, it makes the confetti in place and not visible.&#xD;-Aj</comment></block><block s="gotoXY"><l>0</l><l>20</l></block><block s="setHeading"><l>90</l></block><block s="setScale"><l>200</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="30" y="158"><block s="receiveMessage"><l>x</l><list></list><comment w="90" collapsed="false">when anyone wins, (x or o broadcasted), the confetti appears and it goes down the screen. this does not happen for a draw.&#xD;-AJ</comment></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="doRepeat"><l>40</l><script><block s="changeYPosition"><l>-15</l></block><block s="doWait"><l>0.5</l></block></script></block></script><script x="30" y="311"><block s="receiveMessage"><l>o</l><list></list></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="doRepeat"><l>40</l><script><block 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" 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