<snapdata remixID="9200778"><project name="U3L4.2 Tic Tac Toe 3.0 Setup" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAATxUlEQVR4Xu2deXRXxRXHv2OhgoQDCAooIq2CgOBBK208JygWWqOmGlmKbBJFhSJUrAuLWINABcWCRcQNDQICBg64sKiAOcUjrpWKLYuouFBRoOIhKhZ0eibkhZf3m/2993sTePkzvzt35t75vNnnDmlAQJH+pR5IyAMkBTAhz6fZVnggBTAFIVEPpAAm6v40c20AB2IwZtDHlB6bhekYQ25SyqUCqQe0uuCX6Hp0Rq6Vt84gzfEFdlqlTRMdHR4QtoC1UAu76YFIvNCQkEj0pEqOPA9wAeyITlhH34nU2hTCSN15xCjLALAecrCD7pMa+B98hmlkMspRjhzkoBvNRz4KlE5JIVS66KgTyABwLxWvS59KGuFr7FU6aSf9DnVQhyuXQqh031ElUA3ALfRzNEWzDAd8g3KcTOobO4YHcz9SiBV4xlhXmuDI9EA1AHnAHMRBNCG1ra3n6XSlFTzrx11495gTrG2LIqELZYjCDlsdVQDOp0txKQoz9EQBSxDCKHTaGuxP50Llu1CGKHxpq6MKQF5L9QdShAWYY6u7Kl1wTPhL0g5bsTm0XpWCeyrHs7cJloFcqPxslKERbYUx+AgiP6j8GOfvUgCjaqnaoQPW041VdkzDZIwnY+K0Cx58XiaPoDu2kTXV8rSt/AtoN+Qir0LXHuzGW3gdG8hbVvbYlsEkM78vpqA19pBtJsljlc0KgMwCfwv7CspQQC7MMCwIje0XO5Z+ioZokaH/A5ThYV++upWfS/OwCuu0K2IR5mEIGaglzysDobUwBYc3AWz9wAoQ9Cn735soQSm5Wqt8cQs5A2BH2hMDsTjDXlPnX0QnoBvGcf0W1KUC8HjaBB9il3Ud7Md+NCN1pel5ZeBBY+oHEXzs/0sxHOvJTGu7okyYCIBPoQTDOF8gz/Hfoxx3aC4BNaanYxTe14KPCckAXEnX4bzKbjasw/PRBa+RV7hqdAFkiU0gnEwP4BjUysjzS2zGVNIurEmRpc8KgJehJ56kh1u368kAPI35GUb0pk+gM4oy/v8PzMNCjS6NB7Cs4kQAitZDw3j9QUzHWM4pIV4ZfkEHoQ9KMrL7GK9hJjlPWYzr6Etoje7aH6JSYYwCWQHQZBlGBNF96IgvyHtCV4jS3YXmKCf8Ezm8yi+hpShEL2E+ZViNQvKbjN/b0Q6Yg1K0QVth2q7onDFZEX0EE+g+HIucDF2PowCbyXJhHm3ppbgGz9cI+FghnQNQNnYRdUEi+FZhHNaSScLK4lW+aCvyXWzA+eRsrbbgRNoMW/E5Vza4siAbBojsGoXaoORghv6f0hxMBH8f36T71jIyIiEpgGzfl+3/hvn7gO5CYzSppkJneUe3OxWNdXZjG+4hraVFD1a+CD7ZGE6WwRt0U0aLuA5l+J3BTFzXD7IPVwRsmHqNKm0VgK/SjWiPDhl6dWARFeZy9MIcWlrtZ92W5Oe0K4biZWlXMoS+jNPQ1bq78QP4E1oLe3xLH57SkRiKEvKwtb//ST/CqWgl/ABVM/EGtAVux6dKG0WgPoZ8bCUvWJc/7oTKvWBWABsIR+AWTKD3hgL6T3QjmnE+im+wG6W4FkVYpqwYmQP9lS86wWNjezBP2RhYBSDTdSWdi3MwIMOUH3EQo0lt7lofE96CVZhNLo6boVD6qwH4Af0SjcHfnO9PrsByQYX7S0BA8BX9kVsom4MNoi9bZLXJWMdf+bzutynq4nuyP5SDWeJ5dCkKfPvs/VCIFeTQiSAdAGXdq6hwHpyhCx+zAqPzgKwsbHH1NjKiYhnlexyqnLNxLsbSu9Ad+dLi2rYmuhCOQ338j5Rru0wFoG15eQXwAz4fJbihch1UF0BTCE0+RG2HxSDIPZIvO5RqWwZ2npCdK7T9U0FYgkL8u7JV0c0jKQD9ExETAHUhrCnwMXuEl5KihJCdJ2Tdb5i/NvQiXItVXBUmuyV+BUkBuAyLUUR6G3XBXrlluz1MpibBJwWQ/dgXgzCLZq7I64L0PJZiAOmhKy6VU7WAc9ELG8kSo7ySAvBuFGMKGW8FoKoVfBYj8Qq538gPSQprX0x/jq5FHrqCTTJkf3vxFc4n5+ATbI/MrlvoJpwo2WHwMtLdsvPkswXgX+g0DMPIKn/41xXj6IJVC/CRVUwEirQBjCAvKxV59EZchulGaXW7oWwBGHYZxjNe1Qv4nfQt9qI45CaCkdMthZ0GMIc2w58FW1oqe3VW/1UAnoeO2CTZf1aVgf3OW+D2z651W0DR3rCqDLofo0pPXL87DaDsi2eOFS3Qes5ah+l4ThKnRgUg0xN2KUZ1KUsHwH50ATrhSi4DKzAaLZGLDpz7PF4CmxWCuIAL6nUWQBV8niG/okPQEw8J/SVbkPVX/nB6MyZiaoaeEbgWc8lsq/rg7a4UYzSmkylV+lQAtqS57PioMH+vhetKR+ESTBbK7cNOTCDNreyIM5GTAMrg4x2oPJmeixvxptRPvK5I9zDCVeiFZw1n2KJlLJPTMMGj+UEDgza1onkYprg64FqX7ByAqrGOyIF1aUOMx1dCCA9gP24PHI8PAtiXDsIszkFQT2lj1MYPnGNQ/kwX0ueEYUoewQMVu0j+P5vjWCx9GaZiBbk1w16dcbNLEDoFoOhEtOdlnYmFbtfNdPIqXxZWJFjbH2N7xVEzFh9H5483nhQBqJrxyiBStZyLUIS3Sfjrtjo2q2ScAlDm9JcxGSs1r3KK9GzAQjxF+irHXywsHQtPF+WfaDLDA7AzHYzeEAcD1W3BTD7GKG010VUjANyJ9/BX0tHELu4Rpf9iOyaTnykBZAL30Bm4HsON8uQJ78BnOJOcItTDA7A7vRO/RTE3jemBC5MDraGNtVDgFICHKr56dK4XUYzVldtWpvYFdRXjBHxLdmsB6AnZRojVPXpm0gWbwufZENU1T1P/68g7B6BOoU1kvNbkQXTB9sDVSNUSSDCfIjoEN2F0xglnJseAY5MM3s03WXllZTiJdkJ7XI5NWI4dlpEXvLzvpLtQr/JqhG4XbuJnW9kjHkDbyrd1qGk604/AVL/r8imAaXi2RBlNFED29ad/8XmgZ/PjUbucYOG+PdJMkoyRmCiA8bleT7ML3V9cZehBZyEXQ6sc4dK4z187KYAxd8EmMQp/TW9HPiZW1A9v50bvswKa0g64GYfD4XnpxqIuDkZwyUq3HDpyKYAxAmgSo/A42gTFgUhcn+Et/I101qnHajKur/3V2BbwWFoHPdAHLSsverNT12vwAr4UxH5R1Ryv+0sqRuHZtD/6Yl5GkefhSrxLFqlMqfpdBJ/tGqJ2xpaCzreAs+kC9BSchePZ/HsU4EVJ8B5/miCASccoFMGj23WK0ru09xusM2cBfJjORR9ONADdD+1eTMQkcodUXKcFZApMbt2FjVFo232KYuTswAbcrxlUSde3Uco5CWCUV0JlJ5p5ACYdo1B2kkU0k/0jfRMtcC6XC1dnv15hnQMwSvg8I01OorA0SccoFJ2G4Z3uFgWzZHa4Dh8ro1MAquATHY/vTfvjUc4A3t8kmJzFk0GYjRiFLP876Oeoz3m16n2sxqOVATJ5M2fP5poAn1MAymIym9xOC97BlUGoWgTWHY9FGaPQX15R/g/hQnxIyoQttc7B3SjHcWF0OdMC6t6h0DVWdRuN6VEBmO0YhTzbVCejg2l4p350fZaEnBMA/ot+ipM573pEfSWSPSpzGjkcfk4FIKuQbMYo5AEgC7sblH8Py/AkuSIJjqzzdAJAXmsV5jqk5416NAc7AjGTbS6Fm7ZCJuMvnY9AdkLas9VkqcialhgSOgtg2NbP81W2w2KY7jjoAMhsKaZf4Tg0FCJgAn0MHFmrTBzAkXQUigMXqnWPs+tYHbzlZtMCevmoWkKbCAS6AMpegGLlSwHUoYEjwwvi7Q9fZqm2KtlM+gT6+x6/CQNg3DEKRbaqYgJ66WoihIm3gNxnYlGEBRHdWw1eFA8DoKoFDBujUASgKl9/OptWOOxHHia9kwCOwy14gNwXxq6qtFF1wdmIUcgz2AQ+L31NCc3GyuskgMHHXMKQGMUkJFsxCoN2qi6Wq+CsCV1y4gAupiu50fVdmQXrxFoRfSA6OxKiScgk+h1qow5X9RIMxeuVj+eoIHR9YTpxADvRc1HGiWwVBYB/p+/gLHSqVommY0BVKxRljEKvoIPpSpwhefIi2LKpAjqtwUS8oDiaFqaXCZM2cQBZ4XkTkShmwkG9prH5VPB5jo8qRiHTdzrthuux2ni9TzVGXYABeIdkPpEbBp4o0joLIDMuTCsYdi84iRiFqqhWqpZMFknV1bVCJwA0ed5U9dU1oA3xsSBOoG5wSFWXFleMQtV4TmdSIWuNXXzCwQkARd2wB5vuC5uy84S65wGTjFGo2+WrPkJRxNhgdDCVnmz87gyAKgiDzmDBIYPPoIocJrofonsnxNMbd4xC0XabTssXtJ0XMTZtATU+KdWpaA0V1UTW4xVcTLpwk5kAmM0YhWfRPhUP86zBJO7L6CY+8LeqNiCb5GUj61QL6BkQFYQ9kI+1kseadWPzJR2j0KZia0oaJwFkzhO9YK7j2CVYiMG+ULyiNLonUXTylMlEGaMwbFlcS+8sgH5HMRjvxjRhyNwPsQ1snGd6gCFbAMoq3YUyJAlljQAwLge5UPkulCEu/+roTQGMMTiRTgWkABJUjwqu47WIZNIAlRE5MqSaNEBlSAfaJneh9XGhDLb+iyJd2gXH3AU3oq0wBh8J72ykACbYBUfxBYXRkY3K9y8ET0Fr7CHbqhU5G2UI46O40zrfAg6kgzFD8myV56AHMT2SNzqCJ1LC7B7w9nbfRAlKydVV9RoFgBfQbshFXoVOdvn+LbyODSHfFYkbPE+/swDavlDEDGuD5lpRU3W34mwgFB0sWMpe/yUzQwGYS/OwSvEsqx+gRZiHIWRgtpgyysc5AMPsgAQtV50n1AWQ6TWBUBSsiPfWsUkLeDxtgg8DcaRNans/9qNZ4Mlak/RxyDoFYEfaCevwTqR2mgaoFMXb+xivYSY5T1m26+hLaI3uXDmdR7NFGciihykLFRDIRxe8Fni2zFRHVPLOAMiL4xI0kr08OQ2T8Q3KUQ85FZeZ8lGg9IVpgErRgdTHUYDNkvjTbemluAbPa8PHBHVawC30czTlxApUGi4RsBkzh8lPlNYZAGUnYE5FI3xN9irtlz02rXsg1ctENIYT3XSTRbGSdd8qAEtoKQrRS2h7GVajsDJgpV+oHe2AOShFG7QVpu2KzolPVpwAUPSFl6McLUh9JXhBAR7M/VCIFeSZaqKqytcNUMmUmgLrFURVBtGHqXtKnOUT5ZUH48pQJHACQJ6TwwYoCnspifmtAW2B2/GpsksVwfcY8rFVch5R1QWL4LMdw71BN2W0iFEGAbCBM3EA59GlKEBhRtlVM1gdY2VREVSV7+kX3fv1AoaL4NuCVZhNLlYWU9QCilYDRmIoSiovpSuVcwR4waCi8LVNWViaxAGMMzhRcEzYGe3wPtlc5StV96caD4qczotmL5IVlUE0no0CFtWHaQuTTTonAYzCycwZbCC+3vdoH5tBjydjjAGUjfF4TjdZMxQByPswm6Iuvo/gscFgr8MbH9vAZJPmiAaQOcRfkcHxjm4LaNISmsAnGwbojGFtKtxL49c/HyW4wbc9GEavadoUQIPTMKpAkabwuQJgkhORowrA4Jdu2gKqumKbe7cmXXBUQ5Ngz7AMi1FEeps2XpHIH9EAXkZ74kksrnLUdRiAUl+AHlMAVaEzWEarMA5rySTtynEBwCgCQWkbHBA8ogFUzfZMANSBz/OtSYTSJAAMviZlu65oC50/XQqgxhhQFaxIVBE6Y8IkAFR9mFGApavDSQD3Yi9akUa6NnDlPqC70BhNqv2mGx3Ln0gW8mwFRqMlctGBs5Du6VAFDTcB0OTNPJHzeAvcUY4tTSstcQBfpRvRHh0yyh3GKcGxH1PO2ztVdcEtaS47Pir0qdfCdaWjcEngrRN/on3YiQmkOVePCYBMQRi/BCcfXoHC6jSFzqkuWOQUW2cPpzdjIqZqAS0DUBUsMti9tqJ5GKY4pWxyHlBkR5gnzHi7K8GosWFgskmbeAvICs3rLj1jTFbpRZv3ooMNMgBlk44yTMUKcmuGv3UCmgchlJVBZM9V6IVnyRKj+o76NVKjzCXCTgAoawW9srPj5LdiOJ7G/KrtKBbgfBwmcKPs+202PZCqmvHKJheqlnMRivC27xEeGYB96SDMQomw+hqjNn4gB6UsBB/q8Qs/ggdwGxkRFUtWepwBUAdCGwtPRn18Q8q1x1+d6WD0ltzC05nZssx0o52qxqGyQ7ZBo1jQTjbxykGOlquSHPt5BXQKwKghVLUQvMqXPY1q+hKmzoFWFYDMJ7vpAdRCLS2odIVcgI+V1TkAWaFUXY/Kyc9jGQZoPNwsqnweOKbweWXk6fK3ojoAHmpRZwjD06n84f+d3as5k5xikiRWWScB9Fv8HH0ZXdBV6QS2dng+zsYnZLtS1hOQVf5JtBPa43JswnLsCHnJ+066C/Uq1yRNJiE8Q2zvS4c9Ya7tVENB5wE0tMdIXLf1MVJqKBymDEV0CG7CaG6wdgYcm2SMJTcZlii74imAGltxcVZJGADjLFe2dKcApgBmizVuPkc1gIl6Ps28wgMpgCkIiXogBTBR96eZpwCmDCTqgRTARN2fZp4CmDKQqAdSABN1f5p5CmDKQKIeSAFM1P1p5imAKQOJeiAFMFH3p5n/H3A7DBeBo9agAAAAAElFTkSuQmCC</thumbnail><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="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><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><watcher var="current game" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><sprite name="Game Piece" idx="1" x="-190" y="150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="15,1,0,1" pen="tip" id="21"><costumes><list id="22"><item><costume name="X" center-x="94" center-y="94" image="data:image/png;base64,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" id="23"/></item><item><costume name="O" center-x="94" center-y="94" image="data:image/png;base64,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" id="24"/></item></list></costumes><sounds><list struct="atomic" id="25"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19" y="10"><block s="receiveGo"><comment w="90" collapsed="false">When the game starts, switch the sprite to &quot;X&quot; and put it up in the top left corner.</comment></block><block s="hide"></block><block s="doSwitchToCostume"><l>X</l></block><block s="gotoXY"><l>-190</l><l>150</l></block><block s="show"></block><block s="doSetVar"><l>current game</l><block s="reportNewList"><list></list></block></block><block s="up"></block></script><comment x="279" y="120.33333333333331" w="363" collapsed="false">When the player makes a move,  they &quot;drop&quot; the sprite. &#xD;1.  Mark the tic-tac-toe bord with the sprite&apos;s image, &quot;X&quot; or &quot;O&quot;&#xD;2.  Move the sprite back into the top left corner.&#xD;3.  Switch from &quot;X&quot; to &quot;O&quot; or vice versa for the next player.</comment><script x="86" y="858.9999999999995"><custom-block s="on the board?"></custom-block></script><script x="10" y="180.33333333333326"><block s="receiveInteraction"><l><option>dropped</option></l></block><block s="doIf"><block s="reportAnd"><custom-block s="on the board?"></custom-block><custom-block s="free cell %n"><custom-block s="cell in tic-tac-toe grid?"></custom-block></custom-block></block><script><block s="doStamp"></block><block s="doAddToList"><custom-block s="Move: player= %s cell= %s"><custom-block s="player %n"><block s="getCostumeIdx"></block></custom-block><custom-block s="cell in tic-tac-toe grid?"></custom-block></custom-block><block var="current game"/></block><block s="doGlide"><l>.5</l><l>-190</l><l>150</l></block><block s="doWearNextCostume"></block></script></block><block s="doIf"><custom-block s="Player %s win?"><l>x</l></custom-block><script><block s="doSayFor"><l>Player X wins!</l><l>2</l></block></script></block><block s="doIf"><custom-block s="Player %s win?"><l>o</l></custom-block><script><block s="doSayFor"><l>Player O wins!</l><l>2</l></block></script></block><block s="doIf"><custom-block s="tie?"></custom-block><script><block s="doSayFor"><l>It&apos;s a tie!</l><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportOr"><custom-block s="Player %s win?"><l>x</l></custom-block><custom-block s="Player %s win?"><l>o</l></custom-block></block><custom-block s="tie?"></custom-block></block><script><block s="doAsk"><l>Would you like to play again?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><custom-block s="housekeeping"></custom-block><block s="show"></block><custom-block s="TicTacToe board"></custom-block><block s="up"></block><block s="doSwitchToCostume"><l>X</l></block><block s="gotoXY"><l>-190</l><l>150</l></block><block s="show"></block><block s="doSetVar"><l>current game</l><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block></script></block></script></block></script><script x="78" y="887.9999999999993"><custom-block s="which row? %s"><l></l></custom-block></script><comment x="415" y="822.9999999999995" w="191" collapsed="false">These are blocks that you have created in Tic-Tac-Toe 2.0 that are available for your use in Tic-Tac-Toe 3.0</comment><script x="206" y="915.9999999999995"><custom-block s="row in tic-tac-toe grid?"></custom-block></script><script x="211" y="866.9999999999995"><custom-block s="which column? %s"><l></l></custom-block></script><script x="207" y="843.0000019999998"><custom-block s="Player %s win?"><l></l></custom-block></script><script x="238" y="891.9999999999995"><custom-block s="which cell? %s"><l></l></custom-block></script><script x="377" y="915.9999999999993"><custom-block s="column in tic-tac-toe grid?"></custom-block></script><script x="388.8359375" y="884.6666706666665"><custom-block s="player from move %l"><l/></custom-block></script><script x="76" y="833.0000019999998"><custom-block s="cell from move %l"><l/></custom-block></script></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><translations></translations><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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%&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; 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to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><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><translations></translations><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><translations></translations><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><translations></translations><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><translations></translations><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" 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s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="which row? %&apos;n&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>row size</l></list></block><block s="doSetVar"><l>row size</l><block s="reportQuotient"><l>300</l><block var="n"/></block></block><block s="doIfElse"><block s="reportNot"><custom-block s="on the board?"></custom-block></block><script><block s="doReport"><l>Error: Not on gameboard</l></block></script><script><block s="doReport"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportDifference"><l>150</l><block s="yPosition"></block></block><block var="row size"/></block></block></block></script></block></script></block-definition><block-definition s="which column? %&apos;n&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>col size</l></list></block><block s="doSetVar"><l>col size</l><block s="reportQuotient"><l>300</l><block var="n"/></block></block><block s="doIfElse"><block s="reportNot"><custom-block s="on the board?"></custom-block></block><script><block s="doReport"><l>Error: Not on gameboard.</l></block></script><script><block s="doReport"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportSum"><l>150</l><block s="xPosition"></block></block><block var="col size"/></block></block></block></script></block></script></block-definition><block-definition s="which cell? %&apos;n&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><custom-block s="on the board?"></custom-block><script><block s="doReport"><block s="reportSum"><block s="reportProduct"><block s="reportDifference"><custom-block s="which row? %s"><block var="n"/></custom-block><l>1</l></block><block var="n"/></block><custom-block s="which column? %s"><block var="n"/></custom-block></block></block></script><script><block s="doReport"><l>Error:  Not on gameboard.</l></block></script></block></script></block-definition><block-definition s="cell in tic-tac-toe grid?" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="which cell? %s"><l>3</l></custom-block></block></script></block-definition><block-definition s="column in tic-tac-toe grid?" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="which column? %s"><l>3</l></custom-block></block></script></block-definition><block-definition s="row in tic-tac-toe grid?" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="which row? %s"><l>3</l></custom-block></block></script></block-definition><block-definition s="player %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="number"/><l>1</l></block><script><block s="doReport"><l>X</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="number"/><l>2</l></block><script><block s="doReport"><l>O</l></block></script></block></script></block-definition><block-definition s="Move: player= %&apos;number&apos; cell= %&apos;cell&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><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="doAddToList"><block var="number"/><block var="a"/></block><block s="doAddToList"><block var="cell"/><block var="a"/></block><block s="doReport"><block var="a"/></block></script></block-definition><block-definition s="player from move %&apos;move&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="move"/></block></block></script></block-definition><block-definition s="cell from move %&apos;move&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="move"/></block></block></script></block-definition><block-definition s="free cell %&apos;cell&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doForEach"><l>item</l><block var="current game"/><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>2</l><l/></block><block var="cell"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="TicTacToeWins" type="reporter" category="lists"><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="player x cells" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="reportNewList"><list></list></block></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="current game"/><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="item"/></block><l>x</l></block><script><block s="doAddToList"><block s="reportListItem"><l>2</l><block var="item"/></block><block var="a"/></block></script></block></script></custom-block><block s="doReport"><block var="a"/></block></script></block-definition><block-definition s="player o cells" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></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="current game"/><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="item"/></block><l>o</l></block><script><block s="doAddToList"><block s="reportListItem"><l>2</l><block var="item"/></block><block var="a"/></block></script></block></script></block><block s="doReport"><block var="a"/></block></script></block-definition><block-definition s="Player %&apos;player&apos; win?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="player"/><l>x</l></block><script><block s="doForEach"><l>item</l><custom-block s="TicTacToeWins"></custom-block><script><block s="doIf"><block s="reportAnd"><block s="reportListContainsItem"><custom-block s="player x cells"></custom-block><block s="reportListItem"><l>1</l><block var="item"/></block></block><block s="reportAnd"><block s="reportListContainsItem"><custom-block s="player x cells"></custom-block><block s="reportListItem"><l>2</l><block var="item"/></block></block><block s="reportListContainsItem"><custom-block s="player x cells"></custom-block><block s="reportListItem"><l>3</l><block var="item"/></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="player"/><l>o</l></block><script><block s="doForEach"><l>item</l><custom-block s="TicTacToeWins"></custom-block><script><block s="doIf"><block s="reportAnd"><block s="reportListContainsItem"><custom-block s="player o cells"></custom-block><block s="reportListItem"><l>1</l><block var="item"/></block></block><block s="reportAnd"><block s="reportListContainsItem"><custom-block s="player o cells"></custom-block><block s="reportListItem"><l>2</l><block var="item"/></block></block><block s="reportListContainsItem"><custom-block s="player o cells"></custom-block><block s="reportListItem"><l>3</l><block var="item"/></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="tie?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>1</l><l>9</l><script><block s="doIf"><block s="reportAnd"><block s="reportNot"><custom-block s="free cell %n"><block var="i"/></custom-block></block><block s="reportAnd"><block s="reportEquals"><custom-block s="Player %s win?"><l>x</l></custom-block><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="reportEquals"><custom-block s="Player %s win?"><l>o</l></custom-block><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block></script></block-definition></blocks><variables><variable name="current game"><list id="1324"><item><list struct="atomic" id="1325">X,1</list></item><item><list struct="atomic" id="1326">O,2</list></item><item><list struct="atomic" id="1327">X,3</list></item><item><list struct="atomic" id="1328">O,4</list></item><item><list struct="atomic" id="1329">X,6</list></item><item><list struct="atomic" id="1330">O,9</list></item><item><list struct="atomic" id="1331">X,5</list></item><item><list struct="atomic" id="1332">O,7</list></item><item><list struct="atomic" id="1333">X,8</list></item></list></variable></variables></project><media name="U3L4.2 Tic Tac Toe 3.0 Setup" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>