<snapdata remixID="10031418"><project name="U3L1-TicTacToe" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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empty...</comment></block><script><block s="doIfElse"><block var="X&apos;s turn?"/><script><block s="doSwitchToCostume"><l>X</l></block></script><script><block s="doSwitchToCostume"><l>O</l></block></script></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportNot"><block var="X&apos;s turn?"/></block><comment w="171.33333333333334" collapsed="false">Alternate between TRUE (x&apos;s turn) and FALSE (o&apos;s turn)</comment></block></script></block></script><script x="20" y="359.83333333333337"><custom-block s="possible winning triples"></custom-block></script><script x="22" y="387.83333333333337"><custom-block s="make board"></custom-block></script></scripts></sprite><watcher var="board" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="70"/><watcher scope="Square" var="position number" style="normal" x="7" y="279.000002" color="243,118,29"/><watcher var="playing" style="normal" x="10" y="103.000002" color="243,118,29"/><watcher var="win lines" style="normal" 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