<snapdata remixID="13116388"><project name="MODI_U3L4_TIC_TAC_TOE_V2" app="Snap! 9.0, https://snap.berkeley.edu" 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type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-50</l><l>50</l></block><block s="clear"></block><block s="setColor"><color>46,46,46,1</color></block><block s="down"></block><block s="doFor"><l>row</l><l>1</l><l>3</l><script><block s="doFor"><l>col</l><l>1</l><l>3</l><script><block s="doChangeVar"><l>position number</l><l>1</l></block><block s="createClone"><l><option>myself</option></l></block><block s="changeXPosition"><l>50</l></block><block s="changeYPosition"><l>-50</l></block><block s="changeYPosition"><l>50</l></block></script></block><block s="changeXPosition"><l>-150</l></block><block s="changeYPosition"><l>-50</l></block></script></block><block s="changeXPosition"><l>150</l></block></script></block-definition><block-definition s="possible winning triples" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block 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" 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