2 Player game of ultimate tic tac toe where your move decides where your opponent has to play. Get a mini 3 in a row to get an X or and O then get another 3 in a row to win. There may be a few bugs, my bad. Enjoy! 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 
    
      
      
      
      
        
        
        
      
      
        
        
        
          
          
        
        
          
            
            -3
          
        
        
          4
          
        
        
          
            
            -1
          
        
      
    
    
      
      
      
      
        
        
        
      
      
                
                
                  
                    
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              255,56,10,1
            
            
            
              135
            
            
              4
              
            
          
        
      
    
    
      
      
      
      
        
        
        
        
      
      
    
    
      
      
      
      
      
    
    
      
      
      
      
      
            
            
              
              
                              
                            
                          
                          
                        
                      
                    
                  
                
              
            
            
              
                
                  
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              36,58,255,1
            
            
              90
            
            
              
            
            
            
              120
              
            
          
        
      
    
    
      
      
      
      
      
                
                
                  
                    
                      
                      
                        
                          10
                          
                        
                        
                      
                    
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              Y
              1
            
          
        
      
      
        
      
    
    
      
      
      
      
        
        
      
      
            
            
              Number
              
            
            
              
            
          
        
      
      
        
      
    
    
      
      
      
      
        
        
      
      
            
            
              
            
          
        
      
    
    
      
      
      
      
      
    
    
      
      
      
      
      
          
        
      
    
    
      
      
      
      
      
                    
                    
                      X
                      1
                    
                    
                      Count
                      1
                    
                  
                
                
                  X
                  0
                
                
                  Y
                  1
                
              
            
          
        
      
    
    
      
      
      
      
        
        
      
      
    
    
      
      
      
      
      
    
    
      
      
      
      
      
                    
                  
                
                
                  X
                  1
                
              
            
            
              X
              1
            
            
              Y
              1
            
          
        
      
      
        
        
        
        
        
        
        
        
        
        
        
      
    
    
      
      
      
      
        
        
      
      
    
    
      
      
      
      
        
      
      
        
        
          3
          
                    
                  
                
                
                  Ycount
                  1
                
              
            
          
        
        
          Ycount
          1
        
        
          3
          
                    
                  
                
                
                  Ycount
                  1
                
              
            
          
        
        
          
            
            F
          
          
                
              
            
          
        
        
          
            
            F
          
          
                
              
            
          
        
        
          
        
      
    
    
      
      
      
      
        
        
      
      
                
                
                  XCount
                  1
                
              
            
            
              XCount
              1
            
            
              YCount
              1
            
          
        
      
    
    
      
      
      
      
        
      
      
                
                
                  -180
                
                
                  
                    360
                    
                  
                
              
            
            
              
            
          
        
      
    
  
  
    
      
        
          ,,,,,,,,
        
        
          ,,,O,,,O,,
        
        
          ,,O,,,,,,
        
        
          ,,X,X,,,,,
        
        
          ,,,,,,,,,
        
        
          ,,,,,,,,
        
        
          ,,,,,,,X,
        
        
          ,,,,,,,,
        
        
          ,,,,,,,,
        
      
    
    
      
        
          ,,
        
        
          ,,
        
        
          ,,
        
      
    
    
      X
    
    
      4
    
    
      
    
    
      X