=> Random (White) vs InaciusV2 (Red) <= w - White Round W - White Square r - Red Round R - Red Square ....... ....... ....... ....... ....... ....... Random (White) turn Random (White) placed a Round piece at column 6 after 0ms ....... ....... ....... ....... ....... ......w InaciusV2 (Red) turn InaciusV2 (Red) placed a Square piece at column 3 after 3ms ....... ....... ....... ....... ....... ...R..w Random (White) turn Random (White) placed a Round piece at column 3 after 0ms ....... ....... ....... ....... ...w... ...R..w InaciusV2 (Red) turn InaciusV2 (Red) placed a Square piece at column 2 after 2ms ....... ....... ....... ....... ...w... ..RR..w Random (White) turn Random (White) placed a Square piece at column 6 after 0ms ....... ....... ....... ....... ...w..W ..RR..w InaciusV2 (Red) turn InaciusV2 (Red) placed a Square piece at column 2 after 1ms ....... ....... ....... ....... ..Rw..W ..RR..w Random (White) turn Random (White) placed a Round piece at column 6 after 0ms ....... ....... ....... ......w ..Rw..W ..RR..w InaciusV2 (Red) turn InaciusV2 (Red) placed a Round piece at column 6 after 2ms ....... ....... ......r ......w ..Rw..W ..RR..w Random (White) turn Random (White) placed a Round piece at column 3 after 0ms ....... ....... ......r ...w..w ..Rw..W ..RR..w InaciusV2 (Red) turn InaciusV2 (Red) placed a Square piece at column 2 after 1ms ....... ....... ......r ..Rw..w ..Rw..W ..RR..w Random (White) turn Random (White) placed a Square piece at column 6 after 0ms ....... ......W ......r ..Rw..w ..Rw..W ..RR..w InaciusV2 (Red) turn InaciusV2 (Red) placed a Round piece at column 2 after 0ms ....... ......W ..r...r ..Rw..w ..Rw..W ..RR..w Winner is InaciusV2 (Red) Solution=(0,2)(1,2)(2,2)(3,2)