=> MinimaxD2 (White) vs ThunderV10 (Red) <=

	w - White Round
	W - White Square
	r - Red   Round
	R - Red   Square

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.......
.......
.......
.......
.......

MinimaxD2 (White) turn
MinimaxD2 (White) placed a Round piece at column 5 after 2ms
.......
.......
.......
.......
.......
.....w.

ThunderV10 (Red) turn
ThunderV10 (Red) placed a Square piece at column 3 after 181ms
.......
.......
.......
.......
.......
...R.w.

MinimaxD2 (White) turn
MinimaxD2 (White) placed a Round piece at column 5 after 2ms
.......
.......
.......
.......
.....w.
...R.w.

ThunderV10 (Red) turn
ThunderV10 (Red) placed a Square piece at column 3 after 181ms
.......
.......
.......
.......
...R.w.
...R.w.

MinimaxD2 (White) turn
MinimaxD2 (White) placed a Round piece at column 3 after 2ms
.......
.......
.......
...w...
...R.w.
...R.w.

ThunderV10 (Red) turn
ThunderV10 (Red) placed a Square piece at column 5 after 181ms
.......
.......
.......
...w.R.
...R.w.
...R.w.

MinimaxD2 (White) turn
MinimaxD2 (White) placed a Round piece at column 3 after 3ms
.......
.......
...w...
...w.R.
...R.w.
...R.w.

ThunderV10 (Red) turn
ThunderV10 (Red) placed a Square piece at column 2 after 181ms
.......
.......
...w...
...w.R.
...R.w.
..RR.w.

MinimaxD2 (White) turn
MinimaxD2 (White) placed a Round piece at column 3 after 3ms
.......
...w...
...w...
...w.R.
...R.w.
..RR.w.

ThunderV10 (Red) turn
ThunderV10 (Red) placed a Square piece at column 3 after 181ms
...R...
...w...
...w...
...w.R.
...R.w.
..RR.w.

MinimaxD2 (White) turn
MinimaxD2 (White) placed a Round piece at column 5 after 2ms
...R...
...w...
...w.w.
...w.R.
...R.w.
..RR.w.

ThunderV10 (Red) turn
ThunderV10 (Red) placed a Square piece at column 1 after 181ms
...R...
...w...
...w.w.
...w.R.
...R.w.
.RRR.w.

MinimaxD2 (White) turn
MinimaxD2 (White) placed a Square piece at column 6 after 1ms
...R...
...w...
...w.w.
...w.R.
...R.w.
.RRR.wW

ThunderV10 (Red) turn
ThunderV10 (Red) placed a Round piece at column 4 after 181ms
...R...
...w...
...w.w.
...w.R.
...R.w.
.RRRrwW

Winner is ThunderV10 (Red)
Solution=(0,1)(0,2)(0,3)(0,4)