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The T is a mine.
0 1 O 1 0 0 1 J 1 0
1 3 P 3 2 2 3 K 2 0
Q R N M L G F E 2 1
- - T - - H 4 D - -
- - 3 2 3 I 4 C - -
- - 1 0 1 A 3 B - -
Either A or I is a mine, but not both. Using the 3 between A and B, this means that B and C are both mines.
So, that places 3 of the 4 mines around the 4 between I and C. Either H or D is a mine, but not both.
E is a mine: only one of J and K is a mine, so the 2 next to K needs another one.
Only one of F and G is a mine, so L is a mine (the 2 above G)
N is a mine since only one of O and P and only one of Q and R are mines, and the 3 in the top left corner needs one more.
The board now looks like this:
0 1 O 1 0 0 1 J 1 0
1 3 P 3 2 2 3 K 2 0
Q R * M * G F * 2 1
- - T - - H 4 D - -
- - 3 2 3 I 4 * - -
- - 1 0 1 A 3 * - -
So, one of O and P is a mine, so the 3 above M has 3 mines, so M is safe. That means G is a mine, F is safe.
0 1 O 1 0 0 1 J 1 0
1 3 P 3 2 2 3 K 2 0
Q R * . * * . * 2 1
- - T - - H 4 D S U
- - 3 2 3 I 4 * - -
- - 1 0 1 A 3 * - -
D is safe since one of S and U is a mine, and the 2 above S already has one mine to the left.
One of H and I is a mine (the 4 between H and D), so A is a mine (so that the 4 to the left of I has 4). This means that I is safe and H is a mine.
0 1 O 1 0 0 1 J 1 0
1 3 P 3 2 2 3 K 2 0
Q R * . * * . * 2 1
- - T W V * 4 . S U
- - 3 2 3 . 4 * - -
- - 1 0 1 * 3 * - -
Now, only one of V and W is a mine, and the 2 below W needs another mine, so T must be a mine.
0 1 - 1 0 0 1 - 1 0
1 3 - 3 2 2 3 - 2 0
- - * . * * . * 2 1
- - * - - * 4 . - -
- - 3 2 3 . 4 * - -
- - 1 0 1 * 3 * - -
From here, I think you need to guess, though in the original game, unveiling the numbers in the safe squares is guaranteed to lead to more deductions.