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Problem #16 solution
Match to 11
Blue 2, White 1![]()
Blue to play 22 Candidate plays:
23/21 13/11(2) 4/2* 23/21 4/2* 3/1(2)* 13/7 4/2* 13/9 13/11 4/2* 13/9 7/5 4/2* 13/11(2) 7/5 4/2* 13/11 4/2* 3/1(2)* 7/5 4/2* 3/1(2)*
RK:
Blue is blitzing here. His priorities:
- Make home board points.
- Hit White to prevent her from anchoring (and also to gain tempo).
- Bring more ammunition to bear on the key home board points.
Blue would love to cover the 4 point but can't do it with this number. This makes hitting with 4/2* the most attractive option. Since he has to leave a shot (short of the weak 6/4(2)), having two opposing checkers on the bar is a lot better than one.
Then isn't three up better than two? Blue could put another checker up with 3/1*(2), on the theory that all home board points are equally good in a blitz. That's almost true, but if the blitz fails, Blue will have to fall back on a positional game, and will prefer the 3 point to the ace point. By settling for two on the bar (at least for now), Blue can bring checkers from the midpoint closer to the action with 13/11 13/9.
The rollouts favor the point-switching plays by a tiny margin (with either 13/11 or 7/5). Advancing the rear checkers is a lower priority--they're fine where they are and should have no trouble escaping once the issue is decided in Blue's home board.
Pip counts: Blue 145 White 173 Blue White Candidate Plays Equity Win G/BG BG Win G/BG BG 13/11 4/2* 3/1(2)* +0.716 68.9% 38.7% 1.9% 31.1% 6.7% 0.2% 7/5 4/2* 3/1(2)* +0.716 68.7% 39.1% 1.9% 31.3% 6.7% 0.2% 13/9 13/11 4/2* +0.706 70.7% 33.8% 1.9% 29.3% 6.3% 0.2% 23/21 13/9 4/2* +0.690 70.5% 32.4% 1.8% 29.5% 6.1% 0.2% 13/9 7/5 4/2* +0.684 69.5% 34.4% 2.0% 30.5% 6.7% 0.2% 24/22 13/9 4/2* +0.684 70.5% 31.9% 1.7% 29.5% 6.0% 0.2% 23/21 13/11(2) 4/2* +0.681 70.4% 32.0% 1.7% 29.6% 6.1% 0.2% 23/21 4/2* 3/1(2)* +0.678 68.2% 36.5% 1.7% 31.8% 6.6% 0.2% 13/7 4/2* +0.670 69.9% 32.0% 1.7% 30.1% 6.3% 0.2% 24/22 13/11(2) 4/2* +0.670 70.1% 31.5% 1.7% 29.9% 6.2% 0.2% 13/11(2) 7/5 4/2* +0.666 69.1% 33.6% 1.9% 30.9% 6.8% 0.2%
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