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Problem #12 solution
Match to 11
Blue 1, White 2![]()
Blue to play 52 Candidate plays:
8/6/1* 8/3* 23/21 8/3*/1* 6/1* 23/21 6/1* 13/11
RK:
Blue hasn't been able to get anything going. She was hoping to make a point, either offensively or defensively, but rolled this weak 52.Her options aren't great: she can either attack one or both of White's blots, or she can make a more passive play. Since White's board is stronger than Blue's, Blue would not normally want to expose new blots. However, none of the passive plays (such as 13/8 23/21 or 23/16) is really safe. They all afford White good attacking chances. Therefore, Blue's safest option here is actually to attack.
The big advantage of hitting twice with 8/3*/1* is that it keeps White from doing anything offensively (except with doubles). This gives Blue more time to make a desperately-needed anchor. If White enters with a 1, the additional checker sent back actually increases Blue's chances of anchoring. If the checker isn't hit, Blue may be able to cover it and start building a board. While the 1 point isn't her most desired home-board point, Blue will be happy for anything at this point.
A more positionally "pure" variation is to hit with 8/3* and advance 23/21. If missed, Blue would rather make the 3 point than the 1 point; and slotting the 21 point may increase the chances of making it. However, these factors don't offset the extra value of having two checkers on the bar instead of one, as well as minimizing return shots.
Pip counts: Blue 161 White 148 Blue White Candidate Plays Equity Win G/BG BG Win G/BG BG 8/3*/1* -0.435 35.1% 7.9% 0.2% 64.9% 21.1% 0.8% 13/8 23/21 -0.469 35.2% 7.1% 0.2% 64.8% 23.8% 0.7% 23/16 -0.452 36.1% 6.8% 0.2% 63.9% 23.8% 0.6% 13/6 -0.473 34.4% 7.1% 0.2% 65.6% 22.7% 0.7% 8/3* 23/21 -0.483 34.4% 7.1% 0.2% 65.6% 23.3% 1.1% 6/1* 23/21 -0.499 33.5% 6.6% 0.1% 66.5% 22.9% 0.8% 13/8 13/11 -0.515 33.3% 7.0% 0.2% 66.7% 24.3% 1.0% 23/18 8/6 -0.518 33.8% 6.6% 0.2% 66.2% 25.4% 0.8% 8/6/1* -0.518 32.5% 6.8% 0.1% 67.2% 22.9% 0.9% 6/1* 13/11 -0.518 33.2% 7.0% 0.2% 66.8% 24.3% 1.1% 23/18 13/11 -0.520 34.3% 6.8% 0.2% 65.7% 26.5% 1.0%
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