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Two contrasting variants
Posted By: Nack Ballard In Response To: Rollout + variant + a general principle (Timothy Chow)
Date: Saturday, 25 May 2024, at 5:18 a.m.
White is Player 2
score: 0
pip: 182Unlimited Game pip: 65
score: 0
Blue is Player 1XGID=aBDdBCB-A---A---cb-bba----:1:-1:1:62:0:0:0:0:10 Blue to play 62
1. Rollout1 12/4 eq: +1.438
Player:
Opponent:85.27% (G:79.58% B:1.39%)
14.73% (G:0.62% B:0.02%)Conf.: ± 0.007 (+1.430...+1.445) - [97.2%]
Duration: 4 minutes 02 seconds2. Rollout1 12/10 8/2 eq: +1.428 (-0.010)
Player:
Opponent:84.94% (G:79.26% B:1.10%)
15.06% (G:0.22% B:0.00%)Conf.: ± 0.007 (+1.421...+1.435) - [2.8%]
Duration: 3 minutes 35 seconds3. Rollout1 12/6 8/6 eq: +1.374 (-0.064)
Player:
Opponent:83.55% (G:77.39% B:1.25%)
16.45% (G:0.27% B:0.01%)Conf.: ± 0.008 (+1.366...+1.381) - [0.0%]
Duration: 3 minutes 44 seconds1 1296 Games rolled with Variance Reduction.
Dice Seed: 271828
Moves: 3-ply, cube decisions: XG RollerTim's rollout of his original position is above.
Decisions of whether to leave a 17:1 shot in exchange for distributional gain or speed are very sensitive to the board/prime/blot situation on the opponent's side of the board. For example, try moving Opp's 4pt blot back to her 6pt, as shown in my Variant 1 below.
Internal distribution is also a factor, though to a lesser extent. The original position is stacked against lifting with 8/2. Variant 2 below is the same position as the original except there is not already a spare on the 2pt.
Good point by Jason about avoiding a 3-squeeze, and good point by Tim about eschewing the 6-away point when trying to get home.
Nack
White is Player 2
score: 0
pip: 184Unlimited Game
Jacoby Beaverpip: 65
score: 0
Blue is Player 1XGID=aBDdBCB-A---A---cb-cb-----:1:-1:1:62:0:0:3:0:10 Variant 1: White has no 4pt blot
1. Rollout1 12/10 8/2 eq: +1.440
Player:
Opponent:85.21% (G:79.77% B:1.14%)
14.79% (G:0.21% B:0.01%)Conf.: ± 0.005 (+1.435...+1.446) - [99.7%]
Duration: 13 minutes 46 seconds2. Rollout1 12/4 eq: +1.430 (-0.010)
Player:
Opponent:85.13% (G:79.33% B:1.33%)
14.87% (G:0.67% B:0.03%)Conf.: ± 0.005 (+1.425...+1.435) - [0.3%]
Duration: 14 minutes 12 seconds3. Rollout2 12/6 8/6 eq: +1.375 (-0.065)
Player:
Opponent:83.59% (G:77.67% B:1.23%)
16.41% (G:0.24% B:0.01%)Conf.: ± 0.008 (+1.367...+1.383) - [0.0%]
Duration: 11 minutes 26 seconds1 2592 Games rolled with Variance Reduction.
Dice Seed: 20656964
Moves: 3-ply, cube decisions: XG Roller
2 1296 Games rolled with Variance Reduction.
Dice Seed: 20656964
Moves: 3-ply, cube decisions: XG Roller
White is Player 2
score: 0
pip: 182Unlimited Game
Jacoby Beaverpip: 63
score: 0
Blue is Player 1XGID=aDBdBCB-A---A---cb-bba----:1:-1:1:62:0:0:3:0:10 Variant 2: Blue has no 2pt spare
1. Rollout1 12/10 8/2 eq: +1.425
Player:
Opponent:84.82% (G:79.38% B:1.17%)
15.18% (G:0.23% B:0.01%)Conf.: ± 0.002 (+1.423...+1.428) - [82.5%]
Duration: 1 hour 10 minutes2. Rollout1 12/4 eq: +1.424 (-0.002)
Player:
Opponent:84.92% (G:79.24% B:1.26%)
15.08% (G:0.68% B:0.02%)Conf.: ± 0.002 (+1.421...+1.426) - [17.5%]
Duration: 1 hour 14 minutes3. Rollout2 12/6 8/6 eq: +1.365 (-0.061)
Player:
Opponent:83.18% (G:77.20% B:1.16%)
16.82% (G:0.27% B:0.01%)Conf.: ± 0.007 (+1.358...+1.371) - [0.0%]
Duration: 4 minutes 06 seconds1 12960 Games rolled with Variance Reduction.
Dice Seed: 2691083
Moves: 3-ply, cube decisions: XG Roller
2 1296 Games rolled with Variance Reduction.
Dice Seed: 2691083
Moves: 3-ply, cube decisions: XG Roller
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Timothy Chow -- Monday, 20 May 2024, at 12:29 p.m.
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Bob Koca -- Monday, 20 May 2024, at 7:26 p.m.
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ah_clem -- Monday, 20 May 2024, at 8:11 p.m.
- Nobody seems to post bearing-in decisions
Timothy Chow -- Thursday, 23 May 2024, at 2:29 a.m.
- Nobody seems to post bearing-in decisions
Jason Lee -- Monday, 20 May 2024, at 11:42 p.m.
- Rollout + variant + a general principle
Timothy Chow -- Thursday, 23 May 2024, at 2:24 a.m.
- Rollout + variant + a general principle
Bob Koca -- Thursday, 23 May 2024, at 8:03 p.m.
- Rollout + variant + a general principle
Timothy Chow -- Friday, 24 May 2024, at 12:35 a.m.
- Two contrasting variants
Nack Ballard -- Saturday, 25 May 2024, at 5:18 a.m.
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