Magriel's NYT Columns |
Barclay Cooke | Kumar Motakhausses |
The United States was represented by Barclay Cooke, Oswald Jacoby, Lee Genud, and Paul Magriel. In an unusual arrangement, the players did not meet face-to-face, but played via a high-speed facsimile, relayed by satellite between Geneva and New York.
After three days, the score was tied, and the outcome depended on the final game between Barclay Cooke (Black) and Kumar Motakhausses (White). White developed an early lead, and seemed near victory. He had almost finished bearing in, and had only one point in the outfield still to clear. An unfortunate roll, however, forced him to give Black a direct shot, as seen in the diagrammed position. The United States team was overjoyed when Cooke rolled 3-2.
| Black to play 3-2. |
Cooke realized that continuing the same man 18/15 would jeopardize the game unnecessarily. Consider what would happen if Black next rolls 6-6. With the first three 6’s, Black must play 15/3, 9/3. The last 6 would be forced: 6/off, and Black would then have a single man exposed on the 6-point. If White reenters and hits, he may well salvage an otherwise hopeless position.
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In general, it is unwise to worry about rolling a specific double, because this may distort the natural course of play. The possibility of rolling a particular number is seldom an important consideration, especially in active middle-game positions. However, when there is nothing else to worry about, then a player can take the time to consider minor variations. He should take precautions to avoid “paying off” to an unfortunate sequence of rolls, even if the probability of losing is small.
Rollout
Tom Keith 2013 |
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Money play Centered cube Black rolls 3-2 1296 games with VR Checker play: 2-ply Cube play: 3-ply Red |
3-2: | Game | G | BG | Equity | ||||
1 | 20/18*, 9/6 |
W L |
.9702 .0298 |
.0386 .0000 |
.0007 .0000 | +1.0255 | (b) | |
2 | 20/18*/15 |
W L |
.9664 .0336 |
.0371 .0000 |
.0007 .0000 | +1.0169 | (0.0086) | (a) |
3 | 20/18*, 5/2 |
W L |
.9666 .0334 |
.0338 .0000 |
.0006 .0000 | +1.0158 | (0.0097) |
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