At 4a 7a these two positions show extremely close results with regards to games won and gammons won by both sides. However one is a correct cube and in the the other it is a big blunder. How can the ND equity being only .01 higher and the cubeless equity after DT being .05 higher give a DT equity which is .16 higher?
        
 
         
 | | White is Player 2
score: 0
pip: 158 | | 7 point match | pip: 147
score: 3
Blue is Player 1 |
|
| XGID=aB-B--C-A--aeE---c-e----B-:0:0:1:00:3:0:0:7:10 |
| Blue on roll, cube action? |
| Analyzed in XG Roller++ | No double | Double/Take |
| Player Winning Chances: | 63.565% (G:32.825% B:0.443%) | 63.618% (G:33.205% B:0.483%) |
| Opponent Winning Chances: | 36.435% (G:7.182% B:0.349%) | 36.382% (G:7.153% B:0.347%) |
| Cubeless Equities | +0.6300 | +1.4052 |
| Cubeful Equities |
| No double: | +0.6924 (-0.0287) | |
| Double/Take: | +0.7211 | |
| Double/Pass: | +1.0000 (+0.2789) |
| |
| Best Cube action: Double / Take |
eXtreme Gammon Version: 2.10, MET: Rockwell-Kazaross
   
    
| | White is Player 2
score: 0
pip: 180 | | 7 point match | pip: 124
score: 3
Blue is Player 1 |
|
| XGID=-aaBbBDB-b--aD---bAbbb----:0:0:1:00:3:0:0:7:10 |
| Blue on roll, cube action? |
| Analyzed in XG Roller++ | No double | Double/Take |
| Player Winning Chances: | 62.570% (G:33.142% B:1.522%) | 62.056% (G:33.560% B:1.524%) |
| Opponent Winning Chances: | 37.430% (G:6.797% B:0.283%) | 37.944% (G:7.005% B:0.252%) |
| Cubeless Equities | +0.6312 | +1.3530 |
| Cubeful Equities |
| No double: | +0.6823 | |
| Double/Take: | +0.5569 (-0.1254) | |
| Double/Pass: | +1.0000 (+0.3177) |
| |
| Best Cube action: No double / Take |
| Percentage of wrong pass needed to make the double decision right: 22.1% |
eXtreme Gammon Version: 2.10, MET: Rockwell-Kazaross