I just showed you the math that says otherwise. You can't just assume the bunt always works, the times the bunt does not work cost you more value than the times it does work gains you. I am trying to include all outcomes of the bunt just like all outcomes of swinging away are accounted for in the original run expectancy. This has been studied to death. It is rarely helpful to have a positional player bunt in today's game. Bunting there with Pina is ALWAYS wrong, it lowers your chance to score. You can't argue with the math. If they changed sac bunts the way they changed IBB and you just got to point to third and they got their base than yeah, bunting improves our chances by 6%, that just isn't how it works. When you factor in failed bunts it is clearly a negative move. When deciding to bunt there needs to be some reason that you think the situation is better than normal. Either you have a really bad hitter up, a really good contact guy up next, bunting to a poor fielder, a really good bunter is up etc. There are certainly cases it makes sense. This one the context was against a bunt in almost every way. TB has a good fielding team, Pina is a better hitter than Broxton, Broxton strikes out a ton. Pina probably isn't a good bunter though I don't know it for sure. All of the context is going against the bunt and the math always goes against it. Do a simple search on why you shouldn't bunt and you can find article after article that spits the math out for you, you don't have to take my word for it. Counsell did the right thing and there really isn't any reasonable doubt about it.