We can wait for THT or BP to do a more detailed analysis, but as I said earlier, math is hard an I can't do that by hand. You are right that we do have a slightly better chance than the average team down 0-1 because we are a superior team to the Dodgers. And while we face a bad matchup tomorrow, we do have three straight pitching matchups that favor us. But the fact of the matter is, the Cubs are not a .750 team in the long run vs. the Dodgers, so there is no reason to expect it now. If we get it, great, but the odds are long. I agree with the fact that over a large sample size, we are not a .750 team against anybody. My only point is that sample sized go out the window in these cases. Hey (sarcasm intended), no team had won three straight games against three different opponents in 3 days before yesterday. I know that this is not the same story, but stats that cite success in that small of a sample size are bound to fail in predictive terms. Yes, the odds are against the Cubs now. But the odds in this circumstance are not that useful in predictive terms. What sample are you talking about? We have the entire sample of baseball history to tell us how hard it is to win 3 games out of any four. Dude, I agree with almost everything you've said. Except that grabbing small sample sizes from series (that determine the end of a season) and adding them together doesn't equal a large sample size. It can, if you introduce the right set of variables. But the conditional probabilities don't add up the same way. I won't take this argument any further, because, again, I agree with most of what you have said. I just don't agree with the predictive value, when it comes to 3-5 more games, is all that meaningful.