All these players were very close considering the format, the tables, the polished balls, rails/pockets/cloth and the ESPN atmosphere etc. - it was far from "normal conditions".
Remember, this was 'The Challenge of Champions' - all these men were past Champion players or they would not have been selected to participate in the tournament.
None of them would have been more than 7/1 underdogs in the "real world" of Vegas odds making. Even a child of 7 would have known better than to make one of the Champions 20/1.....this is possibly the 2nd most foolish thing I've ever heard of in pro events.
Let's forget the house vig, which we all know skew the odds artificially lower. But, are you actually saying that every player in that year's COC had exactly a 12.5% chance of winning? That because of the rails, table, balls, and atmosphere the competition was completely neutralized?
And if that's not what you're saying, then who had the smallest chance of winning? And what do you think were his chances? And similarly, who was the favorite and what do you think were his chances?
And regarding your other "challenge" what do you think your chances are against SVB in a single game of 9b (and how about 10b)? (To make things simple, let's assume you flip for the break).
Thanks,
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