![]() BR at the end of the session will determine the winner of the bet. Opportunity for an equal amount of bets to be wagered, during the same time frame. So, help me devise a fair challenge, where a Place/Buy bettor and a Come bettor can play at the same table, during the same rolls, with a wager to be settled by which bettor has the bigger BR at the end of the session. Therefore, I have 'tried' to make the point that making the CB/odds does not guarantee that the next time you play craps you will fair better than someone who is buy/place betting. It has usually led to losses for me, even though the math says it is the best way to play. In many of the sessions I have played, I have had little success with CB. ![]() If I was certain that was the only outcome, I would have stopped playing craps years ago. I agree that over a player's lifetime, that is the most likely outcome, but it is not the only possible outcome. If I have stated this incorrectly, please let me know, so I can reword it. "If the total bet amounts are equal, the Place/Buy bettor, over time, will lose more BR than the PL/CB" ![]() If I understand the arguments in a number of other threads, I think it boils down to,
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