Cdgiguob
Waiting List
We had our bi-monthly home game last night and the following situation took place.
There were 4 players in the hand after the flop. During the betting after the flop there was a bet, fold, and call. As the 4th player began to raise, the dealer exposed the turn card. This is a friendly $20 neighborhood game and only 2 players have any experience. The situation was discussed and all agreed that everyone would pull there money back. I knew this was wrong, but I had no solutions. I am not familiar enough with the rules.
My thoughts were to discard the exposed turn card. Finish the flop betting. Turn what would have been the river card. Proceed as normal with a new river card. Is this correct? Is anyone familiar with a situational book that applies the rules, so we can rule correctly? Thanks.
There were 4 players in the hand after the flop. During the betting after the flop there was a bet, fold, and call. As the 4th player began to raise, the dealer exposed the turn card. This is a friendly $20 neighborhood game and only 2 players have any experience. The situation was discussed and all agreed that everyone would pull there money back. I knew this was wrong, but I had no solutions. I am not familiar enough with the rules.
My thoughts were to discard the exposed turn card. Finish the flop betting. Turn what would have been the river card. Proceed as normal with a new river card. Is this correct? Is anyone familiar with a situational book that applies the rules, so we can rule correctly? Thanks.
is in play, to pick a card. That cannot be changed. Now, is it fair that only player who will know before his action the 
, Player B 
, and Player C go to the flop. Flop is 

. Player A bets, Player B calls and, before Player C can act, the dealer turns up
. If we protect the integrity of the stub and now make the "true" river card the new turn card, we've cut Players A's probability of winning the hand in half by giving him only one chance to hit his lone out. If the pre-exposed card is immediately shuffled into the stub and a new turn card is used, Player A maintains his rightful ~4.5% probability of winning the hand.