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RedDog Rule Authority Premise The objective of RedDog is to predict whether the value of a randomly selected card falls between the value of two cards drawn previously by the dealer. In this game, the value of any card from 2 to 10 counts at face value, a jack counts as 11, a queen as 12, a king as 13, and an ace counts as 14. One deck of 52 cards is used. The cards are shuffled after each round of play. How to Play The game is played on a table similar to
a blackjack table. Players begin by making a wager that is made by
selecting the desired amount of chips at the bottom of the casino game
window. Your bet total is shown in the Player Information box. This
amount may be increased or decreased by placing the mouse on the stack
that you wish to add or subtract to your bet. Each time you click the
left mouse button you will add a chip from that pile to your planned
wager amount. Likewise by clicking on the right mouse button you can
decrease your planned wager amount. Pair Hand: When the value of the two cards drawn by the dealer are consecutive (for example, a 5 and 6, or Queen and King) this is called a consecutive hand. In this case, the dealer will not draw a third card, the hand is declared a push and the player’s original wager is returned. Non-Consecutive Hand: Most hands in Red Dog fall into this
category. When the dealer draws two cards which are not consecutive or
the same, this is called a non-consecutive hand. In this case, the
dealer will announce the spread between the two drawn cards and place
a Red Dog on the table indicating the spread. The spread is number of
values that fall between the values of the two cards drawn by the
dealer. For example, if the two cards drawn by the dealer were 2 and
Jack, the spread is 8 since there are eight values between the 2 and
Jack (3, 4, 5, 6, 7, 8, 9, 10). Payoffs All winning and raise wagers in non-consecutive hands are paid at odds determined by the spread:
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Betting Limits $5 minimum bet. Numeric Keyboard Shortcuts
References For further information on RedDogpoker,
please consult the following references: |
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