Dragon Tiger is about as simple as gambling gets. It is
basically a two-card version of baccarat. To be more specific, two cards are
drawn, one to the Dragon and one to the Tiger. The player bets on which one
will be higher. There are also some proposition bets on the individual cards so here are some Dragon Tiger Online Nice Casino Game to Make Lots of Money. I
have never seen the game, even in Macau, but the game is rumored to be found in
Cambodia.
Rules
Any number of standard decks can be used. For this analysis,
I shall assume eight.
Cards are ranked as in poker, except aces are always low.
A single card is given to each of the Dragon and Player
hands.
The primary bet is on which hand will get the higher card.
Other proposition bets are available, as explained below.
Bets
Dragon/Tiger
The Dragon and Tiger bets will win if the chosen hand gets
the higher card. Ties lose half. The following return table shows a house edge
of 3.73%.
Tie
The Tie bet will win if the Dragon and Tiger cards are equal
in rank. Wins pay 8 to 1. The following table shows a house edge of 32.77%
(ouch!).
Hypothetically, here is what the house edge would be on the
Tie bet at various pays from 8 to 12 to 1.
Suited Tie
The Suited Tie bet will win if the Dragon and Tiger cards
are equal in both rank and suit. Wins pay 50 to 1. The following table shows a
house edge of 13.98%.
Big/Small
The player may bet whether a particular card will be over or
under seven. If the chosen card is exactly seven, then the wager will lose.
Wins pay even money. The following table shows a house edge of 7.69%.
Suit
The player may bet on the suit of a particular card. Wins
pay 3 to 1. However, if the chosen card is exactly seven, then the wager will
automatically lose. The following table shows a house edge of 7.69%.
Advice
For the non-counter who must play, I would stick to the
Dragon and Tiger bets since they offer the lowest house edge. Please note the
odds are a lot better in baccarat. The counter will have no trouble noticing
that the big, small, and suit bets would be highly countable.
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