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Bakara is a game that bets money on one of "Player" and "Banker" where the sum of the cards is likely to be close to 9.
The game will be played with eight cards, with the first and third cards "Player" and the second and fourth cards "Banker"
when dealing cards. "Player" and "Banker" each receive 2 cards, and you can receive
one additional card. The game method is to calculate picture cards (J, Q, K) and 10 as 0, ace as 1, and other numbers
as they are. The third card can receive one more card if desired, according to the rules in the chart.
The person who adds the card between
"Player" and "Banker" is the closest to 9. The winning "Banker"
bet will pay a 5% commission, which will be paid by each winning bet.
If "Player" and "Banker" have the same card sum, then
"Tie" is a tie game, and the payment is eight times higher.
When "Tie" comes out, "Player" and "Banker" bets are neither paid nor taken.
If "Player" stands at 6 or 7, "Banker" must receive a third card unconditionally
if the total is 0, 1, 2, 3, 4, or 5, and if the total is 6, 7, or 8.9, stand. If the total number of bankers is
0, 1, and 2, you must get the third card unconditionally in preference to any condition.
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The game will be played with eight cards, with the first and third cards "Player" and the second and fourth cards "Banker"
when dealing cards. "Player" and "Banker" each receive 2 cards, and you can receive
one additional card. The game method is to calculate picture cards (J, Q, K) and 10 as 0, ace as 1, and other numbers
as they are. The third card can receive one more card if desired, according to the rules in the chart.
The person who adds the card between
"Player" and "Banker" is the closest to 9. The winning "Banker"
bet will pay a 5% commission, which will be paid by each winning bet.
If "Player" and "Banker" have the same card sum, then
"Tie" is a tie game, and the payment is eight times higher.
When "Tie" comes out, "Player" and "Banker" bets are neither paid nor taken.
If "Player" stands at 6 or 7, "Banker" must receive a third card unconditionally
if the total is 0, 1, 2, 3, 4, or 5, and if the total is 6, 7, or 8.9, stand. If the total number of bankers is
0, 1, and 2, you must get the third card unconditionally in preference to any condition.
Click >>>
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- 이전글I want to compete with you 23.05.15
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