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Draw poker variant

A best hand in badugi, a four-high badugi.

Badugi (also known as

badougi, paduki or padooki) is a draw 💴 poker variant similar to triple draw, with

hand-values similar to lowball. The betting structure and overall play of the game 💴 is

identical to a standard poker game using blinds, but, unlike traditional poker which

involves a minimum of five cards, 💴 players' hands contain only four cards at any one

time. During each of three drawing rounds, players can trade zero 💴 to four cards from

their hands for new ones from the deck, in an attempt to form the best badugi 💴 hand and

win the pot. Badugi is often a gambling game, with the object being to win money in the

💴 form of pots. The winner of the pot is the person with the best badugi hand at the

conclusion of 💴 play (known as the showdown). Badugi is played in cardrooms around the

world, as well as online, in rooms such 💴 as PokerStars.[1] Although it hasn’t had its

own tournament per se at the WSOP, it is featured in the Dealers 💴 Choice events as well

as in the Triple Draw Mix.[2] The 2024 WSOP event does have a Badugi tournament

scheduled.

Origin 💴 [ edit ]

Game origin [ edit ]

There is some controversy over the

origin of this game, which has been played 💴 at least since the 1980s.[citation needed]

Bill Rosmus reports that in the 1980s in Winnipeg, Canada it was played under 💴 the name

Off Suit Lowball in the back room of pool halls and back room poker clubs.[citation

needed] Bryan Micon 💴 says he has been told by several Korean players that it was also

played in South Korea in the 1980s. 💴 The name of the game means “black and white spotted

dog” in Korean. The game Go has a similar name 💴 in Korean, “baduk”, derived from the

same word.[2]

Another ancestor of badugi is displayed in a game played in Toronto in

💴 the 1970s and 1980s, "off on high low", and its variant" leapfrog." In both games the

objective was to make 💴 a 5 card hand, with a pair being mandatory. Either an "off" hand

(all 4 other cards different suits), or 💴 an "on" hand (all 4 other cards of one suit).

"Leapfrog" made this much more difficult with stipulation that the 💴 cards must not

"touch" each other, in terms of pip value. Oftentimes, the pot would "stay," making for

a juicy 💴 start to the next hand.[citation needed]

Etymology [ edit ]

Nick Wedd reports

that the Korean word baduk, or badug refers to 💴 a black and white pattern—a black and

white pet dog may be called "badugi"—which gives rise to the Korean name 💴 baduk for the

board game Go, played with black and white stones.[3]

Play of the hand [ edit ]

Play

begins with 💴 each player being dealt four cards face down. The hand begins with a

"pre-draw" betting round, beginning with the player 💴 to the left of the big blind (or

the player to the left of the dealer, if no blinds are 💴 used) and continuing clockwise.

Each player must either call the amount of the big blind (put in an amount equal 💴 to the

big blind), fold (relinquish any claim to the pot), or raise (put in more money than

anyone else, 💴 thus requiring others to do the same, or fold).[1]

Once everyone has put

the same amount of money in the pot 💴 or folded, play proceeds to the draw. Beginning

with the first player still in the pot to the left of 💴 the dealer, each player may

discard any number of cards and receive an equal number of replacement cards (called

the 💴 "draw"). Replacement cards are dealt before the next player chooses the number of

cards to draw. The discarded cards are 💴 not returned to the deck but are discarded for

the remainder of the hand unless the deck becomes depleted, at 💴 which point the discards

are reshuffled to reform the deck (this could be in the middle of a draw request, 💴 but

the deck should first be depleted, then reformed after which the draw may continue from

the reformed deck).[citation needed]

The 💴 first draw is followed by a second betting

round. Here players are free to check (not put in any money, 💴 but also remain in the

hand) until someone bets. Again betting proceeds until all players have put in an equal

💴 amount of money or folded. After the second betting round ends, there is another draw

followed by a third betting 💴 round. After that there is the final draw, followed by a

fourth betting round and the showdown, if necessary.[citation needed]

If 💴 at any time

all players but one have folded, the sole remaining player is awarded the pot. If there

is 💴 more than one player remaining at the conclusion of the final betting round, the

hands of those players are compared 💴 and the player with the best badugi hand is awarded

the pot.[citation needed]

Hand evaluation [ edit ]

Badugi ranks cards low 💴 to high as in

traditional poker, except with aces being low. Thereafter, there is a different ranking

of hands than 💴 traditional poker, with hands having distinct sets of ranks and suits

being superior. Then, for sets of equal size, hands 💴 with lower rank of cards are

superior (as in lowball).

The badugi hand can consist of 1–4 cards of distinct rank 💴 and

suit. Any duplicated suit or rank in a hand is disregarded.[citation needed] Any

four-card badugi hand beats a three-card 💴 badugi hand, a three-card hand beats a

two-card hand, and a two-card hand beats a one-card hand.[4] A four-card badugi 💴 hand

that consists of all four suits is called a "badugi".[5]

Two badugi hands containing

the same number of cards are 💴 evaluated by comparing the highest ranking card in each

hand (where ace is low). As in lowball, the hand with 💴 the lower ranking high card is

superior. If there is a tie for the highest card, the second highest card 💴 (if there is

one) is compared. If the ranks of all the cards in the badugi hand are the same, 💴 the

two hands tie. Suits are irrelevant in the comparison of two hands.

The best possible

hand is A234 of four 💴 different suits. The worst possible hand is K♣ K♦ K♥ K♠.

Here are

a few additional examples:

2 ♠ 4 ♣ 5 💴 ♦ 6 ♥ beats A ♠ 2 ♣ 3 ♦ 7 ♥ (both are four-card

hands) since the highest card 💴 is compared first and the 6 ♥ is smaller than 7 ♥ .

beats

(both are four-card hands) since the highest 💴 card is compared first and the is smaller

than . 4 ♠ 5 ♣ 6 ♦ K ♥ beats 2 💴 ♠ 3 ♠ 4 ♦ 7 ♥ since the former is a four-card hand and

the latter is a three-card 💴 hand. (The 3 ♠ is disregarded as a duplicate spade, so the

hand is a three-card 247.)

beats since the former 💴 is a four-card hand and the latter is

a three-card hand. (The is disregarded as a duplicate spade, so the 💴 hand is a

three-card 247.) A ♠ 5 ♦ 9 ♦ 9 ♥ beats A ♣ 2 ♠ 2 ♣ 💴 J ♦ They reduce to the three-card

hands A59 and A2J.

beats They reduce to the three-card hands A59 and A2J. 💴 2 ♠ 3 ♠ 4 ♦ 7

♥ beats 4 ♠ 5 ♠ 6 ♦ K ♥ both are three-card 💴 hands, but the highest in the former is the

7 ♥ while the highest in the latter is the K 💴 ♥ .

beats both are three-card hands, but

the highest in the former is the while the highest in the latter 💴 is the . A ♠ 2 ♣ 3 ♦ 3

♠ and A ♦ 2 ♥ 3 ♣ K ♣ 💴 are of the same strength, since both of them reduce to the

three-card hand A23. The redundant ( 3 ♠ 💴 and K ♣ ) do not affect the strength of the

hands as they are disregarded.

and are of the same 💴 strength, since both of them reduce

to the three-card hand A23. The redundant ( and ) do not affect the 💴 strength of the

hands as they are disregarded. 5 ♦ 7 ♣ K ♣ K ♥ beats 2 ♠ 3 💴 ♦ K ♠ K ♦ as the former is a

three-card hand (after disregarding the K ♣ ) while the 💴 latter is a two-card hand (both

kings are disregarded since each is the same suit as another card in the 💴 hand).

If one

can construct two (or more) different badugi hands with the same four cards (as in the

final example), 💴 the better badugi hand is evaluated against the other hands. This

occurs when there are at least two cards of 💴 the same suit; one of which is paired.

Here, disregarding the paired, suited card generates a better hand than disregarding

💴 any other card.

Example hand [ edit ]

The blinds for this example hand

Here is a sample

deal involving four players. The 💴 players' individual hands will not be revealed until

the showdown, to give a better sense of what happens during play:

Compulsory 💴 bets:

Alice is the dealer. Bob, to Alice's left, posts a small blind ofR$1, and Carol posts a

big blind 💴 ofR$2.

First betting round: Alice deals four cards face down to each player,

beginning with Bob and ending with herself. Ted 💴 must act first because he is the first

player after the big blind. He cannot check, since theR$2 big blind 💴 plays as a bet, so

he folds. Alice calls theR$2. Bob adds an additionalR$1 to hisR$1 small blind to call

💴 theR$2 total. Carol's blind is "live", so she has the option to raise here, but she

checks instead, ending the 💴 first betting round. The pot now containsR$6,R$2 from each

of three players.

First draw: Each player may now opt to draw 💴 up to four cards in an

attempt to improve his hand. Bob, who is to the dealer's immediate left, is 💴 given the

first chance to draw. Bob discards two cards and receives two replacement cards from

the top of the 💴 deck. Bob's discarded cards are not added to the deck, but removed from

play. Carol now also chooses to draw 💴 two. Finally, Alice chooses to draw one.

Second

betting round: Since there are no forced bets in later betting rounds, Bob 💴 is now first

to act. He chooses to check, remaining in the hand without betting. Carol bets,

addingR$2 to the 💴 pot. Alice and Bob both call, each addingR$2 to the pot. The pot now

containsR$12.

Second draw: Bob draws one. Carol 💴 opts not to draw any cards, keeping the

four she has (known as standing pat). Alice draws one.

Third betting round: 💴 Bob checks

again and Carol betsR$4. Alice, this round, raises making the total betR$8. Bob folds

and Carol calls the 💴 additionalR$4. The pot now containsR$28.

Third draw: Since Bob has

folded, Carol is now first to act. She opts to draw 💴 one. Alice stands pat (does not

draw).

Last betting round: Carol checks and Alice betsR$4. Carol calls.

Showdown: Alice

shows 2♠ 4♣ 💴 6♦ 9♥ for a nine-high badugi (or four card hand). Carol has 3♠ 5♦ 7♣ 8♥, an

eight-high badugi. Carol 💴 wins theR$36 pot.

Betting structures [ edit ]

In casino play,

it is common to use a fixed limit and two blinds. 💴 The limit for the first two rounds of

betting is called a small bet, while the limit for the third 💴 and fourth betting rounds

is called a big bet and is generally double the small bet. The small blind is 💴 usually

equal to half of a small bet, and the big blind is equal to a full small bet.

This game

💴 is also played pot-limit, half-pot-limit, and rarely, no-limit. These structures allow

for more range in the amounts bet.

Strategy [ edit 💴 ]

Like other card games with a fixed

order of play, position can be an important component in badugi strategy.[1] Players

💴 who are last to act often have an opportunity to bluff since they are able to observe

the actions of 💴 other players before they act. In addition, players in late position are

able to determine the strength of their hand 💴 more accurately by observing the actions

of other players. Overall, people tend to play Badugi tighter than other draw games,

💴 meaning they fold more hands pre-draw. This seems to be advisable to everyone.

When

drawing one card, there are only ten 💴 cards which will fill the badugi, the members of

the fourth suit which don't pair the other three cards. A 💴 player holding a badugi can

use this to estimate odds. For example, a player with an 8 high hand, knows 💴 at most 5

cards (A to 8, less the three pairs) will fill an opponent's hand.

Another aspect of

the strategy 💴 of badugi involves the number of people at the table. The more people

there are at the table, the more 💴 likely there is to be a 4-card badugi. Bluffing with a

2 or 3 card hand is not usually advisable 💴 when playing at a 6-player table. When

playing with fewer than 4 people, bluffing becomes potentially more effective with a

💴 three-card hand.[citation needed][6]

If a player has a three-card badugi such as A♣ 2♠

3♦ 3♥ in the first round, the 💴 probability of making a four-card badugi by the final

draw is 51%. With a one-card draw, the chance of making 💴 a badugi is approximately 21%

per draw.[7]

In badugi, the pot odds often justify or contradict making a call or

folding 💴 a hand.[8]

References [ edit ]

Further reading [ edit ]

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