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 H.O.R.S.E. Poker Strategy: In the Mix -- Starting Hands and Dead Cards in Razz (15.11.2008)
Titel
H.O.R.S.E. Poker Strategy: In the Mix -- Starting Hands and Dead Cards in Razz

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David Behr Pokernews.com
A few weeks ago I discussed the importance of looking for the proper conditions to 
defend the bring-in bet in razz and how absent incredibly ideal conditions, the bring-in 
is usually better off folding most of the time. However, given a suitably random 
distribution of razz hands, a player is going to pick up the bring-in only one time per 
eight hands. The other seven times he will have to decide whether to play or fold. What 
makes a good starting hand in razz? 

A good general rule for beginners is not to play any hand that's worse than a three-card 
eight. That is, if a hand doesn't consist of three unique cards ranked eight or lower, 
it should generally be folded. Especially at lower limits  and in smaller buy-in 
tournaments, it is rare that a hand worse than an eight-high wins the pot. A player 
should give himself the best chance to win by starting with three good cards. That said, 
(3-8) / 2 is a much more powerful hand than (3-2) / 8 and it should be pretty obvious 
why. Razz is very much a game of strong boards. The stronger (lower) a player's exposed 
cards are, the more pressure he can apply to his opponent. A three-card eight with the 
eight exposed is much weaker than a three-card eight with the eight hidden. If the eight 
is exposed, opponents will know for a certainty on fifth street that the player can't 
have anything better than a made eight. This may encourage opponents to draw (to a 
seven, for example) when they might otherwise fold. 

Three-card eights and sevens should generally complete the bring-in as first into the 
pot, subject to a few caveats to be discussed below. Three-card sixes and wheels can 
raise a player who has opened with a completion, hoping to get the pot heads-up going 
into fourth street. 

Of course if a player only played hands that were three-card eights or better, he would 
bleed quite a bit in antes and bring-ins (three-card eights aren't exactly plentiful) 
and would give his opponents an easy line on his play. That's where steals come into 
play. 

Assume a player is dealt (2-J) / 3. A king brings it in before a deuce, a queen, a nine 
and a ten all fold. Behind the player are an ace and a nine. He might try to complete 
the bring-in here in the hope that everyone folds and he can steal the antes and the 
bring-in. In the typical structured razz game, the player is risking one small bet to 
win almost two small bets. There is the added luxury that if the ace calls, and the 
player who completed the bring-in catches a baby to the ace's brick on fourth street, 
the ace is almost certainly going to fold. 

Again this isn't an ironclad rule. If the players at the table are more likely to call 
than most with bricks in the hole, a player's stealing frequency should be turned down 
appropriately, for the simple reasons that he will almost always get action on his good 
hands. Otherwise, this can be an easy way to at least maintain pace with the blinds and 
antes until you pick up better hands that (hopefully) don't brick up and you can take to 
a showdown. 

What if a player in late position has a three-card eight and someone in steal position 
has completed the bring-in ahead of him? This is typically a situation to raise. If the 
opponent is suspected of stealing, then the player with the three-card eight has the 
better hand and is getting the best of it on every additional dollar in the pot. Even if 
the initial completer has the best hand, the player with the three-card eight should 
want to discourage other marginal hands from seeing fourth street. Finally, if the 
player raises and then catches a baby on fourth street to a brick for his opponent, he 
has a better chance of inducing a fold with a bet. 

Remember that not all three-card eights are created equal. (7-6) / 8 is a very marginal 
hand, especially if there are lots of low cards already out. Hands like this require 
prudence in how they are played. They do have potential if the player draws into a 
strong board, but it's limited potential. 

This column has previously discussed the importance of card memory in stud games. 
Exposed cards are incredibly useful in razz when making decisions to play or fold on 
third street. A hand like (A-6) / 4, while generally a pretty strong starting hand in 
its own right, is made even stronger if other players are showing K, 9, A, 4, 4, 6 and 
10 as their door cards. In such a situation, it is less likely that this player will 
make a pair (hidden or exposed) and more likely that he will draw into cards that 
complete a solid five-card hand. If opponents are showing K, 9, 2, 3, 3, 2 and 5 as 
their door cards, the calculus is completely different. Half of the cards needed to make 
a six are already dead. This doesn't mean that the hand should be thrown away yet, but 
it does mean that the hand is considerably weaker than it appears at first blush. 

New players should try to keep track of all the cards ranked eight or lower that have 
been exposed. There are times when knowing that nines, tens and jacks are dead would be 
helpful, but those may be more "advanced" stages of razz. Since beginners are generally 
only going to play three-card eights or better, it's safe to ignore those high cards in 
the beginning. The point is, knowing which cards are dead, combined with the board of 
all opponents that stay in the hand past third street, combined with a player's own 
hand, will make certain decisions on later streets easier to make. Either a player's 
cards are live, or they're not. Also, memorizing the exposed cards is an easy skill to 
practice when not in the hand and provides a way to keep a player's focus on the table. 

It can be pretty frustrating to keep folding hand after hand in razz, or to start with a 
good hand and catch a brick on fourth street. Discipline is key, though, because a bad 
starting hand is a bad starting hand -- there's no sequence of later streets that will 
magically turn (8-K) / 10 into the nuts.
Information von Richard Honegger
 
 
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