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1. Introduction I was playing in the £20 rebuy pot limit hold'em at Luton last night when surprise, surprise, I came across a player who was persistently raising with all sorts of rubbish. Re-Raising with KJ was normal! I mused! Could I, by estimating the percentage of his raised hands, calculate his likely hand given a raise on his part? This is really interesting! But first, the previous conundrum 2. Answer Conundrum
Remember:- First, I got bit wrong...I spoke to NT and it was five 10 man one hand satellites in sequence, the odds thus being: 1/10 x 1/10 x 1/10 x 1/10 x 1/10 = 1/100,000 or 99,999 to 1! Simple anyway! Now the article :- 3. Scoring a Loose Player Lets begin by roughly ranking starting hands :- Table 1 - Hand Rankings
Now let us suppose that integrated into any players subconscious hand ranking is a minimum raising rank. So for example referring to the above table, a very, very tight player might only raised with 'rank 1' hands or AA, KK, AK! Now we can count each class of hand to produce an extended table :- Table 2 - Counted & Ranked Hands
Another example would be a 'Class 3' player (like me) who raises with JJ, TT, 99, AJ, QQ, AQ, AA, KK, AK! Look don't get picky...This is a rough guide. Now we can produce a further table thus :- Table 3 - Player Classes
Now to hearken back to my example... The wild man on my table (during the rebuy phase at least) was raising at least 25% of the time which reading across in the above table puts him as a class 8 player. When this player raises put him typically on a KQ or better or as low as a JT! Re-raise him with any ace to give yourself a 'shot' at doubling through. Maybe even a Qx is worth a swing. You need to accumulate chips in the rebuy stage. Know when and who to gamble with! The above theory is another example of turning instinct into Maths.
Incidentally, I went out 6th when my A
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A Bit of Maths:
