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Is this what is meant by variance?

Hand History #370704363 (20:51 11/05/2011)

PlayerActionCardsAmountPotBalance
aces4m Small blind   £0.02 £0.02 £1.36
Stuwie Big blind   £0.04 £0.06 £1.53
OhDancing1 Sit out        
  Your hole cards
  • 9
  • A
     
07121970 Call   £0.04 £0.10 £4.15
les1969 Call   £0.04 £0.14 £5.33
jugglegeek Raise   £0.20 £0.34 £3.25
aces4m Fold        
Stuwie Call   £0.16 £0.50 £1.37
07121970 Fold        
les1969 Raise   £0.32 £0.82 £5.01
jugglegeek Call   £0.16 £0.98 £3.09
Stuwie Call   £0.16 £1.14 £1.21
Flop
   
  • 6
  • 9
  • 3
     
Stuwie All-in   £1.21 £2.35 £0.00
les1969 Fold        
jugglegeek Call   £1.21 £3.56 £1.88
Stuwie Show
  • 3
  • 3
     
jugglegeek Show
  • 9
  • A
     
Turn
   
  • 2
     
River
   
  • 6
     
Stuwie Win Full House, 3s and 6s £3.29   £3.29

Comments

  • edited May 2011
    No thats a cooler i guess.  Am sorry but in all honestly its a fold pre for me.  You have no advantage with the raise or the limp behind.  Why bother bud?
  • edited May 2011
    No, unless it's the third or forth time on the trot where you've made the same play and the same thing has happened, in which case I would say yes. This is simply a case of someone with a pretty naff hand getting lucky after an "all-in" calling decision. The "variance" is caused by not only the randomness of the cards turning up, but also your own raise and the opponent's playing style. Calling all in pre-flop with A,9o is the sort of thing I would think is called for when you're short stacked in a tournament or a SnG, not at a cash table.

    Consider the numbers . . . you need one of 6 cards (out of 50 unseen) to make a pair (slightly better than evens, 6/50 divided by five chances), and he needed one of 2 cards to make his set (4-1, 1/(25/5)). So with your two different and higher cards there was a greater chance of you coming out of the round with a higher pair than your opponent coming out of it with a set. These are not the only considerations, as there's the possibility on both sides of endung up with the cards needed to make a straight etc

    I've had a case recently during a session of 72 hands played, where I lost nearly 200 big blinds in losing 7 out of the last 10 hands I played. Three of these were losing to players hitting an 8-1 or greater draw, after I'd raised big with a fairly hefty mathematical advantage. In theory, I should only lose one hand of this sort out of every eight hands that I play, but here I am losing three on the trot. And of course it doesn't mean that I'm going to win the next 21 similar hands that come up.

    Overall, a volatile game with no guarantee that the best player always wins . . . :-)



  • edited May 2011
    Your preaching to the choir bud.

    But my game is dominately live, I think I saw this same set up in back to back hands last night.

    How about this for fun?  44 vs A3 on a 245r flop, sat deep.  No fun at all, no improvement.

    The sample size you use is pretty small bud (72).  When talking of odds/%'s were talking of likelyhood over sample, rather than balancing within a smaller sample size of hands.

    It is bloody unpleasent over all though.  I played a £60 FO, 14 handed last night, gathered lots of chips early.  Lost half of my stack in a AK vs 9's flip.  Then blinds are pretty huge, I'm on BB.  Douche limps UTG (limps most hands) I find AcKc in the BB no one else has come in.  My stack size is a mandatory jam 11BB's he calls with your dreaded 3's, he fades all trouble, turn brings me 4 to nut flush, but the 3's stay their course.  Ugly 3's
  • edited May 2011
    In Response to Re: Is this what is meant by variance?:
    The sample size you use is pretty small bud (72).  When talking of odds/%'s were talking of likelyhood over sample . . . .
    Of course it is . . . . you can't draw any mathematical conclusions from a sample of this size - I just use it as a personal example of how results can be skewed, both within your historical playing results and within individual sessions or tournaments etc. In my own experience, just half a percent of the hands I've played to date at the cash tables account for more than 100% of the losses I've incurred. Pareto's law doesn't even come close.
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