I have been playing poker and blackjack for the past 8 years and have analysed both extensively.
Suffice to say that I too have encountered 10+ losses in a row, but the point of my post was pretty simple;
Blackjack has a low house edge.
Thus I if take a figure of a 50% winrate for blackjack (ie implying that the house has a zero edge, and the player also has a zero edge, which is easy to work out for me and extremely generous for you) then we get P(win) = 0.5
and to lose 10 in a row we simply put 0.5 to the factor of 10
it is akin to saying the probability of getting two heads in a row on a fair coin is 0.5^2 = 0.25 (or one quarter)
So 0.5^10 works out to roughly 0.1%
So to lose 10 coinflips in a row the probability is 0.1%. That is very generous for the game of blackjack. 0.1% is the same as saying 1 in 1000 trials.
Therefore if you conducted a trial of 10 hands of blackjack, you would lose all 10 of them 0.1% of the time.
It is simple maths dude.
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I'm not disagreeing with you here, i guess a statistical anomaly occured to me then because it was 10 in a row.
Also, i'm an exceptional poker player in the casino. I've made thousands online when the games were softer (before that pesky safe port bill
) and I can crush any casino game <£300. It is mainly on the reads and the "feel" aspect you describe. But you have appreciate that, for example, AA v KK ran hot and cold 3 times will see AA win all three times 0.8^3 ~ 0.56 of the time (56% of the time). That is a simple mathematical fact for any poker enthusiast. Run an 80%er hot and cold 3 times and you will win all 3 trials 56% of the time. You will thus lose 1 or more 44% of the time.
If you don't get the maths of poker, then you are what I call a "nav" of poker. A decent player who can feel the play against normal opponents but one who does not have appreciation for hand ranges, or implied odds, or fold equity, or ICM, or anything else mathematical related.