i think so .. im pretty positive thats correct

The law of averages is a lay term used to express a belief that outcomes of a random event will "even out" within a small sample.

As invoked in everyday life, the "law" usually reflects bad statistics or wishful thinking rather than any mathematical principle. While there is a real theorem that a random variable will reflect its underlying probability over a very large sample, the law of averages typically assumes that unnatural short-term "balance" must occur.[1] Typical applications of the law also generally assume no bias in the underlying probability distribution, which is frequently at odds with the empirical evidence.

if guy gets dealt say AKs in his hand which is 331:1 its pretty safe to assume and more likely that he wont have it again the next hand ...
Is that not correct ? He could get it again yes but it is not as likely as say he was 300 hands from his last AKs.
You understand?

Belief that an event is "due" to happen: For example, "The roulette wheel has landed on red in three consecutive spins. The law of averages says it's due to land on black!" Of course, the wheel has no memory and its probabilities do not change according to past results. So even if the wheel has landed on red in ten consecutive spins the probability that the next spin will be black is still 48.6% (assuming a fair European wheel with only one green zero: it would be exactly 50% if there were no green zero and the wheel were fair, and 47.4% for a fair American wheel with one green "0" and one green "00"). (In fact, if the wheel has landed on red in ten consecutive spins, that is strong evidence that the wheel is not fair - that it is biased toward red. Thus, the wise course on the eleventh spin would be to bet on red, not on black: exactly the opposite of the layman's analysis.) Similarly, there is no statistical basis for the belief that a losing sports team is due to win a game or that lottery numbers which haven't appeared recently are due to appear soon. This sort of belief is called the gambler's fallacy.[1


there an example from wikipedia lol

sux OP GL

no.

is this a level brah? i rly hope so.

somebody tell me if dude is leveling here, i honestly can't tell.

everything u just quoted directly contradicts your belief.

pretty sure ur leveling now.

haha yea thanks.

what if every flop in the world at poker came down with 3 of the same suit the odds are infinite basically but it is possible according to odds .
Law of averages = that wont happen ..
im just rambling on here hahaha

lol did u reed wikipedia

As invoked in everyday life, the "law" usually reflects bad statistics or wishful thinking rather than any mathematical principle.


Not exactly reasoning a good poker player would use for how he played a hand. But, some of your other stuff makes sense based on the limits you were playing.

well poker is about evualting everything situation to the max lol

confirmed level now, imo

Waiting on a reply from cake security management to the email i replyed to the last one they sent. Guy replyed saying have to wait 24 hours as the email was forwarded to manager of scecurity department or somthing even though it was the same guy "walter" who told me my funds had been took out of my account .
Anyway when they reply ill post it on here ...

In case the OP is serious about the law of averages...

In the events of hands, cards, roulette, etc...what has happened previously has no bearing on the event of the current deal/flip/spin. If you got aces last hand, you still have the same odds (1 in 221) to get aces this hand.

The law of averages states that in the long run, you can expect (with no guarantees of course) the mathematical frequencies to get closer to their expected values.

If you flip a coin 10 times, you are much more likely to deviate far away from the expectation (5 heads/5 tails) than if you flip it 10,000,000 times. The larger the sample, the closer (% wise) you will get to the expected values.

Whether or not your AK missed the flop last time, it still has the same chance to hit this time

Yea i know lol ...

What you said is the exact opposite of what is true, just so you know. Just trying to help. The fact that you got AKs last hand changes nothing. Your odds of getting it this hand are the same. And next hand too, even if you get it again. Or if you don't. Independent events.

okie dokie . who said the odds changed

That is pretty sick.

I mean wtf is the definition of rational poker? When we tilt we dont play rationally same when we are drunk (if we play drunk) etc.....

Hand convertor? My question is how did the guy get sixty k onto the site in the first place? The whole sixty k was fraudulent funds ? Stolen credit cards etc? How long did the guy have sixty k on the site for?

LOL Cake Security