....
Are you trying to say anything other than, anything more than that?
So are you gnostic or agnostic about randomness in the natural world... YES... or NO.... do you think there is randomness in the natural world or not?
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Are you trying to say anything other than, anything more than that?
Ah well... then anything you have to say in regards to the topic of randomness is an Argumentum ad Ignorantiam.
Go get some KNOWLEDGE so that you can then talk about the subject out of knowledge not out of lack of it.
My understanding is that you wrote your coin flipper and started this thread in order to produce and convey knowledge about randomness in the natural world.
But I'm not seeing it. All I'm seeing is an unsupported claim that artificial pseudorandomness can tell us something about natural randomness.
So where's your knowledge coming from?
...
So where's your knowledge coming from?
I think there are infinite parallel universes, and in an infinite fraction of those, the coin in your little experiment always comes up heads. And let me tell ya, the Leumas in those universes is freaking out right now.
The set of Numbers is infinite... yet not a single member of the set is repeated ever...
Humans count in the billions right now and not a single one is the same... not even identical twins.
So whether there are infinite universes or not (I say not)... there is no other Leumas who is like me doing the same as I.... this concept comes from the same TYPE OF amusing fertile imaginations that gave us Leprechauns and Elves or Gods.
I agree, it's just a fun sci-fi idea. But if it were true, infinite would literally mean infinite, so things would have to repeat, no matter how unlikely, because there aren't infinite ways events can go.
Do members of an infinite set of numbers ever repeat because it is infinite and thus literally infinite?
How many permutations can you have with the numbers 1, 20, & 300 that do not repeat?
How many permutations can you have with an infinite set of numbers that do not repeat?
So are you gnostic or agnostic about randomness in the natural world... YES... or NO.... do you think there is randomness in the natural world or not?
I'm not sure what you mean?
If we're talking about your simulator,
I think there are infinite parallel universes, and in an infinite fraction of those, the coin in your little experiment always comes up heads. And let me tell ya, the Leumas in those universes is freaking out right now.
I agree, it's just a fun sci-fi idea. But if it were true, infinite would literally mean infinite, so things would have to repeat, no matter how unlikely, because there aren't infinite ways events can go.
I'm not sure what you mean?
... But if it were true, infinite would literally mean infinite, so things would have to repeat, no matter how unlikely, because there aren't infinite ways events can go.
there should be a 1 in "really large number" chance that all coin throws turn up heads after a billion tries, otherwise you have a bad simulator.
If we're talking about reality, I don't think there's an infinite number of possible states.
You didn't answer my question. Would have been a nice incentive for me to consider yours. But thanks, at least, for the lack of bold emphasis in your post.
Ok...
- Try it in real life
- Try it on my simulator
- See what happens
Then come back and tell me the result... until then you are just engaging in bare assertions.
I have to read up on multiverse theory, so I'll get back to you on that one.
However, while the many-worlds interpretation might be pure sci-fi, this is just basic math, so I don't know what your issue is here? There's a 1 in 1024 chance for 10 consecutive heads, and there's a 1 in n chance for a billion consecutive heads. The fact that it isn't practical doesn't mean it isn't part of randomness.
It is unfalsifiable claptrap.
The probability of getting 1 Billion consecutive heads in 1 Billion tosses is
(1/2)^1E9 = 1/(2^1E9) ≈ 0
Ah, but the Law of Probability states that a coin is just as likely to come up head as tails, and should therefore cause no surprise whatsoever each and every time it does.
Yes... but that is not what is being said.
Let's say a casino is offering the odds of 1025 to 1... i.e. it will pay you $1025 for your $1, if the result of 10 executive tosses of a coin come up all heads.
If it is all heads the casino will pay you $1025 if not you lose the $1.
OK...
How many many times are you willing to bet $1?
I was referencing a line from the Stoppard play Rosencrantz and Guildenstern are Dead. The opening scene has them flipping coins, which all come up heads over and over.
Ah... I see... I don't know that one.... was it meant to be a con in the play?
Anyways... in the above casino, if you sit and watch for 1023 rounds without betting... are you willing to bet $1000 the next time.... after all it is 1 in 1024 chance so for the last 1023 rounds it never came up... are you now ready to bet $1000 and get $1,025,000 nearly 1 million dollars so easily?
Why not use the app Coin Flipper 2 or Coin Flipper and try it out without having to lose any dollars... see what will happen!!
Yes, it was a literal everyday gold coin. If you don't get a chance to see the actual play, a movie was made by the same name featuring Tim Roth, Gary Oldman, and Richard Dreyfuss. Really outstanding humor, and I think you would thoroughly enjoy the wordplay.
ETA: if you meant a scammy "con", then not really. It was symbolic of an otherworldly kind of foreshadowing, about fate and our lack of control or understanding of it. Really excellent show.