You might try re-reading post #6 on this thread, in which I stated that "it may be possible for someone to pick out a red card at a significantly above chance rate, even if that rate is only 51-52% over thousands of trials. Would such a person apply for the prize, when there is not even a hint in the official rules of what level (s)he must perform at even to pass the preliminary test, let alone win the million dollars? The point is that, by not specifying an odds standard, serious challenges for the prize are discouraged."
Even though I'm a little late to the discussion, I feel I must respond to this. Although the essence has already been explained by Cuddles and others, I believe that there is one very specific misunderstanding in your post, and I would like to address that.
There are two distinct chances at play here: 1. The chance at which the alleged paranormal ability works. For example, a person might predict the outcome of a coin toss with 100% success rate, or 80% success rate, or, if she really only has a very hazy vision of the future, with 51% success rate. 2. The chance of the person passing the preliminary (or real) test without having the ability that she claims to have. In other words, the
probability of a false positive. I put those words in bold because it is important to understand that that is precisely what it is: a false positive. It's not the odds of succeeding in the preliminary test; it's the odds of the test failing and incorrectly crediting a "muggle" with the claimed paranormal ability.
And you are mixing those two chances. Perhaps you are under the impression that the criterion of demonstrating a paranormal ability is achieving something with the odds of 1:1000, or 1:1,000,000, or some other small chance. But that is not the case. That is not called paranormal, that is called luck. If beating a chance of 1:1,000,000 was all that was necessary to "demonstrate a paranormal ability", then why, there would be 6,600 eligible winners of the MDC out there - and none of the winners would need any paranormal ability whatsoever.
Would such a person apply for the prize, when there is not even a hint in the official rules of what level (s)he must perform at even to pass the preliminary test, let alone win the million dollars?
That's because there is
no prescribed level she must perform at. You are again confusing the claimed success rate, and the probability that she passes the test without having the alleged ability. There is no limit whatsoever about the former. You can make any sort of claim. For example: "I can predict the outcome of a coin toss with 85% success rate." Or "I can match a person to their astrological sign with a success rate of 1:10." Or "In coin tossing, I achieve success rate 50.01% over thousands of trials." There is no "minimum success rate" as you seem to be hinting, and certainly none in any way derived from the numbers 1:1000 or 1:1,000,000.
First, the
claimant makes a claim about their abilities. Then, a test is designed that they will be able to pass easily if they can do what they claim, and unlikely to pass if they cannot do it. Just
how unlikely they will be to pass in that case has nothing to do with the claimed success rate! The claim is made based on what the person
knows or believes she can do. They are to make this assessment on their own and come up with a success rate they are confident they can manage.
It has been said before, but it's worth being said again:
The Million Dollar Challenge is not a contest. It is not a research project. It is not a means of screening the population for paranormal talents.
It is a challenge to those who claim they have paranormal abilities, to demonstrate them and win $1,000,000.
You seem to be under the impression that the MDC is a test tool. That if you think you may have paranormal abilities, but are not sure, you can come forth, and be tested, and JREF will tell you, "congratulations, you are psychic" or "sorry, not psychic enough". If it worked like that, sure, there would be a point in a "prescribed success rate".
But it doesn't work like that. If you are not sure about your paranormal abilities, you
should not apply. This challenge is to those who already did all necessary experiments and now claim that they have paranormal abilities. That's why it is not concerned with establishing your success rate - it leaves that to you. You are just supposed to announce it, and then prove it. And the exact probability of a false positive makes this neither easier nor more difficult for you. It is, indeed, quite irrelevant.
The point is that, by not specifying an odds standard, serious challenges for the prize are discouraged."
That makes no sense, and I'll explain why. Having a serious claim for the prize means being
very certain that you have a particular paranormal ability, and very willing to demonstrate it. If you're not very certain that you have a paranormal ability, or not very willing to demonstrate it, you don't have a serious claim. It's that simple.
Now why would a person who is very confident of their paranormal ability, and very willing to demonstrate it, be discouraged by
not knowing the probability of a false positive? That makes absolutely no sense. The probability of a false positive is irrelevant to any
serious claimant. It's only relevant to JREF, with respect to the number of applicants and other factors.
There is another aspect of your remark: it is true that some claims are not testable. And some of them are not testable because testing them would take too many trials. So you might be saying that by not specifying the required odds, some might not know whether their claim will be deemed testable or not.
This makes no sense for two reasons: 1. The main factor determining the the required number of trails is the claim, not the maximum allowable odds of a false positive. If you claim you can predict the outcome of a coin toss with 100% success rate, it takes only 10 tosses to get to 1:1000, and only 20 tosses to get to 1:1,000,000. If you claim a 55% success rate, it will take some 1000 tosses to get to 1:1000, and some 2300 to get to 1:1,000,000. Making the test a
thousand times more difficult to win by sheer luck doesn't even make an order of difference in the number of trials here. - Thus, whether testing the claim would take too many trials or not depends far more on the claim itself than on the exact risk of a false positive that JREF is willing to take. If the claimed ability is too weak to be testable, an "odds standard" won't really make a difference.
2. It makes no sense that any serious claimants would be discouraged by this. If they are hesitating to apply because they don't know whether or not their claim would be deemed testable - although all it would take to find out is ask - then they can hardly be called serious claimants. If you're not willing to communicate with JREF, it's indeed better that you don't apply.