Nay_Sayer
I say nay!
Keep doing the same thing and hoping for a different result?
Shirley nobody would do such a thing.
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3!
and don't call me shirley
Keep doing the same thing and hoping for a different result?
Shirley nobody would do such a thing.
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Because, with the protocol used in this test, you may not post the "guessed" number in your first post. You should have posted:why is it invalid?
Right you only accept certain answers, gotcha
,3, Lets keep the trend going
Also invalid test is still invalid
And it's not indispensible to be an incredible genius to deliberately answer badly (or not answer at all)...
Very good, Turgor, am I supposed to laugh?I think you picked the wrong number Michel H, because I am getting a strong impression that it is a suffusion of yellow.
Very good, Turgor, am I supposed to laugh?
Your post is still not an answer to my test.
I don't know, I am afraid this protocol may seem too complicated for many people, .
The last time I partcipated in this guessing game I was accused of being in a mental institution and therefore my response was invalid.
I'm now in a high-sided elastic banjo with an eskimo parasol, so rest assured that my response is both fluffy and perky.
The number I'm seeing is XX.
Here:
the number i came up with is ##
what's the point? what does my statement have to do with credibility?
As many have pointed out, your protocol is flawed. If I said for example:
I chose ## because that is the number most mentalists will chose.
How is this going to do anything to demonstrate 'telepathy'? All it will test is how versed you are in mentailism.
Perhaps five or six valid answers would be a good number, but this is maybe somewhat unrealistic, I don't know..
First, let me say that I mean this post to be respectful and I hope it doesn't not hurt my credibility rating.
Let me address the issue with a question.
If someone approached you and said, I have telekinetic powers such that I can influence the roll of an ordinary six-sided die. And that person said, please roll the die six times while I concentrate on the number 5. And the results were 5,2,6,4,5,3. And the claimant said "ah ha, my results are double what one would expect from chance, therefore I have proved my telekinetic power." Would you believe the claimant actually had that power? If you were not convinced, then what would you want to see before you were convinced?
Ladewig, the result of the telekinesis experiment you mention is two successes after six trials. The binomial probability of getting two or more successes after six trials, (when the probability of success on a single trial is equal to 1/6 = 0.16666666666), is equal to p = 26.3% (see here). This is a fairly large probability, so the result of your hypothetical experiment is not statistically significant (see Exemple 1 on this webpage). Telekinesis is a (physically) almost impossible phenomenon, so you would need a much smaller p-value for your "evidence" to be considered convincing.