J
Jean310
Guest
Here are the results of one analysis I did, taking into consideration that each individual date is really a range of 7 dates, with the exception of the dates at (or near) the extreme ends of the set S{40}. In this case, rather than using 1/40, I used 7/40. Pbsuccess = 0.175 And, I progressed the Pb as each trial was completed.
0 Correct, Pb .14606, 1 in 6.85
1 Correct, Pb .30983, 1 in 3.23
2 Correct, Pb .29783, 1 in 3.36
3 Correct, Pb .18037, 1 in 5.54
.
.
6 Correct, Pb .00551, 1 in 181
7 Correct, Pb .00094, 1 in 1061
(Note, these Odds are what could be expected from a Chance result, no dowsing involved)
There are other ways to analyze this problem, this is just one, but one interesting thing that can readily be seen, is that the Odds for getting 1, 2 or 3 correct (by pure guessing) are better than getting Zero correct.
I'm still looking at this..............
Also, I might be mistaken here, but doesn't TBS usually attempt to Pre-test individuals such that they must perform successfully at a significance level where the Odds of a Chance Result would be 1 in 1000 or better?
0 Correct, Pb .14606, 1 in 6.85
1 Correct, Pb .30983, 1 in 3.23
2 Correct, Pb .29783, 1 in 3.36
3 Correct, Pb .18037, 1 in 5.54
.
.
6 Correct, Pb .00551, 1 in 181
7 Correct, Pb .00094, 1 in 1061
(Note, these Odds are what could be expected from a Chance result, no dowsing involved)
There are other ways to analyze this problem, this is just one, but one interesting thing that can readily be seen, is that the Odds for getting 1, 2 or 3 correct (by pure guessing) are better than getting Zero correct.
I'm still looking at this..............
Also, I might be mistaken here, but doesn't TBS usually attempt to Pre-test individuals such that they must perform successfully at a significance level where the Odds of a Chance Result would be 1 in 1000 or better?