For the question why have u taken readings at a perticular time I asked to go through my principles.
You no need to consider my principles. Just agree to the time I specified.
I must be able to differentiate which one is medicine and which one placebo. thats it.
Before that I want to conduct a blind study. But even I am confidential. I can perform the test now.
At this stage I can only differentiate a Homeopathic preparation from placebo. but not two preparations.
So protocol should be like this,
8 samples - some are homeopathic preparations, some are placebo (sugar pills without alcohol mix I prefer, but even alcohol mix if you want)
Cover the bottles, keep it in a box and lock, keep it with third party, open the box every day before 1/2 hour the trail starts.
4 days trail period,
8 subjects - 2 per a day - 10 mits record readings per day, at time X (8am - 8.10 am),
4th day - analysis of data for 1 hour - reveal which one medicine and placebo,
uncover the bottles and check results.
thats it,
Is this protocol considerable?
Under this protocol where you already know that in each day one person gets a placebo and the other gets a homeopathic preparation the odds are not good enough for the JREF to stake $1 million.
The chance of getting your first test right by chance alone is 1 in 2 or 0.5 or 50%.
The chance of getting all four tests correct is 0.5 x 0.5 x 0.5 x 0.5 = 0.0625 or 6 1/4 % or 1 in 16
That would be a nowhere near significant result. Even given that this is a preliminary test and that the same test must be repeated before the $1m is awarded there's a 1 in 256 chance that somebody just guessing could win the million.
If those odds were acceptable to the JREF every gambler in vegas who could come up with a protocol that cost less than $3,900 to test would jump at those odds. The JREF would be inundated with people claiming to be able to correctly guess the toss of a coin four times in a row.
As I've said above, there is a way to do this in just 5 repetitions, (10 trials)
Under that protocol, instead of knowing that one of your pair has been given the homeopathic preparation and one has been given the placebo, you deall with each person individually. All you know is that on the toss of a coin there's a 50% chance that they'll have been given the placebo and a 50% chance that they've been given the homeopathic preparation.
As such, for every repetition there are four rather than two possible outcomes.
Both have been given the placebo,
The first has been given the placebo whilst the second has been given the homeopathic preparation.
The second has been given the homeopathic preparation whilt the first has been given a placebo.
Both have been given the homeopathic preparation.
Over the course of 5 repetitions (10 trials) there are 1024 possible combinations which I won't list here except for to mention that they include nobody being given the placebo or everybody being given the placebo.
It's equivalent to being able to guess the toss of a coin 10 times in a row. Enough to scare away the gamblers.
I believe such a test should fullfill the requirements of the JREF.