BillHoyt said:
What is obvious is that JE calls for a person with a spice name and accepts a dog's name as an answer.
So what? We shouldn't count nicknames anyway as they are not part of the census.
What is obvious is that JE sometimes calls out the same initial and states there are two people by that name.
And in those cases we count two guesses. Not hard.
What is also obvious is that his multiple guesses are difficult to tally in a regularized way.
Difficult, maybe. But not impossible. Re-read my method and tell me where the flaws are, if you can.
I chose a rule that would cover the most cases: count all names cited unless one is clearly a nickname of another. This rule covers JE in cases where he guesses "Ellen, Helen, or some 'L' name" and it covers "Richard or some 'R'" name. You may disagree with the method, but I have explained it. Again.
The only reason you picked it is because it is easy? Even though you know that it is incorrect?
Let's look at it from another angle. What are we trying to determine? We are trying to determine whether or not JE is cold reading. We have theorized that JE will guess higher frequency letters more often as they increase the chance of a hit. What we are concerned with is how much JE's methods seem directed to increasing his chance of a hit. The way that he does this is by casting as wide a net as possible.
One way to cast a wide net is to guess high frequency letters. Another is to guess multiple names. When we look at the data, we see that he rarely guesses multiple names that are dissimilar from one another. He does not say "Bob or John or Peter". he will say "Peter or some P name". In this instance, saying "Peter" does nothing to increase his chances of a hit (a hit of Peter will already be covered in "P"), it only makes him seem better if the P name IS Peter. If we are simply looking at frequency of letters, it makes no sense to count "Peter" and "P" as two separate and distinct guesses of the letter "P". They are not. It is only one "P" guess for one person.
Frequently this occurs when JE will guess a name like Peter, get nothing, and expand his guess to any P. It is still one P guess, not two, as he is still guessing for one person.
As for the Ellen/Helen, or J or G name, I counted each of those as 2, as he is attempting to widen the guess net beyond just one letter.
My method is also easy to apply, and it yields, IMO, a more accurate count for our purposes. Can you make any argument, beyond "Ease" for your method? Specifically, can you make any argument that it is more
accurate?