The "hold everything secure" was crosstalk from a channel 2 radio nearby the stuck motorcycle microphone on channel 1. So any other example would have to meet the same narrow condition.
So, of all the sounds or “sound impulses”, which were recorded “out of order”, the lone example, according to Dr. Thomas, is the “sound impulses” from the gunshots themselves.
What a fantastic coincidence.
In other words, the hypothesis that the Dictabelt recording contains sounds which are out of order, is totally without support. If this hypothesis had any support, we would have other examples, like maybe:
Statement C - Officer X – “Officer X here. I have reached Main and Texas.”
. . .
Statement A – Dispatcher – “Officer X, proceed immediately to Main and Texas.”
Statement B – Officer X – “I am on my way. I am almost there.”
Clearly, if we had such an example, we would have statements that were recorded out of order, since the real order in time was Statement A, B, C.
Dr. Thomas, and others talk of how unlikely the hypothesis is that the 4 “sound impulses” were not recorded at Dealey Plaza. They talk of how unlikely it would be, for these 4 “sound impulses” to match the testing done at Dealey Plaza so well. Initially, the probability was calculated at 50%, which does not sound like much of a coincidence to me. Later they revised the probability to 95%. Later still, Dr. Thomas made it at 96%.
How much more unlikely is it, that of the hundreds of Statements and sounds that were recorded on the Dictabelt, the only one that was recorded out of order, was the “sound” of the four gunshots. The HSCA/Dr. Thomas acoustic hypothesis, is ultimately based on a probability argument. The type of argument you criticize so much when I use it. It is curious that you criticize a LNer when he uses a “probability argument”, but never say a peep when a CTer does so, like whenever they give support to the 1978 HSCA Acoustic Studies. Actually, I think Probability arguments can be valid,
when applied consistently. If the odds of the “1963 gunshots” matching the “1978 tests” are 50%, 95%, or even 96%, but the odds of the “gunshot sounds” being recorded out of order is 0.1%, then these probability arguments collapse. It is too much for one to believe the 1 in 25 chance of the “1963 impulses” matching the “1978 impulses” by chance. But not too much to believe the 1 in 1,000 chance that the only “sound” that was recorded out of order, was the four gunshots?