JFK-related Witness Homicides: Warren Commission Apologist Confusion

23 Aug

JFK-related Witness Homicides: Warren Commission Apologist Confusion

Richard Charnin
Aug. 23, 2014

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It is strange how Warren Commission apologists still can’t get the difference between a random and selected group. They claim that the universe of 1400 JFK-related witnesses is not a RANDOM group; that it is SELF-SELECTED and therefore a probability calculation of 34 official homicides from the group of 1400 over the 15 year period from 1964-78 is not valid.

The apologists have used the same talking point from their disinformation playbook years after I have explained it a number of times in various forums. To use such a convoluted argument over and over again betrays utter confusion and/or an attempt to discredit the logic of the witness unnatural death analysis.

Yes, it is true, the group of 1400 JFK assassination-related individuals is NOT a random group. AND THAT IS WHY THE ZERO PROBABILITY OF 34 HOMICIDES IN THE GROUP IS VALID. The apologists cannot or refuse to accept the logic of that simple statement of fact.

The 1400+ JFK-related witnesses are listed in Michael Benson’s “Who’s Who in the JFK Assassination”. In the group, there were 34 officially ruled homicides (actually there were quite a few more since many suicides and accidents and heart attacks were statistically proven to be inflated and therefore were actually homicides). But we will stick with the bogus 34 official homicides.

How many accidents, suicides, suspiciously timed heart attacks, and sudden cancers were likely homicides?

In a RANDOM group of 1400, only two homicides would be expected given the average 0.000084 homicide rate over the 15 year period from 1964-78. But there were 34 homicides in the JFK-RELATED group of 1400!

The key point is that JFK-related witnesses were murdered at a MUCH HIGHER RATE than would be statistically expected in a RANDOM group of 1400.

The only relevant factors in calculating the probability are

1) N, the number of JFK-related witnesses
2) n, the number of official homicides
3) T, the time period in years
4) R, the average homicide rate

That is all we need to calculate the probability of n homicides in the N-group.
We first calculate E, the expected number of homicides.
E = N*T*R = 1.77 = 1400*15*0.000084.

The probability is calculated using the Poisson function:
P=POISSON (34, 1.77, false) = 1.57E-31 or 1 in 6 million trillion trillion.

This is not a poll. It is not a correlation analysis. Motivation for any given murder is not a factor. The 34 official murders among 1400 witnesses is all that matters. The 1 in 6 million trillion trillion probability means we have proven a conspiracy beyond any doubt.


Witnesses: N
Homicides: n
Time: T= 15 years
Rate: R= 0.000084


Example: In the table, find the probability of n=50 homicides among N=1400 JFK-related individuals over the T=15 years from 1964-78 is
P= 1.42E-53 = 0.0000000000 0000000000 0000000000 0000000000 0000000000 001

The probability is still effectively ZERO assuming N=8000 JFK-related individuals:

Homicide Probability Sensitivity Analysis

………………………………….Homicides (n) …………………….
N......10...... 20...... 30...... 40...... 50...... 60...... 70...... 80
Warren Commission
552 3.77E-09 1.55E-22 3.90E-38 3.48E-55 2.57E-73 2.58E-92 4.93E-112 2.27E-132
4 Investigations
1100 1.86E-06 7.54E-17 1.88E-29 1.66E-43 1.21E-58 1.20E-74 2.26E-91 1.03E-108
"Who's Who in the JFK Assassination"
1400 1.42E-05 6.41E-15 1.78E-26 1.75E-39 1.42E-53 1.58E-68 3.31E-84 1.68E-100

3000 3.83E-03 3.53E-09 2.00E-17 4.03E-27 6.67E-38 1.51E-49 6.47E-62 6.70E-75
4000 1.92E-02 3.15E-07 3.17E-14 1.13E-22 3.33E-32 1.33E-42 1.02E-53 1.87E-65
5000 5.05E-02 7.70E-06 7.22E-12 2.40E-19 6.58E-28 2.46E-37 1.75E-47 2.99E-58

6000 8.83E-02 8.34E-05 4.84E-10 9.96E-17 1.69E-24 3.91E-33 1.72E-42 1.82E-52
7000 1.16E-01 5.14E-04 1.39E-08 1.34E-14 1.06E-21 1.15E-29 2.36E-38 1.17E-47
8000 1.25E-01 2.10E-03 2.16E-07 7.89E-13 2.38E-19 9.78E-27 7.63E-35 1.44E-43


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