P(n) = a^n * exp(-a)/n!
where a = the expected number of unnatural deaths = R*N*T
For example, in a random group of 1400 individuals, in any given year less than ONE unnatural death (0.7588) is expected to occur: a = 0.7588 = R*N*T = 0.000542*1400*1
Using the expected number (a=.7588) of unnatural deaths and the actual number (n= 15) in the Poisson formula, the probability that there would be exactly 15 unnatural deaths turns out to be
P (15) = 0.7588^15 * exp (-0.7588)/15!
P (15) = 5.70E-15 = 1 in 175 trillion
The probability of at least 15 unnatural deaths is of course slightly higher: P (>=15) = 1 in 167 trillion!
Key witness categories
1 Unnatural deaths vs. suspicious natural deaths
2 Witnesses:
3 Witnesses who died just before being called to testify (15+)
4 Approximate number of JFK-related witnesses (1400+)
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