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I agree with you in that the population size is the key question here. However, I have two issues:

First, otherwise healthy people don't just die from stress. Stress can sometimes exacerbate underlying health issues and lead to a long, downward spiral in health that can result in death, but it does not happen in a matter of just weeks or a couple months. It also does not happen in people without underlying health issues.

Second, while a mortality rate of 0.001/yr is reasonable for middle-aged men, that assumes we know nothing about them or their deaths—that isn't the case here. John Barnett's death was a suicide. According to the CDC, there were 14,668 suicides in the 45–64 age group in 2021. The 2020 census shows that there are 85 million people in the US in that same age group. The suicide mortality rate comes out to 0.00017, which is about an order of magnitude lower than your estimate. Josh Dean was otherwise healthy from what's being reported. Given his age and state of health, his 1-year mortality rate is also likely substantially lower than your estimate




> First, otherwise healthy people don't just die from stress. Stress can sometimes exacerbate underlying health issues and lead to a long, downward spiral in health that can result in death, but it does not happen in a matter of just weeks or a couple months. It also does not happen in people without underlying health issues.

First, there's a difference between being "otherwise healthy" and appearing to be "otherwise healthy". People who seem otherwise healthy but under a tremendous amount of stress are absolutely more likely to die from a sudden heart attack or stroke. People who seem otherwise healthy but under a tremendous amount of stress are absolutely more likely to commit suicide. People who seem otherwise healthy but under a tremendous amount of stress are absolutely more likely to be in a car accident...

> Second, while a mortality rate of 0.001/yr is reasonable for middle-aged men, that assumes we know nothing about them or their deaths—that isn't the case here. John Barnett's death was a suicide. According to the CDC, there were 14,668 suicides in the 45–64 age group in 2021. The 2020 census shows that there are 85 million people in the US in that same age group. The suicide mortality rate comes out to 0.00017, which is about an order of magnitude lower than your estimate. Josh Dean was otherwise healthy from what's being reported. Given his age and state of health, his 1-year mortality rate is also likely substantially lower than your estimate

I don't agree that John Barnett's death was as likely to occur as anyone else in that age group. He was almost certainly experiencing stress above the level of the top percentile of the 45-64 population. The mean likelihood of suicide mortality isn't representative of his risk condition.

But you're right, if you narrow it down to the specifics of the deaths, you can absolutely reduce the probability to ridiculously low percentages. Like throw in the day of the week that they died, the hour of the day, the use of a gun, the specific gun used, etc. Does that really reduce the chances that they died though?


> But you're right, if you narrow it down to the specifics of the deaths, you can absolutely reduce the probability to ridiculously low percentages. Like throw in the day of the week that they died, the hour of the day, the use of a gun, the specific gun used, etc. Does that really reduce the chances that they died though?

The chance they died is 100%. The question we're asking is what are the odds we'd be talking about their death. If it had been a different day of the week or a different model of gun, that would not have an influence. If the cause of death were different, it would. No one would be talking about foul play had he died of say a long term chronic condition, or cancer, or a natural disaster. The odds of dying under suspicious circumstances are inherently less than the odds of just dying in general.


> No one would be talking about foul play had he died of say a long term chronic condition, or cancer, or a natural disaster. The odds of dying under suspicious circumstances are inherently less than the odds of just dying in general.

This is an extremely important point, looking at most causes of death, they are things like Heart Disease, Alzheimer, Chancers, diabetes. Nobody would be accusing Boeing if that was the case. Comparing this to general chance of death will lead to vast overestimate.

You have to compare to causes of death that are sudden, where the person was healthy enough to testify in court just a few weeks ago.


How do you figure this is suspicious circumstances? The pathology seems pretty reasonable, he got sick, developed pneumonia & MRSA, and ultimately suffered a stroke. It's not like he had radiation poisoning.


It's suspicious in that foul play can not be easily ruled out. It is plausible that someone could be deliberately infected with an infectious disease that has high odds of killing someone quickly. Conversely it's not plausible to say make a hurricane strike someone's house.

And again, this is all with the context of another suspicious death - gunshot wound to the head. Again, suspicious because foul play is plausible, not because there are no other reasonable explanations.

If someone died of something for which there was no reasonable explanation besides foul play, such as radiation poisoning, that would be referred to as evidence.


> The chance they died is 100%.

There you go. Because it is after the fact, it's a given. It's not surprising that you can find a connection of some kind between them after the fact. Just because you can, after the fact, draw the connection, doesn't change the probability that they are dead.


But the suggestion of foul play against boeing whistleblowers was made before the second boeing whistleblower died. The connection was pre-existing.

And that is quite irrelevant to the question of what are the odds either of them, in isolation, would die under suspicious circumstances.


I was unaware of such prediction, but it's unsurprising. In that case, it's the probability of one dying, which was no more unlikely than the first one.

...and of course, people have said this about whistleblowers and witnesses who testify thousands of times. It'd be weird if one of those forecasts didn't come true once in a while.


> In that case, it's the probability of one dying, which was no more unlikely than the first one.

Yes, and that probability is very low. Approximately 1% based on actuarial data.

> ..and of course, people have said this about whistleblowers and witnesses who testify thousands of times.

Because it did indeed happen many times. Hence why things like the witness protection program have been set up.




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