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[CORRECTION: The broad point and the logic absolutely holds for mortality rate as we presented and then proofed out. However, early on, I misinterpreted numbers I saw for deaths on a Kansas visual chart on the topic - the bars on the reporting charts did not represent full reporting weeks, they represented days. So when I said most weeks had only one death and no more than four, that was incorrect. This did not affect my interpretation or analysis of overall mortality however, and it is still true that the biggest spikes were not recently]



Tyson teams with his co-host for Kimology 411 - Kim Schultz.

Short of missing population studies, we are left to our own devices as to whether that very high mortality rate predicted - 10 to 30 times that of the flu - panned out.

Tyson and Kim visit the broad subject again, and Tyson steers the deep dive on Kansas numbers, to make the excellent case of that an incredibly conservative analysis of total infection still results in mortality rate being very low in the state.  Similar logic should apply to almost any state. 



We added a lot of impromptu content, but the rough logic presented is below and it was presented in this order. 



Conservatively figured mortality rate:

·         Mortality rate = Total deaths DIVIDED BY Total infected.

·         277 dead in Kansas from this.

·         Very conservative estimate of infection in Kansas, deliberately halving conservative numbers otherwise arrived at: 174,000 (with easy arguments that it is much, much higher than that)

·      277 / 174,000 = 0.001592 = 0.1592%



o   An easy argument (see below) is made that at least 246,500 Kansans have been infected, which brings this mortality to 0.001124, or 0.1124%. And even this may be a very high mortality estimate (see proofs below).

·         These are in the range of the seasonal flu, which is usually pegged at 0.1% or so.

o   Considering I halved the denominator I’d have otherwise come to, mortality rates of well below 0.001, or 0.1%, are just as, or more, probable.

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Proofs below

·         PROOF: Numerator of mortality rate. 277: This is the most known and solid number. This includes deaths not only confirmed cases but unconfirmed but “probable” (though, I ask, at an average age at death of EIGHTY, (at least where it was just a few weeks ago) how is it “probable” when it otherwise mimics other respiratory illnesses that could kill someone near the end of their life. For example, do not eighty-year-olds near end of life die of the flu?)

·         PROOF: Denominator. 174,000 to 246,500 (with arguments for much larger): Because the state has not done a population study, we are left to our own devices to understand the spread in Kansas. That said, we have good info to get an approximate range, that, by any measure, shows mortality to not be at the initial, model-based, alarming estimate. 



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