Under that mathematical logic (which I don’t agree with) that you applied to the 14%.
Say 1,000 doses are given. That means 500 people don’t get vaccinated. A new 500 now get Covid who wouldn’t and 3.57 people die (using your multiplier for 140 people = 1 dead, then 500 people/140 = 3.57 per 500). X that by 100 to get a million doses (500,00 vaccinations) and 500,000 get it and 357 die. That’s now acceptable?
Do more people die based on vaccinating more people with lowering the overall effectiveness from 96% to 82%?
Or
Do more people die by vaccinating quickly only 50% of the people but to 96% effectiveness?
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Anyone see the flaw in the mathematical logic above?
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.WW, PSHS