I’m not good at math, what does “3 times less likely” to die mean? (Please explain by saying something like “instead of 10 out of a 100 dying, only (this amount) would die”, or something like that please).
(This is why I don’t gamble lol)
Look at the table. For people 50-59
Number of cases fully vaccinated: 7319
Number of deaths (by covid) as result: 13
Case fatality rate = 13/7319 = 0.18 %
Number of cases fully unvaccinated: 31,903
Number of deaths (by covid) as result: 180
Case fatality rate = 180/31903= 0.56 %
An unvaccinated person between 50-59 in the unvaccinated set was more than 3 X more likely to die than a person in the vaccinated set.
Put another way, if the unvaccinated set had experienced deaths at the same rate then 31903 x 13/7139 = 58.09 or about 58 would have been expected to die anyway. 180 - 58 = 122 might be alive today if they had been vaccinated, however.
This is just simple math, I have no way of validating these statistics, and a lot depends on how you classify individuals and events (i.e., "covid death" and "fully vaccinated"). Read the article. The author is a big critic of lockdowns and mandatory vaccination. However he appears to be competent, intellectually honest, and an experienced health care professional.
BTW, I had my booster shot last week (Thursday), my wife is getting hers today.