> Sure it does. You will get COVID. You'll either be vaccinated at the time or you won't be.
That may be true, but it's another non-sequitur. You need to show that the acute and long-term risks of me receiving the moderna or the pfizer or the j&j, is lower than the risks to my health from getting COVID-19 while unvaccinated. And first you need to know whether I've already had COVID, because that's highly relevant to that calculation.
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I think you're missing the general principle here, so let me see if this hypothetical helps you. Imagine a hypothetical virus that spreads just like SARS-2 but has a 0% IFR, no symptoms, and no complications whatsoever, whether short or medium or long term.
Imagine a vaccine that is 100% effective at preventing this hypothetical 0% IFR virus from infecting me. Imagine that in 99.9999% of people, the vaccine causes no harm, but in that .0001% of people, it causes harm.
Which is more dangerous to me, getting infected with the hypothetical virus, or getting vaccinated?
> Which is more dangerous to me, getting infected with the hypothetical virus, or getting vaccinated?
You not getting vaccinated and then getting infected with COVID is more dangerous to you and those around you than you getting vaccinated and then infected. Those are the only two options. Everyone on earth will contract COVID. There's no need to engage a hypothetical when we have the numbers in front of us.
Surely you believe then that folks who refuse to get vaccinated on principle like yourself and then contract COVID should be triaged strictly below anyone else who needs medical care? I'm not saying that you shouldn't receive care, but you should receive it after everyone else has been sorted out. Play stupid games, win stupid prizes IMO.
That may be true, but it's another non-sequitur. You need to show that the acute and long-term risks of me receiving the moderna or the pfizer or the j&j, is lower than the risks to my health from getting COVID-19 while unvaccinated. And first you need to know whether I've already had COVID, because that's highly relevant to that calculation.
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I think you're missing the general principle here, so let me see if this hypothetical helps you. Imagine a hypothetical virus that spreads just like SARS-2 but has a 0% IFR, no symptoms, and no complications whatsoever, whether short or medium or long term.
Imagine a vaccine that is 100% effective at preventing this hypothetical 0% IFR virus from infecting me. Imagine that in 99.9999% of people, the vaccine causes no harm, but in that .0001% of people, it causes harm.
Which is more dangerous to me, getting infected with the hypothetical virus, or getting vaccinated?