Jonathan Loesberg
Jonathan Loesberg
originally posted by Yule Kim:
originally posted by Jonathan Loesberg:
originally posted by Yule Kim:
I think what VLM is saying is that the 68% effectiveness statistic does not correspond to the likelihood of an INDIVIDUAL getting infected after being vaccinated.
The 68% number means that out of the entire population of people that gets vaccinated, 68% will not get infected with flu. That does not mean that an individual will have only a 68% chance of getting the flu during the flu season. It means that 68% of people who get vaccinated will not get infected, either because the vaccine worked or they luckily evaded exposure to the virus, or both.
The 32% of people in the population who got vaccinated, yet still contracted flu, were not effectively inoculated, presumably because their individual immune systems didn't develop an immunity to the flu despite the vaccination. However, if you give them the vaccination again, it wouldn't give them another 68% chance of being inoculated. Their immune system would still have resisted inoculation. Thus, for that individual, they had a 0% chance of being immunized from flu.
This is what I take it the 68% figure means. VLM claims, however, that for any given individual, the likelihood is either 100% or 0%, which I am claiming is strictly true, but immaterial. Your explanation still leaves that claim true but immaterial. SF Joe's response is also true but immaterial. I am not questioning whether it's good to get the shot. I'm questioning whether his claim, x number of email messages ago about any given individual's chances makes it any less meaningful to say that if you get the flu shot, your chance of avoiding the flu, even if exposed, is 68%.
No, I don't think you can. That's like saying you have a 99% chance to pass the bar if you take BarBri just because 99% of BarBri takers pass the bar. If you don't study or if you aren't minimally intelligent, you won't pass regardless of BarBri. Similarly, if your physiology isn't compatible with the vaccine, you won't be inoculated.
If one said that if you take BarBri and then engage in the other usual activities involved in studying for the bar, your chances of passing would be 99% as opposed to x% for those who had engaged in the same activity but didn't take Barbri, that would be useful information for someone deciding whether to take BarBri or not. And this despite the fact that one couldn't specify all possible varying elements. The point of Barbri is to aid in the passing of the bar and one wants to know whether it is effective or not. Telling that person his or her chances were either 0 or 100% would be useless obfuscation. That is always what one's chances are.