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we would need more than 125% of the population vaccinated.And that's without excluding children and refuseniks.
*PS: Why isn't the original (Wuhan) variant called "Alpha", instead of the Kent variant?
From Wiki, covid R0 is 2.4 - 3.4,
Surely R is the average number of people infected by one carrier.
So we do achieve herd immunity to one year's version
While the vaccine makers work on their vaccine 2.0 that will deal with the newer variants.
R is the average number of people infected by one carrier, R0 is the average number of people infected by one carrier in the absence of social distancing measures.
can they roll out new vaccines faster than the virus rolls out new mutants?
Quote from: vhfpmr on 19/06/2021 14:17:48R is the average number of people infected by one carrier, R0 is the average number of people infected by one carrier in the absence of social distancing measures.So it is entirely dependent on where you live and how you travel. The probability of a nomadic hunter infecting anyone other than his immediate family is negligible, whereas the sort of people who cram into tube trains twice a day and spend their evenings in sweaty clubs can infect dozens.
Quotecan they roll out new vaccines faster than the virus rolls out new mutants? No. You can't hit a target without seeing it first! You might strike lucky with something that turns out to be as effective against Y as it was against its design target X, or you might come up with a "nuclear option" that alerts the body to every kind of invader without actually precipitating autoimmunity, but the chances of either are small. The enemy is mutating with every generation and in principle it only takes one survivor to kick off a whole new swarm of invaders and evaders.Positive prevention (quarantine) is the only guaranteed effective response.
they have a fairly effective system in place for influenza
what's of interest is how many new infections you get on average from each 1000 infected. Since the majority of the population live in densely populated areas, the infection rate in those areas is going to be of more relevance and interest than the rate out in the sticks.
you need to do vaccine calculations using the R value that relates to normal behaviour,
If R < 1 then normality will prevail when a sufficient number have been infected, whether or not you vaccinate anyone