But thats also not the entire story either.We have an estimation on what the european deathtoll would have been without a lockdown. (But assuming, that hospitals still would have remained operational.)
Again from the Imperial College London:
https://www.bbc.com/news/health-52968523
If I correlate that with european population figures, it comes down to a fatalityrate of 0.65%
(100/518)*3.385 = 0.65%
3.385 derived from 3.2 mio 'additional deaths' plus 185.000 actual deaths on record.
Meaning two things, deathrate would have been 17 times higher if no measures were taken. (Second wave potential not included.)
And that actual death rate (for european population, not 'infected populations') should be even well below 0.375% in europe, with the lockdown in place. (The real one, not the one derived from 'tested' figures.)
Or I made a logic error..
edit: Made and corrected one logic error, replaced 'population of europe' with 'population of europe minus 30%' (point of herd immunity).
edit: But still, the more interesting calculation to look at is probably:
(100/741)*3.385 = 0.45%
(Looking at it from the perspective of the entire european population and not 'potentially infected people'.)
Meaning, without a lockdown it is estimated that 0.45% of people in europe would have died. With the lockdown in place 0.024% of europeans died (You can double that number, if you want to add a margin for unreported cases.).
edit: Yearly flu deaths in europe are 72.000. So with the curfews in place (and presuming there is no second wave), Covid-19 was 2.5x worse than seasonal flue.
But without the curfews in place, it would have been 45 times worse than a seasonal flu.![]()
So how likely would that 45x times the flu scenario have been - if some countries acted (like most of them did currently) but others did not.
Not very likely.
Here you see the 'worst' countries (in terms of how they handled the crisis), (Baseline (in all images) is a country that acted with some delay, but pretty well.):
What you see here is (edit: first and foremost, numbers of infected people
45x in the Imperial College London case is the number, if peoples behavior wouldnt have changed. And hospitals still stayed operational.
(That masks where available, also helped.)
In the graphs, the y axis (where the curve lands in absolute terms) is almost entirely useless for a direct comparison (different population sizes), its the relative shape of the curve thats interesting.
So this posting is your 'control' as to how much of an impact your governments behavior actually had.
If you dont know, Brasil is 'geographically challenged, and economically challenged (gini coefficient)), United Kingdom, switched their stratefy too late, Sweden went for herd immunity (but the public voluntarily changed their behavior on their own), and Italy had a very high case count early on.
edit: On second thought - if you compare the baseline in all the graphs with the one in Sweden, it suggests that Sweden could have had about 9(- 45)x less fatalities, if they acted like everyone else did. When they did. (Or earlier.) High margin of error.
So ultimately you just see how hard it is, to predict outcomes that are on an exponential growth curve, where you don't know when and how fast exponential growth can be stifled.
Last edited by notimp,









