@TheDailyCarbunkle,
Your 'evidence' that lockdowns do not have much effect is very much cherry picked. You have found one mathematician from Bristol who, for some obscure reason chose to back model fatal infections only (why fatal infections? Surely all infections is a bigger sample and uses less assumptions) , using a 'black box' model, and came to the conclusion that cases would have peaked regardless of lockdown.
Here are some other statisticians opinions of the effectiveness of lockdown:
www.frontiersin.org/articles/10.3389/fphy.2020.586899/full
www.imperial.ac.uk/news/211673/covid-19-england-analysis-first-waves/
www.ox.ac.uk/news/2020-12-11-national-covid-19-infections-survey-reveals-changes-pandemic-over-time
www.mrc-bsu.cam.ac.uk/tackling-covid-19/nowcasting-and-forecasting-of-covid-19/
As for the country comparisons, here is one published in Nature:
www.nature.com/articles/s41562-020-01009-0
To quote a part of the conclusion:
'Among the six full-consensus NPI categories in the CCCSL, the largest impacts on Rt are shown by small gathering cancellations (83%, ΔRt between −0.22 and –0.35), the closure of educational institutions (73%, and estimates for ΔRt ranging from −0.15 to −0.21) and border restrictions (56%, ΔRt between −0.057 and –0.23). The consensus measures also include NPIs aiming to increase healthcare and public health capacities (increased availability of personal protective equipment (PPE): 51%, ΔRt −0.062 to −0.13), individual movement restrictions (42%, ΔRt −0.08 to −0.13) and national lockdown (including stay-at-home order in US states) (25%, ΔRt −0.008 to −0.14).'
And here is another study published in the BMJ:
www.bmj.com/content/370/bmj.m2743
See the image linked to below to find the most effective interventions.
www.bmj.com/content/bmj/370/bmj.m2743/F4.large.jpg?width=800&height=600
It is not a surprise that I can come up with 10 studies for every one you can come up with that suggest that interventions make a massive difference. The mathematics of epidemic modelling are pretty much the same as a nuclear chain reaction.
If you don't absorb some neutrons with a moderator, each fission reaction (infected patient) produces around three neutrons (virus infection) that can cause three more fission reactions (infected patients). You get a chain reaction which only stops when most of the Uranium has decayed (most of the population has become infected and, thus, immune).
And, as to what would have happened in schools, many were already closing independently of government advice in November, due to there being too many absent staff for the schools to open. This would just have increased until there were more closed schools than open ones, and many many sick staff and pupils-so, a de facto school closure anyway.
Many staff were sick and many were just staying away, thinking risking their long term health (and possibly life) was not worth a teaching salary (clue: they are not that high relative to teachers' abilities and qualifications).
If Covid had been allowed to run wild in either December or January, hospitals would have been overrun (they pretty much were anyway), schools would have closed anyway (and no essential worker service would have been available) and society (and the economy) would have ground to a halt.