I have been thinking about the Henegan "quotes" and looking at the data he may have used to back it up.
Bascially, none of it makes much sense.
His contention is that our peak number of deaths was reached on the 8th April, therefore our peak number of infections must have been reached on around the 18th March. Which makes sense looking at the data we have so far on the number of deaths.
However, for this to be true you would expect that there would be a corresponding drop in the number of hospital admissions about a week before this (so starting from 1-4th April.) This didn't really happen. In fact, in the last graph I can find showing the number of hospital admissions per day the line was still rising on 7th April. How can the number of cases (indicated by hospital admissions, not by testing) be rising, while the number of deaths has already peaked or is starting to fall?
The only explanation I can find is - hospitals started admitting people with less severe symptoms, thus saving more lives. Therefore the peak represents not a decrease in the rate of infection but an improvement in the proportion of ill people saved. Or the data is very wonky. Or something external caused a spike in deaths which isn't the actual peak - somehow people who could on average have lived a few more days all for some reason expired on the same day, causing a spike on that day and a slightly depressed number of figures for the week after.
I have no idea, really. I am just really bothered by the fact the numbers don't match. And a little bit bothered by the fact we are no longer being shown the data on hospital admissions... they haven't included it on the slides for 2 weeks now. Which is really odd, since they were telling us this would be the data which proved we were over the peak.