You keep wanting "reliable source", what do you think the model and estimated of 3 million deaths Nation wide came from, estimates based off the entire US?
Yes, based off 80% of the population getting infected, and a 1-1.5% death rate nationally -- as a total count at the end of the pandemic.
But to put things into perspective.. New York State is 39% of the TOTAL US deaths currently right now, but only has 29% of the actual case count. So using the National model that predicted 3 million deaths.. IF the numbers did stay linear for simple math, 39% of 3 million = 1,170,000 which equal 13.7% of the TOTAL population of New York. That is every man woman and child in New York infected, which wouldn't happen.
That's not 30-40%. Also... you're taking the eventual national death count and applying it to current NYC proportion of death rates, ignoring the fact that many other locations have a far different case/death growth curve, many places nationally are at different places on the pandemic's logistic growth curve, etc.
If that number comes from 80% of the population being infected, that percentage raises to almost 18%
Wow. No.
The ~3 million deaths is roughly based on herd immunity of 80% infected and ~1-1.5% death rate. If you reduce the % infected, you also reduce national death count, and hence also NYC's expected number of deaths (assuming your numbers even had any validity, for reasons I explained above).
Let's do the basic math anyway.
If you only infect 60%, you knock the total death count down to 2.25 million. NYC's proportional deaths, 39% of 2.25 million = 877,500 deaths. 60% infection rate in NYC = 8.4 million * 0.60 = 5,040,000 infected. Death rate = 17.4%.
If you infect only 50% nationally, you knock the total death count down to 1.875 million. NYC's proportional deaths, 39% of 1.875 million = 731,250. 50% infection rate in NYC = 8.4 million * 0.50 = 4,200,000 infected. Death rate = 17.4%.
Magic! If you reduce the total number of infected people, the death rate in NYC would stay the same.
r/TheyDidntDoTheMath
, and hits 22% if it is 60% of the population of New York Infected, and 27% if it's 50% of the population.
It seems like you're proposing that if the national % infected count is 50%, you would keep NYC's expected % infected at 80%? That's convenient.
But if you're going to assume NYC has a higher % infected count than nationally (which is not unreasonable), then you're going to need to adjust your calculations above to account for current death rates and extrapolated death rates (which you have not done). If you don't know what I'm talking about, then I suggest you take some epidemiology and statistics courses and come back when we can have a discussion based on science rather than opinion.
That is using linear numbers, and the total death count when it is all over.
You are taking the total number of eventual cases predicted (3 million) but using the current NYC proportion of US deaths. You already told me you were not talking about eventual death rates, so I'm not sure why you're bringing this up.
You add the exponential factors into the mix
This is vague. Exponential factors like... what? Care to share any data?
as well as the fact that 70 to 80% of those death would happen in the first few months
That actually is not a fact. Is that how things went with the Spanish flu? How do you know 70-80% of this pandemic's deaths will happen in the first few months? When we aren't even 3 months in from the first death? Also, I thought we were talking about death rates NOW, not eventually? WTF?
which means the death rate would also exponentially increase during those months and the peak before coming back down.
Yes, that's how pandemics generally work, the total number of deaths and cases follows a logistic curve.
it's easy to see where 30% to 40% comes from.
No it's not. You stating it does not make it true. In fact, all the work you did above is just proof of the mental gymnastics people are willing to go through to try to defend their wrong opinions.
If you want any other data beyond that, then I suggest you go jump into a time machine, go back in time, and stop the stay in orders so you can have hard data facts.
I want you to prove your original statement to be true. If you can't do so based on sound statistics and epidemiology, just admit it and let's move on.