Let's look at the maths used to reach that 1% figure;I was just going with the odds of dying in the US from a car crash, which is basically 1%. We are not at a greater risk from covid, you have a 0.2% chance of dying from covid IF you get infected (so that's not even factoring in the odds of not getting infected). You have a 1% chance in your lifetime from dying in a car crash in the US.
In the US, 12.4 per 100,000 people die to road traffic accidents annually. So that's 0.012 per 100 annually. You cannot really extrapolate that into a single person's risk as a percentage, because a single person's risk factors will differ greatly depending on personal circumstances: one person could be 10 times as likely to die to road traffic accidents as another. But if we were to try to extrapolate it, you could multiply 0.012 by 78.5 (which is the average life expectancy in the US) to come to 0.94.
So, let's do the same mathematics for Covid. 134.89 deaths per 100,000 as of yesterday (so, over ten times as many as die from traffic accidents in a year). So that's 0.13 per 100. Multiply by 78.5 for life expectancy, and you get 10.5.
You know what your mistake is? You're taking a lifetime's risk of road traffic death and comparing it with the risk of dying to Covid in a year + a month. You cannot do that. You have to make a like-for-like comparison if you want to actually evaluate the risk factors.
The experts disagree. Why should I listen to you instead of them?Going to the store and grabbing some groceries, you're not really interacting much at all with people in the store. You're not going to get it just walking through an aisle an infected person just walked by. Wearing masks and not being next to people for several minutes at time is all you really need to do in that kind of environment.