I thought the goal was to flatten the curve?
If the goal is to be 100% safe and have zero deaths then I hate to tell you guys but we'll never have CFL again, and especially not in 2021. Is that what you are proposing? Seriously, tell us what you propose the requirements be before the CFL opens for players and fans again.
Oh no! An NFL fan got a "case", so what. Unless he's geriatric, obese or has major problems 99.8%+ chance he'll survive. Most intubated surgeries have worse odds than that, yet people get surgery all the time. I'd gladly take those odds to watch my team play.
Cases don't mean squat. Deaths are what matter. Deaths are way down. In fact, it's been postulated that so-called "excess deaths" are basically almost zero now in the USA. Look at the NY covid deaths, there are practically none, and that's with all the reopenings to boot.
https://www.nbcnews.com/health/health-news/coronavirus-deaths-united-states-each-day-2020-n1177936I'll keep beating the dead horse until the negative nancies realize that what they are really saying is that we can't have football, or anything else nice, until ... basically ... unicorns fly. I want CFL in 2021, thank you very much. I'll protect who needs to be protected (my elderly parents, for instance) and let the healthy and non-septugenarians decide for themselves if 99.8% is good enough.
The goal was to not do stupid things like gathering in big crowds which prevent flattening the curve.
Deaths have been going up. Estimates of deaths going up in the fall are going up in the USA. Unless someone has been tested, how do they know they are healthy? How do you think 200,000 people got infected and died in the 1st place.
I can't imagine the current projections of possibly seeing 10,000 people a day will die in December in the USA will happen. OTOH we see when people disregard the social gatherings suggestions or even laws, then cases and deaths go up.
At the moment the number of new cases in the US is about 40K per day. How many people THEY come in contact with is unimaginable. It's an exponential problem.