Update:
Positive cases each day:
(2877-2552)/2552 = 12.7% increase
(3266-2877)/2877 = 13.5% increase - mild, not exponential
(3997-3266)/3266 = 22.4% increase - definitely worse
(4669-3997)/3997 = 16.8% increase - not exponential
(5330-4669)/4669 = 14.2% increase - 2 straight days of a lower increase
(6110-5330)/5330 = 14.6% increase - flattened yet?
Originally Posted by friendly fred
Wow, you are one dumb fuck. Your own data indicates exponential growth.
Do you not realize that you are comparing the percent change from the previous day? But the daily totals are COMPOUNDING each day using that method.
If something goes up every day 10% over the previous day, that is exponential growth, NOT linear growth. If it's linear it's the same growth rate each day compared to the STARTING date.
Assume a starting point of 1000 and increase 10% each day from 1000. You will get:
1000, 1100, 1200, 1300, 1400, 1500, 1600, 1700....
That is a STRAIGHT line plotted over a 7 day period.
Now compare a 10% rise over the PREVIOUS day:
1000, 1100, 1210, 1331, 1464.1, 1610.5, 1771,6, 1948.7. That is a PARABOLIC curve - a rising exponential. In only 7 days you have an additional 248.7 cases compared to linear growth. And that is only with a 10% growth rate. Imagine a growth rate where it doubles in a time period (i.e., 100% increase vs. 10% )
Compare your Day 2 growth rate (13.5%) to your Day 5 growth rate (14.2%). They shouldn't be very different, right?
Day 2 was 3266-2877 = 389
Day 5 was 5330-4669 = 661
How the hell could 14.2% be THAT much bigger than 13.5%? They are only 0.7% different, right?
389 is 13.5% of 2877.
But 14.2% of 2877 is only 408.5.
It is NOT 661.
Your data indicates exponential growth and you are citing it as NOT being exponential growth. Flattening the curve even.
I'm not an engineer, but I do know math from business management.