Thanks, pdib! That's all I asked for and it's convincing evidence. You can confirm or correct the numbers I gleaned from the charts, as well as my calculations.
After using 750 mAH from these batteries, battery voltages under load are as follows. Also shown is drop from 4.2V (unloaded voltage at usage times isn't given), and total load + battery resistance required to achieve that discharge rate was calculated from voltage / current. This represents what coil resistance + battery resistance would be for that voltage at that current.
2A discharge: Both at about 3.63V
(0.57V drop from 4.2V, virtually no difference)
Total Resistance (load + battery): 1.8Ω
3A discharge: 1600-3.60V 2000-3.59V
(1600-0.60V drop, 2000-0.61V drop = 0.01V difference)
Total Resistance (load + battery): 1600-1.2Ω 2000-1.2Ω
5A discharge: 1600-3.56V 2000-3.49V
(1600-0.64V drop, 2000-0.71V drop = 0.07V difference)
Total Resistance (load + battery): 1600-0.7Ω 2000-0.7Ω
7A discharge: 1600-3.52V 2000-3.40V
(1600-0.68V drop 2000-0.80V drop = 0.12V difference)
Total Resistance (load + battery): 1600-0.5Ω 2000-0.49Ω
The linked tool shows virtually no difference in power to coils from 1.2 - 1.8Ω at 750 mAH usage. With a 0.7Ω coil, the 1600 starts to pull away with almost a tenth of a volt less drop, and at 0.5Ωz it has a bit over a tenth of a volt less drop. Is that significant?
There are no "sags" throughout the discharge curves from 2A to 7A rates, rather the lines are virtually parallel until the 1600 nosedives, somewhere between 3.3 and 3.45 volts under load, significantly before the 2000.
As a final note, 3.0V (under load) with a 0.5Ω coil is 18 watts...3 more than a Provari's maximum.
Please correct me if I've misinterpreted the chart data or miscalculated.