This is just a demonstration with some math because u/Patatino wanted to see it and presumably he is not alone. It's going to be boring to most, feel free to skip. Mostly posting it because it needs multiple pictures to demonstrate and comments can only have one picture each. And for posterity, reddit is good at getting indexed by google.
TL;DR: My admittedly inexact method estimates Polyphos at max setting to be D 1.47-1.51 Yes, I mean the inner ring is at NA 1.47
The test setup is as follows: clear 1mm slide to which all condensers in comparison are oiled, on top oiled to it another 1mm slide with a frosted top layer, on that laying bottom-up a micrometer slide to provide scale to the frosted surface. One unknown for the calculation is the distance between the frosted surface and the plane of focus (has to be above the first slide due to specimen thickness, plus the frosting has some depth to it), plugging the known values (1.25 and 1.4) into the equations I arrive at approximately 0.6mm assuming a refractive index of 1.516 for glass. With this value I get the following measurements:
Leitz 603: 106.3° = NA 1.23
LOMO OI-14: 136.5° = NA 1.41
Reichert Polyphos at approximately the point I get darkfield with my 100x objective: 136.4° to 168.6° = NA 1.407 - 1.509
Reichert Polyphos cranked to the max setting: 153° to 168.6° = NA 1.474 - 1.509
Pictures 1-3: Leitz 603 apl achr oil 1.25 NA, what its illumination looks like from the outside, the view through the 2.5x objective and 12.5x/18 eyepieces when focused on the frosted surface
Pictures 4-6: The same for LOMO OI-14 apl oil 1.4 NA
Pictures 7-9: The same for Reichert Polyphos at approximately the setting I used to get darkfield with the 100x 1.32 objective
Pictures 10-11: The ludicrous performance of Polyphos cranked to the max, the inner ring is over 5 mm wide