myope33,
You seem to have extream consern about "vertex distance".
It would be helpful for you to review some basic in geometrical optics :
Vertex Distance
The distance from the back surface of the glasses lens to the front surface of the eye (the vertex distance) can affect the effective power of the lens, especially in higher powered prescriptions.
The vertex distance changes the effect of plus lenses and minus lenses in opposite directions, as shown below:
1) Increasing the vertex distance of plus lens will increase the effective power of the lens.
2) Decreasing the vertex distance of a plus lens will decrease the effective power of the lens.
3) Increasing the vertex distance of a minus lens will decrease the effective power of the lens.
4)Decreasing the vertex distance of a minus lens will increase the effective power of the lens.
In order for the glasses prescription to have exactly the same effective power as the refraction, the vertex distance of the phoroptor or trial frame must match the vertex distance of the lenses in the frames that the patient will wear. A difference in the two vertex distances only becomes significant if the diopter power of the prescription exceeds 6 diopters.
Vertex Compensation Formula
The formula for the needed compensation per millimeter of displacement, per diopter of lens power, is as follows:
diopters squared, divided by 1000
The answer is multiplied by the millimeters of displacement. The result is added or subtracted from the diopter power according to the following set of conditions:
1) Plus lens moving closer - add to increase the diopter power
2) Plus lens moving farther away - subract to reduce the diopter power
3) Minus lens moving closer - subtract to reduce the diopter power
4) Minus lens moving farther away - add to increase the diopter power
Spherical lens example:
Consider a -12.00 Sph Rx that was refracted at 13mm. The lens in the patient's new glasses will sit 10mm away from the patient's eye.
12 squared = 144, 144/1000 = .14
The movement is 3mm closer to the patient's eye, with a minus lens.
3 x .14 = .42, so .5 D is subtracted from -12.00 to reduce the lens power to -11.50 D.
Is it just possible that to much "insight" is not really needed for good "sight ?
Eyes