Plank length

If we looked at Plank length in units of vacuum samples, I think the quant of vacuum we need if (3/2)**108 and (1/2+root(5))**91, 108 and 91 being my two constants.
A Plank is 1.616199E-035 meters or 6.18735E+34 Planks per meter.
Plank, measuring the smallest thing should be measuring in integer units of the wuantities above. Are they?

The division, then log gives up, Plank in phase,
 (1/2+root(5))**(91 + 75 +.47637)
and in Nulls:
(3/2)** (108 +  89 + .57656)


The ratios of all those values should be the same, with a change of base.  Except for the fractions, they are integers in vacuum world.

Here are the ratios:
108/91 =1.1868131868
89/75 =1.1866666667
Pretty good, but the fraction is a puzzle at 1.2103016471.

 The fraction converts from samples to some very small value of Plank. It is measuring something to the accuracy of 6E+15, looks to be off by .02.  Dunno the problem. 

Lets total errors.  My original numbers were the best integers at these quant levels and came in at a 5e-5 error, when Plank measures to 1e-6.  The ratios of 89 and 75 have a 1e-4 error, and fractions come in 2e-2.

Close enough for now. Remember, the original constants were only taken from my spreadsheet search for integer, and had nothing to do with Plank. The fact  the vacuum can use the integers and measure plank to a 1e-4 error is damn good.