You'll have to forgive my skepticism here unless you used a pycnometer. It is doubtful that you could measure the specific gravity of water that well let alone wort or beer. A class A 1 cc pipet is rated ± 0.006 cc which, as water weighs about a gram/cc implies SG standard error (by perfectly accurate weighing of water using conventional means i.e. squirt it into a weigh boat) of 6 points. As a practical experiment I made 10 specific gravity determinations on water and got 1.010 for the average with a standard deviation of 17 points (average is high because I blew out rather than wait 16 seconds for the pipet to drain for fear that evaporation would induce error in that time). There is thus somewhat of an aroma surrounding your claim.
Sean Terrell found that his cubic polynomial gave a standard error of 1.3 points. The 1 point you claim is thus 1/1.3 = 0.77 standard errors. Assuming that the error distribution is normal (and his histograms, despite an error in the way they are drawn confirms this at least in the center) the probability that you would see a deviation of 1 point or less is 44.7%. The probability that you would see a deviation of 1 point of less twice is 20%, the probability that you would see a deviation of 1 point of less three times is 9% and four times is 4%. Thus, while it is quite possible to have an unlikely event happen it is, well, unlikely. From this we have to conclude that 'every time' means 'a couple of times' and the aroma becomes stronger.
The point to all this being what the ASBC and EBC have known for years and published in their MOAs: It's OK to use a refractometer on fermented beer if it has been calibrated, for a particular beer, against a more reliable method such as a pycnometer (analytical balance) or densitometer. If you made the comparative measurements with a pycnometer I would still be skeptical but much less so.