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- Jan 16, 2018
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- 1,256
Thanks for explaining that. Makes perfect sense now. I didn't realize how much the rounding can affect performance.
You're welcome! That's why these forums are great. A good source of knowledge to make us all more informed shoppers.
Keep in mind that even AGS rounds pavilion angles. It's to the nearest .1 instead of .2 degrees, but still, discrepancies can arise because of this. Take this ACA for example:
https://www.whiteflash.com/loose-diamonds/round-cut-loose-diamond-4011136.htm
On the AGS certificate the pavilion angle and depth are listed as 40.6 and 42.6%, respectively. Now, we know that an exact pavilion angle average of 40.6 would result in a depth of 42.8%, so we know that the pavilion angle on this stone is somewhere between 40.5 and 40.6. In fact, the Sarin Report lists the pavilion angle as 40.5.
https://www.whiteflash.com/jewelry/thumbnail.ashx?itemcode=sarin_ags-104100413014.jpg&type=sarin
This is probably one of those cases where the actual PA average is almost exactly 40.55, so it could go one way or the other depending on the scanning technology used. Now, I imagine that the precision cut of an ACA means that none of the individual pavilion mains falls below 40.5 degrees (maybe @Texas Leaguer could post the details from the Advanced Manufacturer's Sarin Report to confirm
That's why I like to use a combination of both the PA and pavilion depth to get a better idea of what the actual pavilion angle of the diamond, both for GIA and AGS stones, especially when diamonds are on the fringes of the Ideal PA range (around 40.6 or 40.9-41.0). It gives you a better idea of where exactly the diamond falls on the spectrum.
You can also do the same thing with CA and crown height, but the math is a bit more complicated due to the variable table size also playing a role in crown height. The PA and pavilion depth calculation is easy as long as the diamond does not have a cutlet (which would complicate the math), because PA and pavilion depth are directly correlated in MRBs without cutlets.
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