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Can James Allen Rocks be Super Ideal?


Gasdoc23
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I was looking at the True Hearts collection on JA and I compiled a list of diamonds that appeared well-priced for their specs. Then I obtained AGS certs for all of those and the following appear to be closer to super ideal. Can someone who knows more than I do explain to me what minor flaws these possess?

1.41ct G VVS1 – AGS – https://www.jamesallen.com/loose-diamonds/round-cut/1.41-carat-g-color-vvs1-clarity-true-hearts-cut-sku-7354188D6BFE29F-87E6-4B6D-B081-FB7A079AFCC5.jpeg.13f48de525ec0591b1b8242b1918eb0a.jpeg

1.30ct F VVS1 - AGS - https://www.jamesallen.com/loose-diamonds/round-cut/1.30-carat-f-color-vvs1-clarity-true-hearts-cut-sku-6863854 

D6320ECE-7D52-4E2F-9B86-92F4ACFAA28D.jpeg.92edbbf9c26209ce040150c69368e371.jpeg

 

Edited by Gasdoc23
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9 hours ago, Gasdoc23 said:

closer to super ideal

Define that precisely, and we can have a discussion... (or at least a guess; for a sensible discussion, at the very least all 8 crown and pavilion angles, and lower girdle and star facet lengths should be available, not just their averages).

FWIW, these seem truly well cut; there is some minor cleaving of the hearts in the 1.41 and some equally minor arrow shaft "misalignment" in the 1.30, but these are quibbles.

FWIW 2, I don't find the tables small. Partly because I like them (and Tolkowsky seemed to consider a 53% table perfectly good; I suspect he would have seen the current fashion for 56-58% as a bit odd, and the 1980s punt into 60% as an abomination).

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