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I missed this before Gontama
If you look at the model ideal-scope I made and the actual stone you can see how I made that judgement.
Some one else wrote they like to see some crown height (I call this verticle spread) and 34 is their lower limit for crown angle. If this stone had a table size that was 1% larger it could have exactly the same crown height and be over 34 degrees. We should be careful sometimes about our knat picking
Date: 10/15/2007 9:07:49 PM
Author: gontama
Garry, can you please explain how you determined where the max/min c/p angles are?Date: 10/15/2007 4:15:27 PM
Author: Garry H (Cut Nut)
Ladies and gentlemen.Date: 10/15/2007 12:17:34 AM
Author: gontama
HCA can only work with the averages. ''Combination'' means nothing as every stone comes with certain variance which can yield dramatically different scores when used individually. HCA assumes perfect symmetry and gives generally sound judgment for reasonably tighly cut diamonds like the J.Date: 10/14/2007 10:31:24 PM
Author: abs100
Ellen and Diamondseeker:
Thanks again - I have been discussing this stone with WhiteFlash but I was looking for some additional perspective which you have shared with me already. I do have a new question which pertains more to the HCA and the overall light performance of a diamond. Earlier today it suddenly dawned on me that the Sarin report is giving me both the averages and the extremes for the crown and pavilion angles. I ran all four combinations of the extremes such as low pavilion angle and high/low crown angle as well as the inverse high pavilion angle with low/high crown angle and I discovered that many of the HCA scores were lower than the score I received when applying the averages. What is the general consensus - is it good enough to just use the averages or do I need to be worried about all of the combinations of angles when looking at the HCA? Put another way - is the light performance of a stone with ''tight'' cuts going to be better than one with more variance in the cut accuracies?
Thanks.
Andrew
Everything else being equal, a less tightly cut diamond will not have better light performance and/or visual property than a more tightly cut diamond. Unless the variance gets pretty big however, it will have nearly zero negative effect. The J stone is tight enough not to worry about the variance.
Paper scissors rock.
It is clear from the ideal-scope image that that stone with a little variance in crown and pavilion angles has an inproper scan or a tiny table tilt. Either way there is nothing any mortal can ever detect.
If there was a real variance within the crown and pavilion angle then we would see this much variance in the ideal-scope image.
I have been discussing this issue at length in this thread
https://www.pricescope.com/community/threads/a-cut-question-to-garry-h-and-others.70491/
If opposite (c/c or c/p) sides compensate each other, ''my understanding'' is that regular IS does not show that.
Please enligthen me.
If you look at the model ideal-scope I made and the actual stone you can see how I made that judgement.
Some one else wrote they like to see some crown height (I call this verticle spread) and 34 is their lower limit for crown angle. If this stone had a table size that was 1% larger it could have exactly the same crown height and be over 34 degrees. We should be careful sometimes about our knat picking
