Comparison between correct and incorrect facetting angles of the pavillion
for synthetic spinel with a refractiv index of 1.72. These two cuts are perfectly identical and from the same rough. The only differenc is the facetting angle of the pavillion.
Brilliant cut |
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Brilliant cut |
 |
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 |
This spinel is cut in a perfect way. Color and brilliance are intense and you can not see through. |
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This incorrect cut shows no brilliance and the color is less intense. You can see the two lines of the background through the stone. This effect is called a window. |
 |
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 |
Compare the difference between the pavillions of these two stones. Here the pavillion angle is 43 degrees. |
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Here the angles are to flat. 28 degrees is the pavillion angle, this creates the effect of a window and a loss of brilliance. |
Hubert Heldner June 2000 |
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