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Maybe they want to encourage people to buy lab diamonds
Maybe they want to encourage people to buy lab diamonds
It’s all so interesting ……it may speed up the eventual separation of lab grown and natural diamonds pricing structure
Or the @Garry H (Cut Nut) "Holloway Axiom" is already taking effect - and natural diamond demand, M2M costs and perceived values have started to rise in response to LG dynamics.
Likely #toosoon. But let's keep it in mind.
You assumption is higher prices cause people to buy cheaper things David.
I think your thinking is not flawless
Unless previously worn by Madame Déficit, eh?I keep following very high end colorless diamond prices and it paints a very different picture for me.
Unless previously worn by Madame Déficit, eh?
I suggest before jumping the guns take a look at the latest Nov 2021 Geneva auction results for mega colorless "rare" diamonds.
I keep following very high end colorless diamond prices and it paints a very different picture for me.
And if that is a continued trend (and it is) then I am staying very cautious on the values of colorless diamonds.
I suggest before jumping the guns take a look at the latest Nov 2021 Geneva auction results for mega colorless "rare" diamonds.
You assumption is higher prices cause people to buy cheaper things David.
Can you expound on this for us plebs? What trend/s are you seeing?
Hi sure..., it took me a few minutes to find these four significant chain of events but there are plenty more...
3) "A 102.39-carat D-color flawless oval diamond was sold in a single-lot auction for more than $15.6 million.....
.......However, the total price fell far short of what similar diamonds sold for at auction. For example, a 118.28-carat oval D-color, flawless, type IIa, oval diamond sold for $30.8 million at Sotheby’s Hong Kong, October 2013; and “The Winston Legacy,” a 101.73-carat, D-color, flawless, type IIa, pear-shaped diamond sold for $ 26.8 million at Christie’s Geneva, May 2013."
You assumption is higher prices cause people to buy cheaper things David.
I think your thinking is not flawless
That just means his thinking is like SI1 — more value for the money.
Hi sure..., it took me a few minutes to find these four significant chain of events but there are plenty more...
1) "In 2013, Christie’s sold a 101.73 carat, pear-shaped, D-color, flawless, sold for $26.7 million – or $262,830 per carat. The buyer was Swatch Group’s Harry Winston division, which dubbed the gem, “The Winston Legacy.”
https://www.cnbc.com/2015/02/13/rocks-on-the-block-100-carat-diamonds.html
2) "Hong Kong: A 118.28-carat white diamond broke a world record today when it fetched more than $30 million at a Hong Kong auction....
.....The sale beat the record set at a diamond auction last year, when a 101.73-carat diamond was sold for $26.7 million."
https://www.ndtv.com/world-news/dia...0-million-dollars-at-hong-kong-auction-536992
3) "A 102.39-carat D-color flawless oval diamond was sold in a single-lot auction for more than $15.6 million.....
.......However, the total price fell far short of what similar diamonds sold for at auction. For example, a 118.28-carat oval D-color, flawless, type IIa, oval diamond sold for $30.8 million at Sotheby’s Hong Kong, October 2013; and “The Winston Legacy,” a 101.73-carat, D-color, flawless, type IIa, pear-shaped diamond sold for $ 26.8 million at Christie’s Geneva, May 2013."
4) "The exceptional 101.38-carat pear-shaped D Flawless sold for HK$95.1 million / US$12.3 million to an anonymous private collector in a landmark single-lot auction. Named “The Key 10138”, the diamond - the second largest pear-shaped diamond ever to appear on the public market..."
https://www.sothebys.com/en/press/c...world-class-100-carat-diamond-to-crypto-buyer
But in my book material is material and if the "rarest of the rare" is crashing systematically over the last decade or so..., then its a red light for me personally!
If you agree we cant predict the future, then how are you able to prove your point... yet?I totally agree- that none of us can predict the future......
But I still don't see a strong connection.
If we look at the last 10 years...."normal" diamonds have done a bit of up and down over the decade, and prices are currently on an upward swing....
Yet you've noticed a systematic crashing of the stratospheric stones over this same period.... which seems to prove my point that they operate under different rules.....
If you agree we cant predict the future, then how are you able to prove your point... yet?
Hate to be a told ya so David - but actually smaller than 1ct diamonds have taken a dive over the decade buy heaps.I totally agree- that none of us can predict the future......
But I still don't see a strong connection.
If we look at the last 10 years...."normal" diamonds have done a bit of up and down over the decade, and prices are currently on an upward swing....
Yet you've noticed a systematic crashing of the stratospheric stones over this same period.... which seems to prove my point that they operate under different rules.....
Those of us who like 5-6mm diamonds are pretty happy these days. One person’s melee is another person’s center stone.
Another hypothesis is that the 0.5-0.99 carat EGD diamond prices will now buy 1-2+ carats LGDs in nice settings. So demand for <1 carat would fall due not just to replacement by LGD for “melee,” but also replacement by LGD for “center stones” for a certain segment of consumers. That last bit is what might have been underestimated.
There is a reason that no one else presents data in this format -- monthly percent change. It fails to capture the final price relative to the initial price.
Are these really monthly changes? Or annual changes reported on a monthly basis? Or something else entirely? No way that big diamonds have gone up 30% per month for a decade -- that would a be 5 x 10^13-fold increase (50 quadrillion-fold?). I could not find an explanation of the y-axis in the original figure. Why is it not in the legend at the top of the figure?
But no matter the time frame, if there were monthly alternating price fluctuations of +10% and -10%, the plotted curve would look nice and flat -- I mean it would be jagged but the regression line would be flat, creating the impression that prices are stable. But the final price, relative to the initial price, would be way down. You can prove this for yourself by starting with 1.0 and then multiplying it by 1.1 (= 10% increase), then 0.9 (= 10% decrease), then 1.1, then 0.9, etc. You will quickly see how the price plummets even though the average of the percent changes looks flat.