So, the other day I was looking for the Patek Philippe Golden Ellipse 5738R, a watch I’ve been eyeing for a while. You know, the one with the sleek black dial and that shiny 18K rose gold case? Yeah, that’s the one.
I started my hunt online, checking out some big-name watch sites. I saw a few listings for the 5738R, with prices hovering around $36,000. Not exactly pocket change, but hey, it’s a Patek Philippe, right?
- First, I hit up a couple of authorized dealers’ websites.
- I figured going through an authorized dealer would be the safest bet, you know, to avoid any fakes or shady deals.
- They all had the watch listed, but none of them had it in stock.
- Classic story of supply and demand, I guess.
Next, I tried some of those online marketplaces that sell pre-owned luxury watches. I found a few 5738Rs there, some in pretty good condition. But here’s the thing: buying a watch like this second-hand can be a bit risky. You gotta be super careful to make sure you’re getting the real deal and not some knock-off.
After a few days of searching and comparing, I finally found it at a local dealer. I called ahead to confirm they had it in stock, and sure enough, they did.
I went to the store, and there it was, in all its glory. The 18k rose gold case, the black alligator leather strap, that beautiful, simple dial. I tried it on, and man, it felt amazing on my wrist. The weight was just right, and it looked even better in person than in the pictures.
The dealer I went to was super helpful, answering all my questions and even giving me a bit of a deal. I ended up getting the watch for a price I was happy with.
So, that’s how I got my hands on the Patek Philippe Golden Ellipse 5738R. It was a bit of a journey, but totally worth it in the end. Now, every time I wear it, I can’t help but smile. It’s not just a watch; it’s a piece of art.
The Divine Proportion
It’s also a classic design that inspired by the principle of the “golden section”, which is discovered by the ancient greek mathematicians. This “divine” proportion is 1/1.6181, amazing, isn’t it?
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