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Counterfeit Canon FD 50mm F1.2 L lens?


guy_deckard

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<p>I just bought this lens from a local seller on Craigslist. The seller got it from a garage/estate sale with a bunch of other FD gear, and had used it on a Sony mirrorless setup.</p>

<p>When I saw the lens in person, I noticed it didn't have the red L on the front ring, but it did have a red ring around the barrel. It appeared functional in good condition. The seller claimed ignorance on whether it was an aspherical L lens or not. In the end, I decided to take a chance on it. It was priced a little high for a standard 50mm f1.2 and a little low for an aspherical lens.</p>

<p>Now, on closer inspection, I think it's a non-L with a counterfeit red ring. I weighed it on a gram scale. This lens, without caps, weighs 310g. </p>

<p>Mir.com.my says the aspherical version weighs 380g while the non-L weighs 315g.</p>

<p>I never considered I'd run into faked lenses, but I can see how this would have been a common scam back in the day.</p>

<p>So what should I do with it now? In a bout of gear acquisition syndrome, I decided I really wanted an aspherical 50mm f1.2 to pair with my F1 for street shots. My fake L seems to be functional, though I haven't processed any of the film I've run through it yet. I already own a non-aspherical 55mm f1.2 that planned to sell.<br>

<br />I'm inclined to remove the red ring, sell both my 50 and 55mm/f1.2s and keep shopping for a proper aspherical 50mm. </p>

<p>Pics on Imgur: http://imgur.com/a/DMMBe</p>

<p><img src="http://imgur.com/tPY72Sy" alt="" /></p>

<p><img src="http://imgur.com/maIT9BO" alt="" /></p>

<p><img src="http://imgur.com/0FNrFK2" alt="" /></p>

<p><img src="http://imgur.com/9hsFuVK" alt="" /></p>

<p> </p><div>00eFfD-566623284.jpg.65e42b206ea72a1e2805b1ae05ce4a91.jpg</div>

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<p>Guy, If I were you I'd see how you like the images you already shot with the "non-L" lens before you decide what to do.</p>

<p>I had a "real" 50mm f1.2L Canon FD lens and even after I had Ken O give it a CLA and make sure it was to factory specs, it never really impressed me that much. I also had an 85mm f1.2L Canon FD lens that blew me out of the water. But from my experience, the 50mm that I had was not in the same league. It's a nice lens, but not that much better than the Canon FD 50mm f1.4 SSC that I also own.</p>

<p>Just my 2¢ worth.</p>

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<p>Yeah, total scam. Too bad but...before you sell it, try it out. I have the same lens and found it lovely for portrait work. Really creamy bokeh and pretty darn sharp in the center. It was clearly better than my old FD 55mm f/1.2 and FL 58mm f/1.2. It does show some color fringing on high contrast edges but fairly easy to fix in post. Besides, not a lot of portrait situations have that level of contrast. It's part of a number of fine FD lenses I use with my mirrorless Sonys. This one has real character.</p>
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<p>That is novel, adding a red ring to a 50/1.2 and calling it an “L” lens. I wonder how the guy who added the red ring did it? Paint? Decal? I agree that’s it’s most likely a fake, weight doesn’t lie. You may want to keep it. As Louis points out, this lens has real character, which can be a plus for portraits.</p>
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<p>Thing is, I already have a nFD 50mm f1.4 and an older 55mm f1.2 and now this nFD 50mm f1.2. My plan was to sell the 55mm, keep the 50mm f1.4, and add the 50mm f1.2 L to my kit.<br>

<br />I guess I could sell the 55 and keep the lighter 50mm f1.2, and stop thinking about aspherical lenses for a while.</p>

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<p>Well, I think I just answered my question. I found a good price on a 50mm f1.2 L, on sale for today only, so I grabbed it. I'll be selling both my 55mm f1.2 and my 50mm f1.2 (both non-aspherical) to pay for it.</p>

<p>That said, let this thread serve as warning to anyone shopping for supposed L lenses. Know the markings you expect up-front. Don't take a chance if anything is off. There are fakes out there.</p>

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<p>These are certainly original, no doubt about that :-)<br>

<img 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<p>Somebody please correct me if I'm wrong, but it's my understanding that Canon made a 55mm f/1.2 SSC Aspherical, and 50mm f/1.2L, which was not aspherical, but used low-dispersion glass. Same with the 85mm f/1.2's -- there was an SSC Aspherical and then a nFD L model with low dispersion glass. Different optical formulas from the Aspherical to the L.</p>

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<p>I have a number of old folders and books from Canon. All of them list the FD 50mm/F1.2L as the aspherical version of the non-L. The apochromatic Ultra-low Dispersion glass and fluorite was for the longer focal points.</p>

<ul>

<li>FD 14mm/F2.8L - aspherical</li>

<li>FD 24mm/F1.4L - aspherical</li>

<li>FD 50mm/F1.2L - aspherical</li>

<li>FD 85mm/F1.2L - aspherical</li>

<li>FD 300mm/F2.8L - fluorite + apochromatic (UD)</li>

<li>FD 300mm/4L - apochromatic (UD)</li>

<li>FD 400mm/F2.8L - apochromatic (UD)</li>

<li>FD 500mm/F4.5L - fluorite + apochromatic (UD)</li>

<li>FD 600mm/F4.5 - none</li>

<li>FD 800mm/F5.6L - apochromatic (UD)</li>

</ul>

<ul>

<li>FD 20-35mm/F3.5L - aspherical</li>

<li>FD 50-300mm/F4.5L - apochromatic (UD)</li>

<li>FD 150-600mm/F5.6L - apochromatic (UD)</li>

</ul>

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<p>I have Tim's 50 1.2 L and 85 1.2 L, and I have to respectfully disagree with him. I find both lenses exceptionally good. They are better than anything comparable that Nikon has made, with the possible exception of the Noct Nikkor, with which I have no experience. </p>

<p>The 50 1.2 L is perfectly usable wide open. I could not have said as much for my 58mm f/1.2 FL Canon that I originally had. Stopped down, the 50 1.2 is very sharp also.</p>

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