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Classic vs Classic - Rolleicord Ia model 3


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<p>Just few months ago the CCAS hit me and made me go for an auction on a Rolleicord Ia. This poor beauty had no mirror and was sold as is. With sweaty palms and racing heart placed a bid and in just few days this camera was mine and it only cost me 25 USD. I quickly ordered a new mirror and sent the camera out to Mark Hansen to get it fixed. Since the shutter was sluggish and the transport was off. Few weeks later it was all ready to taste some film in a long time. So it happens every Saturday during Summer my city hosts classic car shows where owners of these beauties can meet and show off their rides. What better place to test my newly greased Rolleicord than that? I loaded it with a roll of Acros and took a roll of Ektar just in case - glad I did. My wife, kids and I headed to feast our eyes on these beautiful cars. Rollei worked great and I was able to use both rolls. Few words about the camera. It is a Rolleicord 1A model 3 based on it's serial number 718XXX I can place it around 1939-40. They started with 611XXX in 1938. It is not the Polizei model, however. It features Carl Zeiss Triotar f4.5 75mm lens in Compur shutter. The transport is semi automatic with you having to set #1 frame on the bottom window and the camera takes care of proper spacing. Wunderbar kamera!. Now without further ado here are the shots.</p><div>00cefR-549187684.jpg.ee61af6d92f6beef9f6b967344a67e2a.jpg</div>
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<p>Now in my never-ending search for more TLRs I came across another Rolleicord Ia. This one has very early serial number 611XXX so it means that it came off the production line quite early. The cleaned up one on the left and it's new friend on right in this shot. I plan to clean it up myself since the shutter doesn't need work and the focus seems smooth and load up some film to test it out. I hope you enjoyed this short trip back in time. As a technical note. The color film was developed in press kit C-41 and BW was processed in Ilford DDx 1+4.</p><div>00cefe-549188584.jpg.90f101eeeab733aa2f6639c2f1acbafa.jpg</div>
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<p>Wow, and with a Triotar too!<br>

Good for you.<br>

Here's a short discussion of the later version and history from a 1957-07 <em>Modern Photography</em> 'roundup' of TLRs<br>

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" alt="" /></p>

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<p>Nice rescue, Kris.<br /><br />From f/8 the Triotar certainly performs just as good as the lenses the rolleiflex of the period. <br />Great shots too to back that up.</p>

<p>John, I get some weird round flare with my Ikoflex III with f2.8 Tessar as well. I think this is reflection from the edges of where the lens elements have come unglued from their bezels.</p>

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<p>Interesting, Rick but I can't see anything obvious wrong with the lens at all. If you missed my post on the Ikoflex, it's here:</p>

<p>http://www.photo.net/classic-cameras-forum/00cdeU?start=0</p>

<p>I think the smooth interior of the camera doesn't help, it would be interesting to see if flocking it to form light baffling might help. I wonder if Mark Hansen did that to Kris's Rolleicord.</p>

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<p>Something about chrome and metal with B&W film isn't there, really good, and great to see another old Rollei rescued from the rubbish heap. Although these Rolleicords are not rare, this model doesn't show up too often so you have done well.<br>

Now you just have to find one of those Louis 1VX Rolleicords...nice bling!</p>

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