rick_drawbridge Posted July 17, 2016 Share Posted July 17, 2016 <p>I've been using this little collection of bits and pieces over the last week or so, a truly European assemblage.</p><div></div> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 17, 2016 Author Share Posted July 17, 2016 <p>The Pentacon Six TL turned up about a fortnight ago, resulting from some backsliding on my resolve to halt the acquisition of cameras I'm already familiar with. It was advertised as being in mint condition, and was accompanied by a 50mm CZJ Flektogon f/4 lens, one of my perennial favourites among medium-format wide-angle lens. The seller described the lens as being optically excellent and cosmetically worn, and that's an accurate description, but the price was so enticing I was unable to restrain myself. The camera <em>is</em> pretty much mint, but it has problems with the film winding, not uncommon in the Pentacon Six and the very similar Kiev 60. There's heaps of advice and information on the various forums regarding these issues, but most of these relate to avoiding the problem of frames overlapping, whereas this camera spaces the frames so widely that I get only 10 frames to the roll of 120 film. If anyone reading this has encountered this problem and discovered a solution, I'd be delighted to be enlightened.<br /><br />Since it's a slow weekend on CMC I'll post some samples from a couple of test films I've run. Along with the Flektogon, I used the excellent 150mm Arsenal Kaleinar f/2.8, a lens designed for the Kiev 60/88 cameras and sharing the Pentacon Six mount. I used the Leningrad 4 exposure meter in the illustration, a selenium-powered meter that's still going strong after almost 50 years, and is not unlike the larger and somewhat clumsier CDS Gossens Luna-Pro. The film was Arista EDU Ultra, from the Foma factory in Czechoslovakia. Overall, one can't get much more European than this! Films were processed in PMK Pyro and scanned on an Epson V700 using Silverfast software; I'll indicate on the samples which lens was used.</p><div></div> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 17, 2016 Author Share Posted July 17, 2016 <p>#2</p><div></div> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 17, 2016 Author Share Posted July 17, 2016 <p>#3</p><div></div> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 17, 2016 Author Share Posted July 17, 2016 <p>#4</p><div></div> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 17, 2016 Author Share Posted July 17, 2016 <p>#5</p><div></div> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 17, 2016 Author Share Posted July 17, 2016 <p>#6</p><div></div> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 17, 2016 Author Share Posted July 17, 2016 <p>#7</p><div></div> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 17, 2016 Author Share Posted July 17, 2016 <p>#8</p><div></div> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 17, 2016 Author Share Posted July 17, 2016 <p>#9</p><div></div> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 17, 2016 Author Share Posted July 17, 2016 <p>#10</p><div></div> Link to comment Share on other sites More sharing options...
brett_rogers Posted July 17, 2016 Share Posted July 17, 2016 <p>I'm always impressed by how sharp those Kiev lenses are Rick. But like you I think I'd put them on a Pentacon 6, too. Thank you for sharing these, as always, some fine images. I have not acquired a Pentacon 6, yet so cannot offer any first hand observations about the spacing, sorry. But did take some interest in them last year, when I got two examples of their cousins the Praktina FX SLRs, which share some design similarities (having been designed by the same person, this is not so surprising, of course). Hence, I tracked down an electronic copy of the repair manual for the Praktisix/Pentacon 6. So please let me know if you could use a copy of it and, if so, I shall forward it to you. ;)</p> Link to comment Share on other sites More sharing options...
JDMvW Posted July 17, 2016 Share Posted July 17, 2016 <p>Swell work from one of my favorites.<br> Some claim that the Soviet 'similar' camera is better made than the Pentacon. Certainly the Soviet made lenses in this mount are good, although in my experience the Zeiss ones are still better.<br /> <img src="data:image/jpeg;base64,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" alt="" /><br /> I had solved the 10-exposure problem earlier on, but more recently all I have got are the 10 exposures with wide gaps. There can be no question that the problem has much to do with how the film is loaded, but I cannot remember now, what I did earlier so that it worked as advertised.<br /> There are various files, etc. on the internet about this, but I have found none of them to be definitive. :(<br /> It is a cranky camera in every sense of the term, but I still like shooting with it. I wouldn't try to use it for any unique event however.<img 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Tony Evans Posted July 17, 2016 Share Posted July 17, 2016 <p>Rick,<br> A great acquisition and beautiful work with it. Of my three MF cameras (ETRSi, Mamiya 67 Pro-S, and Pentacon 6) I rate the P6 with its three CZ lenses (all as posted above by JDM) as giving the best resolution. To avoid spacing problems, I strictly follow the standard advice: Remove any slack from film when loading and Wind On very very slowly both forward and back. I get my 10 shots. Here's with the Biometar 80/2.8.</p><div></div> Tony Evans Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 17, 2016 Author Share Posted July 17, 2016 <p>Thanks, <strong>Brett</strong>, the manual could at least show me what goes on inside there! I'll PM you. Yes, <strong>JDM</strong> and <strong>Tony</strong>, there is something special about the Zeiss glass, beyond mere quality and into an indefinable areas of viewer perception. My favourite MF glass is probably still the Takumar lenses of the Pentax 67 system but, having used it for several decades, I'm probably biased. It's interesting that 10 frames per film seems to be the norm; there's some talk about the reduced thickness of modern film, as opposed to the hefty Orwo-type film of the era, contributing to the issue.</p> Link to comment Share on other sites More sharing options...
subbarayan_prasanna Posted July 17, 2016 Share Posted July 17, 2016 <p>Beautifully crisp pictures, <strong>Rick</strong>. I envy the lighting you get at that angle. My Czech friend used this Pentacon 6 as a work horse, every day, on his visit to the US. Thanks for the post. sp.</p> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 18, 2016 Author Share Posted July 18, 2016 <p>Thanks, <strong>SP</strong>, we've passed the solstice and the days are lengthening and the shadows shortening, but there are still a couple of months of my favorite light yet to come.</p> Link to comment Share on other sites More sharing options...
CoryAmmerman Posted July 20, 2016 Share Posted July 20, 2016 <p>Nice work Rick. I particularly liked the last shot. Seems a bit odd to me to see winter-bare trees after being run inside by +90°(F) temperatures at 9:00 in the morning. I'm not usually a fan of colder temperatures, but I wouldn't mind a trip to the southern latitudes right about now. :-) </p> Link to comment Share on other sites More sharing options...
marc_bergman1 Posted July 20, 2016 Share Posted July 20, 2016 <p>Rick - I like your choice of camera, light meter, and film. Sometimes a classic style of film is a better approach than something more modern. I love the subtle tone changes. Some images I have seen with Pyro overdo the contrast and you lose what makes a B&W image so special. </p> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 21, 2016 Author Share Posted July 21, 2016 <p>Thanks, <strong>Cory</strong>; I certainly prefer the cold to excessive heat, and our climate is fairly even, with daytime temperatures ranging from the low single digits to the high 30 degrees C. over the course of the year, so I shouldn't grumble. Yes, <strong>Marc</strong>, the "classic style" you mention is one of my (many) reasons for staying with film, in that I can't get quite the same "look" with digital, despite quite some experimentation.</p> Link to comment Share on other sites More sharing options...
tony_lockerbie Posted July 21, 2016 Share Posted July 21, 2016 <p>I agree that they are a scary beast, but I do like your results, and the last shot of the swing has really pleasing oof areas.<br> I found that with mine if you put a heap of tension on the film when you are loading, the overlapping/spacing issues will sometimes disappear. Still, the wind on can be very cranky!<br> Thanks for sharing your Russian classic.</p> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted July 22, 2016 Author Share Posted July 22, 2016 <p>Yes, <strong>Tony</strong>, they are a mysterious beast. It seems odd to me that both the Kiev 60 and the Pentacon Six have these problems, that were never sorted out in the long production period.</p> Link to comment Share on other sites More sharing options...
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