JDMvW Posted October 31, 2013 Share Posted October 31, 2013 <p>Start Camera with Jupiter-11 4/135<br /><br />I had previously posted on this camera with the only lens ever made especially for it, the Helios-44 58mm f/2 (Biotar clone):<br /><br /> http://www.photo.net/classic-cameras-forum/00b3P9 <br> <br />Again the camera is<br /><br /><strong>Start [Ctapt]</strong><br />USSR SLR Camera<br />1958-64<br />Kadlubek KRA0250<br /><br />Soviet SLR camera from KMZ in Krasnagorsk, maker of the Zorkis and Zenits.<br /><br /></p><div></div> Link to comment Share on other sites More sharing options...
JDMvW Posted October 31, 2013 Author Share Posted October 31, 2013 <p>In addition to the links given in my earlier report, there are some other sources for information on the camera<br /><br /> http://www.commiecameras.com/sov/35mmsinglelensreflexcameras/cameras/others/index.htm (further down in the article)<br /> http://www.sovietcams.com/index.php?-2135336996 <br /><br />As I had said in my earlier post, this seems to have been an effort by Krasnagorsk to make something as good as the East German Praktina.<br> <img 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<div></div> 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JDMvW Posted October 31, 2013 Author Share Posted October 31, 2013 <p>The start implementation of this kind of mount is unfortunately NOT compatible with the Praktina lenses, or any other lens than the Helios-44 it came with. However, the makers recognized that a system camera--such as this seems to have been intended to be--was limited with only 1 58mm lens available, so they provided everyone sold with an adapter that allowed all of the Zenit M39 system lenses to be used.<br> Flange distance on the Start is 42mm (the same as the Canon FD "universal receiver" mount). A regular M39 Leica lens is more or less 28.8mm flange distance, but the Soviet Zenit lenses are 45.2mm.<br /><br />Here is a well-known Latin American revolutionary using the Start camera almost certainly with the M39 adapter, unless some special one-off Start-mount lens was made up for him as a favor.<br /><br /></p><div></div> Link to comment Share on other sites More sharing options...
JDMvW Posted October 31, 2013 Author Share Posted October 31, 2013 <p>detail<br> It could be a Sonnar 180mm f/2.8 or a Soviet 're-manufacture'?</p><div></div> Link to comment Share on other sites More sharing options...
JDMvW Posted October 31, 2013 Author Share Posted October 31, 2013 <p>As I said in my earlier review (linked to at the Start, so to speak), it's actually a pleasant camera to shoot. The rangefinder prism in the center of the viewfinder field is clear and sharp focus is easy. <br /><br />The for-Zenit M-39 lens has the usual Soviet backward (by everyone else's standard) implementation of the preset ring, but as I've said before, it actually works well enough in practice.<br /><br />Here is a shot taken with the original Start Helios-44 58/2.0 lens for comparison:</p><div></div> Link to comment Share on other sites More sharing options...
JDMvW Posted October 31, 2013 Author Share Posted October 31, 2013 <p>A big storm was forecast for today, again, and so I rushed to get out and shoot before it came in.<br /><br />Again, I'm illustrating the lens and camera combination, here, not trying to compete with my "fine-art" shooting comrades. Indeed, I have to be given a certain artistic license on this.<br /><br />In fact, here <em>is</em> my "artistic license":<br /><br /></p><div></div> Link to comment Share on other sites More sharing options...
JDMvW Posted October 31, 2013 Author Share Posted October 31, 2013 <p>Just south of Carbondale, as you climb up into the uplands, there is sort of Dungeons and Dragons park for children (<a href="http://www.roadsideamerica.com/tip/18280">Jeremy Rochman Memorial Park</a>) as a memorial to a lost child. Here are some shots of it taken with the Start and all with the Jupiter-11 135/4 on Fujifilm 200.</p> <p>The foliage this year is only good at some locales, usually where exotic trees are planted.</p><div></div> 1 Link to comment Share on other sites More sharing options...
JDMvW Posted October 31, 2013 Author Share Posted October 31, 2013 <p>I think the Kaiser-time German flag has no neo-nationalist overtones, especially when coupled with other national flags, here on the castle itself:</p><div></div> Link to comment Share on other sites More sharing options...
JDMvW Posted October 31, 2013 Author Share Posted October 31, 2013 <p>Here is a sort of pictorialist picture of another site ornament.</p><div></div> Link to comment Share on other sites More sharing options...
JDMvW Posted October 31, 2013 Author Share Posted October 31, 2013 <p>And just so you don't have to ask, and for comparison to my earlier telephoto lens posts, is the Carbondale Polyspheroid Water Tower. Here in the rain, so maybe not so good a comparison.</p><div></div> Link to comment Share on other sites More sharing options...
JDMvW Posted October 31, 2013 Author Share Posted October 31, 2013 <p>That's it for now.</p> Link to comment Share on other sites More sharing options...
JDMvW Posted October 31, 2013 Author Share Posted October 31, 2013 <p>BTW, if you want to get your own artistic license, scroll down at<br /> http://www.artybollocks.com/#abg_full<br /> It will also generate an "artist's statement" for when you need one badly. :)</p> <p>Here is my Artist's Statement for this post:</p> <p> </p> <blockquote> <p><strong>Artist Statement</strong><br />My work explores the relationship between multiculturalism<br />and UFO sightings.<br />With influences as diverse as Blake and Roy Lichtenstein, new<br />insights are synthesised from both explicit and implicit<br />dialogues.<br />Ever since I was a postgraduate I have been fascinated by the<br />unrelenting divergence of the universe. What starts out as<br />triumph soon becomes manipulated into a dialectic of defeat,<br />leaving only a sense of nihilism and the inevitability of a new<br />understanding.<br />As shimmering forms become transformed through frantic<br />and personal practice, the viewer is left with a testament to<br />the possibilities of our culture.</p> </blockquote> 1 Link to comment Share on other sites More sharing options...
JTG1 Posted October 31, 2013 Share Posted October 31, 2013 <p>Very nice as usual JDM, liked the unicorn.</p> Link to comment Share on other sites More sharing options...
rick_drawbridge Posted November 1, 2013 Share Posted November 1, 2013 <p>All very droll,<strong> JDM</strong>; you certainly covered a few bases in this post, with a fine sense of whimsy. It would be nice if you could produce some examples of Che's photographic works. Thanks for an interesting and amusing post, even if the pic of the water tower wasn't quite up to scratch...</p> Link to comment Share on other sites More sharing options...
peter_de_waal Posted November 1, 2013 Share Posted November 1, 2013 <p >Che's lens is a Tair-3 4.5/300 Tele Lens M39 GRAND PRIX - Brussels 1958. Model K2050 according to Princelle's book. That's the first version KMZ made from 1956-65. I had one just like it that came on a Zenit 3M I bought about 15 years ago.</p> <p >The Tair-3 is a high-quality optic and produced sharp images with really nice out of focus effects. The pre-set diaphragm forms a completely circular aperture at all settings. The lens has a solid brass tripod mount that can be rotated to any position and locked with a thumb screw, as can be seen in the Che' picture. Top Quality. Mine came with a nice black enameled hood and two filters - Orange and Red, all in the rather odd 72.0x1.0mm thread.</p> <p > </p> <p >The case was a real industrial grade product - you could trek the Himalayas with that one. It has a spring clasp to close it AND a leather strap that buckled over the lid - the lens is obviously keen to get out and be used and requires some restraining... It's made of thick leather (3mm) and has a tripod screw that holds the lens INTO the case when it is being stored or transported!</p> <p > </p> <p >I'm fond of the Zenit-3 and 3M, but I hear the Start is quite large and heavy?</p><div></div> Link to comment Share on other sites More sharing options...
JDMvW Posted November 1, 2013 Author Share Posted November 1, 2013 <p>Che also used a Nikon S2 (earlier) and also a Pentacon 6, but I've never seen any examples of his work. He clearly enjoyed cameras. ;)</p> <p>Thanks, Peter for the information on the Tair-3, I have the Soviet lens catalogs, but have never seen one in real life.<br> The Start is actually pretty light and small. Much less mass than a Zenit (or, that is to say, than the Zenit ET I have).</p> <p>It isn't perfect, but it's generally easy to use. The rangefinder prism in the viewfinder is very good, although the ground glass part isn't easy. It was because I liked its operation that I took the trouble to hunt up a copy of the adapter and then, the Jupiter-11 M39 Zenit-mount lens. My one Zenit is an M42 version, so now I may have to get one of the M39 mount ones. ;)<br /> Right now, my total inventory of lenses for the Start is<br> <br /> Helios-44 58mm (Start bayonet)<br /> Jupiter-11 135mm (M39 Zenit)<br /> Matsukov MTO 500mm (M39 Zenit) [another Brussels prize winner]</p> Link to comment Share on other sites More sharing options...
JDMvW Posted November 1, 2013 Author Share Posted November 1, 2013 <p>BTW, but this camera has actually been discussed as a "Cmapm" by persons who probably don't know how to pronounce <em>Jaguar</em> either. The inscription is is Cyrillic script, and in handwriting the <em>t</em> is written with what looks like a Roman script <em>m</em>.</p> Link to comment Share on other sites More sharing options...
kris-bochenek Posted November 2, 2013 Share Posted November 2, 2013 <p>All are nice, but the Unicorn shot is the best. It's something about the white color of the unicorn and the oranges of the fall leaves. Now off to get my artistic license.</p> Link to comment Share on other sites More sharing options...
Mike Gammill Posted November 2, 2013 Share Posted November 2, 2013 Great shots. I especially like the unicorn. Thanks for posting. Link to comment Share on other sites More sharing options...
JDMvW Posted November 2, 2013 Author Share Posted November 2, 2013 <p>Here is the lens arrangement of the generic Jupiter-11 135mm f/4</p><div></div> Link to comment Share on other sites More sharing options...
david_kaye Posted November 2, 2013 Share Posted November 2, 2013 Great history lesson, JDM. Who knew Che liked cameras. Even though I am a retired senior officer, I have a more positive view of Che today, than 50 years ago, thanks to our neo fascists. It would be interesting to what he was taking pictures of. Link to comment Share on other sites More sharing options...
JDMvW Posted November 2, 2013 Author Share Posted November 2, 2013 <p>A brief and not very informative story about Che the photographer at http://parasolphotography.wordpress.com/2012/04/19/che-guevara-the-photographer/<br /> It has a couple of standard tourist shots by him.</p> <p>Three of Calcutta at http://kafila.org/2013/03/09/photographs-of-calcutta-by-che-guevara-1959/ </p> Link to comment Share on other sites More sharing options...
peter_de_waal Posted November 2, 2013 Share Posted November 2, 2013 <p>I toyed with the idea of getting a Start, but stuck with the Zenit-3 (620g) and 3-M (630g) as body weight is a big deal for me thanks to health problems. I prefer using my PrakticaMat for it's quiet, vibration-free shutter and bright finder, even though it weighs 700g for the body alone. I often compromise with a Praktica Super TL at 605g. I find it remarkable that the Super TL weighs only 605g whilst being 152 x100 x48mm; meanwhile the Zenit 3-M is 630g for 135 x89 x50mm!</p> <p>Che' is an interesting, if flawed character. He certainly persued "Foco Theory" to the bitter end. A great pity that it was him rather than Régis Debray that paid the ultimate price for such top-downwards, -one size-fits-all, elitist arrogance.</p> Link to comment Share on other sites More sharing options...
User_4525289 Posted November 2, 2013 Share Posted November 2, 2013 <p>Start was good for its time, but they dumped the mount. They made Start-2 and Start-3</p> Link to comment Share on other sites More sharing options...
james_elwing Posted November 3, 2013 Share Posted November 3, 2013 <p>'A brief and not very informative story about Che the photographer at <a href="http://parasolphotography.wordpress.com/2012/04/19/che-guevara-the-photographer/" rel="nofollow" target="_blank">http://parasolphotography.wordpress.com/2012/04/19/che-guevara-the-photographer/</a><br />It has a couple of standard tourist shots by him.'<br> The first photo, of Che, looks like a Leica M with Visoflex 3 reflex attachment, with maybe a 125mm Hektor or 90 Summicron.<br> Maybe someone mistook a Zenit 3M for a Leica M3. They sound the same, both have rounded ends, and the tripod screw is in the same place :) In use, seriously, the two arrangements are surprisingly similar. </p> Link to comment Share on other sites More sharing options...
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