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Soviet Start Camera with Jupiter-11 4/135


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<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>00c7Ga-543325884.jpg.1326f24f82cc1f86c3bcdc5528049a04.jpg</div>

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<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>

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<div>00c7Gb-543325984.jpg.933307abb9f75eac2eacc67848bc2b45.jpg</div>

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<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>00c7Gc-543326084.jpg.45cbc335c50eb35e1b37c62c2d1928bf.jpg</div>

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<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>00c7Gg-543326484.jpg.f285036dbe5b2ff1389c6b611a46c0c0.jpg</div>
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<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>00c7Gi-543326684.jpg.220f986ef3c70f92728ec7d5ab381f96.jpg</div>
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<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>00c7Gl-543326784.jpg.92b63bbb9aaceba1c452e15663f6ebdc.jpg</div>

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<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>

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<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>00c7Px-543340184.jpg.d7e92f2399582be041f4765b9e2618cf.jpg</div>

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<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>

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<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>
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<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>

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<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>

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