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Contax IIa with Arsenal Helios-103 ( ГЕЛИОС-103 ) at the Warbirds show


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<p>Contax IIa with Arsenal Helios-103 ( ??????-103 )<br /><br />I had got my 'new' Contax IIa without a lens and shot it with a "Sonnar" converted, most likely, from a 50mm Jupiter-8 Soviet Kiev-mount lens ( http://www.photo.net/classic-cameras-forum/00bp7m ). Eventually when I find something I think I can depend on to be real thing, I'll get a real Sonnar for it.<br /><br />In the meantime, hunted for a body cap - a difficult thing to find for this mount. I finally found one at Cameraquest - left-overs from a Voigtländer run. <br /><br />I found some rear lens caps for the outside mount lenses, but have had no success so far in locating a rear lens cap for the 5cm lenses. However, I so liked the Helios-103 I had got on my Kiev 4AM, that when I found a brand new one on eBay for $30 post-paid - from the Ukraine - I went ahead and got another one. Not a heck of a lot more expensive than a body cap for one of these.<br /><br />It came in a couple of weeks from the highly efficient Ukraine Post and it was, in actual fact, new. This variant ( http://www.sovietcams.com/index.php?564103474 ) seems to have been made up to at least 1985 and seem to sell often these days for about US$15 (shipping from Ukraine doubles that). <br /><br />The lens is, I believe, ultimately derived from the late pre-war Zeiss Biotar best known in its SLR incarnation of the Biotar 58mm f/2. <br />In any case, it is Biotar type design:<br /><br /><img src="data:image/jpeg;base64,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alt="" /><br /><br />And the lens itself:<br /><br /></p><div>00bqWG-541489484.jpg.622c215f73782f7a2fb57a65f7cbf53d.jpg</div>
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<p>It fit on the Contax IIa a little snugly at first, but as I used it, it became smooth and easy to focus. The rangefinder on my Contax IIa is a little greenish, with the salmon rangefinder spot, but it works surprisingly well, as I had discovered in using it with my "Sonnar". <br /><br />Thanks to Lupo Lobo, I found out that the Commemorative Air Force (née "Confederate Air Force") was in our area. True to form, the story in our local rag was buried so I would not have known if it had not been for Lupo - Thanks.<br>

Now for the pitchers.<br>

<br /><br />First, a general view to place the context, done with a modern digital camera though.<br /><br /></p><div>00bqWH-541489584.jpg.8dad6817eff6ddbf262e8ab178a6ef63.jpg</div>

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<p>These are all flying specimens, and here is the P-51 Mustang fighter being gassed up. I would have loved to take a ride in it, but the price was $1995, so I was glad it wasn't on my bucket list.</p><div>00bqWL-541489984.jpg.28c750b76e8f7d1c8dd5c998c4a18eba.jpg</div>
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<p>and a 100% crop from the above.</p>

<p>Again, this is Kodak Ektar 100, which the box assures us is the "WORLD'S FINEST GRAIN." I checked occasionally with the Gossen LunaPro SBC, but most of these were sunny-16 exposures. Digitized on a Canoscan 4000 using VueScan at 4000ppi.<br /><br /></p><div>00bqWQ-541490384.jpg.09a35d129b8349dcc03318408a8dcde6.jpg</div>

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<p>Not bad, I think for a $30 lens. Despite the high cost of original Zeiss lenses, it is clear that shooters don't need to suffer much given the high quality of the Soviet copies.<br /><br />By the way, I have quite a few of these Soviet lenses in one mount or another, and --perhaps I have been lucky-- I have had problems with only one Soviet lens, and that seems to be merely 'oil' on the interior lens elements.</p>

<p>That's all, folks</p>

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<p>Me too,excellent to see, and the colour is really good. I always enjoy a good air show and the Confederate Air Force is quite amazing...a really dedicated bunch.<br>

That lens seems excellent. I have a Jupiter 3 in Contax mount but mine is very ordinary, probably just a bad sample because I have heard many good reports of it. Is your Helios the same lens by a different name?</p>

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<p>The Jupiter-3 f/1.5 is, perhaps like all of the Jupiter lenses (?), a Sonnar-derived design ( http://www.sovietcams.com/index.php?1702131232 ). Even that source remarks on variablity in that particular lens.<br>

<img src="data:image/png;base64,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" alt="" /></p>

<p>The Helios lenses are derived from the Gauss lenses. </p>

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<p>great fotos with FSU lens, My experience has been FSU lenses that I've owned and used have been top notch! The only one left in my stable is Jupiter 12, 35mm f2.8 (Biogon) that fits my Nikon S-2. I gave up on FSU Contax copies and Feds and Zorkis because shooting with 35mm film cameras has become more expensive. Should I wish to continue, I prefer my Leica, Nikon and Canon rangefinder and SLR cameras for my film expositions. The only other 35mm cameras I still have and use are Vito II, Contessa, Rollei 35. I have definitely "thinned the herd"<br>

: < (</p>

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<p>Fine images from one of my favourite lenses, <strong>JDM</strong>. The Helios is just about the best "bargain" lens currently available, in my opinion, though your post may change all that... There's a theory, apocryphal or otherwise, that when the 6-element Summicron appeared in 1979 the designers at Arsenal were most impressed and set out to create a copy. The two lenses <em>are</em> very similar, and the timing looks about right...</p><div>00bqc7-541499784.jpg.78fc4c0bfb17bc18d6988bde3f6922fa.jpg</div>
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<p>I really don't want to detour into the lens history area again, but let's just all salute the virtues of Double Gauss design, regardless of maker and time.<br>

Rick, you can do a lot worse than the Sovietski lenses for a lot more money. I just got a Jupiter-8 to compare with my "Sonnar" . <br>

However, I will probably draw the line there. The Jupiter-3 f/1.5 lenses are going for about the same money as many real (always ?) Sonnars.</p>

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<p>Sometimes the new way of displaying images on P.net takes a while or stalls depending on the settings of your browser.<br>

Try "Reload " from the 'View" menu in Firefox or similar command in other Browsers.</p>

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<p>Thanks for that explanation JDM, I must try another sample of the Jupiter. The few versions of the Helios that I have are really good, better quality control there maybe?<br>

I have recently bought a Jupiter 3 F1.5 in Contax mount, haven't had time to try it yet, although it seems well made with a nice round diaphragm.</p>

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