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65 Years Ago - December 1951


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<p>Thanks.<br>

Although I was too young to qualify for so expensive a camera (close to a Leica, after all), I fell in love with the idea of the Contax S.<br>

I never fully recovered and have subsequently over-compensated:</p>

<p><img 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" alt="" /></p>

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<p>Thanks for posting these, Marc! Your posts are one of the reasons I keep coming to this forum. This is an important issue, with the impressive work of Eugene Smith in Deleitosa, and the Daguerre article (I hope that the second part will also be forthcoming!).</p>

<p>The Lowe article on developers is still a good guide for those of us that develop our own B&W. Many of those developers are not with us anymore, but the concepts are sound. </p>

 

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<p>JDM - it looks like you over-compensated in a good way.</p>

<p>Rick - I too love seeing the works of Smith. I recently purchased the Life magazine with his essay on Minamata.</p>

<p>http://en.wikipedia.org/wiki/Tomoko_Uemura_in_Her_Bath</p>

<p>Julio - The second part of the Daguerre article will come next month. </p>

<p>I like seeing the techniques for B&W developing. There are still things to learn from these masters.</p>

<p> </p>

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