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Does anyone actually use a Leica WINTU?


justin_ng1

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<p>Given the speedy ISOs on modern films on these old cameras, probably a 'questimation' of focus is going to be in the DoF ranges. I have a Kodak version of the same sort of rangefinder. Not really necessary these days.</p>

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" alt="" /><br>

PP 1947-11<br>

Of more interest, to me at least, is the range and reason for these Leica ordering codes:<br /> http://www.l-camera-forum.com/leica-wiki.de/index.php/Bestellwörter</p>

<p>Some of them can be quite amusing to English speakers.</p>

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<p>I was just given one. Chrome, in the box. It is #3 as I inherited one (chrome) and bought one (black) for $1 at a garage sale. My Dad said it was a popular item back in the late 'thirties for candid photos, but fell out of use. I haven't used one in 20 years. It won't fit anything later than a IIIf. If you are interested, let me know if you want black or chrome, I sure don't need three.</p>
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<p>When cameras mostly didn't look like Leicas, people generally didn't know they were being perved on. Nobody would get away with it now. It would, in my opinion, mostly have appealed to a certain kind of gentleman who wanted pictures of bathing beauties.</p>

<p>I have one that fits on my Leica II; love it, but have never seriously used it. My children would laugh at me:) </p>

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<p>Well, it does a great upside down very low level portrait finder, or ok left to right portrait format sports finder. Doubt if Leni Reifenstahl used one.<br>

We begin to lose our original inborn wisdom when we start noticing scantily clad girls on the beach (personal observation unsupported by whatever)</p>

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