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Full-Frame Camera.Version 6.0


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<p>I can see it now, a FF Pentax camera riding down from the sky on storm clouds with lightning and thunder flashing all around it. On the insignia it reads "<strong>K-5 III</strong>"...</p>

<p>That's why the K-5 II is going for peanuts these days and it's not because of the K3.</p>

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<p><strong>Exclusive, for P.net only</strong>!</p>

<p>Here is the real, true, and already released full-frame Pentax body:</p>

<p><img src="data:image/png;base64,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<p>Glad I've been upgrading my Pentax-M lenses to Pentax-A equivalents, as well as getting a pretty full set of Pentax-FA prime lenses. (Assuming that the new camera won't have an aperture feeler.) I doubt it will be as fun to use as my Pentax LX, but I will order it as the first opportunity.</p>
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I just saw the I make from the mock up on Pentax Forums. Now I feel pretty dumb after selling my FA 50 f/1.4 and FA 35

f/2 last year when getting the 3 pancake Limited lenses. I didn't see the point in keeping them after long abandoning the

thought of a larger sensor Pentax. Live and learn! At least the DA 40 and 70 will work on the larger sensor without dark

corners!

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<p>Duane,</p>

<p>Is that true, the DA 40 and 70 Limited cover a 24x36mm sensor(FF)/film size? I did not know that.</p>

<p>I own all the DA Limited lenses (green stripe), are those two the only ones that will work on FF? Not the Limited 15 or 21mm?</p>

<p>Well, I do own the FA 50mm, and the F 28mm. And an M 135mm.</p>

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<p>The full-frame Pentax will have a "crop mode" to use DA lenses on the APS-C center of the sensor. So in that respect, the DA40 and DA70 will work.<br>

Actually, the DA40 is pretty much the same lens as the Pentax-M 40mm, so it may well cover full-frame. But not the DA70.<br>

Rumors are the full-frame is cheaper than competing Canon and Nikon cameras -- at today's prices. <br>

The LX is more than pretty. The fully multi-coated finder system is amazing, stunningly bright and easy to focus on. Great focusing screens as well, although some of the best are crazy rare.</p>

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<p>"<em>The full-frame Pentax will have a "crop mode" to use DA lenses on the APS-C center of the sensor"</em></p>

<p>So you mean to tell me that a 35mm DA lens which is equivalent to a 50mm on a cropped camera, will be equivalent to a 50mm on a Pentax full frame in crop-mode ? </p>

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<p>Oh? - Sorry I have overslept "the unmitigated disaster of SDM." - What exactly doesn't work or break how quickly? - I have 2 capable bodies so far but didn't spot any lenses to buy or even try out, so I know nothing about it. (Sorry for derailing the thread.)<br>

On the new camera body: I hope Ricoh learned from Nikon DF and isue it with uncrippled k-mount. would be a great feature and pretty right in the time line and their chance to draw attention from the Sony A7 variants.</p>

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