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Viewfinders: 1:1 100%


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<p>Nikon F (1959), at least showed 100% of the area on the negative in the viewfinder.<br>

Many later professional cameras from Nikon, Canon, and a few others, also showed all of the area that would be on the negative. (e.g., <a href="/canon-eos-digital-camera-forum/00c80p">link</a> for recent Canon)<br>

I haven't investigated the question of lifesize viewer, however.</p>

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<p>With some rangefinder cameras (Leica?, <a href="https://www.google.com/search?q=lifesize+viewfinder&ie=utf-8&oe=utf-8">link</a>), life-size viewing (with the standard lens) was done so both eyes could be open without cognitive dissonance, as I recall.</p>

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<p>I have four F2's and they are 100 percent. But while this seemed liked a big selling point at the time, I quickly learned that it's basically meaningless. When you shoot slides, the slide mount crops slightly into the image, so you get maybe 95-98 percent of what is show in the viewfinder. And when you're making a print in the darkroom, unles you're printing 8x12 instead of 8x10 (and there's no such thing to my knowledge as 8x12 B&W paper), you're going to crop the image. And even if you had 8x12 paper, it's normal to enlarger to just slightly larger that where you set the blades on the easel. Otherwise you have no margin for error in aligning the image and the easel.<br /><br />It's nice in theory to have a 100 percent accurate viewfinder. But in practice I would be perfectly happy to have a viewfinder that shows 95 percent and I find I have a little extra room to play with on the negative/slide. You can always crop out extra image. You cannot easily recreate image that isn't there.</p>
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I'm a bit confused about the terms "life size" and "100% coverage" being thrown around here. To me 100% coverage means what you see in the viewfinder will be what is exactly on the film, no cropping or extra. Life size means when looking through the viewfinder with the right one eye what one sees with the left eye will be exactly the same size. A window on a house seen with the left eye will exactly fit over the same window seen in the viewfinder with the right eye.

 

Life size would depend on the focal length of the lens used. I get life size with my Zorkie-4 range finder with 50mm lens. My FED-2 with 26mm lens gives me smaller than life size. With SLR a 58mm f/1.2 Minolta lens gives me life size on my Minolta XG cameras. It is so bright and life size that it is like looking through a square hole not a viewfinder.

 

With a zoom lens you only have to zoom in and out with both eyes open to find the life size focal length.

James G. Dainis
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<p>The Nikon F's all had 100 percent coverage as mentioned, and I always found that very nice for slides, where one really needs to know exactly what's going to be in the frame. </p>

<p>The F and F3 hit life size at about 70 mm., and the F4 seems closer to 80. But because of the relatively narrower view at that focal length, it seems the camera does not vanish. Similarly, the DX format D3200 hits it almost perfectly at 55. </p>

<p>The most uncanny life size finder I've come across is that in the Minolta X series, which is life size at about 50 mm. Perhaps because that's also the point of normal perspective, and an angle not too far from that of a single eye, an X-370 with its standard lens becomes transparent and nearly disappears.</p>

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