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Is this photo taken with a 50mm or a 100mm prime ?

Somewhere...

D
Somewhere...

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Iriana

H
Iriana

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might be taken with a 50mm but hard to tell...
 
There really is no way to tell.
The depth of field is shallow, so the aperture is probably large.
There are signs of it being shot from a distance - the relatively flat perspective - but the result can be achieved with a bunch of combinations of film/sensor size, lens focal length and image cropping.
If you take two photos from the same distance - one using a 100 mm lens and the other using a 50 mm lens - and then crop the results from the 50 mm lens to match the two frames, the results will be essentially the same.
You can do the same thing with a zoom lens that covers the same range.
 
Looks wider than 50 to me. Notice how enlarged the ear is? The photographer was close, uncomfortably so. Strange website. Very odd way of presenting a dialogue.
 
This looks perfectly reasonable for 50mm to me. 50mm does require you to get close up for a close up like that.
 
I thought so too until I noticed the large depth of field behind him.
You mean thin DoF? That looks like DoF from a 50mm lens close up still. Even at f/2.8 it is that thin when you focus that close.
 
Notice how enlarged the ear is? The photographer was close, uncomfortably so. Strange website. Very odd way of presenting a dialogue.

That would seem to be the message of the page. He’s a therapist. “Need someone to talk to? This guy’s your ear.”
 
Cellphone cropped down. Out of focus is created using algorithm from phone software.
 
Looks wider than 50 to me. Notice how enlarged the ear is? The photographer was close, uncomfortably so. Strange website. Very odd way of presenting a dialogue.

I agree...WA FL

I just taped three parallel lines on the wall, and photographed the convergence see with a target about 3' awy, using 28mm FL (actually 17mm on APS-C body)
The resultant convergence of lines was similar to what was seen in the linked photo...lines converged to about 1/3 width of short dimension frame in 3'.

 
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Yup. The intercept theorem can also be useful. The ear is around 30% enlarged, compared to the nose (the ear is about as long as tip of nose to eyebrows, not a lot of deviation). Let's say the distance between ear plane and nose plane is about 12 cm. Then this distance is also 30% of the distance nose - nodal point of lens. Film plane would be under 40 cm from the ear. This is conservatively estimated I'd say. At this distance, a 50 wouldn't get everything in the picture that's in it. Calculate it or try it.
 
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