ic, Ken's Wikipedia reference includes a link defining a normal lens. It is defined in terms of the print size and the related normal viewing distance so if you are in a mood to question all uses of the word "normal" then you will probably not be satisfied. Wikipedia takes this normal viewing distance to be equal to the print diagonal and the normal focal length consequently turns out to be the negative diagonal, as is conventional. There will certainly be variation in normal viewing distance among viewers, resulting in differences in the effective value for the normal focal length for each viewer but that dependency need not invalidate the concept of normal viewing distance since the characteristics of the vision of the human population (certainly after correction) seem to be distributed closely around an average. [I mean, I used to work with a guy who preferred to sit on the floor with a paper box on his head and scribbled his work on paper placed over an aluminum plate taped to his desk chair, but most folks view their computer monitors from the same 18 to 24 inches that I do.] I think that it is valid to take as a normal viewing distance, the minimum distance that allows a typical viewer to take in the entire composition and evaluate it as a whole. This does not mean that I never put my nose to the glass, but when doing so, I am obviously looking at something less than the whole photograph.
Wikipedia's definition of a normal lens implicitly relies on the idea of a perspective center which is essentially the position of the taking lens relative to the film, replicated in front of the print, but moved out proportional to the print magnification. When a print is viewed from this perspective center, there is (generally) no perceived distortion. If viewing from inside of the center of perspective (as may occur when the use of a long taking lens pushes the perspective center further from the print), one sees compression of depths. When viewing from outside the perspective center, (because of a short taking lens, perhaps) one sees expansion. The normal lens produces a photo which when viewed from the normal distance results in neither expansion nor compression.
Bookmarks