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Apparent Form and PerspectiveWe start by placing a circle or sphere around our viewpoint. (below left) Notice that the angle of light projecting through this measuring sphere is the same angle that is projecting onto the retina (the light-sensitive layer within the eye). (below right)
This amount of direction projecting onto the retina determines how large or small a form will appear to us. With size, a small form has a small angle of light compared to a big form. (below)
Next, the more distant of these two forms has a smaller angle of light, even though these forms are exactly the same size. (below)
The more perpendicular in direction a form is to us, the larger it appears. (below)
It can be seen here that the angle of the form itself will affect its angle of light.
The Form Formula and PerspectiveA formula is simply a list of ingredients for making something. Size, distance and direction make up what I call the form formula. None of these three can exist without
the other two. First, without distance, we could not have a
size for something. Second, no distance could exist without an amount
for it. And finally, the existence of two- or three-dimensional form
could only come from having two or three basic directions to work with. Also, affecting one, affects the other
two in some way. Changing a form's direction to us also changes
its distance to us (one end is now closer and the other farther), along And note that the part of a form which is perpendicular to us in direction is also the closest in distance and will appear largest in size. (left) Because these ingredients are connected in a specific relationship within a form, should we draw something with one of these three incorrectly applied, we would disrupt its particular balance and distort its final appearance, making it "out of proportion." For example, too much distance can make a person's head look too wide. The wrong direction can make their nose stick out too much. The correction of such errors means figuring out which parts of the form formula are upset in your subject and fixing that, restoring it proper proportions. This could involve the size, distance and direction:
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