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ars154 2 010

# ars154 2 010 - Looking Straight Out At The Cube eye...

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Unformatted text preview: Looking Straight Out At The Cube eye level (which is also in this case picture plane), so in all views they the plane of the central visual ray).‘ appear as true verticals. The vanish- The top views below show the method ing points for horizontals must be at of locating these points. The pipes are parallel to face (and The chains and wires converge and foreshorten. Their vajﬁshing points are equidistant from the cone of vision in top view. Therefore they are equidistant from cube in picture. Note equal angles. \ .Dtﬂuuummna_ Human annual— and foreshorten. But since observer’s right arm points further away, the Again both sets of horizontal lines converge right vanishing point is more distant (See example across page.) “.4, ' unnanuuuumm D I I aalaawunmu __ﬁ_L_______.__ _,_____.__a—— Is DBnDDD-EIDE! DDDUDHDDDEIDHD they are perpendicular to it) and therefore they point. (See example across page.) In this case, only the wires are oblique to the picture plane (actually, alone converge. The central visual ray itself points to their vanishing when the two front vertical surfaces of the cube Blake equal at a corner (top of page). They spread apart as one surface ally (bottom diagram) , they are an NOTE: The vanishing points are closest to each other angles with observer, ta, when observer looks exactly draws parallel to observer’s face and the other foreshortens (center of page). Fin inﬁnite distance apart. ________._—— 'I ...
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