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" It is, I think, agreed by all that Distance, of itself and immediately, cannot be seen. For, distance being a line directed endwise to the eye, it projects only one point in the fund of the eye, which point remains invariably the same, whether the distance... "
A New and Complete Dictionary of Arts and Sciences: Comprehending All the ... - Seite 949
1763 - 3510 Seiten
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An Account of Sir Isaac Newton's Philosophical Discoveries

Colin MacLaurin - 1748 - 450 Seiten
...diftance, of it" felf and immediately, cannot be feen. For diftance being a line directed end" wife to the eye, it projects only one point in the fund of the eye, which point rer " mains invariably the fame, whether the diftance be longer or fhorter." The1 diftance here fpoken...
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William James: His Life and Thought

Gerald Eugene Myers - 2001 - 666 Seiten
...point can make no difference in its retinal image, because "distance being a line directed endwise to the eye, it projects only one point in the fund of the eye — which point remains invariably the same, whether the distance be longer or shorter." He concluded that distance "of itself and immediately"...
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Varieties of Realism: Geometries of Representational Art

Margaret A. Hagen - 1986 - 356 Seiten
...that distance, of itself and immediately, cannot be seen. "For distance being a line directed end-wise to the eye, it projects only one point in the fund of the eye, which point remains invariably the same, whether the distance be longer or shorter." Therefore, since distance is by its own nature imperceptible,...
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The Natural and the Normative: Theories of Spatial Perception from Kant to ...

Gary Carl Hatfield - 1990 - 394 Seiten
...that "distance, of itself and immediately, cannot be seen. For, distance being a line directed endwise to the eye, it projects only one point in the fund of the eye, which point remains invariably the same, whether the distance be longer or shorter."45 The retinal image, as a perspective projection...
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Merleau-Ponty Vivant: The History of Albany's Rapp Road Community

Martin C. Dillon - 1991 - 272 Seiten
...1948), I. p. 171. On the same page Berkeley says that depth as distance "being a line directed end-wise to the eye, it projects only one point in the fund of the eye, which point remains invariably the same, whether the distance be longer or shorter." Depth is thus rendered literally invisible, and only...
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Berkeley's Metaphysics: Structural, Interpretive, and Critical Essays

Robert G. Muehlmann - 2010 - 281 Seiten
...to be a trivial consequence of the one-point argument. "For distance being a line directed endwise to the eye, it projects only one point in the fund of the eye, which point remains invariably the same, whether the distance is larger or smaller" (NTV 2). But if distance perception is not immediate,...
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Molyneux’s Problem: Three Centuries of Discussion on the Perception of Forms

M. Degenaar - 2007 - 153 Seiten
...that distance, of itself and immediately, cannot be seen. For distance being a line directed end-wise to the eye, it projects only one point in the fund of the eye, which point remains invariably the same, whether the distance be longer or shorter.1 Any idea not directly perceived, said Berkeley, must...
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Principles of Gestalt Psychology

Kurt Koffka - 1999 - 736 Seiten
...that Distance, of itself and immediately, cannot be seen. For distance being a line directed endwise to the eye, it projects only one point in the fund of the eye, which point remains invariably the same, whether the distance be longer or shorter" (p. 162). Two interdependent false assumptions are...
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The Passive Eye: Gaze and Subjectivity in Berkeley (via Beckett)

Branka Arsi? - 2003 - 228 Seiten
...the subject. Berkeley almost quotes Molyneux's premise: "For distance being a line directed end-wise to the eye, it projects only one point in the fund of the eye, which point remains invariably the same, whether the distance be longer or shorter," which, in other words, means that "distance, of itself...
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Seeing Space

Robert A. Crone - 2003 - 208 Seiten
...that Distance, of itself and immediately, cannot be seen. For, distance heinga line directed endwise to the eye, it projects only one point in the fund of the eye, which point remains invariably the same, whether the distance be longer or shorter' Here Berkeley makes two obvious mistakes: he makes...
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