Difference between revisions of "Tesseract"
Jump to navigation
Jump to search
| Line 4: | Line 4: | ||
A solid of four spacial dimensions. Its characteristics, as the number of sides, edges, etc, are easily worked out by analogy with the generation of a cuboid by a plane. Below are shown two common picturizations of tesseract cubes, with the analogous ways of drawing 3-d cubes: | A solid of four spacial dimensions. Its characteristics, as the number of sides, edges, etc, are easily worked out by analogy with the generation of a cuboid by a plane. Below are shown two common picturizations of tesseract cubes, with the analogous ways of drawing 3-d cubes: | ||
| − | {{FancyImage|Tesseract/ | + | {{FancyImage|Tesseract/Examples.png}} |
}} | }} | ||
| − | {{misc}} | + | {{misc | files={{fancy}}}} |
[[Category:fancy1]] | [[Category:fancy1]] | ||
[[Category:obscure_fact]] | [[Category:obscure_fact]] | ||
Revision as of 05:22, 17 May 2020
(Did you mean a San Francisco clubzine, a Chicago clubzine or the University of New Hampshire Science Fiction Society?)
| From Fancyclopedia 1, ca. 1944 |
| A solid of four spacial dimensions. Its characteristics, as the number of sides, edges, etc, are easily worked out by analogy with the generation of a cuboid by a plane. Below are shown two common picturizations of tesseract cubes, with the analogous ways of drawing 3-d cubes:
|
| Miscellaneous |
| This is a miscellaneous page |
