Difference between revisions of "Tesseract"

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== (1) The [[Clubzine]] of a [[Chicago]] Club==
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(Did you mean a [[Tesseract (New Hampshire)|New Hampshire clubzine]], a [[Tesseract (Chicago)|Chicago clubzine]] or the [[University of New Hampshire Science Fiction Society]]?)
 
 
The [[clubzine]] of the  [[University of Illinois (at Chicago) Science Fiction Society]] published mainly in the 1970s.
 
 
 
{{link | website=http://sciencefictionsociety.org/tesseractfanzineindexforclubmagazineatuniversityofillinoissciencefictionsociety.html}}
 
 
 
== (2) The [[Clubzine]] of the [[Science Fiction Advancement Association]]==
 
A [[hectographed]] [[clubzine]] published by [[C. Hamilton Bloomer]] and later by [[Raymond Van Houten]] in 1936-1938.  It was the [[OO]] of the [[Science Fiction Advancement Association]].
 
 
 
<tab head=top>
 
Issue || Date || Pages || Notes
 
1.3 ||May 1936 ||20 ||
 
2.1 ||January 1937 ||12 ||
 
3.1 ||October 1937 ||24 ||
 
3.2 ||December 1937 ||20 ||
 
3.4 || || ||Final issue
 
</tab>
 
 
 
== (3) A [[Club]] in New Hampshire==
 
Another name for the [[University of New Hampshire Science Fiction Society]], which see.
 
  
 
{{fancy1|text=
 
{{fancy1|text=
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}}
 
}}
  
{{publication | files=http://files.fancyclopedia.org/Tesseract| website=https://web.archive.org/web/20110429232954/http://sciencefictionsociety.org/tesseractfanzineindexforclubmagazineatuniversityofillinoissciencefictionsociety.html}}
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{{misc}}
{{multiple}}
 
{{club | files=http://files.fancyclopedia.org/Tesseract| website=https://web.archive.org/web/20110429232954/http://sciencefictionsociety.org/tesseractfanzineindexforclubmagazineatuniversityofillinoissciencefictionsociety.html}}
 
[[Category:clubzine]]
 
 
[[Category:fancy1]]
 
[[Category:fancy1]]
 
[[Category:obscure_fact]]
 
[[Category:obscure_fact]]
[[Category:US]]
 

Revision as of 12:08, 17 March 2020

(Did you mean a New Hampshire 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