List of bracketopes (Meta, 4)

From Hi.gher. Space

(Difference between revisions)

Revision as of 13:30, 18 June 2007

This is a list of bracketopes in dimensions from one to three.

Name	Rotopic index	Bracketopic index	Bracket notation	CSG notation
1D bracketopes
Line	1	1	[x]	E
2D bracketopes
Square	2	2	[xy]	EE
Diamond*	N/A	3	<xy>	ED
Circle	4	4	(xy)	EL
3D bracketopes
Cube	5	5	[xyz]	EEE
Cuboid*	N/A	6	[<xy>z]	EDE
Cylinder	11	7	[(xy)z]	ELE
Wide octahedron*	N/A	8	ExPar: unexpected closing bracket	Unknown
Unknown shape	Unknown	45	<[xy](zw)>	Unknown
Unknown shape	Unknown	46	<(xy)(zw)>	Unknown
Duocrind	N/A	47	([xy][zw])	Unknown
Unknown shape	Unknown	48	([xy]<zw>)	Unknown
Unknown shape	Unknown	49	(<xy><zw>)	Unknown

@@ Line 202: / Line 202: @@
 |valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''ELLD'''
 |-
-([xyz]w)	cubic crind
-([<xy>z]w)	narrow cubic crind*
-([(xy)z]w)	cylindrical crind
-(<[xy]z>w)	wide octrahedral crind*
-(<xyz>w)	octahedral crind
-(<(xy)z>w)	biconic crind
-([xy]zw)	dicrind
-(<xy>zw)	narrow dicrind*
-(xyzw)		glome
 |valign="top" width="20%" style="background-color:#ddddff; text-align:center;"|'''[[Cubic crind]]'''
 |valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''N/A'''
@@ Line 267: / Line 256: @@
 |valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
 |-
+|valign="top" width="20%" style="background-color:#ddddff; text-align:center;"|'''''Unknown shape'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''41'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''[<xy><zw>]'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|-
+|valign="top" width="20%" style="background-color:#ddddff; text-align:center;"|'''''Unknown shape'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''42'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''[(xy)<zw>]'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|-
+|valign="top" width="20%" style="background-color:#ddddff; text-align:center;"|'''[[Duocylinder]]'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''43'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''43'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''[(xy)(zw)]'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''EL*EL'''
+|-
+|valign="top" width="20%" style="background-color:#ddddff; text-align:center;"|'''''Unknown shape'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''44'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''<[xy][zw]>'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|-
+|valign="top" width="20%" style="background-color:#ddddff; text-align:center;"|'''''Unknown shape'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''45'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''<[xy](zw)>'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|-
+|valign="top" width="20%" style="background-color:#ddddff; text-align:center;"|'''''Unknown shape'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''46'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''<(xy)(zw)>'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|-
+|valign="top" width="20%" style="background-color:#ddddff; text-align:center;"|'''[[Duocrind]]'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''N/A'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''47'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''([xy][zw])'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|-
+|valign="top" width="20%" style="background-color:#ddddff; text-align:center;"|'''''Unknown shape'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''48'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''([xy]<zw>)'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|-
+|valign="top" width="20%" style="background-color:#ddddff; text-align:center;"|'''''Unknown shape'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''49'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''(<xy><zw>)'''
+|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown'''''
 |}