List of toratopes (Meta, 5)

From Hi.gher. Space

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(If we're gonna use the "new" toratope naming in 4D, we should be consistent. Renamed 5D toratopes in accordance with the new system.)
 
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<[#ontology [kind meta] [cats Toratope]]>
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This is a '''list of [[toratope]]s''' in dimensions from two to five.
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<table class='shapelist' style='width: 100%;'><tr>
<table class='shapelist' style='width: 100%;'><tr>
<th class='key' style='width: 4%;' rowspan='2'>#</th>
<th class='key' style='width: 4%;' rowspan='2'>#</th>
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<td>(II)II</td>
<td>(II)II</td>
<td>[[Cubinder|211]]</td>
<td>[[Cubinder|211]]</td>
-
<td class='key'>[[Toracubinder]]</td>
+
<td class='key'>[[Spheritorus]]</td>
<td>((II)II)</td>
<td>((II)II)</td>
<td>[[Cylspherinder|32]]</td>
<td>[[Cylspherinder|32]]</td>
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<td>(III)I</td>
<td>(III)I</td>
<td>[[Spherinder|31]]</td>
<td>[[Spherinder|31]]</td>
-
<td class='key'>[[Toraspherinder]]</td>
+
<td class='key'>[[Torisphere]]</td>
<td>((III)I)</td>
<td>((III)I)</td>
<td>[[Cylspherinder|32]]</td>
<td>[[Cylspherinder|32]]</td>
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<td>(II)III</td>
<td>(II)III</td>
<td>[[Tesserinder|2111]]</td>
<td>[[Tesserinder|2111]]</td>
-
<td class='key'>[[Toratesserinder]]</td>
+
<td class='key'>[[Glomitorus]]</td>
<td>((II)III)</td>
<td>((II)III)</td>
<td>[[Cylglominder|42]]</td>
<td>[[Cylglominder|42]]</td>
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<td>(II)(II)I</td>
<td>(II)(II)I</td>
<td>[[Duocyldyinder|221]]</td>
<td>[[Duocyldyinder|221]]</td>
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<td class='key'>[[Toraduocyldyinder]]</td>
+
<td class='key'>[[Spheritiger]]</td>
<td>((II)(II)I)</td>
<td>((II)(II)I)</td>
<td>[[Duocylspherinder|322]]</td>
<td>[[Duocylspherinder|322]]</td>
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<td>(III)II</td>
<td>(III)II</td>
<td>[[Cubspherinder|311]]</td>
<td>[[Cubspherinder|311]]</td>
-
<td class='key'>[[Toracubspherinder]]</td>
+
<td class='key'>[[Spheritorisphere]]</td>
<td>((III)II)</td>
<td>((III)II)</td>
<td>[[Duospherinder|33]]</td>
<td>[[Duospherinder|33]]</td>
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<td>((II)I)II</td>
<td>((II)I)II</td>
<td>[[Duocylindric diprism|2211]]</td>
<td>[[Duocylindric diprism|2211]]</td>
-
<td class='key'>[[Toracubtorinder]]</td>
+
<td class='key'>[[Spheriditorus]]</td>
<td>(((II)I)II)</td>
<td>(((II)I)II)</td>
<td>[[Duocylspherinder|322]]</td>
<td>[[Duocylspherinder|322]]</td>
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<td>(IIII)I</td>
<td>(IIII)I</td>
<td>[[Glominder|41]]</td>
<td>[[Glominder|41]]</td>
-
<td class='key'>[[Toraglominder]]</td>
+
<td class='key'>[[Toriglome]]</td>
<td>((IIII)I)</td>
<td>((IIII)I)</td>
<td>[[Cylglominder|42]]</td>
<td>[[Cylglominder|42]]</td>
</tr><tr class='row2'>
</tr><tr class='row2'>
<td class='key'>17</td>
<td class='key'>17</td>
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<td class='key'>[[Toracubdyinder]]</td>
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<td class='key'>[[Spheritorinder]]</td>
<td>((II)II)I</td>
<td>((II)II)I</td>
<td>[[Cylspheridyinder|321]]</td>
<td>[[Cylspheridyinder|321]]</td>
-
<td class='key'>[[Cylindrical ditorus]]</td>
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<td class='key'>[[Torispheritorus]]</td>
<td>(((II)II)I)</td>
<td>(((II)II)I)</td>
<td>[[Duocylspherinder|322]]</td>
<td>[[Duocylspherinder|322]]</td>
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<td>((II)(II))I</td>
<td>((II)(II))I</td>
<td>[[Triocyldyinder|2221]]</td>
<td>[[Triocyldyinder|2221]]</td>
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<td class='key'>[[Tigric torus]]</td>
+
<td class='key'>[[Toratiger]]</td>
<td>(((II)(II))I)</td>
<td>(((II)(II))I)</td>
<td>[[Quadrocylinder|2222]]</td>
<td>[[Quadrocylinder|2222]]</td>
</tr><tr class='row2'>
</tr><tr class='row2'>
<td class='key'>19</td>
<td class='key'>19</td>
-
<td class='key'>[[Toraspheridyinder]]</td>
+
<td class='key'>[[Torispherinder]]</td>
<td>((III)I)I</td>
<td>((III)I)I</td>
<td>[[Cylspheridyinder|321]]</td>
<td>[[Cylspheridyinder|321]]</td>
-
<td class='key'>[[Spheric ditorus]]</td>
+
<td class='key'>[[Ditorisphere]]</td>
<td>(((III)I)I)</td>
<td>(((III)I)I)</td>
<td>[[Duocylspherinder|322]]</td>
<td>[[Duocylspherinder|322]]</td>
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<td>[[Quadrocylinder|2222]]</td>
<td>[[Quadrocylinder|2222]]</td>
</tr></table>
</tr></table>
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[[Category:Toratopes|$]]
 

Latest revision as of 21:18, 18 February 2019

This is a list of toratopes in dimensions from two to five.

# Open toratope (a) Closed toratope (b)
Name Toratopic notation Expanded rotatope Name Toratopic notation Expanded rotatope
2D toratopes (total 2)
1 Square II 11 Circle (II) 2
3D toratopes (total 4)
2 Cube III 111 Sphere (III) 3
3 Cylinder (II)I 21 Torus ((II)I) 22
4D toratopes (total 10)
4 Tesseract IIII 1111 Glome (IIII) 4
5 Cubinder (II)II 211 Spheritorus ((II)II) 32
6 Duocylinder (II)(II) 22 Tiger ((II)(II)) 222
7 Spherinder (III)I 31 Torisphere ((III)I) 32
8 Torinder ((II)I)I 221 Ditorus (((II)I)I) 222
5D toratopes (total 24)
9 Penteract IIIII 11111 Pentasphere (IIIII) 5
10 Tesserinder (II)III 2111 Glomitorus ((II)III) 42
11 Duocyldyinder (II)(II)I 221 Spheritiger ((II)(II)I) 322
12 Cubspherinder (III)II 311 Spheritorisphere ((III)II) 33
13 Cubtorinder ((II)I)II 2211 Spheriditorus (((II)I)II) 322
14 Cylspherinder (III)(II) 32 Cylspherintigroid ((III)(II)) 322
15 Cyltorinder ((II)I)(II) 222 Cyltorintigroid (((II)I)(II)) 2222
16 Glominder (IIII)I 41 Toriglome ((IIII)I) 42
17 Spheritorinder ((II)II)I 321 Torispheritorus (((II)II)I) 322
18 Tigric prism ((II)(II))I 2221 Toratiger (((II)(II))I) 2222
19 Torispherinder ((III)I)I 321 Ditorisphere (((III)I)I) 322
20 Ditorinder (((II)I)I)I 2221 Tritorus ((((II)I)I)I) 2222