List of toratopes (Meta, 5)

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<[#ontology [kind meta] [cats Toratope]]>
This is a '''list of [[toratope]]s''' in dimensions from two to five.
This is a '''list of [[toratope]]s''' in dimensions from two to five.
-
{|style="border: 1px solid; border-color:#808080; border-collapse: collapse;" cellpadding="2" width="100%"
+
<table class='shapelist' style='width: 100%;'><tr>
-
|valign="top" width="20%" style="background-color:#ddddff; text-align:center;"|'''Name'''
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<th class='key' style='width: 4%;' rowspan='2'>#</th>
-
|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''[[Tapertopic index]]'''
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<th class='key' style='width: 48%;' colspan='3'>[[Open toratope]] (a)</th>
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|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''[[Toratopic index]]'''
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<th class='key' style='width: 48%;' colspan='3'>[[Closed toratope]] (b)</th>
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|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''[[Toratopic notation]]'''
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</tr><tr>
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|valign="top" width="20%" style="background-color:#eeeeff; text-align:center;"|'''[[Expanded rotatope]]'''
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<th class='key' style='width: 16%;'>Name</th>
-
|-
+
<th class='key' style='width: 16%;'>[[Toratopic notation]]</th>
-
|valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''2D toratopes (total 2)'''
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<th class='key' style='width: 16%;'>[[Expanded rotatope]]</th>
-
|-
+
<th class='key' style='width: 16%;'>Name</th>
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|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Square]]'''
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<th class='key' style='width: 16%;'>[[Toratopic notation]]</th>
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|valign="top" style="background-color:#eeeeff; text-align:center;"|'''3'''
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<th class='key' style='width: 16%;'>[[Expanded rotatope]]</th>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''1a'''
+
</tr><tr>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''II'''
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<td class='cat' colspan='7'>2D toratopes (total 2)</td>
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|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Square|11]]'''
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</tr><tr class='row2'>
-
|-
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<td class='key'>1</td>
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|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Circle]]'''
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<td class='key'>[[Square]]</td>
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|valign="top" style="background-color:#ddddff; text-align:center;"|'''2'''
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<td>II</td>
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|valign="top" style="background-color:#ddddff; text-align:center;"|'''1b'''
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<td>[[Square|11]]</td>
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|valign="top" style="background-color:#ddddff; text-align:center;"|'''(II)'''
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<td class='key'>[[Circle]]</td>
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|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Circle|2]]'''
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<td>(II)</td>
-
|-
+
<td>[[Circle|2]]</td>
-
|valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''3D toratopes (total 4)'''
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</tr><tr>
-
|-
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<td class='cat' colspan='7'>3D toratopes (total 4)</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Cube]]'''
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</tr><tr class='row2'>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''7'''
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<td class='key'>2</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''2a'''
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<td class='key'>[[Cube]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''III'''
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<td>III</td>
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|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Cube|111]]'''
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<td>[[Cube|111]]</td>
-
|-
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<td class='key'>[[Sphere]]</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Sphere]]'''
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<td>(III)</td>
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|valign="top" style="background-color:#ddddff; text-align:center;"|'''5'''
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<td>[[Sphere|3]]</td>
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|valign="top" style="background-color:#ddddff; text-align:center;"|'''2b'''
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</tr><tr class='row1'>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''(III)'''
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<td class='key'>3</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Sphere|3]]'''
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<td class='key'>[[Cylinder]]</td>
-
|-
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<td>(II)I</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Cylinder]]'''
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<td>[[Cylinder|21]]</td>
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|valign="top" style="background-color:#eeeeff; text-align:center;"|'''6'''
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<td class='key'>[[Torus]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''3a'''
+
<td>((II)I)</td>
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|valign="top" style="background-color:#eeeeff; text-align:center;"|'''(II)I'''
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<td>[[Duocylinder|22]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Cylinder|21]]'''
+
</tr><tr>
-
|-
+
<td class='cat' colspan='7'>4D toratopes (total 10)</td>
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|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Torus]]'''
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</tr><tr class='row2'>
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|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
<td class='key'>4</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''3b'''
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<td class='key'>[[Tesseract]]</td>
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|valign="top" style="background-color:#ddddff; text-align:center;"|'''((II)I)'''
+
<td>IIII</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Duocylinder|22]]'''
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<td>[[Tesseract|1111]]</td>
-
|-
+
<td class='key'>[[Glome]]</td>
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|valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''4D toratopes (total 10)'''
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<td>(IIII)</td>
-
|-
+
<td>[[Glome|4]]</td>
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|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Tesseract]]'''
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</tr><tr class='row1'>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''16'''
+
<td class='key'>5</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''4a'''
+
<td class='key'>[[Cubinder]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''IIII'''
+
<td>(II)II</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Tesseract|1111]]'''
+
<td>[[Cubinder|211]]</td>
-
|-
+
<td class='key'>[[Spheritorus]]</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Glome]]'''
+
<td>((II)II)</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''12'''
+
<td>[[Cylspherinder|32]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''4b'''
+
</tr><tr class='row2'>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''(IIII)'''
+
<td class='key'>6</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Glome|4]]'''
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<td class='key'>[[Duocylinder]]</td>
-
|-
+
<td>(II)(II)</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Cubinder]]'''
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<td>[[Duocylinder|22]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''15'''
+
<td class='key'>[[Tiger]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''5a'''
+
<td>((II)(II))</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''(II)II'''
+
<td>[[Triocylinder|222]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Cubinder|211]]'''
+
</tr><tr class='row1'>
-
|-
+
<td class='key'>7</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Toracubinder]]'''
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<td class='key'>[[Spherinder]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
<td>(III)I</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''5b'''
+
<td>[[Spherinder|31]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''((II)II)'''
+
<td class='key'>[[Torisphere]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Cylspherinder|32]]'''
+
<td>((III)I)</td>
-
|-
+
<td>[[Cylspherinder|32]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Duocylinder]]'''
+
</tr><tr class='row2'>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''14'''
+
<td class='key'>8</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''6a'''
+
<td class='key'>[[Torinder]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''(II)(II)'''
+
<td>((II)I)I</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Duocylinder|22]]'''
+
<td>[[Duocyldyinder|221]]</td>
-
|-
+
<td class='key'>[[Ditorus]]</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Tiger]]'''
+
<td>(((II)I)I)</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
<td>[[Triocylinder|222]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''6b'''
+
</tr><tr>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''((II)(II))'''
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<td class='cat' colspan='7'>5D toratopes (total 24)</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Triocylinder|222]]'''
+
</tr><tr class='row2'>
-
|-
+
<td class='key'>9</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Spherinder]]'''
+
<td class='key'>[[Penteract]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''13'''
+
<td>IIIII</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''7a'''
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<td>[[Penteract|11111]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''(III)I'''
+
<td class='key'>[[Pentasphere]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Spherinder|31]]'''
+
<td>(IIIII)</td>
-
|-
+
<td>[[Pentasphere|5]]</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Toraspherinder]]'''
+
</tr><tr class='row1'>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
<td class='key'>10</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''7b'''
+
<td class='key'>[[Tesserinder]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''((III)I)'''
+
<td>(II)III</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Cylspherinder|32]]'''
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<td>[[Tesserinder|2111]]</td>
-
|-
+
<td class='key'>[[Toratesserinder]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Torinder]]'''
+
<td>((II)III)</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''N/A'''
+
<td>[[Cylglominder|42]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''8a'''
+
</tr><tr class='row2'>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''((II)I)I'''
+
<td class='key'>11</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Duocyldyinder|221]]'''
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<td class='key'>[[Duocyldyinder]]</td>
-
|-
+
<td>(II)(II)I</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Ditorus]]'''
+
<td>[[Duocyldyinder|221]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
<td class='key'>[[Toraduocyldyinder]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''8b'''
+
<td>((II)(II)I)</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''(((II)I)I)'''
+
<td>[[Duocylspherinder|322]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Triocylinder|222]]'''
+
</tr><tr class='row1'>
-
|-
+
<td class='key'>12</td>
-
|valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''5D toratopes (total 24)'''
+
<td class='key'>[[Cubspherinder]]</td>
-
|-
+
<td>(III)II</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Penteract]]'''
+
<td>[[Cubspherinder|311]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''36'''
+
<td class='key'>[[Toracubspherinder]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''9a'''
+
<td>((III)II)</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''IIIII'''
+
<td>[[Duospherinder|33]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Penteract|11111]]'''
+
</tr><tr class='row2'>
-
|-
+
<td class='key'>13</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Pentasphere]]'''
+
<td class='key'>[[Cubtorinder]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''30'''
+
<td>((II)I)II</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''9b'''
+
<td>[[Duocylindric diprism|2211]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''(IIIII)'''
+
<td class='key'>[[Toracubtorinder]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Pentasphere|5]]'''
+
<td>(((II)I)II)</td>
-
|-
+
<td>[[Duocylspherinder|322]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Tesserinder]]'''
+
</tr><tr class='row1'>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''35'''
+
<td class='key'>14</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''10a'''
+
<td class='key'>[[Cylspherinder]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''(II)III'''
+
<td>(III)(II)</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Tesserinder|2111]]'''
+
<td>[[Cylspherinder|32]]</td>
-
|-
+
<td class='key'>[[Cylspherintigroid]]</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Toratesserinder]]'''
+
<td>((III)(II))</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
<td>[[Duocylspherinder|322]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''10b'''
+
</tr><tr class='row2'>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''((II)III)'''
+
<td class='key'>15</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Cylglominder|42]]'''
+
<td class='key'>[[Cyltorinder]]</td>
-
|-
+
<td>((II)I)(II)</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Duocyldyinder]]'''
+
<td>[[Triocylinder|222]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''34'''
+
<td class='key'>[[Cyltorintigroid]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''11a'''
+
<td>(((II)I)(II))</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''(II)(II)I'''
+
<td>[[Quadrocylinder|2222]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Duocyldyinder|221]]'''
+
</tr><tr class='row1'>
-
|-
+
<td class='key'>16</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Toraduocyldyinder]]'''
+
<td class='key'>[[Glominder]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
<td>(IIII)I</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''11b'''
+
<td>[[Glominder|41]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''((II)(II)I)'''
+
<td class='key'>[[Toraglominder]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Duocylspherinder|322]]'''
+
<td>((IIII)I)</td>
-
|-
+
<td>[[Cylglominder|42]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Cubspherinder]]'''
+
</tr><tr class='row2'>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''33'''
+
<td class='key'>17</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''12a'''
+
<td class='key'>[[Toracubdyinder]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''(III)II'''
+
<td>((II)II)I</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Cubspherinder|311]]'''
+
<td>[[Cylspheridyinder|321]]</td>
-
|-
+
<td class='key'>[[Cylindrical ditorus]]</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Toracubspherinder]]'''
+
<td>(((II)II)I)</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
<td>[[Duocylspherinder|322]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''12b'''
+
</tr><tr class='row1'>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''((III)II)'''
+
<td class='key'>18</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Duospherinder|33]]'''
+
<td class='key'>[[Tigric prism]]</td>
-
|-
+
<td>((II)(II))I</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Cubtorinder]]'''
+
<td>[[Triocyldyinder|2221]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''N/A'''
+
<td class='key'>[[Tigric torus]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''13a'''
+
<td>(((II)(II))I)</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''((II)I)II'''
+
<td>[[Quadrocylinder|2222]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Duocylindric diprism|2211]]'''
+
</tr><tr class='row2'>
-
|-
+
<td class='key'>19</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Toracubtorinder]]'''
+
<td class='key'>[[Toraspheridyinder]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
<td>((III)I)I</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''13b'''
+
<td>[[Cylspheridyinder|321]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''(((II)I)II)'''
+
<td class='key'>[[Spheric ditorus]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Duocylspherinder|322]]'''
+
<td>(((III)I)I)</td>
-
|-
+
<td>[[Duocylspherinder|322]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Cylspherinder]]'''
+
</tr><tr class='row1'>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''32'''
+
<td class='key'>20</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''14a'''
+
<td class='key'>[[Ditorinder]]</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''(III)(II)'''
+
<td>(((II)I)I)I</td>
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Cylspherinder|32]]'''
+
<td>[[Triocyldyinder|2221]]</td>
-
|-
+
<td class='key'>[[Tritorus]]</td>
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Cylspherintigroid]]'''
+
<td>((((II)I)I)I)</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
<td>[[Quadrocylinder|2222]]</td>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''14b'''
+
</tr></table>
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''((III)(II))'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Duocylspherinder|322]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Cyltorinder]]'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''N/A'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''15a'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''((II)I)(II)'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Triocylinder|222]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Cyltorintigroid]]'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''15b'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''(((II)I)(II))'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Quadrocylinder|2222]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Glominder]]'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''31'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''16a'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''(IIII)I'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Glominder|41]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Toraglominder]]'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''16b'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''((IIII)I)'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Cylglominder|42]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Toracubdyinder]]'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''N/A'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''17a'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''((II)II)I'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Cylspheridyinder|321]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Cylindrical ditorus]]'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''17b'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''(((II)II)I)'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Duocylspherinder|322]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Toraspheridyinder]]'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''N/A'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''18a'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''((III)I)I'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Cylspheridyinder|321]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Spheric ditorus]]'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''18b'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''(((III)I)I)'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Duocylspherinder|322]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Tigric prism]]'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''N/A'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''19a'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''((II)(II))I'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Triocyldyinder|2221]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Tigric torus]]'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''19b'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''(((II)(II))I)'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Quadrocylinder|2222]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Ditorinder]]'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''N/A'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''20a'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''(((II)I)I)I'''
+
-
|valign="top" style="background-color:#eeeeff; text-align:center;"|'''[[Triocyldyinder|2221]]'''
+
-
|-
+
-
|valign="top" style="background-color:#ccccff; text-align:center;"|'''[[Tritorus]]'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''N/A'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''20b'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''((((II)I)I)I)'''
+
-
|valign="top" style="background-color:#ddddff; text-align:center;"|'''[[Quadrocylinder|2222]]'''
+
-
|}
+
-
 
+
-
[[Category:Toratopes|$]]
+

Revision as of 22:26, 11 February 2014

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 Toratesserinder ((II)III) 42
11 Duocyldyinder (II)(II)I 221 Toraduocyldyinder ((II)(II)I) 322
12 Cubspherinder (III)II 311 Toracubspherinder ((III)II) 33
13 Cubtorinder ((II)I)II 2211 Toracubtorinder (((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 Toraglominder ((IIII)I) 42
17 Toracubdyinder ((II)II)I 321 Cylindrical ditorus (((II)II)I) 322
18 Tigric prism ((II)(II))I 2221 Tigric torus (((II)(II))I) 2222
19 Toraspheridyinder ((III)I)I 321 Spheric ditorus (((III)I)I) 322
20 Ditorinder (((II)I)I)I 2221 Tritorus ((((II)I)I)I) 2222
Retrieved from "http://hi.gher.space/wiki/List_of_toratopes"