List of bracketopes (Meta, 4)
From Hi.gher. Space
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{|style="border: 1px solid; border-color:#808080; border-collapse: collapse;" cellpadding="2" width="100%" | {|style="border: 1px solid; border-color:#808080; border-collapse: collapse;" cellpadding="2" width="100%" | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''Name''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[[Rotopic index]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[[Bracketopic index]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[[Bracket notation]]''' |
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|valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''0D bracketopes''' | |valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''0D bracketopes''' | ||
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- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Point (shape)|Point]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''0''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''0''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''''Empty string''''' |
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|valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''1D bracketopes''' | |valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''1D bracketopes''' | ||
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- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Line (shape)|Line]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''1''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''1''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''x''' |
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|valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''2D bracketopes''' | |valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''2D bracketopes''' | ||
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- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Square]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''2''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''2''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[xy]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Diamond]]&''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''3''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<xy>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Circle]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''4''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''4''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''(xy)''' |
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|valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''3D bracketopes''' | |valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''3D bracketopes''' | ||
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- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Cube]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''5''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''5''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[xyz]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Cuboid]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''6''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[<xy>z]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Cylinder]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''11''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''7''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[(xy)z]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Wide octahedron]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''8''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<[xy]z>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Octahedron]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''9''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<xyz>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Bicone]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''10''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<(xy)z>''' |
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- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Crind]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''11''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''([xy]z)''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Narrow crind]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''12''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''(<xy>z)''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Sphere]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''7''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''13''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''(xyz)''' |
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|- | |- | ||
|valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''4D bracketopes''' | |valign="top" style="background-color:#bbbbff; text-align:center;" colspan="6"|'''4D bracketopes''' | ||
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- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Tesseract]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''14''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''14''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[xyzw]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Narrow tesseract]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''15''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[<xy>zw]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Cubinder]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''34''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''16''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[(xy)zw]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Wide octahedral prism]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''17''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[<[xy]z>w]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Octahedral prism]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''18''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[<xyz>w]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Biconic prism]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''19''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[<(xy)z>w]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Crindal prism]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''20''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[([xy]z)w]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Narrow crindal prism]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''21''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[(<xy>z)w]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Spherinder]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''20''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''22''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[(xyz)w]''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Cubic bipyramid]]?''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''23''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<[xyz]w>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Narrow cubic bipyramid]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''24''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<[<xy>z]w>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Cylindrical bipyramid]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''25''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<[(xy)z]w>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Wide hexadecachoron]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''26''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<[xy]zw>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Hexadecachoron]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''27''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<xyzw>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Dibicone]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''28''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<(xy)zw>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Crindal bipyramid]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''29''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<([xy]z)w>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Narrow crindal bipyramid]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''30''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<(<xy>z)w>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Bisphone]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''31''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<(xyz)w>''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Cubic crind]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''32''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''([xyz]w)''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Narrow cubic crind]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''33''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''([<xy>z]w)''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Cylindrical crind]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''34''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''([(xy)z]w)''' |
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|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Wide octahedral crind]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''35''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''(<[xy]z>w)''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Octahedral crind]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''36''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''(<xyz>w)''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Biconic crind]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''37''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''(<(xy)z>w)''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Dicrind]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''38''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''([xy]zw)''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Narrow dicrind]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''39''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''(<xy>zw)''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Glome]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''16''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''40''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''(xyzw)''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Small tesseract]]&''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''41''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[<xy><zw>]''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Narrow cubinder]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''42''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[(xy)<zw>]''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Duocylinder]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''43''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''43''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''[(xy)(zw)]''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Large hexadecachoron]]&''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''44''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<[xy][zw]>''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''''Unknown shape''''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''''Unknown''''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''45''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<[xy](zw)>''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Duocircular tegum]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''46''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''<(xy)(zw)>''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Duocrind]]''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''47''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''([xy][zw])''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Narrow duocrind]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''48''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''([xy]<zw>)''' |
- | + | ||
|- | |- | ||
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#ddddff; text-align:center;"|'''[[Doubly-narrow duocrind]]*''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''N/A''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''49''' |
- | |valign="top" width=" | + | |valign="top" width="25%" style="background-color:#eeeeff; text-align:center;"|'''(<xy><zw>)''' |
- | + | ||
|} | |} | ||
[[Category:Bracketopes|$]] | [[Category:Bracketopes|$]] | ||
[[Category:Lists of shapes|Bracketopes]] | [[Category:Lists of shapes|Bracketopes]] |
Revision as of 09:03, 15 March 2008
This is a list of bracketopes in dimensions from zero to four.
Name | Rotopic index | Bracketopic index | Bracket notation | ||
0D bracketopes | |||||
Point | 0 | 0 | Empty string | ||
1D bracketopes | |||||
Line | 1 | 1 | x | ||
2D bracketopes | |||||
Square | 2 | 2 | [xy] | ||
Diamond& | N/A | 3 | <xy> | ||
Circle | 4 | 4 | (xy) | ||
3D bracketopes | |||||
Cube | 5 | 5 | [xyz] | ||
Cuboid* | N/A | 6 | [<xy>z] | ||
Cylinder | 11 | 7 | [(xy)z] | ||
Wide octahedron* | N/A | 8 | ExPar: unexpected closing bracket | ||
Unknown shape | Unknown | 45 | <[xy](zw)> | ||
Duocircular tegum | N/A | 46 | <(xy)(zw)> | ||
Duocrind | N/A | 47 | ([xy][zw]) | ||
Narrow duocrind* | N/A | 48 | ([xy]<zw>) | ||
Doubly-narrow duocrind* | N/A | 49 | (<xy><zw>) |