D4.13.2 (EntityTopic, 13)
From Hi.gher. Space
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| - | '''D4.13.2''' is a [[CRF polychoron]] that contains six [[triangular hebesphenorotundae]] (J92) cells in a hexagonal ring, along with 18 [[icosahedra]] surrounding an orthogonal ring of triangular prisms and tetrahedra. It was first | + | '''D4.13.2''' is a [[CRF polychoron]] that contains six [[triangular hebesphenorotundae]] (J92) cells in a hexagonal ring, along with 18 [[icosahedra]] surrounding an orthogonal ring of triangular prisms and tetrahedra. It was first constructed by [[student5]] as a modification of the 600-cell to introduce J92 cells via trigonal expansion. A software model was made later by [[Quickfur]] on April 17, 2014. |
| - | ==Lace city== | + | == Lace city == |
| + | <[#embed [hash 3Q0XMZ2ASJN5RCA5Y3JAA54HMD]]> | ||
| - | + | where W=phi+2, and phi=(1+√5)/2 is the Golden Ratio. | |
| - | + | ||
| - | where W=phi+2 | + | |
| - | + | ||
| - | + | ||
| + | == Projections == | ||
<[#embed [hash JFVGYWAGY76MCX63F52ERRRE8M]]> | <[#embed [hash JFVGYWAGY76MCX63F52ERRRE8M]]> | ||
| Line 24: | Line 22: | ||
<[#embed [hash RFHZYP30F0S2TV05ZA48YT4B4N]]> | <[#embed [hash RFHZYP30F0S2TV05ZA48YT4B4N]]> | ||
| - | ==Software models== | + | == Software models == |
| + | * [[Polyview]] [http://hddb.teamikaria.com/dl/AC8KWY32E1JK0Z3TTKZ7PKBYAJ.def .def file] | ||
| + | * [[Stella4D]] [http://hddb.teamikaria.com/dl/XA5RWRN0XPXDMPH65RH9RBM2K1.off .off file] | ||
| - | + | == External links == | |
| - | * | + | *[http://hddb.teamikaria.com/forum/viewtopic.php?p=21746#p21746 Quickfur's original post] |
Latest revision as of 16:42, 18 April 2014
D4.13.2 is a CRF polychoron that contains six triangular hebesphenorotundae (J92) cells in a hexagonal ring, along with 18 icosahedra surrounding an orthogonal ring of triangular prisms and tetrahedra. It was first constructed by student5 as a modification of the 600-cell to introduce J92 cells via trigonal expansion. A software model was made later by Quickfur on April 17, 2014.
Lace city
where W=phi+2, and phi=(1+√5)/2 is the Golden Ratio.
Projections
