Acronym sporaggix Name swirlprismatoreplenished rectified grand hexacosachoron Circumradius sqrt[5-2 sqrt(5)] = 0.726543 Vertex figure ` ©` Confer uniform relative: raggix   general polytopal classes: scaliform Externallinks

As abstract polytope sporaggix is isomorphic to spidrox, thereby replacing pentagrams by pentagons, resp. by replacing stip by pip and starp by pap.

Sporaggix is obtained from raggix in the same way as spidrox was obtained from rox: by chopping off 120 of its vertex pyramids in a swirl-symmetric distribution. All gikes thereby get reduced to starps, any oct gets reduced to a squippy. (Thus it is a scaliform polychoron only.) Additionally the former vertex figures (stip) come in.

Its vertex figure accordingly is obtained from that of raggix (stip) by chopping off 2 vertices at minimal distance.

Incidence matrix

``` 600 |   2   2    4 |   3    6   4   2 |   5   2   2
-----+--------------+------------------+------------
2 | 600   *    * |   1    2   0   0 |   2   0   1
2 |   * 600    * |   0    2   2   0 |   2   1   1
2 |   *   * 1200 |   1    1   1   1 |   2   1   1
-----+--------------+------------------+------------
3 |   1   0    2 | 600    *   *   * |   2   0   0
3 |   1   1    1 |   * 1200   *   * |   1   0   1
4 |   0   2    2 |   *    * 600   * |   1   1   0
5 |   0   0    5 |   *    *   * 240 |   0   1   1
-----+--------------+------------------+------------
♦  5 |   2   2    4 |   2    2   1   0 | 600   *   *
♦ 10 |   0   5   10 |   0    0   5   2 |   * 120   *
♦ 10 |   5   5   10 |   0   10   0   2 |   *   * 120
```

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