Acronym  spidrox 
Name  swirlprismatodiminished rectified hexacosachoron 
© © © connection of rings © connection to squippies  
Circumradius  sqrt[5+2 sqrt(5)] = 3.077684 
Vertex figure 
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Dihedral angles  
Confer 

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As abstract polytope spidrox is isomorphic to sporaggix, thereby replacing pentagons by pentagrams, resp. by replacing pip by stip and pap by starp.
Rox can be obtained as hull of a compound of 6 exes (i.e. kepisna). Spidrox is obtained therefrom by chopping off 120 of its vertex pyramids (pippy) in a swirlsymmetric distribution, resp. as hull of just 5 of those ex. All ikes thereby get reduced to paps, any oct gets reduced to a squippy. (Thus it is a scaliform polychoron only.) Additionally the former vertex figures (pip) come in.
Its vertex figure accordingly is obtained from that of rox (pip) by chopping off 2 vertices at maximal distance.
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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