Acronym  bidex 
Name  biicositetradiminished hexacosachoron 
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Circumradius  (1+sqrt(5))/2 = 1.618034 
Vertex figure 
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General of army  (is itself convex) 
Colonel of regiment  (is itself locally convex) 
Dual  tridex 
Dihedral angles  
Confer 

External links 
This one can be obtained by chopping off the 48 vertices of an ex, which correspond to 2 vertexinscribed fico. In fact 48 ikepy are to be cut off. But in contrast to sadi those ikepy would intersect here, resulting in teddi cells instead. – Bidex likewise can be obtained from sadi by chopping off the 24 vertices of a further vertexinscribed fico.
Surely it would be possible to chop off a further set of 24 original vertices. This then results in tridex. But then already the pentagons would be diminished into trapezia. Thus tridex not even would be orbiform, even so its vertices still lie all at the same circumradius. For more details cf. here.
Bidex has swirlprismatic symmetry. In fact, it divides into 8 rings of 6 teddies each. Therefore the edges of each teddi itself divide correspondingly into 2 classes in a chiral way!
As abstract polytope bidex is isomorph to birgax, thereby replacing pentagons by pentagrams, resp. replacing teddi by targi.
72  4 2  2 3 5  6 : verf = bitdi +++ 2  144 *  1 1 1  3 : bottom or top edges + 1 chiral edge each of the lateral {3} of teddi 2  * 72  0 1 3  4 : other edges of teddi +++ 3  3 0  48 * *  2 : bottom or top {3} of teddi 3  2 1  * 72 *  2 : lateral {3} of teddi 5  2 3  * * 72  2 +++ 9  9 6  2 3 3  48 : teddi
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