Tetrahedral-rectified pentachoric duoprism

The tetrahedral-rectified pentachoric duoprism or tetrap is a convex uniform duoprism that consists of 4 triangular-rectified pentachoric duoprisms, 5 tetrahedral-octahedral duoprisms, and 5 tetrahedral duoprisms. Each vertex joins 3 triangular-rectified pentachoric duoprisms, 2 tetrahedral duoprisms, and 3 tetrahedral-octahedral duoprisms.

It is a duoprism based on a tetrahedron and a rectified pentachoron, and is thus also a convex segmentoexon, as
 * rectified pentachoron atop triangular-rectified pentachoric duoprism,
 * rectified pentachoric prism atop orthogonal rectified pentachoric prism,
 * or tetrahedral duoprism atop tetrahedral-octahedral duoprism.