Self-Dual Tetradecahedron #356 (canonical)

C0  = 0.167285974996986729703788072638
C1  = 0.207505026846045007052324920772
C2  = 0.391226992334500396925420158840
C3  = 0.441713663229319877880618180401
C4  = 0.442167505693814762533925112314
C5  = 0.5410841507212161221282013466047
C6  = 0.576461350840713339115930048360
C7  = 0.603550767841040523013522699509
C8  = 0.604653926523675156398169760277
C9  = 0.655897474490623827064662429183
C10 = 0.656657117329473925615592283192
C11 = 0.657571237745618877809039943004
C12 = 0.676292096915730730806789047346
C13 = 0.691992745221505452878178658207
C14 = 0.704068142795312124014414069743
C15 = 0.716622358105661505087498220671
C16 = 0.768055873028966604786741046346
C17 = 0.783160804440057402070414621176
C18 = 0.956289096609701481245783283567
C19 = 1.01709922619967357322591926298

V0  = (  C7,  -C7,  1.0)
V1  = ( -C7,   C7,  1.0)
V2  = (-C19,   C7, -C18)
V3  = (  C7, -C19, -C18)
V4  = ( -C3,  -C3, -C17)
V5  = ( -C7,  -C7,  C11)
V6  = ( -C5,  -C5, -C10)
V7  = ( C12,   C2,   C9)
V8  = (  C2,  C12,   C9)
V9  = ( C15,  C15,  -C8)
V10 = ( C13,   C6,   C4)
V11 = (  C6,  C13,   C4)
V12 = ( C14,  C14,   C1)
V13 = (-C16, -C16,  -C0)

Faces:
{  9,  2,  1,  8, 11, 12 }
{  9, 12, 10,  7,  0,  3 }
{  0,  5, 13,  3 }
{  0,  7,  8,  1 }
{  1,  2, 13,  5 }
{  7, 10, 11,  8 }
{  2,  3,  4 }
{  2,  4,  6 }
{  2,  6, 13 }
{  2,  9,  3 }
{  3,  6,  4 }
{  3, 13,  6 }
{  0,  1,  5 }
{ 10, 12, 11 }
