Self-Dual Tridecahedron #22 (canonical)

C0  = 0.0862305880517341737841712534112
C1  = 0.119755126431473980602859393433
C2  = 0.185840905400297457514941692993
C3  = 0.20850422419583772576432516978496
C4  = 0.332427554575427641958277155481
C5  = 0.426379647862353355458626062602
C6  = 0.501650915269725987519609260313
C7  = 0.633801611308500865971685092904
C8  = 0.654313444853344182577891534069
C9  = 0.7616223197608139346796994392247
C10 = 0.858266339842396634935251719096
C11 = 0.868884872910595334326419172254
C12 = 0.947463225161111392194641132217
C13 = 0.978021466273870615538111112529
C14 = 0.9867409994287718245361686895498
C15 = 1.00330183053945197503921852063
C16 = 1.06018125917085422143031115551
C17 = 4.79606590157496934555978204979

V0  = ( C16,   C1, -C3)
V1  = (-C16,   C1, -C3)
V2  = ( C11,  -C6, -C3)
V3  = (-C11,  -C6, -C3)
V4  = (  C7,  C10, -C3)
V5  = ( -C7,  C10, -C3)
V6  = (  C5, -C13, -C3)
V7  = ( -C5, -C13, -C3)
V8  = ( 0.0,  0.0, C17)
V9  = ( 0.0,  C15, -C3)
V10 = ( C12,  -C4,  C0)
V11 = ( -C9,  -C8,  C0)
V12 = ( -C2,  C14,  C0)

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