Self-Dual Tetradecahedron #121 (canonical)

C0  = 0.0568354304360199439830626574171
C1  = 0.1186295210403798030267273622048
C2  = 0.213237757561950113420057295541
C3  = 0.255269127900999062138956063377
C4  = 0.31973071525487846184512766973452
C5  = 0.327668009174607335155755936218
C6  = 0.3936472294617994864681364690547
C7  = 0.417813180852852431257994345484
C8  = 0.422595177345962886621362299036
C9  = 0.428641769516718230342114853432
C10 = 0.492137643291338759063916063489
C11 = 0.642935792009955765202625708681
C12 = 0.70429184134654429809591823781546
C13 = 0.860476250214692688288844670924
C14 = 0.8850374789706530680684718163647
C15 = 0.939244240780569912126508065375496
C16 = 1.005341927701068138934868250947
C17 = 1.75791285611379817975722278427

V0  = ( C17,  0.0, -1.0)
V1  = (-C17,  0.0, -1.0)
V2  = ( C10,   C7,  1.0)
V3  = (-C10,  -C7,  1.0)
V4  = (  C2,  C14,  -C9)
V5  = ( -C2, -C14,  -C9)
V6  = (  C1, -C15,  -C6)
V7  = ( -C1,  C15,  -C6)
V8  = (  C8,  C13,   C5)
V9  = ( -C8, -C13,   C5)
V10 = ( C11,  C12,   C4)
V11 = (-C11, -C12,   C4)
V12 = (  C3,  C16,  -C0)
V13 = ( -C3, -C16,  -C0)

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