Self-Dual Hexadecahedron #51 (canonical)

C0  = 0.0347425210708054263807098578624
C1  = 0.0899688769267592455197956816893
C2  = 0.109993921622281418404749320456
C3  = 0.145056143350337424613090825661
C4  = 0.157185458431427766334598412051
C5  = 0.218223554843033686575700239532
C6  = 0.238014061305657607293553950048
C7  = 0.313342899035606890338056499788
C8  = 0.358350012583779304284640352008
C9  = 0.372899984053596841141717092491
C10 = 0.501316942364009704522588934028
C11 = 0.513592411687564296372633730052
C12 = 0.573768223365231570632401396518
C13 = 0.6241445942863756074037919567151
C14 = 0.630603212798017959301030512446
C15 = 0.691317183432034570762726425419
C16 = 0.760949376163629783069911426922
C17 = 0.777865887119480050724895000898
C18 = 0.790937861872791298250090787314
C19 = 0.868306414869543321845674361432
C20 = 0.924310672495498458914372859967
C21 = 0.935051345550907817059493412948
C22 = 0.9359940052231287228631816129754
C23 = 0.959053193566303885295082717830
C24 = 0.979172931006663469645611666454
C25 = 0.988953225381797263585670864454
C26 = 0.997044578339972448545509049206
C27 = 1.00263388472801940904517786806
C28 = 1.00466008246764146110078292521
C29 = 1.08736063505279586700503512657
C30 = 4.20143244695026740903210640603

V0  = ( C19, -C10,  C2)
V1  = (-C19, -C10,  C2)
V2  = ( 0.0,  0.0, C30)
V3  = ( C29,  -C0, -C6)
V4  = (-C28,  -C5, -C6)
V5  = (-C21,   C8, -C6)
V6  = ( C17,  C14, -C6)
V7  = ( C15, -C16, -C6)
V8  = (-C12, -C20, -C6)
V9  = (-C11,  C23, -C6)
V10 = (  C7,  C24, -C6)
V11 = (  C4, -C25, -C6)
V12 = ( 0.0,  C27,  C2)
V13 = (-C26,   C3,  C1)
V14 = ( C13,  C18,  C1)
V15 = (  C9, -C22,  C1)

Faces:
{  3,  7, 11,  8,  4,  5,  9, 10,  6 }
{  2,  3,  6, 14 }
{  2,  8, 11, 15 }
{  2,  9,  5, 13 }
{  2, 13,  4,  1 }
{  2, 14, 10, 12 }
{  2, 15,  7,  0 }
{  2,  0,  3 }
{  2,  1,  8 }
{  2, 12,  9 }
{  4,  8,  1 }
{  4, 13,  5 }
{  7,  3,  0 }
{  7, 15, 11 }
{ 10,  9, 12 }
{ 10, 14,  6 }
