Regular Hexagonal Toroid with 15 faces (type A) (knot form 2)

C0  = 0.0217491947499509291621405227040 = (7 * sqrt(5) - 15) / 30
C1  = 0.0286143003030048116859604446947 = 4 * (sqrt(5) - 2) / 33
C2  = 0.0898653983712535446466779137347 = (35 - 13 * sqrt(5)) / 66
C3  = 0.0953302434469792562238254393001 = (13 - 3 * sqrt(5)) / 66
C4  = 0.118479698674258356332638358429  = (19 - 5 * sqrt(5)) / 66
C5  = 0.162512940083396424410581232714  = (25 - 9 * sqrt(5)) / 30
C6  = 0.296920420492389191825771369031  = (11 * sqrt(5) - 5) / 66
C7  = 0.298142396999971959521223155831  = 2 * sqrt(5) / 15
C8  = 0.3198915917499228886833636785348 = (11 * sqrt(5) - 15) / 30
C9  = 0.392250663939368448049596808331  = 4 * (1 + sqrt(5)) / 33
C10 = 0.4606553370833683839318043885448 = (5 - sqrt(5)) / 6
C11 = 0.510730362613626804382235166761  = (9 + sqrt(5)) / 22
C12 = 0.666021629204478539766555258233  = (7 * sqrt(5) - 1) / 22
C13 = 0.701857603000028040478776844169  = (15 - 2 * sqrt(5)) / 15
C14 = 0.7101650561665685249909477120746 = (7 * sqrt(5) - 5) / 15
C15 = 0.804918360568153140419432773009  = (11 + 3 * sqrt(5)) / 22
C16 = 0.874366726249990440745871530397  = (17 + sqrt(5)) / 22
C17 = 0.953701089545441799782374161741  = (27 + 2 * sqrt(5)) / 33
C18 = 0.964809063666638626187889822498  = 2 * (5 + sqrt(5)) / 15
C19 = 1.19256958799988783808489262332   = 8 * sqrt(5) / 15
C20 = 1.22776052433324921189700280083   = (5 + 6 * sqrt(5)) / 15
C21 = 1.2533539325756938473967192935549 = (19 + 10 * sqrt(5)) / 33
C22 = 1.29814239699997195952122315583   = (15 + 2 * sqrt(5)) / 15
C23 = 1.29965284303025204761434513181   = (25 + 8 * sqrt(5)) / 33
C24 = 1.3985809175831861208197549014452 = (21 * sqrt(5) - 5) / 30
C25 = 1.43412842185603830113430629820   = (79 + 7 * sqrt(5)) / 66
C26 = 1.44505811200748972428860134933   = (35 + 27 * sqrt(5)) / 66
C27 = 1.447213595499957939281834733746  = (5 + sqrt(5)) / 5
C28 = 1.4689627902499088684439752564502 = (15 + 13 * sqrt(5)) / 30
C29 = 1.49240071499988528895045836476   = 3 * (1 + 2 * sqrt(5)) / 11
C30 = 1.588375995909052672074395212497  = (13 + 2 * sqrt(5)) / 11
C31 = 1.59628479399994391904244631166   = (15 + 4 * sqrt(5)) / 15
C32 = 1.63147573033330529285455648916   = 2 * (10 + sqrt(5)) / 15
C33 = 1.66666666666666666666666666667   = 5 / 3
C34 = 1.84004119848472102812677192044   = 4 * (4 + 5 * sqrt(5)) / 33
C35 = 1.85923625466655450475155928999   = 2 * (5 + 4 * sqrt(5)) / 15
C36 = 1.88098544941650543391369981269   = (5 + 23 * sqrt(5)) / 30
C37 = 1.90402471909083261687606315227   = 4 * (3 + sqrt(5)) / 11
C38 = 1.93537144193170028435059735974   = (45 + 37 * sqrt(5)) / 66
C39 = 1.95136732208322818153792016770   = (5 + 3 * sqrt(5)) / 6
C40 = 1.964809063666638626187889822498  = (25 + 2 * sqrt(5)) / 15
C41 = 2.02354811030292833765293268787   = (31 + 16 * sqrt(5)) / 33
C42 = 2.04349838949990185832428104541   = (15 + 7 * sqrt(5)) / 15
C43 = 2.05658356314382149647180948096   = (53 + 37 * sqrt(5)) / 66
C44 = 2.07426817329537488500347487452   = (81 + 25 * sqrt(5)) / 66
C45 = 2.14644896151507504111848739469   = 4 * (11 + 3 * sqrt(5)) / 33
C46 = 2.17675199181810534414879042499   = (15 + 4 * sqrt(5)) / 11
C47 = 2.17779568435594270859302160217   = (61 + 37 * sqrt(5)) / 66
C48 = 2.192747871969633241336113232949  = 10 * (5 + sqrt(5)) / 33
C49 = 2.21967344227261256167773109204   = (11 + 6 * sqrt(5)) / 11
C50 = 2.24828774257561737336369153673   = (25 + 22 * sqrt(5)) / 33
C51 = 2.41579877424229678570252949620   = 5 * (7 + 4 * sqrt(5)) / 33
C52 = 2.47471610484833190041879297120   = 4 * (7 + 6 * sqrt(5)) / 33
C53 = 2.56109385766658254523033613416   = (25 + 6 * sqrt(5)) / 15
C54 = 2.66153237824979670652886787977   = (15 + 29 * sqrt(5)) / 30
C55 = 2.67497411983320715117883753457   = (20 + 9 * sqrt(5)) / 15
C56 = 2.71714034727257432466121721362   = 4 * (3 + 2 * sqrt(5)) / 11
C57 = 2.74535599249992989880305788958   = (6 + sqrt(5)) / 3
C58 = 2.77839144534082305762193468266   = (41 + 9 * sqrt(5)) / 22
C59 = 2.84579451308314406010158963519   = (25 + 27 * sqrt(5)) / 30
C60 = 2.85923625466655450475155928999   = (25 + 8 * sqrt(5)) / 15
C61 = 3.22787070988620112904345238038   = (33 + 17 * sqrt(5)) / 22
C62 = 3.36949986378773858548490365794   = 2 * (31 + 11 * sqrt(5)) / 33
C63 = 3.42841719439377370020116713294   = (55 + 26 * sqrt(5)) / 33
C64 = 3.446101804545327088732832526504  = (69 + 20 * sqrt(5)) / 33
C65 = 3.50164167515131122076041083028   = 4 * (11 + 8 * sqrt(5)) / 33
C66 = 3.519326285302864609292076223849  = 2 * (29 + 13 * sqrt(5)) / 33
C67 = 3.61192410621198100972732790037   = 2 * (35 + 11 * sqrt(5)) / 33
C68 = 4.08077671090893796102485357726   = (27 + 8 * sqrt(5)) / 11
C69 = 4.30551634318162699673561242612   = 5 * (5 + 2 * sqrt(5)) / 11
C70 = 5.131895428977033745919515532649  = (57 + 25 * sqrt(5)) / 22
C71 = 5.30045015318155052270258466929   = (27 + 14 * sqrt(5)) / 11
C72 = 5.49553179261339738228315189629   = 5 * (13 + 5 * sqrt(5)) / 22
C73 = 5.79791705818151228568607079088   = 4 * (7 + 4 * sqrt(5)) / 11
C74 = 5.88882614909060319477697988179   = (29 + 16 * sqrt(5)) / 11
C75 = 6.30045015318155052270258466929   = 2 * (19 + 7 * sqrt(5)) / 11
C76 = 6.67228378443150272643194232128   = (73 + 33 * sqrt(5)) / 22
C77 = 6.8111805157951773270848198360549 = (85 + 29 * sqrt(5)) / 22
C78 = 7.47720214499965586685137509429   = 6 * (7 + 3 * sqrt(5)) / 11
C79 = 7.79285086818143581165304303406   = (41 + 20 * sqrt(5)) / 11
C80 = 8.01759050045412484736380188292   = (39 + 22 * sqrt(5)) / 11

V0  = ( C74, -C73,  C11)
V1  = ( C46, -C73, -C72)
V2  = ( C23, -C65,  -C4)
V3  = ( C20, -C54,   C7)
V4  = (-C59,  -C7,  C13)
V5  = (-C63,  -C9,  C25)
V6  = (-C69,  C37,  C77)
V7  = (-C80,  C37,  C15)
V8  = (-C50,  C45,  C44)
V9  = (-C28,  C32,  C40)
V10 = ( C22,  C36, -C35)
V11 = ( C41,  C52, -C38)
V12 = ( C79,  C56, -C12)
V13 = ( C68,  C56, -C76)
V14 = ( C64,   C1, -C26)
V15 = ( C60,   C0, -C14)
V16 = (-C18, -C57, -C10)
V17 = (-C17, -C67,  -C3)
V18 = (-C30, -C75,  C70)
V19 = (-C71, -C75, -C16)
V20 = (-C49, -C48,  C43)
V21 = (-C27, -C33,  C39)
V22 = (-C27,  C53,  -C5)
V23 = (-C30,  C62,   C6)
V24 = ( C29,  C78,  C61)
V25 = (-C49,  C78, -C58)
V26 = ( C21,  C66,  -C2)
V27 = ( C19,  C55,   C8)
V28 = ( C31, -C24, -C42)
V29 = ( C51, -C34, -C47)

Faces:
{  0,  1, 26, 25, 24, 29 }
{  2,  3, 28, 27, 26,  1 }
{  4,  5,  0, 29, 28,  3 }
{  6,  7,  2,  1,  0,  5 }
{  8,  9,  4,  3,  2,  7 }
{ 10, 11,  6,  5,  4,  9 }
{ 12, 13,  8,  7,  6, 11 }
{ 14, 15, 10,  9,  8, 13 }
{ 16, 17, 12, 11, 10, 15 }
{ 18, 19, 14, 13, 12, 17 }
{ 20, 21, 16, 15, 14, 19 }
{ 22, 23, 18, 17, 16, 21 }
{ 24, 25, 20, 19, 18, 23 }
{ 26, 27, 22, 21, 20, 25 }
{ 28, 29, 24, 23, 22, 27 }