Knot[10, 122] -> {31389.24011, 
  {1586941/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^
       2) + 8/(t^12*(-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^2) - 208/(t^10*(-1 + t^2)*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) + 
    2574/(t^8*(-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + 
        t^12)^2) - 20206/(t^6*(-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^2) + 
    112985/(t^4*(-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + 
        t^12)^2) - 478279/(t^2*(-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^2) - (4203294*t^2)/
     ((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) + 
    (8918192*t^4)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^2) - (14888932*t^6)/((-1 + t^2)*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) + 
    (18224713*t^8)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^2) - (11627882*t^10)/
     ((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) - 
    (12854851*t^12)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^2) + (58134423*t^14)/
     ((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) - 
    (116994641*t^16)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^2) + (172527212*t^18)/
     ((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) - 
    (205667705*t^20)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^2) + (205459016*t^22)/
     ((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) - 
    (174740260*t^24)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^2) + (127353914*t^26)/
     ((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) - 
    (79627105*t^28)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^2) + (42586845*t^30)/
     ((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) - 
    (19356596*t^32)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^2) + (7400142*t^34)/((-1 + t^2)*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) - 
    (2344430*t^36)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^2) + (602694*t^38)/((-1 + t^2)*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) - 
    (122016*t^40)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^2) + (18610*t^42)/((-1 + t^2)*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^2) - 
    (1993*t^44)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + 
        t^12)^2) + (132*t^46)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^2) - 
    (4*t^48)/((-1 + t^2)*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + 
        t^12)^2), -13661465273292/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    64/(t^24*(-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + 
        t^12)^4) + 3296/(t^22*(-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^4) - 
    83088/(t^20*(-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + 
        t^12)^4) + 1368016/(t^18*(-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    16561820/(t^16*(-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^4) + 157372222/(t^14*(-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    1223508703/(t^12*(-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^4) + 8012040972/(t^10*(-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    45155669694/(t^8*(-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^4) + 222766404780/(t^6*(-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    975281039662/(t^4*(-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^4) + 3833315292895/(t^2*(-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) + 
    (44528295643742*t^2)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^4) - (133724305080884*t^4)/
     ((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^
       4) + (372330016036426*t^6)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (965986330649846*t^8)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^4) + (2344153072375146*t^10)/
     ((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^
       4) - (5334618948543707*t^12)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) + 
    (11402303575248149*t^14)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^4) - (22905968277039296*t^16)/
     ((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^
       4) + (43250880305519726*t^18)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (76733078976000967*t^20)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^4) + (127841756548075226*t^22)/
     ((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^
       4) - (199891521214454888*t^24)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) + 
    (293142622791131322*t^26)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (402971985521209935*t^28)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) + 
    (518976768327702130*t^30)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (625854500720094888*t^32)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) + 
    (706354356856430366*t^34)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (745671464706562812*t^36)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) + 
    (735806180647295821*t^38)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (678158538355564519*t^40)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) + 
    (583227287542110661*t^42)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (467491751641960053*t^44)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) + 
    (348744348614397120*t^46)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (241683531310320907*t^48)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) + 
    (155237576352128683*t^50)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (92147340182999638*t^52)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^4) + (50355163931077193*t^54)/
     ((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^
       4) - (25202862008792085*t^56)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) + 
    (11470284307125667*t^58)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^4) - (4696332322530130*t^60)/
     ((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^
       4) + (1699857689927688*t^62)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (526446730348797*t^64)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^4) + (129203952983593*t^66)/
     ((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^
       4) - (18711349993391*t^68)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (3001925383451*t^70)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 
        12*t^8 - 6*t^10 + t^12)^4) + (3650674046475*t^72)/
     ((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^
       4) - (1739016968203*t^74)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) + 
    (607726974256*t^76)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^4) - (172450297047*t^78)/
     ((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^
       4) + (40946183243*t^80)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (8190461121*t^82)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^4) + (1373235327*t^84)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (190272200*t^86)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^4) + (21268990*t^88)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (1846208*t^90)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^4) + (116864*t^92)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4) - 
    (4800*t^94)/((-1 + t^2)^2*(1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 
        6*t^10 + t^12)^4) + (96*t^96)/((-1 + t^2)^2*
      (1 - 6*t^2 + 12*t^4 - 15*t^6 + 12*t^8 - 6*t^10 + t^12)^4)}}
