c[0, 0] = (M*omega*x^2)/(2*(1 + t^2)^2)
 
c[1/2, 0] = 0
 
c[1, 0] = (M*omega)/(12*(1 + t^2)^2)
 
c[1, 1] = (M*omega)/(6*(1 + t^2)^2)
 
c[3/2, 0] = (-2*M*omega*t*x)/(3*(1 + t^2)^3)
 
c[3/2, 1] = 0
 
c[2, 0] = -(M^2*omega^2*x^2)/(24*(1 + t^2)^4) + (M*omega*t^2*x^2)/
     (2*(1 + t^2)^4) - (M*omega*x^2)/(12*(1 + t^2)^3)
 
c[2, 1] = 0
 
c[2, 2] = 0
 
c[5/2, 0] = 0
 
c[5/2, 1] = 0
 
c[5/2, 2] = 0
 
c[3, 0] = -(M^2*omega^2)/(360*(1 + t^2)^4) + (M*omega*t^2)/(20*(1 + t^2)^4) - 
    (M*omega)/(120*(1 + t^2)^3)
 
c[3, 1] = -(M^2*omega^2)/(360*(1 + t^2)^4) + (3*M*omega*t^2)/
     (10*(1 + t^2)^4) - (M*omega)/(20*(1 + t^2)^3)
 
c[3, 2] = 0
 
c[3, 3] = 0
 
c[7/2, 0] = (M^2*omega^2*t*x)/(45*(1 + t^2)^5) - 
    (4*M*omega*t^3*x)/(5*(1 + t^2)^5) + (3*M*omega*t*x)/(10*(1 + t^2)^4)
 
c[7/2, 1] = 0
 
c[7/2, 2] = 0
 
c[7/2, 3] = 0
 
c[4, 0] = (M^3*omega^3*x^2)/(240*(1 + t^2)^6) - (11*M^2*omega^2*t^2*x^2)/
     (180*(1 + t^2)^6) + (M*omega*t^4*x^2)/(2*(1 + t^2)^6) + 
    (M^2*omega^2*x^2)/(120*(1 + t^2)^5) - (3*M*omega*t^2*x^2)/
     (10*(1 + t^2)^5) + (3*M*omega*x^2)/(160*(1 + t^2)^4)
 
c[4, 1] = 0
 
c[4, 2] = 0
 
c[4, 3] = 0
 
c[4, 4] = 0
 
c[9/2, 0] = (M^2*omega^2*t*x)/(2016*(1 + t^2)^5)
 
c[9/2, 1] = (M^2*omega^2*t*x)/(252*(1 + t^2)^5)
 
c[9/2, 2] = 0
 
c[9/2, 3] = 0
 
c[9/2, 4] = 0
 
c[5, 0] = (M^3*omega^3)/(5670*(1 + t^2)^6) - (M^2*omega^2*t^2)/
     (315*(1 + t^2)^6) + (M*omega*t^4)/(28*(1 + t^2)^6) + 
    (M^2*omega^2)/(2520*(1 + t^2)^5) - (3*M*omega*t^2)/(140*(1 + t^2)^5) + 
    (3*M*omega)/(2240*(1 + t^2)^4)
 
c[5, 1] = (M^3*omega^3)/(15120*(1 + t^2)^6) - (19*M^2*omega^2*t^2)/
     (1260*(1 + t^2)^6) + (5*M*omega*t^4)/(14*(1 + t^2)^6) + 
    (M^2*omega^2)/(840*(1 + t^2)^5) - (3*M*omega*t^2)/(14*(1 + t^2)^5) + 
    (3*M*omega)/(224*(1 + t^2)^4)
 
c[5, 2] = 0
 
c[5, 3] = 0
 
c[5, 4] = 0
 
c[5, 5] = 0
 
c[11/2, 0] = -(M^3*omega^3*t*x)/(630*(1 + t^2)^7) + 
    (4*M^2*omega^2*t^3*x)/(105*(1 + t^2)^7) - (6*M*omega*t^5*x)/
     (7*(1 + t^2)^7) - (13*M^2*omega^2*t*x)/(1260*(1 + t^2)^6) + 
    (5*M*omega*t^3*x)/(7*(1 + t^2)^6) - (3*M*omega*t*x)/(28*(1 + t^2)^5)
 
c[11/2, 1] = 0
 
c[11/2, 2] = 0
 
c[11/2, 3] = 0
 
c[11/2, 4] = 0
 
c[11/2, 5] = 0
 
c[6, 0] = (-17*M^4*omega^4*x^2)/(40320*(1 + t^2)^8) + 
    (17*M^3*omega^3*t^2*x^2)/(2160*(1 + t^2)^8) - (61*M^2*omega^2*t^4*x^2)/
     (840*(1 + t^2)^8) + (M*omega*t^6*x^2)/(2*(1 + t^2)^8) - 
    (11*M^3*omega^3*x^2)/(10080*(1 + t^2)^7) + (29*M^2*omega^2*t^2*x^2)/
     (840*(1 + t^2)^7) - (15*M*omega*t^4*x^2)/(28*(1 + t^2)^7) - 
    (37*M^2*omega^2*x^2)/(20160*(1 + t^2)^6) + (15*M*omega*t^2*x^2)/
     (112*(1 + t^2)^6) - (M*omega*x^2)/(224*(1 + t^2)^5)
 
c[6, 1] = 0
 
c[6, 2] = 0
 
c[6, 3] = 0
 
c[6, 4] = 0
 
c[6, 5] = 0
 
c[6, 6] = 0
 
c[13/2, 0] = (-17*M^3*omega^3*t*x)/(483840*(1 + t^2)^7) + 
    (M^2*omega^2*t^3*x)/(1152*(1 + t^2)^7) - (M^2*omega^2*t*x)/
     (4608*(1 + t^2)^6)
 
c[13/2, 1] = -(M^3*omega^3*t*x)/(3780*(1 + t^2)^7) + 
    (M^2*omega^2*t^3*x)/(108*(1 + t^2)^7) - (M^2*omega^2*t*x)/
     (432*(1 + t^2)^6)
 
c[13/2, 2] = 0
 
c[13/2, 3] = 0
 
c[13/2, 4] = 0
 
c[13/2, 5] = 0
 
c[13/2, 6] = 0
 
c[7, 0] = -(M^4*omega^4)/(75600*(1 + t^2)^8) + (23*M^3*omega^3*t^2)/
     (85050*(1 + t^2)^8) - (13*M^2*omega^2*t^4)/(4200*(1 + t^2)^8) + 
    (M*omega*t^6)/(36*(1 + t^2)^8) - (M^3*omega^3)/(28350*(1 + t^2)^7) + 
    (M^2*omega^2*t^2)/(700*(1 + t^2)^7) - (5*M*omega*t^4)/(168*(1 + t^2)^7) - 
    (M^2*omega^2)/(14400*(1 + t^2)^6) + (5*M*omega*t^2)/(672*(1 + t^2)^6) - 
    (M*omega)/(4032*(1 + t^2)^5) + (5*M^3*omega^3*t^2*x^2)/
     (290304*(1 + t^2)^8)
 
c[7, 1] = -(M^4*omega^4)/(604800*(1 + t^2)^8) + (533*M^3*omega^3*t^2)/
     (680400*(1 + t^2)^8) - (37*M^2*omega^2*t^4)/(1400*(1 + t^2)^8) + 
    (7*M*omega*t^6)/(18*(1 + t^2)^8) - (17*M^3*omega^3)/
     (453600*(1 + t^2)^7) + (47*M^2*omega^2*t^2)/(4200*(1 + t^2)^7) - 
    (5*M*omega*t^4)/(12*(1 + t^2)^7) - (13*M^2*omega^2)/(33600*(1 + t^2)^6) + 
    (5*M*omega*t^2)/(48*(1 + t^2)^6) - (M*omega)/(288*(1 + t^2)^5) + 
    (M^3*omega^3*t^2*x^2)/(4536*(1 + t^2)^8)
 
c[7, 2] = 0
 
c[7, 3] = 0
 
c[7, 4] = 0
 
c[7, 5] = 0
 
c[7, 6] = 0
 
c[7, 7] = 0
 
c[15/2, 0] = (73*M^4*omega^4*t*x)/(453600*(1 + t^2)^9) - 
    (137*M^3*omega^3*t^3*x)/(28350*(1 + t^2)^9) + (191*M^2*omega^2*t^5*x)/
     (3150*(1 + t^2)^9) - (8*M*omega*t^7*x)/(9*(1 + t^2)^9) + 
    (3317*M^3*omega^3*t*x)/(2721600*(1 + t^2)^8) - 
    (2903*M^2*omega^2*t^3*x)/(75600*(1 + t^2)^8) + 
    (7*M*omega*t^5*x)/(6*(1 + t^2)^8) + (221*M^2*omega^2*t*x)/
     (50400*(1 + t^2)^7) - (71*M^3*omega^3*t*x)/(63866880*(1 + t^2)^7) - 
    (5*M*omega*t^3*x)/(12*(1 + t^2)^7) + (5*M*omega*t*x)/(144*(1 + t^2)^6)
 
c[15/2, 1] = (-71*M^3*omega^3*t*x)/(5322240*(1 + t^2)^7)
 
c[15/2, 2] = -(M^3*omega^3*t*x)/(22176*(1 + t^2)^7)
 
c[15/2, 3] = 0
 
c[15/2, 4] = 0
 
c[15/2, 5] = 0
 
c[15/2, 6] = 0
 
c[15/2, 7] = 0
 
c[8, 0] = (71*M^3*omega^3*t^2)/(63866880*(1 + t^2)^8) + 
    (31*M^5*omega^5*x^2)/(725760*(1 + t^2)^10) - (4033*M^4*omega^4*t^2*x^2)/
     (4082400*(1 + t^2)^10) + (1241*M^3*omega^3*t^4*x^2)/
     (113400*(1 + t^2)^10) - (253*M^2*omega^2*t^6*x^2)/(3150*(1 + t^2)^10) + 
    (M*omega*t^8*x^2)/(2*(1 + t^2)^10) + (5*M^4*omega^4*x^2)/
     (36288*(1 + t^2)^9) - (229*M^3*omega^3*t^2*x^2)/(48600*(1 + t^2)^9) + 
    (149*M^2*omega^2*t^4*x^2)/(2100*(1 + t^2)^9) - 
    (7*M*omega*t^6*x^2)/(9*(1 + t^2)^9) + (193*M^3*omega^3*x^2)/
     (725760*(1 + t^2)^8) - (487*M^2*omega^2*t^2*x^2)/(33600*(1 + t^2)^8) + 
    (35*M*omega*t^4*x^2)/(96*(1 + t^2)^8) + (17*M^2*omega^2*x^2)/
     (40320*(1 + t^2)^7) - (5*M*omega*t^2*x^2)/(96*(1 + t^2)^7) + 
    (5*M*omega*x^2)/(4608*(1 + t^2)^6)
 
c[8, 1] = (13*M^3*omega^3*t^2)/(570240*(1 + t^2)^8)
 
c[8, 2] = (M^3*omega^3*t^2)/(16632*(1 + t^2)^8)
 
c[8, 3] = 0
 
c[8, 4] = 0
 
c[8, 5] = 0
 
c[8, 6] = 0
 
c[8, 7] = 0
 
c[8, 8] = 0
 
c[17/2, 0] = (893*M^4*omega^4*t*x)/(266112000*(1 + t^2)^9) - 
    (851*M^3*omega^3*t^3*x)/(8316000*(1 + t^2)^9) + 
    (163*M^2*omega^2*t^5*x)/(154000*(1 + t^2)^9) + 
    (10639*M^3*omega^3*t*x)/(532224000*(1 + t^2)^8) - 
    (823*M^2*omega^2*t^3*x)/(1232000*(1 + t^2)^8) + 
    (351*M^2*omega^2*t*x)/(4928000*(1 + t^2)^7)
 
c[17/2, 1] = (151*M^4*omega^4*t*x)/(6652800*(1 + t^2)^9) - 
    (1591*M^3*omega^3*t^3*x)/(1663200*(1 + t^2)^9) + 
    (163*M^2*omega^2*t^5*x)/(11550*(1 + t^2)^9) + 
    (607*M^3*omega^3*t*x)/(3326400*(1 + t^2)^8) - (823*M^2*omega^2*t^3*x)/
     (92400*(1 + t^2)^8) + (117*M^2*omega^2*t*x)/(123200*(1 + t^2)^7)
 
c[17/2, 2] = 0
 
c[17/2, 3] = 0
 
c[17/2, 4] = 0
 
c[17/2, 5] = 0
 
c[17/2, 6] = 0
 
c[17/2, 7] = 0
 
c[17/2, 8] = 0
 
c[9, 0] = (M^5*omega^5)/(935550*(1 + t^2)^10) - (83*M^4*omega^4*t^2)/
     (3207600*(1 + t^2)^10) + (2*M^3*omega^3*t^4)/(6237*(1 + t^2)^10) - 
    (151*M^2*omega^2*t^6)/(51975*(1 + t^2)^10) + 
    (M*omega*t^8)/(44*(1 + t^2)^10) + (13*M^4*omega^4)/
     (3742200*(1 + t^2)^9) - (5*M^3*omega^3*t^2)/(37422*(1 + t^2)^9) + 
    (M^2*omega^2*t^4)/(396*(1 + t^2)^9) - (7*M*omega*t^6)/(198*(1 + t^2)^9) + 
    (M^3*omega^3)/(142560*(1 + t^2)^8) - (139*M^2*omega^2*t^2)/
     (277200*(1 + t^2)^8) + (35*M*omega*t^4)/(2112*(1 + t^2)^8) + 
    (89*M^2*omega^2)/(6652800*(1 + t^2)^7) - (5*M*omega*t^2)/
     (2112*(1 + t^2)^7) + (5*M*omega)/(101376*(1 + t^2)^6) - 
    (1201*M^4*omega^4*t^2*x^2)/(479001600*(1 + t^2)^10) + 
    (1073*M^3*omega^3*t^4*x^2)/(26611200*(1 + t^2)^10) - 
    (1277*M^3*omega^3*t^2*x^2)/(106444800*(1 + t^2)^9)
 
c[9, 1] = (M^5*omega^5)/(23950080*(1 + t^2)^10) - (2117*M^4*omega^4*t^2)/
     (44906400*(1 + t^2)^10) + (29*M^3*omega^3*t^4)/(15400*(1 + t^2)^10) - 
    (533*M^2*omega^2*t^6)/(14850*(1 + t^2)^10) + 
    (9*M*omega*t^8)/(22*(1 + t^2)^10) + (M^4*omega^4)/(855360*(1 + t^2)^9) - 
    (263*M^3*omega^3*t^2)/(415800*(1 + t^2)^9) + (2083*M^2*omega^2*t^4)/
     (69300*(1 + t^2)^9) - (7*M*omega*t^6)/(11*(1 + t^2)^9) + 
    (13*M^3*omega^3)/(887040*(1 + t^2)^8) - (6169*M^2*omega^2*t^2)/
     (1108800*(1 + t^2)^8) + (105*M*omega*t^4)/(352*(1 + t^2)^8) + 
    (151*M^2*omega^2)/(1330560*(1 + t^2)^7) - (15*M*omega*t^2)/
     (352*(1 + t^2)^7) + (5*M*omega)/(5632*(1 + t^2)^6) - 
    (47*M^4*omega^4*t^2*x^2)/(1496880*(1 + t^2)^10) + 
    (53*M^3*omega^3*t^4*x^2)/(83160*(1 + t^2)^10) - 
    (31*M^3*omega^3*t^2*x^2)/(166320*(1 + t^2)^9)
 
c[9, 2] = 0
 
c[9, 3] = 0
 
c[9, 4] = 0
 
c[9, 5] = 0
 
c[9, 6] = 0
 
c[9, 7] = 0
 
c[9, 8] = 0
 
c[9, 9] = 0
 
c[19/2, 0] = (-97*M^5*omega^5*t*x)/(5987520*(1 + t^2)^11) + 
    (12301*M^4*omega^4*t^3*x)/(22453200*(1 + t^2)^11) - 
    (6989*M^3*omega^3*t^5*x)/(831600*(1 + t^2)^11) + 
    (457*M^2*omega^2*t^7*x)/(5940*(1 + t^2)^11) - 
    (10*M*omega*t^9*x)/(11*(1 + t^2)^11) - (23327*M^4*omega^4*t*x)/
     (179625600*(1 + t^2)^10) + (1097*M^3*omega^3*t^3*x)/
     (226800*(1 + t^2)^10) - (3227*M^2*omega^2*t^5*x)/(39600*(1 + t^2)^10) + 
    (18*M*omega*t^7*x)/(11*(1 + t^2)^10) - (169*M^3*omega^3*t*x)/
     (332640*(1 + t^2)^9) + (8581*M^4*omega^4*t*x)/
     (79705866240*(1 + t^2)^9) + (457*M^2*omega^2*t^3*x)/
     (19800*(1 + t^2)^9) - (1961*M^3*omega^3*t^3*x)/(738017280*(1 + t^2)^9) - 
    (21*M*omega*t^5*x)/(22*(1 + t^2)^9) - (2891*M^2*omega^2*t*x)/
     (1900800*(1 + t^2)^8) + (1669*M^3*omega^3*t*x)/
     (2952069120*(1 + t^2)^8) + (35*M*omega*t^3*x)/(176*(1 + t^2)^8) - 
    (15*M*omega*t*x)/(1408*(1 + t^2)^7) + (M^4*omega^4*t^3*x^3)/
     (299376*(1 + t^2)^11)
 
c[19/2, 1] = (983*M^4*omega^4*t*x)/(738017280*(1 + t^2)^9) - 
    (1961*M^3*omega^3*t^3*x)/(50319360*(1 + t^2)^9) + 
    (1669*M^3*omega^3*t*x)/(201277440*(1 + t^2)^8)
 
c[19/2, 2] = (5*M^4*omega^4*t*x)/(1153152*(1 + t^2)^9) - 
    (31*M^3*omega^3*t^3*x)/(196560*(1 + t^2)^9) + 
    (53*M^3*omega^3*t*x)/(1572480*(1 + t^2)^8)
 
c[19/2, 3] = 0
 
c[19/2, 4] = 0
 
c[19/2, 5] = 0
 
c[19/2, 6] = 0
 
c[19/2, 7] = 0
 
c[19/2, 8] = 0
 
c[19/2, 9] = 0
 
c[10, 0] = (-11377*M^4*omega^4*t^2)/(99632332800*(1 + t^2)^10) + 
    (2021*M^3*omega^3*t^4)/(922521600*(1 + t^2)^10) - 
    (7187*M^3*omega^3*t^2)/(11070259200*(1 + t^2)^9) - 
    (691*M^6*omega^6*x^2)/(159667200*(1 + t^2)^12) + 
    (43207*M^5*omega^5*t^2*x^2)/(359251200*(1 + t^2)^12) - 
    (48221*M^4*omega^4*t^4*x^2)/(29937600*(1 + t^2)^12) + 
    (5683*M^3*omega^3*t^6*x^2)/(415800*(1 + t^2)^12) - 
    (7141*M^2*omega^2*t^8*x^2)/(83160*(1 + t^2)^12) + 
    (M*omega*t^10*x^2)/(2*(1 + t^2)^12) - (191*M^5*omega^5*x^2)/
     (11404800*(1 + t^2)^11) + (116507*M^4*omega^4*t^2*x^2)/
     (179625600*(1 + t^2)^11) - (4903*M^3*omega^3*t^4*x^2)/
     (453600*(1 + t^2)^11) + (5*M^2*omega^2*t^6*x^2)/(44*(1 + t^2)^11) - 
    (45*M*omega*t^8*x^2)/(44*(1 + t^2)^11) - (2999*M^4*omega^4*x^2)/
     (79833600*(1 + t^2)^10) + (1691*M^3*omega^3*t^2*x^2)/
     (831600*(1 + t^2)^10) - (6577*M^4*omega^4*t^2*x^2)/
     (139485265920*(1 + t^2)^10) - (24833*M^2*omega^2*t^4*x^2)/
     (554400*(1 + t^2)^10) + (63*M*omega*t^6*x^2)/(88*(1 + t^2)^10) - 
    (61*M^3*omega^3*x^2)/(950400*(1 + t^2)^9) + (8903*M^2*omega^2*t^2*x^2)/
     (1663200*(1 + t^2)^9) - (35*M*omega*t^4*x^2)/(176*(1 + t^2)^9) - 
    (3517*M^2*omega^2*x^2)/(35481600*(1 + t^2)^8) + 
    (105*M*omega*t^2*x^2)/(5632*(1 + t^2)^8) - 
    (3*M*omega*x^2)/(11264*(1 + t^2)^7)
 
c[10, 1] = (-12539*M^4*omega^4*t^2)/(4981616640*(1 + t^2)^10) + 
    (7759*M^3*omega^3*t^4)/(138378240*(1 + t^2)^10) - 
    (1019*M^3*omega^3*t^2)/(61501440*(1 + t^2)^9) - 
    (14071*M^4*omega^4*t^2*x^2)/(11623772160*(1 + t^2)^10)
 
c[10, 2] = (-43*M^4*omega^4*t^2)/(6486480*(1 + t^2)^10) + 
    (53*M^3*omega^3*t^4)/(294840*(1 + t^2)^10) - (31*M^3*omega^3*t^2)/
     (589680*(1 + t^2)^9) - (103*M^4*omega^4*t^2*x^2)/(24216192*(1 + t^2)^10)
 
c[10, 3] = 0
 
c[10, 4] = 0
 
c[10, 5] = 0
 
c[10, 6] = 0
 
c[10, 7] = 0
 
c[10, 8] = 0
 
c[10, 9] = 0
 
c[10, 10] = 0
 
c[21/2, 0] = (-358573*M^5*omega^5*t*x)/(1072963584000*(1 + t^2)^11) + 
    (16634939*M^4*omega^4*t^3*x)/(1307674368000*(1 + t^2)^11) - 
    (432617*M^3*omega^3*t^5*x)/(2483712000*(1 + t^2)^11) + 
    (449*M^2*omega^2*t^7*x)/(393120*(1 + t^2)^11) - 
    (89604973*M^4*omega^4*t*x)/(41845579776000*(1 + t^2)^10) + 
    (104952247*M^3*omega^3*t^3*x)/(1162377216000*(1 + t^2)^10) - 
    (127*M^2*omega^2*t^5*x)/(104832*(1 + t^2)^10) - 
    (6076019*M^3*omega^3*t*x)/(774918144000*(1 + t^2)^9) + 
    (1249*M^4*omega^4*t*x)/(278970531840*(1 + t^2)^9) + 
    (71*M^2*omega^2*t^3*x)/(209664*(1 + t^2)^9) - 
    (151*M^2*omega^2*t*x)/(7188480*(1 + t^2)^8) + 
    (M^4*omega^4*t^3*x^3)/(5660928*(1 + t^2)^11)
 
c[21/2, 1] = (-739*M^5*omega^5*t*x)/(335301120*(1 + t^2)^11) + 
    (864029*M^4*omega^4*t^3*x)/(8172964800*(1 + t^2)^11) - 
    (631*M^3*omega^3*t^5*x)/(323400*(1 + t^2)^11) + 
    (449*M^2*omega^2*t^7*x)/(24570*(1 + t^2)^11) - 
    (147929*M^4*omega^4*t*x)/(8172964800*(1 + t^2)^10) + 
    (101389*M^3*omega^3*t^3*x)/(100900800*(1 + t^2)^10) - 
    (127*M^2*omega^2*t^5*x)/(6552*(1 + t^2)^10) - (621419*M^3*omega^3*t*x)/
     (7264857600*(1 + t^2)^9) + (1249*M^4*omega^4*t*x)/
     (17435658240*(1 + t^2)^9) + (71*M^2*omega^2*t^3*x)/(13104*(1 + t^2)^9) - 
    (151*M^2*omega^2*t*x)/(449280*(1 + t^2)^8) + (M^4*omega^4*t^3*x^3)/
     (353808*(1 + t^2)^11)
 
c[21/2, 2] = (211*M^4*omega^4*t*x)/(596090880*(1 + t^2)^9)
 
c[21/2, 3] = (M^4*omega^4*t*x)/(1596672*(1 + t^2)^9)
 
c[21/2, 4] = 0
 
c[21/2, 5] = 0
 
c[21/2, 6] = 0
 
c[21/2, 7] = 0
 
c[21/2, 8] = 0
 
c[21/2, 9] = 0
 
c[21/2, 10] = 0
 
c[11, 0] = (-691*M^6*omega^6)/(7662154500*(1 + t^2)^12) + 
    (210961*M^5*omega^5*t^2)/(81729648000*(1 + t^2)^12) - 
    (62851*M^4*omega^4*t^4)/(1702701000*(1 + t^2)^12) + 
    (200597*M^3*omega^3*t^6)/(567567000*(1 + t^2)^12) - 
    (20429*M^2*omega^2*t^8)/(7567560*(1 + t^2)^12) + 
    (M*omega*t^10)/(52*(1 + t^2)^12) - (893*M^5*omega^5)/
     (2554051500*(1 + t^2)^11) + (2365567*M^4*omega^4*t^2)/
     (163459296000*(1 + t^2)^11) - (1239253*M^3*omega^3*t^4)/
     (4540536000*(1 + t^2)^11) + (304*M^2*omega^2*t^6)/(85995*(1 + t^2)^11) - 
    (45*M*omega*t^8)/(1144*(1 + t^2)^11) - (983*M^4*omega^4)/
     (1238328000*(1 + t^2)^10) + (49939*M^3*omega^3*t^2)/
     (1009008000*(1 + t^2)^10) - (1601*M^4*omega^4*t^2)/
     (557941063680*(1 + t^2)^10) - (23077*M^2*omega^2*t^4)/
     (16816800*(1 + t^2)^10) + (63*M*omega*t^6)/(2288*(1 + t^2)^10) - 
    (817*M^3*omega^3)/(567567000*(1 + t^2)^9) + (12083*M^2*omega^2*t^2)/
     (75675600*(1 + t^2)^9) - (35*M*omega*t^4)/(4576*(1 + t^2)^9) - 
    (26387*M^2*omega^2)/(9686476800*(1 + t^2)^8) + 
    (105*M*omega*t^2)/(146432*(1 + t^2)^8) - 
    (3*M*omega)/(292864*(1 + t^2)^7) + (3406463*M^5*omega^5*t^2*x^2)/
     (10461394944000*(1 + t^2)^12) - (3318683*M^4*omega^4*t^4*x^2)/
     (435891456000*(1 + t^2)^12) + (83849*M^3*omega^3*t^6*x^2)/
     (1345344000*(1 + t^2)^12) + (6704639*M^4*omega^4*t^2*x^2)/
     (3487131648000*(1 + t^2)^11) - (4049911*M^3*omega^3*t^4*x^2)/
     (96864768000*(1 + t^2)^11) + (718019*M^3*omega^3*t^2*x^2)/
     (129153024000*(1 + t^2)^10)
 
c[11, 1] = (-691*M^6*omega^6)/(653837184000*(1 + t^2)^12) + 
    (593071*M^5*omega^5*t^2)/(163459296000*(1 + t^2)^12) - 
    (2194229*M^4*omega^4*t^4)/(13621608000*(1 + t^2)^12) + 
    (207929*M^3*omega^3*t^6)/(63063000*(1 + t^2)^12) - 
    (330761*M^2*omega^2*t^8)/(7567560*(1 + t^2)^12) + 
    (11*M*omega*t^10)/(26*(1 + t^2)^12) - (3859*M^5*omega^5)/
     (108972864000*(1 + t^2)^11) + (3762923*M^4*omega^4*t^2)/
     (81729648000*(1 + t^2)^11) - (5202557*M^3*omega^3*t^4)/
     (2270268000*(1 + t^2)^11) + (70691*M^2*omega^2*t^6)/
     (1261260*(1 + t^2)^11) - (45*M*omega*t^8)/(52*(1 + t^2)^11) - 
    (19519*M^4*omega^4)/(36324288000*(1 + t^2)^10) + 
    (129497*M^3*omega^3*t^2)/(378378000*(1 + t^2)^10) - 
    (361*M^4*omega^4*t^2)/(3985293312*(1 + t^2)^10) - 
    (212657*M^2*omega^2*t^4)/(10090080*(1 + t^2)^10) + 
    (63*M*omega*t^6)/(104*(1 + t^2)^10) - (14867*M^3*omega^3)/
     (3027024000*(1 + t^2)^9) + (69959*M^2*omega^2*t^2)/
     (30270240*(1 + t^2)^9) - (35*M*omega*t^4)/(208*(1 + t^2)^9) - 
    (20429*M^2*omega^2)/(645765120*(1 + t^2)^8) + 
    (105*M*omega*t^2)/(6656*(1 + t^2)^8) - (3*M*omega)/(13312*(1 + t^2)^7) + 
    (42929*M^5*omega^5*t^2*x^2)/(10897286400*(1 + t^2)^12) - 
    (105199*M^4*omega^4*t^4*x^2)/(908107200*(1 + t^2)^12) + 
    (14711*M^3*omega^3*t^6*x^2)/(12612600*(1 + t^2)^12) + 
    (14239*M^4*omega^4*t^2*x^2)/(495331200*(1 + t^2)^11) - 
    (1219*M^3*omega^3*t^4*x^2)/(1576575*(1 + t^2)^11) + 
    (3401*M^3*omega^3*t^2*x^2)/(33633600*(1 + t^2)^10)
 
c[11, 2] = (-851*M^4*omega^4*t^2)/(1937295360*(1 + t^2)^10)
 
c[11, 3] = (-53*M^4*omega^4*t^2)/(83825280*(1 + t^2)^10)
 
c[11, 4] = 0
 
c[11, 5] = 0
 
c[11, 6] = 0
 
c[11, 7] = 0
 
c[11, 8] = 0
 
c[11, 9] = 0
 
c[11, 10] = 0
 
c[11, 11] = 0
 
c[23/2, 0] = (357391*M^6*omega^6*t*x)/(217945728000*(1 + t^2)^13) - 
    (399461*M^5*omega^5*t^3*x)/(6368544000*(1 + t^2)^13) + 
    (1000243*M^4*omega^4*t^5*x)/(908107200*(1 + t^2)^13) - 
    (4523929*M^3*omega^3*t^7*x)/(378378000*(1 + t^2)^13) + 
    (2887*M^2*omega^2*t^9*x)/(32340*(1 + t^2)^13) - 
    (12*M*omega*t^11*x)/(13*(1 + t^2)^13) + (2647121*M^5*omega^5*t*x)/
     (186810624000*(1 + t^2)^12) - (19257341*M^4*omega^4*t^3*x)/
     (32691859200*(1 + t^2)^12) + (3134701*M^3*omega^3*t^5*x)/
     (275184000*(1 + t^2)^12) - (68083*M^2*omega^2*t^7*x)/
     (504504*(1 + t^2)^12) + (55*M*omega*t^9*x)/(26*(1 + t^2)^12) + 
    (1941743*M^4*omega^4*t*x)/(32691859200*(1 + t^2)^11) - 
    (8413777*M^5*omega^5*t*x)/(781117489152000*(1 + t^2)^11) - 
    (26553353*M^3*omega^3*t^3*x)/(9081072000*(1 + t^2)^11) + 
    (28486729*M^4*omega^4*t^3*x)/(65093124096000*(1 + t^2)^11) + 
    (438199*M^2*omega^2*t^5*x)/(6726720*(1 + t^2)^11) - 
    (603469*M^3*omega^3*t^5*x)/(150678528000*(1 + t^2)^11) - 
    (45*M*omega*t^7*x)/(26*(1 + t^2)^11) + (21737*M^3*omega^3*t*x)/
     (122304000*(1 + t^2)^10) - (55001923*M^4*omega^4*t*x)/
     (781117489152000*(1 + t^2)^10) - (149087*M^2*omega^2*t^3*x)/
     (13453440*(1 + t^2)^10) + (3860161*M^3*omega^3*t^3*x)/
     (1808142336000*(1 + t^2)^10) + (63*M*omega*t^5*x)/(104*(1 + t^2)^10) + 
    (77969*M^2*omega^2*t*x)/(161441280*(1 + t^2)^9) - 
    (718841*M^3*omega^3*t*x)/(3616284672000*(1 + t^2)^9) - 
    (35*M*omega*t^3*x)/(416*(1 + t^2)^9) + (21*M*omega*t*x)/
     (6656*(1 + t^2)^8) - (47*M^5*omega^5*t^3*x^3)/(77837760*(1 + t^2)^13) + 
    (5*M^4*omega^4*t^5*x^3)/(432432*(1 + t^2)^13) - 
    (19*M^4*omega^4*t^3*x^3)/(5189184*(1 + t^2)^12)
 
c[23/2, 1] = (-8518849*M^5*omega^5*t*x)/(65093124096000*(1 + t^2)^11) + 
    (11457731*M^4*omega^4*t^3*x)/(1808142336000*(1 + t^2)^11) - 
    (603469*M^3*omega^3*t^5*x)/(8692992000*(1 + t^2)^11) - 
    (2446033*M^4*omega^4*t*x)/(2410856448000*(1 + t^2)^10) + 
    (3860161*M^3*omega^3*t^3*x)/(104315904000*(1 + t^2)^10) - 
    (718841*M^3*omega^3*t*x)/(208631808000*(1 + t^2)^9)
 
c[23/2, 2] = (-3709*M^5*omega^5*t*x)/(9081072000*(1 + t^2)^11) + 
    (156223*M^4*omega^4*t^3*x)/(6810804000*(1 + t^2)^11) - 
    (397*M^3*omega^3*t^5*x)/(1212750*(1 + t^2)^11) - 
    (138101*M^4*omega^4*t*x)/(36324288000*(1 + t^2)^10) + 
    (20329*M^3*omega^3*t^3*x)/(116424000*(1 + t^2)^10) - 
    (3809*M^3*omega^3*t*x)/(232848000*(1 + t^2)^9)
 
c[23/2, 3] = 0
 
c[23/2, 4] = 0
 
c[23/2, 5] = 0
 
c[23/2, 6] = 0
 
c[23/2, 7] = 0
 
c[23/2, 8] = 0
 
c[23/2, 9] = 0
 
c[23/2, 10] = 0
 
c[23/2, 11] = 0
 
c[12, 0] = (227473*M^5*omega^5*t^2)/(20922789888000*(1 + t^2)^12) - 
    (23963*M^4*omega^4*t^4)/(77491814400*(1 + t^2)^12) + 
    (141431*M^3*omega^3*t^6)/(48432384000*(1 + t^2)^12) + 
    (1921*M^4*omega^4*t^2)/(24908083200*(1 + t^2)^11) - 
    (756881*M^3*omega^3*t^4)/(387459072000*(1 + t^2)^11) + 
    (133669*M^3*omega^3*t^2)/(516612096000*(1 + t^2)^10) + 
    (5461*M^7*omega^7*x^2)/(12454041600*(1 + t^2)^14) - 
    (13966157*M^6*omega^6*t^2*x^2)/(980755776000*(1 + t^2)^14) + 
    (21992387*M^5*omega^5*t^4*x^2)/(98075577600*(1 + t^2)^14) - 
    (640349*M^4*omega^4*t^6*x^2)/(283783500*(1 + t^2)^14) + 
    (2026201*M^3*omega^3*t^8*x^2)/(126126000*(1 + t^2)^14) - 
    (113623*M^2*omega^2*t^10*x^2)/(1261260*(1 + t^2)^14) + 
    (M*omega*t^12*x^2)/(2*(1 + t^2)^14) + (587*M^6*omega^6*x^2)/
     (296524800*(1 + t^2)^13) - (8442389*M^5*omega^5*t^2*x^2)/
     (98075577600*(1 + t^2)^13) + (1023527*M^4*omega^4*t^4*x^2)/
     (619164000*(1 + t^2)^13) - (14474503*M^3*omega^3*t^6*x^2)/
     (756756000*(1 + t^2)^13) + (404683*M^2*omega^2*t^8*x^2)/
     (2522520*(1 + t^2)^13) - (33*M*omega*t^10*x^2)/(26*(1 + t^2)^13) + 
    (223*M^5*omega^5*x^2)/(43929600*(1 + t^2)^12) - 
    (24112567*M^4*omega^4*t^2*x^2)/(81729648000*(1 + t^2)^12) + 
    (270869*M^5*omega^5*t^2*x^2)/(33476463820800*(1 + t^2)^12) + 
    (265129*M^3*omega^3*t^4*x^2)/(38808000*(1 + t^2)^12) - 
    (131203*M^4*omega^4*t^4*x^2)/(929901772800*(1 + t^2)^12) - 
    (2931029*M^2*omega^2*t^6*x^2)/(30270240*(1 + t^2)^12) + 
    (495*M*omega*t^8*x^2)/(416*(1 + t^2)^12) + (60439*M^4*omega^4*x^2)/
     (6227020800*(1 + t^2)^11) - (3074737*M^3*omega^3*t^2*x^2)/
     (4036032000*(1 + t^2)^11) + (15143*M^4*omega^4*t^2*x^2)/
     (413289676800*(1 + t^2)^11) + (92761*M^2*omega^2*t^4*x^2)/
     (4036032*(1 + t^2)^11) - (105*M*omega*t^6*x^2)/(208*(1 + t^2)^11) + 
    (21451*M^3*omega^3*x^2)/(1383782400*(1 + t^2)^10) - 
    (98809*M^2*omega^2*t^2*x^2)/(53813760*(1 + t^2)^10) + 
    (315*M*omega*t^4*x^2)/(3328*(1 + t^2)^10) + (3271*M^2*omega^2*x^2)/
     (138378240*(1 + t^2)^9) - (21*M*omega*t^2*x^2)/(3328*(1 + t^2)^9) + 
    (7*M*omega*x^2)/(106496*(1 + t^2)^8) + (M^5*omega^5*t^4*x^4)/
     (23351328*(1 + t^2)^14)
 
c[12, 1] = (15199*M^5*omega^5*t^2)/(63402393600*(1 + t^2)^12) - 
    (95857*M^4*omega^4*t^4)/(11321856000*(1 + t^2)^12) + 
    (49271*M^3*omega^3*t^6)/(550368000*(1 + t^2)^12) + 
    (2426747*M^4*omega^4*t^2)/(1162377216000*(1 + t^2)^11) - 
    (263161*M^3*omega^3*t^4)/(4402944000*(1 + t^2)^11) + 
    (46349*M^3*omega^3*t^2)/(5870592000*(1 + t^2)^10) + 
    (23717*M^5*omega^5*t^2*x^2)/(111588212736*(1 + t^2)^12) - 
    (986977*M^4*omega^4*t^4*x^2)/(232475443200*(1 + t^2)^12) + 
    (1011013*M^4*omega^4*t^2*x^2)/(929901772800*(1 + t^2)^11)
 
c[12, 2] = (102119*M^5*omega^5*t^2)/(163459296000*(1 + t^2)^12) - 
    (1083107*M^4*omega^4*t^4)/(40864824000*(1 + t^2)^12) + 
    (14711*M^3*omega^3*t^6)/(43659000*(1 + t^2)^12) + 
    (527899*M^4*omega^4*t^2)/(81729648000*(1 + t^2)^11) - 
    (1219*M^3*omega^3*t^4)/(5457375*(1 + t^2)^11) + 
    (3401*M^3*omega^3*t^2)/(116424000*(1 + t^2)^10) + 
    (43*M^5*omega^5*t^2*x^2)/(59875200*(1 + t^2)^12) - 
    (269*M^4*omega^4*t^4*x^2)/(15567552*(1 + t^2)^12) + 
    (1363*M^4*omega^4*t^2*x^2)/(311351040*(1 + t^2)^11)
 
c[12, 3] = 0
 
c[12, 4] = 0
 
c[12, 5] = 0
 
c[12, 6] = 0
 
c[12, 7] = 0
 
c[12, 8] = 0
 
c[12, 9] = 0
 
c[12, 10] = 0
 
c[12, 11] = 0
 
c[12, 12] = 0
 
c[25/2, 0] = (5062219*M^6*omega^6*t*x)/(150214901760000*(1 + t^2)^13) - 
    (273220331*M^5*omega^5*t^3*x)/(183074411520000*(1 + t^2)^13) + 
    (95251361*M^4*omega^4*t^5*x)/(3487131648000*(1 + t^2)^13) - 
    (1210870567*M^3*omega^3*t^7*x)/(5085400320000*(1 + t^2)^13) + 
    (31729*M^2*omega^2*t^9*x)/(27165600*(1 + t^2)^13) + 
    (4119632771*M^5*omega^5*t*x)/(17575143505920000*(1 + t^2)^12) - 
    (34184179*M^4*omega^4*t^3*x)/(2789705318400*(1 + t^2)^12) + 
    (1455275873*M^3*omega^3*t^5*x)/(6780533760000*(1 + t^2)^12) - 
    (96059*M^2*omega^2*t^7*x)/(54331200*(1 + t^2)^12) + 
    (257299*M^4*omega^4*t*x)/(284663808000*(1 + t^2)^11) - 
    (1370113*M^5*omega^5*t*x)/(2547020464128000*(1 + t^2)^11) - 
    (1366518287*M^3*omega^3*t^3*x)/(27122135040000*(1 + t^2)^11) + 
    (46078139*M^4*omega^4*t^3*x)/(3372443762688000*(1 + t^2)^11) + 
    (61603*M^2*omega^2*t^5*x)/(72441600*(1 + t^2)^11) + 
    (851396053*M^3*omega^3*t*x)/(325465620480000*(1 + t^2)^10) - 
    (108746453*M^4*omega^4*t*x)/(40469325152256000*(1 + t^2)^10) - 
    (61843*M^2*omega^2*t^3*x)/(434649600*(1 + t^2)^10) + 
    (20429*M^2*omega^2*t*x)/(3477196800*(1 + t^2)^9) - 
    (13399*M^5*omega^5*t^3*x^3)/(232475443200*(1 + t^2)^13) + 
    (M^4*omega^4*t^5*x^3)/(1862784*(1 + t^2)^13) - 
    (19*M^4*omega^4*t^3*x^3)/(111767040*(1 + t^2)^12)
 
c[25/2, 1] = (4031*M^6*omega^6*t*x)/(18289152000*(1 + t^2)^13) - 
    (5749571*M^5*omega^5*t^3*x)/(490377888000*(1 + t^2)^13) + 
    (1233857*M^4*omega^4*t^5*x)/(4670265600*(1 + t^2)^13) - 
    (282409*M^3*omega^3*t^7*x)/(90810720*(1 + t^2)^13) + 
    (31729*M^2*omega^2*t^9*x)/(1455300*(1 + t^2)^13) + 
    (7452539*M^5*omega^5*t*x)/(3923023104000*(1 + t^2)^12) - 
    (39167047*M^4*omega^4*t^3*x)/(326918592000*(1 + t^2)^12) + 
    (2534869*M^3*omega^3*t^5*x)/(908107200*(1 + t^2)^12) - 
    (96059*M^2*omega^2*t^7*x)/(2910600*(1 + t^2)^12) + 
    (5938799*M^4*omega^4*t*x)/(653837184000*(1 + t^2)^11) - 
    (411863971*M^5*omega^5*t*x)/(45527990796288000*(1 + t^2)^11) - 
    (48259*M^3*omega^3*t^3*x)/(74131200*(1 + t^2)^11) + 
    (46078139*M^4*omega^4*t^3*x)/(180666630144000*(1 + t^2)^11) + 
    (61603*M^2*omega^2*t^5*x)/(3880800*(1 + t^2)^11) + 
    (229*M^3*omega^3*t*x)/(6879600*(1 + t^2)^10) - 
    (108746453*M^4*omega^4*t*x)/(2167999561728000*(1 + t^2)^10) - 
    (61843*M^2*omega^2*t^3*x)/(23284800*(1 + t^2)^10) + 
    (20429*M^2*omega^2*t*x)/(186278400*(1 + t^2)^9) - 
    (37*M^5*omega^5*t^3*x^3)/(55036800*(1 + t^2)^13) + 
    (M^4*omega^4*t^5*x^3)/(99792*(1 + t^2)^13) - (19*M^4*omega^4*t^3*x^3)/
     (5987520*(1 + t^2)^12)
 
c[25/2, 2] = (-22769941*M^5*omega^5*t*x)/(505866564403200*(1 + t^2)^11) + 
    (2916029*M^4*omega^4*t^3*x)/(2007407001600*(1 + t^2)^11) - 
    (6888883*M^4*omega^4*t*x)/(24088884019200*(1 + t^2)^10)
 
c[25/2, 3] = (-47*M^5*omega^5*t*x)/(604910592*(1 + t^2)^11) + 
    (1033*M^4*omega^4*t^3*x)/(352864512*(1 + t^2)^11) - 
    (817*M^4*omega^4*t*x)/(1411458048*(1 + t^2)^10)
 
c[25/2, 4] = 0
 
c[25/2, 5] = 0
 
c[25/2, 6] = 0
 
c[25/2, 7] = 0
 
c[25/2, 8] = 0
 
c[25/2, 9] = 0
 
c[25/2, 10] = 0
 
c[25/2, 11] = 0
 
c[25/2, 12] = 0
 
c[13, 0] = (M^7*omega^7)/(127702575*(1 + t^2)^14) - 
    (955961*M^6*omega^6*t^2)/(3677834160000*(1 + t^2)^14) + 
    (785791*M^5*omega^5*t^4)/(183891708000*(1 + t^2)^14) - 
    (9484249*M^4*omega^4*t^6)/(204324120000*(1 + t^2)^14) + 
    (706117*M^3*omega^3*t^8)/(1891890000*(1 + t^2)^14) - 
    (158*M^2*omega^2*t^10)/(63063*(1 + t^2)^14) + 
    (M*omega*t^12)/(60*(1 + t^2)^14) + (271*M^6*omega^6)/
     (7662154500*(1 + t^2)^13) - (51983*M^5*omega^5*t^2)/
     (32332608000*(1 + t^2)^13) + (3400769*M^4*omega^4*t^4)/
     (102162060000*(1 + t^2)^13) - (3302129*M^3*omega^3*t^6)/
     (7567560000*(1 + t^2)^13) + (11171*M^2*omega^2*t^8)/
     (2522520*(1 + t^2)^13) - (11*M*omega*t^10)/(260*(1 + t^2)^13) + 
    (13*M^5*omega^5)/(142884000*(1 + t^2)^12) - (18816419*M^4*omega^4*t^2)/
     (3269185920000*(1 + t^2)^12) + (28667273*M^5*omega^5*t^2)/
     (76487024537763840*(1 + t^2)^12) + (1534277*M^3*omega^3*t^4)/
     (10090080000*(1 + t^2)^12) - (456949*M^4*omega^4*t^4)/
     (60703987728384*(1 + t^2)^12) - (8011*M^2*omega^2*t^6)/
     (3027024*(1 + t^2)^12) + (33*M*omega*t^8)/(832*(1 + t^2)^12) + 
    (1607*M^4*omega^4)/(9081072000*(1 + t^2)^11) - 
    (1975333*M^3*omega^3*t^2)/(121080960000*(1 + t^2)^11) + 
    (262181*M^4*omega^4*t^2)/(134897750507520*(1 + t^2)^11) + 
    (17*M^2*omega^2*t^4)/(27456*(1 + t^2)^11) - 
    (7*M*omega*t^6)/(416*(1 + t^2)^11) + (5519*M^3*omega^3)/
     (18162144000*(1 + t^2)^10) - (59*M^2*omega^2*t^2)/
     (1223040*(1 + t^2)^10) + (21*M*omega*t^4)/(6656*(1 + t^2)^10) + 
    (557*M^2*omega^2)/(968647680*(1 + t^2)^9) - 
    (7*M*omega*t^2)/(33280*(1 + t^2)^9) + (7*M*omega)/(3194880*(1 + t^2)^8) - 
    (142552559*M^6*omega^6*t^2*x^2)/(3515028701184000*(1 + t^2)^14) + 
    (1133599*M^5*omega^5*t^4*x^2)/(938843136000*(1 + t^2)^14) - 
    (3579263*M^4*omega^4*t^6*x^2)/(246564864000*(1 + t^2)^14) + 
    (2944853*M^3*omega^3*t^8*x^2)/(36324288000*(1 + t^2)^14) - 
    (87888371*M^5*omega^5*t^2*x^2)/(319548063744000*(1 + t^2)^13) + 
    (825823931*M^4*omega^4*t^4*x^2)/(97639686144000*(1 + t^2)^13) - 
    (22513*M^3*omega^3*t^6*x^2)/(256256000*(1 + t^2)^13) - 
    (188805731*M^4*omega^4*t^2*x^2)/(195279372288000*(1 + t^2)^12) + 
    (12714593*M^5*omega^5*t^2*x^2)/(63739187114803200*(1 + t^2)^12) + 
    (144623*M^3*omega^3*t^4*x^2)/(5381376000*(1 + t^2)^12) - 
    (1251473*M^3*omega^3*t^2*x^2)/(581188608000*(1 + t^2)^11) + 
    (M^5*omega^5*t^4*x^4)/(264176640*(1 + t^2)^14)
 
c[13, 1] = (M^7*omega^7)/(37362124800*(1 + t^2)^14) - 
    (4642909*M^6*omega^6*t^2)/(14711336640000*(1 + t^2)^14) + 
    (22148563*M^5*omega^5*t^4)/(1471133664000*(1 + t^2)^14) - 
    (8758333*M^4*omega^4*t^6)/(25540515000*(1 + t^2)^14) + 
    (9149537*M^3*omega^3*t^8)/(1891890000*(1 + t^2)^14) - 
    (63337*M^2*omega^2*t^10)/(1261260*(1 + t^2)^14) + 
    (13*M*omega*t^12)/(30*(1 + t^2)^14) + (293*M^6*omega^6)/
     (280215936000*(1 + t^2)^13) - (5816849*M^5*omega^5*t^2)/
     (1471133664000*(1 + t^2)^13) + (21561109*M^4*omega^4*t^4)/
     (102162060000*(1 + t^2)^13) - (6695699*M^3*omega^3*t^6)/
     (1261260000*(1 + t^2)^13) + (73631*M^2*omega^2*t^8)/
     (840840*(1 + t^2)^13) - (11*M*omega*t^10)/(10*(1 + t^2)^13) + 
    (7001*M^5*omega^5)/(373621248000*(1 + t^2)^12) - 
    (619561*M^4*omega^4*t^2)/(22702680000*(1 + t^2)^12) + 
    (12582727*M^5*omega^5*t^2)/(975599802777600*(1 + t^2)^12) + 
    (4246493*M^3*omega^3*t^4)/(2522520000*(1 + t^2)^12) - 
    (53200663*M^4*omega^4*t^4)/(189699961651200*(1 + t^2)^12) - 
    (518377*M^2*omega^2*t^6)/(10090080*(1 + t^2)^12) + 
    (33*M*omega*t^8)/(32*(1 + t^2)^12) + (907*M^4*omega^4)/
     (4447872000*(1 + t^2)^11) - (9188269*M^3*omega^3*t^2)/
     (60540480000*(1 + t^2)^11) + (6087163*M^4*omega^4*t^2)/
     (84311094067200*(1 + t^2)^11) + (47183*M^2*omega^2*t^4)/
     (4036032*(1 + t^2)^11) - (7*M*omega*t^6)/(16*(1 + t^2)^11) + 
    (4493*M^3*omega^3)/(2965248000*(1 + t^2)^10) - 
    (46567*M^2*omega^2*t^2)/(53813760*(1 + t^2)^10) + 
    (21*M*omega*t^4)/(256*(1 + t^2)^10) + (79*M^2*omega^2)/
     (9225216*(1 + t^2)^9) - (7*M*omega*t^2)/(1280*(1 + t^2)^9) + 
    (7*M*omega)/(122880*(1 + t^2)^8) - (675239*M^6*omega^6*t^2*x^2)/
     (1401079680000*(1 + t^2)^14) + (4323911*M^5*omega^5*t^4*x^2)/
     (245188944000*(1 + t^2)^14) - (1466677*M^4*omega^4*t^6*x^2)/
     (5675670000*(1 + t^2)^14) + (236059*M^3*omega^3*t^8*x^2)/
     (135135000*(1 + t^2)^14) - (3881341*M^5*omega^5*t^2*x^2)/
     (980755776000*(1 + t^2)^13) + (20271781*M^4*omega^4*t^4*x^2)/
     (136216080000*(1 + t^2)^13) - (506879*M^3*omega^3*t^6*x^2)/
     (270270000*(1 + t^2)^13) - (18251239*M^4*omega^4*t^2*x^2)/
     (1089728640000*(1 + t^2)^12) + (8689673*M^5*omega^5*t^2*x^2)/
     (1138199769907200*(1 + t^2)^12) + (1226257*M^3*omega^3*t^4*x^2)/
     (2162160000*(1 + t^2)^12) - (193463*M^3*omega^3*t^2*x^2)/
     (4324320000*(1 + t^2)^11) + (M^5*omega^5*t^4*x^4)/(10614240*(1 + t^2)^14)
 
c[13, 2] = (741577*M^5*omega^5*t^2)/(11496967372800*(1 + t^2)^12) - 
    (7143803*M^4*omega^4*t^4)/(4516665753600*(1 + t^2)^12) + 
    (347947*M^4*omega^4*t^2)/(860317286400*(1 + t^2)^11) + 
    (45677*M^5*omega^5*t^2*x^2)/(972820316160*(1 + t^2)^12)
 
c[13, 3] = (1691*M^5*omega^5*t^2)/(18525386880*(1 + t^2)^12) - 
    (3463*M^4*omega^4*t^4)/(1323241920*(1 + t^2)^12) + 
    (3517*M^4*omega^4*t^2)/(5292967680*(1 + t^2)^11) + 
    (47*M^5*omega^5*t^2*x^2)/(570011904*(1 + t^2)^12)
 
c[13, 4] = 0
 
c[13, 5] = 0
 
c[13, 6] = 0
 
c[13, 7] = 0
 
c[13, 8] = 0
 
c[13, 9] = 0
 
c[13, 10] = 0
 
c[13, 11] = 0
 
c[13, 12] = 0
 
c[13, 13] = 0
 
c[27/2, 0] = (-83543*M^7*omega^7*t*x)/(502951680000*(1 + t^2)^15) + 
    (15707413*M^6*omega^6*t^3*x)/(2206700496000*(1 + t^2)^15) - 
    (12653821*M^5*omega^5*t^5*x)/(89159616000*(1 + t^2)^15) + 
    (23945029*M^4*omega^4*t^7*x)/(13621608000*(1 + t^2)^15) - 
    (520528537*M^3*omega^3*t^9*x)/(34054020000*(1 + t^2)^15) + 
    (133709*M^2*omega^2*t^11*x)/(1351350*(1 + t^2)^15) - 
    (14*M*omega*t^13*x)/(15*(1 + t^2)^15) - (1993213*M^6*omega^6*t*x)/
     (1293304320000*(1 + t^2)^14) + (2110944221*M^5*omega^5*t^3*x)/
     (29422673280000*(1 + t^2)^14) - (422682107*M^4*omega^4*t^5*x)/
     (272432160000*(1 + t^2)^14) + (202994761*M^3*omega^3*t^7*x)/
     (9729720000*(1 + t^2)^14) - (7406257*M^2*omega^2*t^9*x)/
     (37837800*(1 + t^2)^14) + (13*M*omega*t^11*x)/(5*(1 + t^2)^14) - 
    (273767743*M^5*omega^5*t*x)/(39230231040000*(1 + t^2)^13) + 
    (12171961709*M^6*omega^6*t*x)/(11248091843788800000*(1 + t^2)^13) + 
    (1739069*M^4*omega^4*t^3*x)/(4656960000*(1 + t^2)^13) - 
    (318338623831*M^5*omega^5*t^3*x)/(5311598926233600000*(1 + t^2)^13) - 
    (275619857*M^3*omega^3*t^5*x)/(30270240000*(1 + t^2)^13) + 
    (4088644477*M^4*omega^4*t^5*x)/(4426332438528000*(1 + t^2)^13) + 
    (1149329*M^2*omega^2*t^7*x)/(8408400*(1 + t^2)^13) - 
    (1403098187*M^3*omega^3*t^7*x)/(282291609600000*(1 + t^2)^13) - 
    (11*M*omega*t^9*x)/(4*(1 + t^2)^13) - (311869*M^4*omega^4*t*x)/
     (14152320000*(1 + t^2)^12) + (1501790578621*M^5*omega^5*t*x)/
     (191217561344409600000*(1 + t^2)^12) + (69784727*M^3*omega^3*t^3*x)/
     (49533120000*(1 + t^2)^12) - (36026969501*M^4*omega^4*t^3*x)/
     (88526648770560000*(1 + t^2)^12) - (24429983*M^2*omega^2*t^5*x)/
     (605404800*(1 + t^2)^12) + (1708566053*M^3*omega^3*t^5*x)/
     (376388812800000*(1 + t^2)^12) + (11*M*omega*t^7*x)/(8*(1 + t^2)^12) - 
    (49646777*M^3*omega^3*t*x)/(871782912000*(1 + t^2)^11) + 
    (10534732309*M^4*omega^4*t*x)/(354106595082240000*(1 + t^2)^11) - 
    (4262989*M^5*omega^5*t*x)/(162829520024371200*(1 + t^2)^11) + 
    (906167*M^2*omega^2*t^3*x)/(193729536*(1 + t^2)^11) - 
    (1643741207*M^3*omega^3*t^3*x)/(1505555251200000*(1 + t^2)^11) - 
    (21*M*omega*t^5*x)/(64*(1 + t^2)^11) - (62801*M^2*omega^2*t*x)/
     (430510080*(1 + t^2)^10) + (155479469*M^3*omega^3*t*x)/
     (2580951859200000*(1 + t^2)^10) + (21*M*omega*t^3*x)/
     (640*(1 + t^2)^10) - (7*M*omega*t*x)/(7680*(1 + t^2)^9) + 
    (5017*M^6*omega^6*t^3*x^3)/(54486432000*(1 + t^2)^15) - 
    (52853*M^5*omega^5*t^5*x^3)/(20432412000*(1 + t^2)^15) + 
    (6983*M^4*omega^4*t^7*x^3)/(283783500*(1 + t^2)^15) + 
    (350947*M^5*omega^5*t^3*x^3)/(490377888000*(1 + t^2)^14) - 
    (230033*M^4*omega^4*t^5*x^3)/(13621608000*(1 + t^2)^14) + 
    (22241*M^4*omega^4*t^3*x^3)/(9081072000*(1 + t^2)^13) - 
    (54119*M^5*omega^5*t^3*x^3)/(29184609484800*(1 + t^2)^13)
 
c[27/2, 1] = (815257621*M^6*omega^6*t*x)/(62489399132160000*(1 + t^2)^13) - 
    (661210055813*M^5*omega^5*t^3*x)/(796739838935040000*(1 + t^2)^13) + 
    (4645545101*M^4*omega^4*t^5*x)/(301795393536000*(1 + t^2)^13) - 
    (1403098187*M^3*omega^3*t^7*x)/(14114580480000*(1 + t^2)^13) + 
    (1059425403661*M^5*omega^5*t*x)/(9560878067220480000*(1 + t^2)^12) - 
    (33563547*M^4*omega^4*t^3*x)/(4967825408000*(1 + t^2)^12) + 
    (1708566053*M^3*omega^3*t^5*x)/(18819440640000*(1 + t^2)^12) + 
    (322066103*M^4*omega^4*t*x)/(655752953856000*(1 + t^2)^11) - 
    (4262989*M^5*omega^5*t*x)/(8141476001218560*(1 + t^2)^11) - 
    (1643741207*M^3*omega^3*t^3*x)/(75277762560000*(1 + t^2)^11) + 
    (155479469*M^3*omega^3*t*x)/(129047592960000*(1 + t^2)^10) - 
    (54119*M^5*omega^5*t^3*x^3)/(1459230474240*(1 + t^2)^13)
 
c[27/2, 2] = (34873*M^6*omega^6*t*x)/(871782912000*(1 + t^2)^13) - 
    (2806283*M^5*omega^5*t^3*x)/(1010475648000*(1 + t^2)^13) + 
    (29036521*M^4*omega^4*t^5*x)/(463134672000*(1 + t^2)^13) - 
    (163913*M^3*omega^3*t^7*x)/(306306000*(1 + t^2)^13) + 
    (17652347*M^5*omega^5*t*x)/(44460928512000*(1 + t^2)^12) - 
    (102966821*M^4*omega^4*t^3*x)/(3705077376000*(1 + t^2)^12) + 
    (149629*M^3*omega^3*t^5*x)/(306306000*(1 + t^2)^12) + 
    (860417*M^4*omega^4*t*x)/(411675264000*(1 + t^2)^11) - 
    (25261*M^5*omega^5*t*x)/(7709731061760*(1 + t^2)^11) - 
    (192193*M^3*omega^3*t^3*x)/(1633632000*(1 + t^2)^11) + 
    (64121*M^3*omega^3*t*x)/(9801792000*(1 + t^2)^10) - 
    (529*M^5*omega^5*t^3*x^3)/(3705077376*(1 + t^2)^13)
 
c[27/2, 3] = (-8713*M^5*omega^5*t*x)/(978542788608*(1 + t^2)^11)
 
c[27/2, 4] = -(M^5*omega^5*t*x)/(104011776*(1 + t^2)^11)
 
c[27/2, 5] = 0
 
c[27/2, 6] = 0
 
c[27/2, 7] = 0
 
c[27/2, 8] = 0
 
c[27/2, 9] = 0
 
c[27/2, 10] = 0
 
c[27/2, 11] = 0
 
c[27/2, 12] = 0
 
c[27/2, 13] = 0
 
c[14, 0] = (-3370463533*M^6*omega^6*t^2)/(3186959355740160000*(1 + t^2)^14) + 
    (891452753*M^5*omega^5*t^4)/(23902195168051200*(1 + t^2)^14) - 
    (3913335133*M^4*omega^4*t^6)/(7377220730880000*(1 + t^2)^14) + 
    (329628329*M^3*omega^3*t^8)/(98802063360000*(1 + t^2)^14) - 
    (15984839317*M^5*omega^5*t^2)/(1912175613444096000*(1 + t^2)^13) + 
    (81448672111*M^4*omega^4*t^4)/(265579946311680000*(1 + t^2)^13) - 
    (9698209*M^3*omega^3*t^6)/(2688491520000*(1 + t^2)^13) - 
    (18416185321*M^4*omega^4*t^2)/(531159892623360000*(1 + t^2)^12) + 
    (2809673*M^5*omega^5*t^2)/(242208911036252160*(1 + t^2)^12) + 
    (144971791*M^3*omega^3*t^4)/(131736084480000*(1 + t^2)^12) - 
    (138876989*M^3*omega^3*t^2)/(1580833013760000*(1 + t^2)^11) - 
    (929569*M^8*omega^8*x^2)/(20922789888000*(1 + t^2)^16) + 
    (66097*M^7*omega^7*t^2*x^2)/(40030848000*(1 + t^2)^16) - 
    (239913487*M^6*omega^6*t^4*x^2)/(8024365440000*(1 + t^2)^16) + 
    (284812421*M^5*omega^5*t^6*x^2)/(817296480000*(1 + t^2)^16) - 
    (1186340011*M^4*omega^4*t^8*x^2)/(408648240000*(1 + t^2)^16) + 
    (4125997*M^3*omega^3*t^10*x^2)/(227026800*(1 + t^2)^16) - 
    (33661*M^2*omega^2*t^12*x^2)/(360360*(1 + t^2)^16) + 
    (M*omega*t^14*x^2)/(2*(1 + t^2)^16) - (18167*M^7*omega^7*x^2)/
     (79252992000*(1 + t^2)^15) + (3905061253*M^6*omega^6*t^2*x^2)/
     (353072079360000*(1 + t^2)^15) - (885741749*M^5*omega^5*t^4*x^2)/
     (3677834160000*(1 + t^2)^15) + (201407317*M^4*omega^4*t^6*x^2)/
     (62868960000*(1 + t^2)^15) - (39988181*M^3*omega^3*t^8*x^2)/
     (1362160800*(1 + t^2)^15) + (75703*M^2*omega^2*t^10*x^2)/
     (360360*(1 + t^2)^15) - (91*M*omega*t^12*x^2)/(60*(1 + t^2)^15) - 
    (4709*M^6*omega^6*x^2)/(7116595200*(1 + t^2)^14) + 
    (2436533557*M^5*omega^5*t^2*x^2)/(58845346560000*(1 + t^2)^14) - 
    (63992240167*M^6*omega^6*t^2*x^2)/(57365268403322880000*(1 + t^2)^14) - 
    (582956089*M^4*omega^4*t^4*x^2)/(544864320000*(1 + t^2)^14) + 
    (51708928993*M^5*omega^5*t^4*x^2)/(1593479677870080000*(1 + t^2)^14) + 
    (2213717*M^3*omega^3*t^6*x^2)/(137592000*(1 + t^2)^14) - 
    (1077969229*M^4*omega^4*t^6*x^2)/(4149686661120000*(1 + t^2)^14) - 
    (1164673*M^2*omega^2*t^8*x^2)/(6726720*(1 + t^2)^14) + 
    (143*M*omega*t^10*x^2)/(80*(1 + t^2)^14) - (3678781*M^5*omega^5*x^2)/
     (2615348736000*(1 + t^2)^13) + (93484817*M^4*omega^4*t^2*x^2)/
     (817296480000*(1 + t^2)^13) - (607111921*M^5*omega^5*t^2*x^2)/
     (86523783413760000*(1 + t^2)^13) - (5771417*M^3*omega^3*t^4*x^2)/
     (1651104000*(1 + t^2)^13) + (3135637069*M^4*omega^4*t^4*x^2)/
     (20429226639360000*(1 + t^2)^13) + (646367*M^2*omega^2*t^6*x^2)/
     (10090080*(1 + t^2)^13) - (33*M*omega*t^8*x^2)/(32*(1 + t^2)^13) - 
    (2852189*M^4*omega^4*x^2)/(1162377216000*(1 + t^2)^12) + 
    (2608607*M^3*omega^3*t^2*x^2)/(9906624000*(1 + t^2)^12) - 
    (19271521189*M^4*omega^4*t^2*x^2)/(1062319785246720000*(1 + t^2)^12) - 
    (671647*M^2*omega^2*t^4*x^2)/(64576512*(1 + t^2)^12) + 
    (77*M*omega*t^6*x^2)/(256*(1 + t^2)^12) - (1091039*M^3*omega^3*x^2)/
     (290594304000*(1 + t^2)^11) + (64553*M^2*omega^2*t^2*x^2)/
     (107627520*(1 + t^2)^11) - (21*M*omega*t^4*x^2)/(512*(1 + t^2)^11) - 
    (14701*M^2*omega^2*x^2)/(2583060480*(1 + t^2)^10) + 
    (21*M*omega*t^2*x^2)/(10240*(1 + t^2)^10) - 
    (M*omega*x^2)/(61440*(1 + t^2)^9) - (227*M^6*omega^6*t^4*x^4)/
     (21016195200*(1 + t^2)^16) + (101*M^5*omega^5*t^6*x^4)/
     (583783200*(1 + t^2)^16) - (67*M^5*omega^5*t^4*x^4)/
     (1167566400*(1 + t^2)^15)
 
c[14, 1] = (-1563860539*M^6*omega^6*t^2)/(68291986194432000*(1 + t^2)^14) + 
    (209410217*M^5*omega^5*t^4)/(203249958912000*(1 + t^2)^14) - 
    (912203993*M^4*omega^4*t^6)/(52694433792000*(1 + t^2)^14) + 
    (6465769*M^3*omega^3*t^8)/(54286848000*(1 + t^2)^14) - 
    (15470226677*M^5*omega^5*t^2)/(68291986194432000*(1 + t^2)^13) + 
    (18861994531*M^4*omega^4*t^4)/(1896999616512000*(1 + t^2)^13) - 
    (3102427*M^3*omega^3*t^6)/(24127488000*(1 + t^2)^13) - 
    (4224425221*M^4*omega^4*t^2)/(3793999233024000*(1 + t^2)^12) + 
    (6607963*M^5*omega^5*t^2)/(13308181925068800*(1 + t^2)^12) + 
    (944677*M^3*omega^3*t^4)/(24127488000*(1 + t^2)^12) - 
    (2708029*M^3*omega^3*t^2)/(868589568000*(1 + t^2)^11) - 
    (3109438247*M^6*omega^6*t^2*x^2)/(106231978524672000*(1 + t^2)^14) + 
    (26220157697*M^5*omega^5*t^4*x^2)/(26557994631168000*(1 + t^2)^14) - 
    (2472083519*M^4*omega^4*t^6*x^2)/(276645777408000*(1 + t^2)^14) - 
    (101516603*M^5*omega^5*t^2*x^2)/(480687685632000*(1 + t^2)^13) + 
    (23117790673*M^4*omega^4*t^4*x^2)/(4426332438528000*(1 + t^2)^13) - 
    (10770906401*M^4*omega^4*t^2*x^2)/(17705329754112000*(1 + t^2)^12)
 
c[14, 2] = (-1983269*M^6*omega^6*t^2)/(33345696384000*(1 + t^2)^14) + 
    (13261229*M^5*omega^5*t^4)/(4168212048000*(1 + t^2)^14) - 
    (3620137*M^4*omega^4*t^6)/(57891834000*(1 + t^2)^14) + 
    (236059*M^3*omega^3*t^8)/(459459000*(1 + t^2)^14) - 
    (3855647*M^5*omega^5*t^2)/(5557616064000*(1 + t^2)^13) + 
    (16514917*M^4*omega^4*t^4)/(463134672000*(1 + t^2)^13) - 
    (506879*M^3*omega^3*t^6)/(918918000*(1 + t^2)^13) - 
    (4884181*M^4*omega^4*t^2)/(1235025792000*(1 + t^2)^12) + 
    (9903353*M^5*omega^5*t^2)/(2883439417098240*(1 + t^2)^12) + 
    (1226257*M^3*omega^3*t^4)/(7351344000*(1 + t^2)^12) - 
    (193463*M^3*omega^3*t^2)/(14702688000*(1 + t^2)^11) - 
    (60937*M^6*omega^6*t^2*x^2)/(635156121600*(1 + t^2)^14) + 
    (281249*M^5*omega^5*t^4*x^2)/(74101547520*(1 + t^2)^14) - 
    (1273673*M^4*omega^4*t^6*x^2)/(30875644800*(1 + t^2)^14) - 
    (21149*M^5*omega^5*t^2*x^2)/(26153487360*(1 + t^2)^13) + 
    (8387*M^4*omega^4*t^4*x^2)/(350859600*(1 + t^2)^13) - 
    (50389*M^4*omega^4*t^2*x^2)/(18296678400*(1 + t^2)^12)
 
c[14, 3] = (15187*M^5*omega^5*t^2)/(1782345793536*(1 + t^2)^12)
 
c[14, 4] = (5*M^5*omega^5*t^2)/(637072128*(1 + t^2)^12)
 
c[14, 5] = 0
 
c[14, 6] = 0
 
c[14, 7] = 0
 
c[14, 8] = 0
 
c[14, 9] = 0
 
c[14, 10] = 0
 
c[14, 11] = 0
 
c[14, 12] = 0
 
c[14, 13] = 0
 
c[14, 14] = 0
 
c[29/2, 0] = (-43476119087*M^7*omega^7*t*x)/(12747837422960640000*
      (1 + t^2)^15) + (379284695413*M^6*omega^6*t^3*x)/
     (2206356477050880000*(1 + t^2)^15) - (19765737493*M^5*omega^5*t^5*x)/
     (5253229707264000*(1 + t^2)^15) + (998486763383*M^4*omega^4*t^7*x)/
     (22131662192640000*(1 + t^2)^15) - (40204535621*M^3*omega^3*t^9*x)/
     (138322888704000*(1 + t^2)^15) + (6907*M^2*omega^2*t^11*x)/
     (5940480*(1 + t^2)^15) - (987465553621*M^6*omega^6*t*x)/
     (38243512268881920000*(1 + t^2)^14) + (1054258213133*M^5*omega^5*t^3*x)/
     (682919861944320000*(1 + t^2)^14) - (3167004948911*M^4*omega^4*t^5*x)/
     (88526648770560000*(1 + t^2)^14) + (353496870473*M^3*omega^3*t^7*x)/
     (922152591360000*(1 + t^2)^14) - (601753*M^2*omega^2*t^9*x)/
     (261381120*(1 + t^2)^14) - (1015927037*M^5*omega^5*t*x)/
     (9551326740480000*(1 + t^2)^13) + (16041511*M^6*omega^6*t*x)/
     (283285276065792000*(1 + t^2)^13) + (149079913321*M^4*omega^4*t^3*x)/
     (20429226639360000*(1 + t^2)^13) - (16884693127*M^5*omega^5*t^3*x)/
     (6055222775906304000*(1 + t^2)^13) - (11280846013*M^3*omega^3*t^5*x)/
     (70934814720000*(1 + t^2)^13) + (932146949*M^4*omega^4*t^5*x)/
     (37377918369792000*(1 + t^2)^13) + (139899*M^2*omega^2*t^7*x)/
     (87127040*(1 + t^2)^13) - (4193930999*M^4*omega^4*t*x)/
     (13115059077120000*(1 + t^2)^12) + (39016866527*M^5*omega^5*t*x)/
     (96883564414500864000*(1 + t^2)^12) + (251578257823*M^3*omega^3*t^3*x)/
     (11065831096320000*(1 + t^2)^12) - (16137592343*M^4*omega^4*t^3*x)/
     (1345605061312512000*(1 + t^2)^12) - (985141*M^2*omega^2*t^5*x)/
     (2091048960*(1 + t^2)^12) - (5907474569*M^3*omega^3*t*x)/
     (7377220730880000*(1 + t^2)^11) + (257219903*M^4*omega^4*t*x)/
     (244655465693184000*(1 + t^2)^11) + (89755*M^2*omega^2*t^3*x)/
     (1672839168*(1 + t^2)^11) - (3555*M^2*omega^2*t*x)/
     (2230452224*(1 + t^2)^10) + (47369743*M^6*omega^6*t^3*x^3)/
     (4552799079628800*(1 + t^2)^15) - (261714083*M^5*omega^5*t^5*x^3)/
     (1138199769907200*(1 + t^2)^15) + (6983*M^4*omega^4*t^7*x^3)/
     (6861254400*(1 + t^2)^15) + (41501261*M^5*omega^5*t^3*x^3)/
     (650399868518400*(1 + t^2)^14) - (230033*M^4*omega^4*t^5*x^3)/
     (329340211200*(1 + t^2)^14) + (22241*M^4*omega^4*t^3*x^3)/
     (219560140800*(1 + t^2)^13)
 
c[29/2, 1] = (-395749*M^7*omega^7*t*x)/(17784371404800*(1 + t^2)^15) + 
    (174644387*M^6*omega^6*t^3*x)/(133382785536000*(1 + t^2)^15) - 
    (56506301*M^5*omega^5*t^5*x)/(1667284819200*(1 + t^2)^15) + 
    (35409313*M^4*omega^4*t^7*x)/(71251488000*(1 + t^2)^15) - 
    (5225369*M^3*omega^3*t^9*x)/(1206079875*(1 + t^2)^15) + 
    (6907*M^2*omega^2*t^11*x)/(278460*(1 + t^2)^15) - 
    (109015601*M^6*omega^6*t*x)/(533531142144000*(1 + t^2)^14) + 
    (85906081*M^5*omega^5*t^3*x)/(6062853888000*(1 + t^2)^14) - 
    (293627627*M^4*omega^4*t^5*x)/(741015475200*(1 + t^2)^14) + 
    (73259941*M^3*omega^3*t^7*x)/(12864852000*(1 + t^2)^14) - 
    (601753*M^2*omega^2*t^9*x)/(12252240*(1 + t^2)^14) - 
    (270697499*M^5*omega^5*t*x)/(266765571072000*(1 + t^2)^13) + 
    (3671320957*M^6*omega^6*t*x)/(3824351226888192000*(1 + t^2)^13) + 
    (515789*M^4*omega^4*t^3*x)/(6301152000*(1 + t^2)^13) - 
    (191307122933*M^5*omega^5*t^3*x)/(3633133665543782400*(1 + t^2)^13) - 
    (37253149*M^3*omega^3*t^5*x)/(15833664000*(1 + t^2)^13) + 
    (932146949*M^4*omega^4*t^5*x)/(1752089923584000*(1 + t^2)^13) + 
    (46633*M^2*omega^2*t^7*x)/(1361360*(1 + t^2)^13) - 
    (110008399*M^4*omega^4*t*x)/(29640619008000*(1 + t^2)^12) + 
    (37158962747*M^5*omega^5*t*x)/(4844178220725043200*(1 + t^2)^12) + 
    (41298617*M^3*omega^3*t^3*x)/(123502579200*(1 + t^2)^12) - 
    (16137592343*M^4*omega^4*t^3*x)/(63075237249024000*(1 + t^2)^12) - 
    (985141*M^2*omega^2*t^5*x)/(98017920*(1 + t^2)^12) - 
    (19183279*M^3*omega^3*t*x)/(1646701056000*(1 + t^2)^11) + 
    (257219903*M^4*omega^4*t*x)/(11468224954368000*(1 + t^2)^11) + 
    (89755*M^2*omega^2*t^3*x)/(78414336*(1 + t^2)^11) - 
    (1185*M^2*omega^2*t*x)/(34850816*(1 + t^2)^10) + 
    (30869*M^6*omega^6*t^3*x^3)/(277880803200*(1 + t^2)^15) - 
    (10607*M^5*omega^5*t^5*x^3)/(3562574400*(1 + t^2)^15) + 
    (6983*M^4*omega^4*t^7*x^3)/(321621300*(1 + t^2)^15) + 
    (917009*M^5*omega^5*t^3*x^3)/(1111523212800*(1 + t^2)^14) - 
    (230033*M^4*omega^4*t^5*x^3)/(15437822400*(1 + t^2)^14) + 
    (22241*M^4*omega^4*t^3*x^3)/(10291881600*(1 + t^2)^13)
 
c[29/2, 2] = (4541251433*M^6*omega^6*t*x)/(956087806722048000*(1 + t^2)^13) - 
    (1306626139697*M^5*omega^5*t^3*x)/(4541417081929728000*(1 + t^2)^13) + 
    (2122029941*M^4*omega^4*t^5*x)/(618384678912000*(1 + t^2)^13) + 
    (259624372171*M^5*omega^5*t*x)/(6055222775906304000*(1 + t^2)^12) - 
    (1113165239*M^4*omega^4*t^3*x)/(674601467904000*(1 + t^2)^12) + 
    (2150316149*M^4*omega^4*t*x)/(14841232293888000*(1 + t^2)^11)
 
c[29/2, 3] = (4321*M^6*omega^6*t*x)/(538920345600*(1 + t^2)^13) - 
    (45267493*M^5*omega^5*t^3*x)/(84475764172800*(1 + t^2)^13) + 
    (178561*M^4*omega^4*t^5*x)/(23005382400*(1 + t^2)^13) + 
    (1162853*M^5*omega^5*t*x)/(14079294028800*(1 + t^2)^12) - 
    (1030919*M^4*omega^4*t^3*x)/(276064588800*(1 + t^2)^12) + 
    (364373*M^4*omega^4*t*x)/(1104258355200*(1 + t^2)^11)
 
c[29/2, 4] = 0
 
c[29/2, 5] = 0
 
c[29/2, 6] = 0
 
c[29/2, 7] = 0
 
c[29/2, 8] = 0
 
c[29/2, 9] = 0
 
c[29/2, 10] = 0
 
c[29/2, 11] = 0
 
c[29/2, 12] = 0
 
c[29/2, 13] = 0
 
c[29/2, 14] = 0
 
c[15, 0] = (-3617*M^8*omega^8)/(5210265060000*(1 + t^2)^16) + 
    (17509423*M^7*omega^7*t^2)/(666913927680000*(1 + t^2)^16) - 
    (441645359*M^6*omega^6*t^4)/(900333802368000*(1 + t^2)^16) + 
    (19309153*M^5*omega^5*t^6)/(3206316960000*(1 + t^2)^16) - 
    (567290753*M^4*omega^4*t^8)/(10420530120000*(1 + t^2)^16) + 
    (1481549*M^3*omega^3*t^10)/(3859455600*(1 + t^2)^16) - 
    (128461*M^2*omega^2*t^12)/(55135080*(1 + t^2)^16) + 
    (M*omega*t^14)/(68*(1 + t^2)^16) - (2333*M^7*omega^7)/
     (651283132500*(1 + t^2)^15) + (3978863*M^6*omega^6*t^2)/
     (22271708160000*(1 + t^2)^15) - (157455449*M^5*omega^5*t^4)/
     (38475803520000*(1 + t^2)^15) + (149101943*M^4*omega^4*t^6)/
     (2526189120000*(1 + t^2)^15) - (70772909*M^3*omega^3*t^8)/
     (115783668000*(1 + t^2)^15) + (47881*M^2*omega^2*t^10)/
     (9189180*(1 + t^2)^15) - (91*M*omega*t^12)/(2040*(1 + t^2)^15) - 
    (12443*M^6*omega^6)/(1202368860000*(1 + t^2)^14) + 
    (13729981*M^5*omega^5*t^2)/(20007417830400*(1 + t^2)^14) - 
    (9031690067*M^6*omega^6*t^2)/(229461073613291520000*(1 + t^2)^14) - 
    (535162561*M^4*omega^4*t^4)/(27788080320000*(1 + t^2)^14) + 
    (494686746901*M^5*omega^5*t^4)/(363313366554378240000*(1 + t^2)^14) + 
    (1209121*M^3*omega^3*t^6)/(3675672000*(1 + t^2)^14) - 
    (1413121289*M^4*omega^4*t^6)/(114682249543680000*(1 + t^2)^14) - 
    (4388707*M^2*omega^2*t^8)/(1029188160*(1 + t^2)^14) + 
    (143*M*omega*t^10)/(2720*(1 + t^2)^14) - (38387*M^5*omega^5)/
     (1736755020000*(1 + t^2)^13) + (132551579*M^4*omega^4*t^2)/
     (66691392768000*(1 + t^2)^13) - (426657816979*M^5*omega^5*t^2)/
     (1453253466217512960000*(1 + t^2)^13) - (43045381*M^3*omega^3*t^4)/
     (617512896000*(1 + t^2)^13) + (8604443579*M^4*omega^4*t^4)/
     (1187298583511040000*(1 + t^2)^13) + (60323*M^2*omega^2*t^6)/
     (38594556*(1 + t^2)^13) - (33*M*omega*t^8)/(1088*(1 + t^2)^13) - 
    (626033*M^4*omega^4)/(15878903040000*(1 + t^2)^12) + 
    (2992609*M^3*omega^3*t^2)/(592812380160*(1 + t^2)^12) - 
    (68737734691*M^4*omega^4*t^2)/(80736303678750720000*(1 + t^2)^12) - 
    (824489*M^2*omega^2*t^4)/(3293402112*(1 + t^2)^12) + 
    (77*M*omega*t^6)/(8704*(1 + t^2)^12) - (20257*M^3*omega^3)/
     (308756448000*(1 + t^2)^11) + (116099*M^2*omega^2*t^2)/
     (8233505280*(1 + t^2)^11) - (21*M*omega*t^4)/(17408*(1 + t^2)^11) - 
    (9839*M^2*omega^2)/(79041650688*(1 + t^2)^10) + 
    (21*M*omega*t^2)/(348160*(1 + t^2)^10) - 
    (M*omega)/(2088960*(1 + t^2)^9) + (3335416363*M^7*omega^7*t^2*x^2)/
     (682919861944320000*(1 + t^2)^16) - (1866404607341*M^6*omega^6*t^4*x^2)/
     (10755987825623040000*(1 + t^2)^16) + (12208895261*M^5*omega^5*t^6*x^2)/
     (4526930903040000*(1 + t^2)^16) - (139003050167*M^4*omega^4*t^8*x^2)/
     (6224529991680000*(1 + t^2)^16) + (832680001*M^3*omega^3*t^10*x^2)/
     (8645180544000*(1 + t^2)^16) + (353987819077*M^6*omega^6*t^2*x^2)/
     (9560878067220480000*(1 + t^2)^15) - (1699862228003*M^5*omega^5*t^4*x^2)/
     (1195109758402560000*(1 + t^2)^15) + (1420317669359*M^4*omega^4*t^6*x^2)/
     (66394986577920000*(1 + t^2)^15) - (20248045957*M^3*omega^3*t^8*x^2)/
     (138322888704000*(1 + t^2)^15) + (1409544427537*M^5*omega^5*t^2*x^2)/
     (9560878067220480000*(1 + t^2)^14) - (1339771991*M^6*omega^6*t^2*x^2)/
     (34194199205117952000*(1 + t^2)^14) - (138567192541*M^4*omega^4*t^4*x^2)/
     (24143631482880000*(1 + t^2)^14) + (388271753*M^5*omega^5*t^4*x^2)/
     (532327277002752000*(1 + t^2)^14) + (13531595789*M^3*omega^3*t^6*x^2)/
     (184430518272000*(1 + t^2)^14) + (79644070549*M^4*omega^4*t^2*x^2)/
     (199184959733760000*(1 + t^2)^13) - (437297491*M^5*omega^5*t^2*x^2)/
     (2516456218558464000*(1 + t^2)^13) - (447603983*M^3*omega^3*t^4*x^2)/
     (32546562048000*(1 + t^2)^13) + (1668291607*M^3*omega^3*t^2*x^2)/
     (2213166219264000*(1 + t^2)^12) - (848989*M^6*omega^6*t^4*x^4)/
     (602576348774400*(1 + t^2)^16) + (4139*M^5*omega^5*t^6*x^4)/
     (296406190080*(1 + t^2)^16) - (22013*M^5*omega^5*t^4*x^4)/
     (4742499041280*(1 + t^2)^15)
 
c[15, 1] = (-3617*M^8*omega^8)/(5335311421440000*(1 + t^2)^16) + 
    (1618921*M^7*omega^7*t^2)/(55576160640000*(1 + t^2)^16) - 
    (6735048673*M^6*omega^6*t^4)/(4501669011840000*(1 + t^2)^16) + 
    (61591273*M^5*omega^5*t^6)/(1667284819200*(1 + t^2)^16) - 
    (12109875823*M^4*omega^4*t^8)/(20841060240000*(1 + t^2)^16) + 
    (8225729*M^3*omega^3*t^10)/(1286485200*(1 + t^2)^16) - 
    (3071371*M^2*omega^2*t^12)/(55135080*(1 + t^2)^16) + 
    (15*M*omega*t^14)/(34*(1 + t^2)^16) - (20183*M^7*omega^7)/
     (666913927680000*(1 + t^2)^15) + (747129241*M^6*omega^6*t^2)/
     (2000741783040000*(1 + t^2)^15) - (439252321*M^5*omega^5*t^4)/
     (20841060240000*(1 + t^2)^15) + (2657622293*M^4*omega^4*t^6)/
     (4631346720000*(1 + t^2)^15) - (376823597*M^3*omega^3*t^8)/
     (38594556000*(1 + t^2)^15) + (34891*M^2*omega^2*t^10)/
     (282744*(1 + t^2)^15) - (91*M*omega*t^12)/(68*(1 + t^2)^15) - 
    (2506481*M^6*omega^6)/(4001483566080000*(1 + t^2)^14) + 
    (279429859*M^5*omega^5*t^2)/(111152321280000*(1 + t^2)^14) - 
    (209129353*M^6*omega^6*t^2)/(149000697151488000*(1 + t^2)^14) - 
    (903928673*M^4*omega^4*t^4)/(5557616064000*(1 + t^2)^14) + 
    (141930828509*M^5*omega^5*t^4)/(2595095475388416000*(1 + t^2)^14) + 
    (127721129*M^3*omega^3*t^6)/(25729704000*(1 + t^2)^14) - 
    (397104013*M^4*omega^4*t^6)/(750895681536000*(1 + t^2)^14) - 
    (14668897*M^2*omega^2*t^8)/(147026880*(1 + t^2)^14) + 
    (429*M*omega*t^10)/(272*(1 + t^2)^14) - (589973*M^5*omega^5)/
     (74101547520000*(1 + t^2)^13) + (534337493*M^4*omega^4*t^2)/
     (41682120480000*(1 + t^2)^13) - (122207489011*M^5*omega^5*t^2)/
     (10380381901553664000*(1 + t^2)^13) - (99399071*M^3*omega^3*t^4)/
     (102918816000*(1 + t^2)^13) + (1657043701*M^4*omega^4*t^4)/
     (5339702624256000*(1 + t^2)^13) + (1133321*M^2*omega^2*t^6)/
     (31505760*(1 + t^2)^13) - (495*M*omega*t^8)/(544*(1 + t^2)^13) - 
    (61777687*M^4*omega^4)/(889218570240000*(1 + t^2)^12) + 
    (36904097*M^3*omega^3*t^2)/(617512896000*(1 + t^2)^12) - 
    (6987093833*M^4*omega^4*t^2)/(192229294473216000*(1 + t^2)^12) - 
    (2644757*M^2*omega^2*t^4)/(470486016*(1 + t^2)^12) + 
    (1155*M*omega*t^6)/(4352*(1 + t^2)^12) - (417*M^3*omega^3)/
     (938291200*(1 + t^2)^11) + (712009*M^2*omega^2*t^2)/
     (2352430080*(1 + t^2)^11) - (315*M*omega*t^4)/(8704*(1 + t^2)^11) - 
    (128461*M^2*omega^2)/(56458321920*(1 + t^2)^10) + 
    (63*M*omega*t^2)/(34816*(1 + t^2)^10) - (M*omega)/(69632*(1 + t^2)^9) + 
    (25544177*M^7*omega^7*t^2*x^2)/(444609285120000*(1 + t^2)^16) - 
    (369429353*M^6*omega^6*t^4*x^2)/(150055633728000*(1 + t^2)^16) + 
    (424588393*M^5*omega^5*t^6*x^2)/(9262693440000*(1 + t^2)^16) - 
    (225184901*M^4*omega^4*t^8*x^2)/(496215720000*(1 + t^2)^16) + 
    (322837*M^3*omega^3*t^10*x^2)/(137837700*(1 + t^2)^16) + 
    (8656177*M^6*omega^6*t^2*x^2)/(16672848192000*(1 + t^2)^15) - 
    (997044877*M^5*omega^5*t^4*x^2)/(41682120480000*(1 + t^2)^15) + 
    (6926131*M^4*omega^4*t^6*x^2)/(16081065000*(1 + t^2)^15) - 
    (973697*M^3*omega^3*t^8*x^2)/(275675400*(1 + t^2)^15) + 
    (1634763511*M^5*omega^5*t^2*x^2)/(666913927680000*(1 + t^2)^14) - 
    (16173373067*M^6*omega^6*t^2*x^2)/(10380381901553664000*(1 + t^2)^14) - 
    (18099661*M^4*omega^4*t^4*x^2)/(158336640000*(1 + t^2)^14) + 
    (537797933*M^5*omega^5*t^4*x^2)/(16961408335872000*(1 + t^2)^14) + 
    (322433*M^3*omega^3*t^6*x^2)/(183783600*(1 + t^2)^14) + 
    (873399799*M^4*omega^4*t^2*x^2)/(111152321280000*(1 + t^2)^13) - 
    (8610344849*M^5*omega^5*t^2*x^2)/(1153375766839296000*(1 + t^2)^13) - 
    (42197*M^3*omega^3*t^4*x^2)/(129729600*(1 + t^2)^13) + 
    (310061*M^3*omega^3*t^2*x^2)/(17643225600*(1 + t^2)^12) - 
    (163*M^6*omega^6*t^4*x^4)/(5254048800*(1 + t^2)^16) + 
    (29*M^5*omega^5*t^6*x^4)/(73513440*(1 + t^2)^16) - 
    (173*M^5*omega^5*t^4*x^4)/(1323241920*(1 + t^2)^15)
 
c[15, 2] = (-1710853043*M^6*omega^6*t^2)/(239021951680512000*(1 + t^2)^14) + 
    (1064719352981*M^5*omega^5*t^4)/(3406062811447296000*(1 + t^2)^14) - 
    (6693490549*M^4*omega^4*t^6)/(1971101164032000*(1 + t^2)^14) - 
    (913517922949*M^5*omega^5*t^2)/(13624251245789184000*(1 + t^2)^13) + 
    (5682905953*M^4*omega^4*t^4)/(2867056238592000*(1 + t^2)^13) - 
    (9693859657*M^4*omega^4*t^2)/(42050158166016000*(1 + t^2)^12) - 
    (128450207*M^6*omega^6*t^2*x^2)/(13481015456563200*(1 + t^2)^14) + 
    (2281654709*M^5*omega^5*t^4*x^2)/(10380381901553664*(1 + t^2)^14) - 
    (10635646669*M^5*omega^5*t^2*x^2)/(207607638031073280*(1 + t^2)^13)
 
c[15, 3] = (-5767*M^6*omega^6*t^2)/(570011904000*(1 + t^2)^14) + 
    (17478161*M^5*omega^5*t^4)/(35198235072000*(1 + t^2)^14) - 
    (1406707*M^4*omega^4*t^6)/(221837616000*(1 + t^2)^14) - 
    (22492861*M^5*omega^5*t^2)/(211189410432000*(1 + t^2)^13) + 
    (102043*M^4*omega^4*t^4)/(27729702000*(1 + t^2)^13) - 
    (1508317*M^4*omega^4*t^2)/(3549401856000*(1 + t^2)^12) - 
    (136369*M^6*omega^6*t^2*x^2)/(8447576417280*(1 + t^2)^14) + 
    (303997*M^5*omega^5*t^4*x^2)/(703964701440*(1 + t^2)^14) - 
    (140579*M^5*omega^5*t^2*x^2)/(1407929402880*(1 + t^2)^13)
 
c[15, 4] = 0
 
c[15, 5] = 0
 
c[15, 6] = 0
 
c[15, 7] = 0
 
c[15, 8] = 0
 
c[15, 9] = 0
 
c[15, 10] = 0
 
c[15, 11] = 0
 
c[15, 12] = 0
 
c[15, 13] = 0
 
c[15, 14] = 0
 
c[15, 15] = 0
 
c[31/2, 0] = (269364001*M^8*omega^8*t*x)/(16005934264320000*(1 + t^2)^17) - 
    (14397050333*M^7*omega^7*t^3*x)/(18006676047360000*(1 + t^2)^17) + 
    (268246151*M^6*omega^6*t^5*x)/(15005563372800*(1 + t^2)^17) - 
    (10453734233*M^5*omega^5*t^7*x)/(41682120480000*(1 + t^2)^17) + 
    (3031688339*M^4*omega^4*t^9*x)/(1225944720000*(1 + t^2)^17) - 
    (7865173*M^3*omega^3*t^11*x)/(428828400*(1 + t^2)^17) + 
    (735712*M^2*omega^2*t^13*x)/(6891885*(1 + t^2)^17) - 
    (16*M*omega*t^15*x)/(17*(1 + t^2)^17) + (16034653669*M^7*omega^7*t*x)/
     (96035605585920000*(1 + t^2)^16) - (88761785537*M^6*omega^6*t^3*x)/
     (10289529169920000*(1 + t^2)^16) + (59597360321*M^5*omega^5*t^5*x)/
     (285820254720000*(1 + t^2)^16) - (47432172157*M^4*omega^4*t^7*x)/
     (15157134720000*(1 + t^2)^16) + (138931813*M^3*omega^3*t^9*x)/
     (4210315200*(1 + t^2)^16) - (566227*M^2*omega^2*t^11*x)/
     (2162160*(1 + t^2)^16) + (105*M*omega*t^13*x)/(34*(1 + t^2)^16) + 
    (3005403077*M^6*omega^6*t*x)/(3693677137920000*(1 + t^2)^15) - 
    (9530230480759*M^7*omega^7*t*x)/(87195207973050777600000*(1 + t^2)^15) - 
    (663326953*M^5*omega^5*t^3*x)/(13894040160000*(1 + t^2)^15) + 
    (480450085189511*M^6*omega^6*t^3*x)/(65396405979788083200000*
      (1 + t^2)^15) + (141505220963*M^4*omega^4*t^5*x)/
     (111152321280000*(1 + t^2)^15) - (522842533457*M^5*omega^5*t^5*x)/
     (3205706175479808000*(1 + t^2)^15) - (6462852269*M^3*omega^3*t^7*x)/
     (308756448000*(1 + t^2)^15) + (27698451018767*M^4*omega^4*t^7*x)/
     (18922571174707200000*(1 + t^2)^15) + (9767*M^2*omega^2*t^9*x)/
     (40392*(1 + t^2)^15) - (488802409*M^3*omega^3*t^9*x)/
     (87604496179200*(1 + t^2)^15) - (273*M*omega*t^11*x)/(68*(1 + t^2)^15) + 
    (14283091*M^5*omega^5*t*x)/(5210265060000*(1 + t^2)^14) - 
    (10735221615409*M^6*omega^6*t*x)/(12456458281864396800000*(1 + t^2)^14) - 
    (124070084771*M^4*omega^4*t^3*x)/(666913927680000*(1 + t^2)^14) + 
    (67242174553781*M^5*omega^5*t^3*x)/(1089940099663134720000*
      (1 + t^2)^14) + (247818211*M^3*omega^3*t^5*x)/
     (44108064000*(1 + t^2)^14) - (7919080766729*M^4*omega^4*t^5*x)/
     (6880934972620800000*(1 + t^2)^14) - (23058661*M^2*omega^2*t^7*x)/
     (220540320*(1 + t^2)^14) + (38952278569*M^3*omega^3*t^7*x)/
     (5256269770752000*(1 + t^2)^14) + (715*M*omega*t^9*x)/
     (272*(1 + t^2)^14) + (3925115263*M^4*omega^4*t*x)/
     (533531142144000*(1 + t^2)^13) - (44413151017*M^5*omega^5*t*x)/
     (12212214001827840000*(1 + t^2)^13) + (6120241*M^6*omega^6*t*x)/
     (1643399979466752000*(1 + t^2)^13) - (8824335271*M^3*omega^3*t^3*x)/
     (14820309504000*(1 + t^2)^13) + (3362701393091*M^4*omega^4*t^3*x)/
     (14417197085491200000*(1 + t^2)^13) - (7194276391*M^5*omega^5*t^3*x)/
     (73816049077714944000*(1 + t^2)^13) + (2284937*M^2*omega^2*t^5*x)/
     (106928640*(1 + t^2)^13) - (5448001759*M^3*omega^3*t^5*x)/
     (1752089923584000*(1 + t^2)^13) - (495*M*omega*t^7*x)/
     (544*(1 + t^2)^13) + (52656479*M^3*omega^3*t*x)/
     (3040063488000*(1 + t^2)^12) - (12565700594053*M^4*omega^4*t*x)/
     (1211044555181260800000*(1 + t^2)^12) + (16236522857*M^5*omega^5*t*x)/
     (885792588932579328000*(1 + t^2)^12) - (8536153*M^2*omega^2*t^3*x)/
     (4704860160*(1 + t^2)^12) + (1061311337*M^3*omega^3*t^3*x)/
     (2336119898112000*(1 + t^2)^12) + (693*M*omega*t^5*x)/
     (4352*(1 + t^2)^12) + (4816957*M^2*omega^2*t*x)/
     (112916643840*(1 + t^2)^11) - (355696741*M^3*omega^3*t*x)/
     (21025079083008000*(1 + t^2)^11) - (105*M*omega*t^3*x)/
     (8704*(1 + t^2)^11) + (9*M*omega*t*x)/(34816*(1 + t^2)^10) - 
    (6502259*M^7*omega^7*t^3*x^3)/(500185445760000*(1 + t^2)^17) + 
    (2303387*M^6*omega^6*t^5*x^3)/(5001854457600*(1 + t^2)^17) - 
    (22772557*M^5*omega^5*t^7*x^3)/(3473510040000*(1 + t^2)^17) + 
    (824233*M^4*omega^4*t^9*x^3)/(19735852500*(1 + t^2)^17) - 
    (70339637*M^6*omega^6*t^3*x^3)/(600222534912000*(1 + t^2)^16) + 
    (25653517*M^5*omega^5*t^5*x^3)/(6412633920000*(1 + t^2)^16) - 
    (13157477*M^4*omega^4*t^7*x^3)/(289459170000*(1 + t^2)^16) - 
    (71837*M^5*omega^5*t^3*x^3)/(140343840000*(1 + t^2)^15) + 
    (284950867*M^6*omega^6*t^3*x^3)/(495427318028697600*(1 + t^2)^15) + 
    (9576251*M^4*omega^4*t^5*x^3)/(661620960000*(1 + t^2)^15) - 
    (20190587*M^5*omega^5*t^5*x^3)/(2948972131123200*(1 + t^2)^15) - 
    (2110217*M^4*omega^4*t^3*x^3)/(1634592960000*(1 + t^2)^14) + 
    (248633233*M^5*omega^5*t^3*x^3)/(129754773769420800*(1 + t^2)^14) + 
    (M^6*omega^6*t^5*x^5)/(1082652480*(1 + t^2)^17)
 
c[31/2, 1] = (-336789560357*M^7*omega^7*t*x)/(256456494038384640000*
      (1 + t^2)^15) + (324151978657261*M^6*omega^6*t^3*x)/
     (3269820298989404160000*(1 + t^2)^15) - 
    (9441605651677*M^5*omega^5*t^5*x)/(3715704885215232000*(1 + t^2)^15) + 
    (78352213182211*M^4*omega^4*t^7*x)/(2838385676206080000*(1 + t^2)^15) - 
    (488802409*M^3*omega^3*t^9*x)/(3864904243200*(1 + t^2)^15) - 
    (156216156627199*M^6*omega^6*t*x)/(13079281195957616640000*
      (1 + t^2)^14) + (158025978437807*M^5*omega^5*t^3*x)/
     (163491014949470208000*(1 + t^2)^14) - 
    (35092925739121*M^4*omega^4*t^5*x)/(1621934672117760000*(1 + t^2)^14) + 
    (38952278569*M^3*omega^3*t^7*x)/(231894254592000*(1 + t^2)^14) - 
    (12716590810247*M^5*omega^5*t*x)/(217988019932626944000*(1 + t^2)^13) + 
    (9214351457*M^6*omega^6*t*x)/(117237254417547264000*(1 + t^2)^13) + 
    (66095737294441*M^4*omega^4*t^3*x)/(15138056939765760000*(1 + t^2)^13) - 
    (7194276391*M^5*omega^5*t^3*x)/(3256590400487424000*(1 + t^2)^13) - 
    (5448001759*M^3*omega^3*t^5*x)/(77298084864000*(1 + t^2)^13) - 
    (900169567271*M^4*omega^4*t*x)/(4657863673774080000*(1 + t^2)^12) + 
    (16236522857*M^5*omega^5*t*x)/(39079084805849088000*(1 + t^2)^12) + 
    (1061311337*M^3*omega^3*t^3*x)/(103064113152000*(1 + t^2)^12) - 
    (355696741*M^3*omega^3*t*x)/(927577018368000*(1 + t^2)^11) + 
    (75905059*M^6*omega^6*t^3*x^3)/(7569028469882880*(1 + t^2)^15) - 
    (20190587*M^5*omega^5*t^5*x^3)/(130101711667200*(1 + t^2)^15) + 
    (248633233*M^5*omega^5*t^3*x^3)/(5724475313356800*(1 + t^2)^14)
 
c[31/2, 2] = (-1589561*M^7*omega^7*t*x)/(397533007872000*(1 + t^2)^15) + 
    (160501433*M^6*omega^6*t^3*x)/(506854585036800*(1 + t^2)^15) - 
    (11803056791*M^5*omega^5*t^5*x)/(1267136462592000*(1 + t^2)^15) + 
    (169945733*M^4*omega^4*t^7*x)/(1353778272000*(1 + t^2)^15) - 
    (599983*M^3*omega^3*t^9*x)/(784274400*(1 + t^2)^15) - 
    (3252317*M^6*omega^6*t*x)/(77977628467200*(1 + t^2)^14) + 
    (919250611*M^5*omega^5*t^3*x)/(253427292518400*(1 + t^2)^14) - 
    (1389521449*M^4*omega^4*t^5*x)/(14079294028800*(1 + t^2)^14) + 
    (17515963*M^3*omega^3*t^7*x)/(17254036800*(1 + t^2)^14) - 
    (795515869*M^5*omega^5*t*x)/(3379030566912000*(1 + t^2)^13) + 
    (27864764623*M^6*omega^6*t*x)/(55362036808286208000*(1 + t^2)^13) + 
    (943870943*M^4*omega^4*t^3*x)/(46930980096000*(1 + t^2)^13) - 
    (1838753173*M^5*omega^5*t^3*x)/(118294950445056000*(1 + t^2)^13) - 
    (2449571*M^3*omega^3*t^5*x)/(5751345600*(1 + t^2)^13) - 
    (31453481*M^4*omega^4*t*x)/(34131621888000*(1 + t^2)^12) + 
    (53964595423*M^5*omega^5*t*x)/(18454012269428736000*(1 + t^2)^12) + 
    (17212957*M^3*omega^3*t^3*x)/(276064588800*(1 + t^2)^12) - 
    (2587549*M^3*omega^3*t*x)/(1104258355200*(1 + t^2)^11) + 
    (10519727*M^6*omega^6*t^3*x^3)/(295665174604800*(1 + t^2)^15) - 
    (3481*M^5*omega^5*t^5*x^3)/(5176211040*(1 + t^2)^15) + 
    (15419*M^5*omega^5*t^3*x^3)/(82819376640*(1 + t^2)^14)
 
c[31/2, 3] = (11374293991*M^6*omega^6*t*x)/(8304305521242931200*
      (1 + t^2)^13) - (190655809*M^5*omega^5*t^3*x)/
     (4046932515225600*(1 + t^2)^13) + (143700581*M^5*omega^5*t*x)/
     (16187730060902400*(1 + t^2)^12)
 
c[31/2, 4] = (167*M^6*omega^6*t*x)/(114933012480*(1 + t^2)^13) - 
    (511*M^5*omega^5*t^3*x)/(9073658880*(1 + t^2)^13) + 
    (773*M^5*omega^5*t*x)/(72589271040*(1 + t^2)^12)
 
c[31/2, 5] = 0
 
c[31/2, 6] = 0
 
c[31/2, 7] = 0
 
c[31/2, 8] = 0
 
c[31/2, 9] = 0
 
c[31/2, 10] = 0
 
c[31/2, 11] = 0
 
c[31/2, 12] = 0
 
c[31/2, 13] = 0
 
c[31/2, 14] = 0
 
c[31/2, 15] = 0
 
c[16, 0] = (682822742167*M^7*omega^7*t^2)/(6539640597978808320000*
      (1 + t^2)^16) - (1157561041151*M^6*omega^6*t^4)/
     (272485024915783680000*(1 + t^2)^16) + (110527996619*M^5*omega^5*t^6)/
     (1434131710083072000*(1 + t^2)^16) - (175078707061*M^4*omega^4*t^8)/
     (236532139683840000*(1 + t^2)^16) + (6961001393*M^3*omega^3*t^10)/
     (1971101164032000*(1 + t^2)^16) + (2920570583587*M^6*omega^6*t^2)/
     (3269820298989404160000*(1 + t^2)^15) - (4381015839029*M^5*omega^5*t^4)/
     (108994009966313472000*(1 + t^2)^15) + (10674073971607*M^4*omega^4*t^6)/
     (15138056939765760000*(1 + t^2)^15) - (18772349069*M^3*omega^3*t^8)/
     (3504179847168000*(1 + t^2)^15) + (7366749589*M^5*omega^5*t^2)/
     (1794140081750016000*(1 + t^2)^14) - (25449886541*M^6*omega^6*t^2)/
     (13951233275688124416000*(1 + t^2)^14) - (1263816553847*M^4*omega^4*t^4)/
     (6728025306562560000*(1 + t^2)^14) + (333170693*M^5*omega^5*t^4)/
     (8741374232887296000*(1 + t^2)^14) + (112664103677*M^3*omega^3*t^6)/
     (42050158166016000*(1 + t^2)^14) + (196169946559*M^4*omega^4*t^2)/
     (15138056939765760000*(1 + t^2)^13) - (1997500601*M^5*omega^5*t^2)/
     (221448147233144832000*(1 + t^2)^13) - (3717023839*M^3*omega^3*t^4)/
     (7420616146944000*(1 + t^2)^13) + (242228383*M^3*omega^3*t^2)/
     (8852664877056000*(1 + t^2)^12) + (3202291*M^9*omega^9*x^2)/
     (711374856192000*(1 + t^2)^18) - (753907727*M^8*omega^8*t^2*x^2)/
     (4001483566080000*(1 + t^2)^18) + (3471974743*M^7*omega^7*t^4*x^2)/
     (900333802368000*(1 + t^2)^18) - (300695411*M^6*omega^6*t^6*x^2)/
     (5884534656000*(1 + t^2)^18) + (169503701*M^5*omega^5*t^8*x^2)/
     (347351004000*(1 + t^2)^18) - (12288054533*M^4*omega^4*t^10*x^2)/
     (3473510040000*(1 + t^2)^18) + (12888779*M^3*omega^3*t^12*x^2)/
     (643242600*(1 + t^2)^18) - (662327*M^2*omega^2*t^14*x^2)/
     (6891885*(1 + t^2)^18) + (M*omega*t^16*x^2)/(2*(1 + t^2)^18) + 
    (2383*M^8*omega^8*x^2)/(91201904640*(1 + t^2)^17) - 
    (1847319937*M^7*omega^7*t^2*x^2)/(1333827855360000*(1 + t^2)^17) + 
    (50556263573*M^6*omega^6*t^4*x^2)/(1500556337280000*(1 + t^2)^17) - 
    (42274250911*M^5*omega^5*t^6*x^2)/(83364240960000*(1 + t^2)^17) + 
    (11073667441*M^4*omega^4*t^8*x^2)/(2084106024000*(1 + t^2)^17) - 
    (5964097*M^3*omega^3*t^10*x^2)/(144729585*(1 + t^2)^17) + 
    (1202867*M^2*omega^2*t^12*x^2)/(4594590*(1 + t^2)^17) - 
    (30*M*omega*t^14*x^2)/(17*(1 + t^2)^17) + (1420193*M^7*omega^7*x^2)/
     (16937496576000*(1 + t^2)^16) - (62369879261*M^6*omega^6*t^2*x^2)/
     (11081031413760000*(1 + t^2)^16) + (6208849971707*M^7*omega^7*t^2*x^2)/
     (43597603986525388800000*(1 + t^2)^16) + (228651161*M^5*omega^5*t^4*x^2)/
     (1420981380000*(1 + t^2)^16) - (60521422061081*M^6*omega^6*t^4*x^2)/
     (10899400996631347200000*(1 + t^2)^16) - 
    (100684619603*M^4*omega^4*t^6*x^2)/(37050773760000*(1 + t^2)^16) + 
    (1132144521581*M^5*omega^5*t^6*x^2)/(15138056939765760000*(1 + t^2)^16) + 
    (638665439*M^3*omega^3*t^8*x^2)/(20583763200*(1 + t^2)^16) - 
    (329789979301*M^4*omega^4*t^8*x^2)/(860116871577600000*(1 + t^2)^16) - 
    (5784109*M^2*omega^2*t^10*x^2)/(21003840*(1 + t^2)^16) + 
    (1365*M*omega*t^12*x^2)/(544*(1 + t^2)^16) + (34907303*M^6*omega^6*x^2)/
     (177843714048000*(1 + t^2)^15) - (2025729991*M^5*omega^5*t^2*x^2)/
     (121257077760000*(1 + t^2)^15) + (138455132053057*M^6*omega^6*t^2*x^2)/
     (130792811959576166400000*(1 + t^2)^15) + 
    (61828212647*M^4*omega^4*t^4*x^2)/(111152321280000*(1 + t^2)^15) - 
    (154431751517*M^5*omega^5*t^4*x^2)/(4036815183937536000*(1 + t^2)^15) - 
    (202741039*M^3*omega^3*t^6*x^2)/(19297278000*(1 + t^2)^15) + 
    (22380048601*M^4*omega^4*t^6*x^2)/(60359078707200000*(1 + t^2)^15) + 
    (124259813*M^2*omega^2*t^8*x^2)/(882161280*(1 + t^2)^15) - 
    (1001*M*omega*t^10*x^2)/(544*(1 + t^2)^15) + (29545861*M^5*omega^5*x^2)/
     (79041650688000*(1 + t^2)^14) - (54024799429*M^4*omega^4*t^2*x^2)/
     (1333827855360000*(1 + t^2)^14) + (2770399571437*M^5*omega^5*t^2*x^2)/
     (726626733108756480000*(1 + t^2)^14) - (181975967*M^6*omega^6*t^2*x^2)/
     (156595475543438131200*(1 + t^2)^14) + (1458505351*M^3*omega^3*t^4*x^2)/
     (926269344000*(1 + t^2)^14) - (2954482799*M^4*omega^4*t^4*x^2)/
     (29184609484800000*(1 + t^2)^14) - (6079457*M^2*omega^2*t^6*x^2)/
     (168030720*(1 + t^2)^14) + (6435*M*omega*t^8*x^2)/(8704*(1 + t^2)^14) + 
    (12133211*M^4*omega^4*x^2)/(19760412672000*(1 + t^2)^13) - 
    (853156729*M^3*omega^3*t^2*x^2)/(9880206336000*(1 + t^2)^13) + 
    (4431265367699*M^4*omega^4*t^2*x^2)/(605522277590630400000*
      (1 + t^2)^13) + (10163269*M^2*omega^2*t^4*x^2)/
     (2352430080*(1 + t^2)^13) - (693*M*omega*t^6*x^2)/(4352*(1 + t^2)^13) + 
    (4005283*M^3*omega^3*x^2)/(4391202816000*(1 + t^2)^12) - 
    (10680589*M^2*omega^2*t^2*x^2)/(56458321920*(1 + t^2)^12) + 
    (1155*M*omega*t^4*x^2)/(69632*(1 + t^2)^12) + (17309*M^2*omega^2*x^2)/
     (12546293760*(1 + t^2)^11) - (45*M*omega*t^2*x^2)/(69632*(1 + t^2)^11) + 
    (9*M*omega*x^2)/(2228224*(1 + t^2)^10) + (101203*M^7*omega^7*t^4*x^4)/
     (50018544576000*(1 + t^2)^18) - (6229*M^6*omega^6*t^6*x^4)/
     (122594472000*(1 + t^2)^18) + (48557*M^5*omega^5*t^8*x^4)/
     (115783668000*(1 + t^2)^18) + (11863*M^6*omega^6*t^4*x^4)/
     (781539759000*(1 + t^2)^17) - (9307*M^5*omega^5*t^6*x^4)/
     (31577364000*(1 + t^2)^17) + (84157*M^5*omega^5*t^4*x^4)/
     (1852538688000*(1 + t^2)^16) - (11732219*M^6*omega^6*t^4*x^4)/
     (259509547538841600*(1 + t^2)^16)
 
c[16, 1] = (3622999843817*M^7*omega^7*t^2)/(1634910149494702080000*
      (1 + t^2)^16) - (11786962779611*M^6*omega^6*t^4)/
     (102181884343418880000*(1 + t^2)^16) + (651451027037*M^5*omega^5*t^6)/
     (256094948229120000*(1 + t^2)^16) - (3311618086901*M^4*omega^4*t^8)/
     (118266069841920000*(1 + t^2)^16) + (8859282953*M^3*omega^3*t^10)/
     (61596911376000*(1 + t^2)^16) + (38767482779791*M^6*omega^6*t^2)/
     (1634910149494702080000*(1 + t^2)^15) - (25514578903589*M^5*omega^5*t^4)/
     (19463216065413120000*(1 + t^2)^15) + (571029263431*M^4*omega^4*t^6)/
     (21502921789440000*(1 + t^2)^15) - (71584616167*M^3*omega^3*t^8)/
     (328516860672000*(1 + t^2)^15) + (22206611129*M^5*omega^5*t^2)/
     (168512693207040000*(1 + t^2)^14) - (497464417*M^6*omega^6*t^2)/
     (5861862720877363200*(1 + t^2)^14) - (4436762625641*M^4*omega^4*t^4)/
     (630752372490240000*(1 + t^2)^14) + (2209398203*M^5*omega^5*t^4)/
     (1186329360177561600*(1 + t^2)^14) + (142998600317*M^3*omega^3*t^6)/
     (1314067442688000*(1 + t^2)^14) + (56926617221*M^4*omega^4*t^2)/
     (118266069841920000*(1 + t^2)^13) - (231780623*M^5*omega^5*t^2)/
     (527257493412249600*(1 + t^2)^13) - (4709497279*M^3*omega^3*t^4)/
     (231894254592000*(1 + t^2)^13) + (306198863*M^3*omega^3*t^2)/
     (276645777408000*(1 + t^2)^12) + (738055105759*M^7*omega^7*t^2*x^2)/
     (198170927211479040000*(1 + t^2)^16) - 
    (18268134011051*M^6*omega^6*t^4*x^2)/(108994009966313472000*
      (1 + t^2)^16) + (9754683422543*M^5*omega^5*t^6*x^2)/
     (3784514234941440000*(1 + t^2)^16) - (2334454226983*M^4*omega^4*t^8*x^2)/
     (157688093122560000*(1 + t^2)^16) + (13814703522721*M^6*omega^6*t^2*x^2)/
     (435976039865253888000*(1 + t^2)^15) - 
    (59354039685977*M^5*omega^5*t^4*x^2)/(45414170819297280000*
      (1 + t^2)^15) + (156996557203*M^4*omega^4*t^6*x^2)/
     (11065831096320000*(1 + t^2)^15) + (3344644572767*M^5*omega^5*t^2*x^2)/
     (25950954753884160000*(1 + t^2)^14) - (81814753*M^6*omega^6*t^2*x^2)/
     (1393097004652953600*(1 + t^2)^14) - (24218925491*M^4*omega^4*t^4*x^2)/
     (6323332055040000*(1 + t^2)^14) + (2752945032787*M^4*omega^4*t^2*x^2)/
     (10092037959843840000*(1 + t^2)^13) - (7570571*M^6*omega^6*t^4*x^4)/
     (4325159125647360*(1 + t^2)^16)
 
c[16, 2] = (436452259*M^7*omega^7*t^2)/(76028187755520000*(1 + t^2)^16) - 
    (111944083*M^6*omega^6*t^4)/(316784115648000*(1 + t^2)^16) + 
    (35743709*M^5*omega^5*t^6)/(3969725760000*(1 + t^2)^16) - 
    (838859689*M^4*omega^4*t^8)/(7332965640000*(1 + t^2)^16) + 
    (322837*M^3*omega^3*t^10)/(462161700*(1 + t^2)^16) + 
    (6866819*M^6*omega^6*t^2)/(95035234694400*(1 + t^2)^15) - 
    (996973813*M^5*omega^5*t^4)/(215989169760000*(1 + t^2)^15) + 
    (444962933*M^4*omega^4*t^6)/(4124793172500*(1 + t^2)^15) - 
    (973697*M^3*omega^3*t^8)/(924323400*(1 + t^2)^15) + 
    (17560635179*M^5*omega^5*t^2)/(38014093877760000*(1 + t^2)^14) - 
    (25401360773*M^6*omega^6*t^2)/(41521527606214656000*(1 + t^2)^14) - 
    (29981275073*M^4*omega^4*t^4)/(1055947052160000*(1 + t^2)^14) + 
    (8895663923*M^5*omega^5*t^4)/(610610700091392000*(1 + t^2)^14) + 
    (322433*M^3*omega^3*t^6)/(616215600*(1 + t^2)^14) + 
    (1357674319*M^4*omega^4*t^2)/(703964701440000*(1 + t^2)^13) - 
    (8356960607*M^5*omega^5*t^2)/(2442442800365568000*(1 + t^2)^13) - 
    (717349*M^3*omega^3*t^4)/(7394587200*(1 + t^2)^13) + 
    (16319*M^3*omega^3*t^2)/(3113510400*(1 + t^2)^12) + 
    (15185077*M^7*omega^7*t^2*x^2)/(1267136462592000*(1 + t^2)^16) - 
    (3139907*M^6*omega^6*t^4*x^2)/(5082098112000*(1 + t^2)^16) + 
    (1171855843*M^5*omega^5*t^6*x^2)/(105594705216000*(1 + t^2)^16) - 
    (27972419*M^4*omega^4*t^8*x^2)/(366648282000*(1 + t^2)^16) + 
    (198064001*M^6*omega^6*t^2*x^2)/(1689515283456000*(1 + t^2)^15) - 
    (2364652679*M^5*omega^5*t^4*x^2)/(422378820864000*(1 + t^2)^15) + 
    (27367*M^4*omega^4*t^6*x^2)/(376992000*(1 + t^2)^15) + 
    (929681803*M^5*omega^5*t^2*x^2)/(1689515283456000*(1 + t^2)^14) - 
    (388784813*M^6*omega^6*t^2*x^2)/(783617065117286400*(1 + t^2)^14) - 
    (3999007*M^4*omega^4*t^4*x^2)/(205837632000*(1 + t^2)^14) + 
    (64231507*M^4*omega^4*t^2*x^2)/(46930980096000*(1 + t^2)^13) - 
    (229*M^6*omega^6*t^4*x^4)/(30169915776*(1 + t^2)^16)
 
c[16, 3] = (-15856283063*M^6*omega^6*t^2)/(10380381901553664000*
      (1 + t^2)^14) + (556835941*M^5*omega^5*t^4)/(13730663890944000*
      (1 + t^2)^14) - (3640914223*M^5*omega^5*t^2)/
     (384458588946432000*(1 + t^2)^13) - (13440401*M^6*omega^6*t^2*x^2)/
     (9041735366737920*(1 + t^2)^14)
 
c[16, 4] = (-2687*M^6*omega^6*t^2)/(1949440711680*(1 + t^2)^14) + 
    (2491*M^5*omega^5*t^4)/(59851249920*(1 + t^2)^14) - 
    (1157*M^5*omega^5*t^2)/(119702499840*(1 + t^2)^13) - 
    (7585*M^6*omega^6*t^2*x^2)/(4709237170176*(1 + t^2)^14)
 
c[16, 5] = 0
 
c[16, 6] = 0
 
c[16, 7] = 0
 
c[16, 8] = 0
 
c[16, 9] = 0
 
c[16, 10] = 0
 
c[16, 11] = 0
 
c[16, 12] = 0
 
c[16, 13] = 0
 
c[16, 14] = 0
 
c[16, 15] = 0
 
c[16, 16] = 0
 
c[33/2, 0] = (3475554057053*M^8*omega^8*t*x)/(10060985535352012800000*
      (1 + t^2)^17) - (164450666197897*M^7*omega^7*t^3*x)/
     (8408109340258467840000*(1 + t^2)^17) + 
    (12100327129043917*M^6*omega^6*t^5*x)/(24523652242420531200000*
      (1 + t^2)^17) - (698364062607329*M^5*omega^5*t^7*x)/
     (97316080327065600000*(1 + t^2)^17) + (6330366825637*M^4*omega^4*t^9*x)/
     (98555058201600000*(1 + t^2)^17) - (327467723279*M^3*omega^3*t^11*x)/
     (985550582016000*(1 + t^2)^17) + (42179*M^2*omega^2*t^13*x)/
     (36972936*(1 + t^2)^17) + (44495056210379*M^7*omega^7*t*x)/
     (15695137435149139968000*(1 + t^2)^16) - 
    (9317157241735183*M^6*omega^6*t^3*x)/(49047304484841062400000*
      (1 + t^2)^16) + (1574094021318839*M^5*omega^5*t^5*x)/
     (302761138795315200000*(1 + t^2)^16) - 
    (230005166168359*M^4*omega^4*t^7*x)/(3041127510220800000*(1 + t^2)^16) + 
    (6906400967057*M^3*omega^3*t^9*x)/(11826606984192000*(1 + t^2)^16) - 
    (42475*M^2*omega^2*t^11*x)/(15168384*(1 + t^2)^16) + 
    (1229413631854273*M^6*omega^6*t*x)/(98094608969682124800000*
      (1 + t^2)^15) - (3020842435867*M^7*omega^7*t*x)/
     (523171247838304665600000*(1 + t^2)^15) - 
    (2650772092010941*M^5*omega^5*t^3*x)/(2724850249157836800000*
      (1 + t^2)^15) + (1592954983661621*M^6*omega^6*t^3*x)/
     (3836589150814234214400000*(1 + t^2)^15) + 
    (3152529432844789*M^4*omega^4*t^5*x)/(113535427048243200000*
      (1 + t^2)^15) - (5905646364841*M^5*omega^5*t^5*x)/
     (830430552124293120000*(1 + t^2)^15) - (376995690983*M^3*omega^3*t^7*x)/
     (1051253954150400*(1 + t^2)^15) + (32576775239413*M^4*omega^4*t^7*x)/
     (908283416385945600000*(1 + t^2)^15) + (10191551*M^2*omega^2*t^9*x)/
     (3943779840*(1 + t^2)^15) + (144499510465361*M^5*omega^5*t*x)/
     (3633133665543782400000*(1 + t^2)^14) - (289743373963*M^6*omega^6*t*x)/
     (6118961963021107200000*(1 + t^2)^14) - 
    (121025825684353*M^4*omega^4*t^3*x)/(34933977553305600000*(1 + t^2)^14) + 
    (2610917684197*M^5*omega^5*t^3*x)/(930082218379208294400*(1 + t^2)^14) + 
    (5793993314479*M^3*omega^3*t^5*x)/(63075237249024000*(1 + t^2)^14) - 
    (35759006594347*M^4*omega^4*t^5*x)/(1211044555181260800000*
      (1 + t^2)^14) - (13183361*M^2*omega^2*t^7*x)/
     (11831339520*(1 + t^2)^14) + (279921902839361*M^4*omega^4*t*x)/
     (2724850249157836800000*(1 + t^2)^13) - (2901680369153*M^5*omega^5*t*x)/
     (15501370306320138240000*(1 + t^2)^13) + (9508056731*M^6*omega^6*t*x)/
     (47457640588223132467200*(1 + t^2)^13) - 
    (6858449323883*M^3*omega^3*t^3*x)/(756902846988288000*(1 + t^2)^13) + 
    (31437752155393*M^4*omega^4*t^3*x)/(4844178220725043200000*
      (1 + t^2)^13) + (7131463*M^2*omega^2*t^5*x)/
     (31550238720*(1 + t^2)^13) + (234938303767*M^3*omega^3*t*x)/
     (1009203795984384000*(1 + t^2)^12) - (1806383853647*M^4*omega^4*t*x)/
     (5284558058972774400000*(1 + t^2)^12) - (475889*M^2*omega^2*t^3*x)/
     (25240190976*(1 + t^2)^12) + (128461*M^2*omega^2*t*x)/
     (302882291712*(1 + t^2)^11) - (2615554838669*M^7*omega^7*t^3*x^3)/
     (1634910149494702080000*(1 + t^2)^17) + (7847711647*M^6*omega^6*t^5*x^3)/
     (154821036883968000*(1 + t^2)^17) - (513406180471*M^5*omega^5*t^7*x^3)/
     (946128558735360000*(1 + t^2)^17) + (824233*M^4*omega^4*t^9*x^3)/
     (529385220000*(1 + t^2)^17) - (12329803422593*M^6*omega^6*t^3*x^3)/
     (980946089696821248000*(1 + t^2)^16) + 
    (45204659684053*M^5*omega^5*t^5*x^3)/(136242512457891840000*
      (1 + t^2)^16) - (13157477*M^4*omega^4*t^7*x^3)/
     (7764316560000*(1 + t^2)^16) - (860967035183*M^5*omega^5*t^3*x^3)/
     (20184075919687680000*(1 + t^2)^15) + (45849809*M^6*omega^6*t^3*x^3)/
     (2503211712144998400*(1 + t^2)^15) + (9576251*M^4*omega^4*t^5*x^3)/
     (17747009280000*(1 + t^2)^15) - (35873689*M^4*omega^4*t^3*x^3)/
     (745374389760000*(1 + t^2)^14) + (M^6*omega^6*t^5*x^5)/
     (29040560640*(1 + t^2)^17)
 
c[33/2, 1] = (19180346093*M^8*omega^8*t*x)/(8515157028618240000*
      (1 + t^2)^17) - (2797177368737*M^7*omega^7*t^3*x)/
     (19159103314391040000*(1 + t^2)^17) + (616306209719*M^6*omega^6*t^5*x)/
     (145144722078720000*(1 + t^2)^17) - (1072470962243*M^5*omega^5*t^7*x)/
     (14783258730240000*(1 + t^2)^17) + (4395513556963*M^4*omega^4*t^9*x)/
     (5543722023840000*(1 + t^2)^17) - (1359097471*M^3*omega^3*t^11*x)/
     (244432188000*(1 + t^2)^17) + (42179*M^2*omega^2*t^13*x)/
     (1540539*(1 + t^2)^17) + (140969974027*M^7*omega^7*t*x)/
     (6386367771463680000*(1 + t^2)^16) - (16049647186471*M^6*omega^6*t^3*x)/
     (9579551657195520000*(1 + t^2)^16) + (7076109845803*M^5*omega^5*t^5*x)/
     (133049328572160000*(1 + t^2)^16) - (33209245717*M^4*omega^4*t^7*x)/
     (35479820952576*(1 + t^2)^16) + (2041375367*M^3*omega^3*t^9*x)/
     (209513304000*(1 + t^2)^16) - (42475*M^2*omega^2*t^11*x)/
     (632016*(1 + t^2)^16) + (1476404859701*M^6*omega^6*t*x)/
     (12772735542927360000*(1 + t^2)^15) - (258993118681*M^7*omega^7*t*x)/
     (2642279029486387200000*(1 + t^2)^15) - (83235625567*M^5*omega^5*t^3*x)/
     (8187650989056000*(1 + t^2)^15) + (11126144225845009*M^6*omega^6*t^3*x)/
     (1438720931555337830400000*(1 + t^2)^15) + 
    (929489381209*M^4*omega^4*t^5*x)/(2687865223680000*(1 + t^2)^15) - 
    (109242904983307*M^5*omega^5*t^5*x)/(726626733108756480000*
      (1 + t^2)^15) - (954194351*M^3*omega^3*t^7*x)/
     (159991977600*(1 + t^2)^15) + (32576775239413*M^4*omega^4*t^7*x)/
     (37845142349414400000*(1 + t^2)^15) + (10191551*M^2*omega^2*t^9*x)/
     (164324160*(1 + t^2)^15) + (308614207753*M^5*omega^5*t*x)/
     (709596419051520000*(1 + t^2)^14) - (26284044465017*M^6*omega^6*t*x)/
     (29065069324350259200000*(1 + t^2)^14) - 
    (7764307113767*M^4*omega^4*t^3*x)/(177399104762880000*(1 + t^2)^14) + 
    (172718818706353*M^5*omega^5*t^3*x)/(2906506932435025920000*
      (1 + t^2)^14) + (8928277321*M^3*omega^3*t^5*x)/
     (5866372512000*(1 + t^2)^14) - (35759006594347*M^4*omega^4*t^5*x)/
     (50460189799219200000*(1 + t^2)^14) - (13183361*M^2*omega^2*t^7*x)/
     (492972480*(1 + t^2)^14) + (1915829198131*M^4*omega^4*t*x)/
     (1419192838103040000*(1 + t^2)^13) - (1545823734821*M^5*omega^5*t*x)/
     (387534257658003456000*(1 + t^2)^13) + (9508056731*M^6*omega^6*t*x)/
     (1977401691175963852800*(1 + t^2)^13) - (9349121759*M^3*omega^3*t^3*x)/
     (62574640128000*(1 + t^2)^13) + (31437752155393*M^4*omega^4*t^3*x)/
     (201840759196876800000*(1 + t^2)^13) + (7131463*M^2*omega^2*t^5*x)/
     (1314593280*(1 + t^2)^13) + (4292817721*M^3*omega^3*t*x)/
     (1126343522304000*(1 + t^2)^12) - (1806383853647*M^4*omega^4*t*x)/
     (220189919123865600000*(1 + t^2)^12) - (475889*M^2*omega^2*t^3*x)/
     (1051674624*(1 + t^2)^12) + (128461*M^2*omega^2*t*x)/
     (12620095488*(1 + t^2)^11) - (394257959*M^7*omega^7*t^3*x^3)/
     (24190787013120000*(1 + t^2)^17) + (7807365959*M^6*omega^6*t^5*x^3)/
     (13304932857216000*(1 + t^2)^17) - (3580745393*M^5*omega^5*t^7*x^3)/
     (461976835320000*(1 + t^2)^17) + (824233*M^4*omega^4*t^9*x^3)/
     (22057717500*(1 + t^2)^17) - (45911647*M^6*omega^6*t^3*x^3)/
     (311834363841000*(1 + t^2)^16) + (4768352839*M^5*omega^5*t^5*x^3)/
     (1007949458880000*(1 + t^2)^16) - (13157477*M^4*omega^4*t^7*x^3)/
     (323513190000*(1 + t^2)^16) - (76607963*M^5*omega^5*t^3*x^3)/
     (126352638720000*(1 + t^2)^15) + (45849809*M^6*omega^6*t^3*x^3)/
     (104300488006041600*(1 + t^2)^15) + (9576251*M^4*omega^4*t^5*x^3)/
     (739458720000*(1 + t^2)^15) - (35873689*M^4*omega^4*t^3*x^3)/
     (31057266240000*(1 + t^2)^14) + (M^6*omega^6*t^5*x^5)/
     (1210023360*(1 + t^2)^17)
 
c[33/2, 2] = (-3166424413*M^7*omega^7*t*x)/(6556030674665472000*
      (1 + t^2)^15) + (1956227715413611*M^6*omega^6*t^3*x)/
     (47957364385177927680000*(1 + t^2)^15) - 
    (110013370725211*M^5*omega^5*t^5*x)/(121104455518126080000*
      (1 + t^2)^15) + (137236126987*M^4*omega^4*t^7*x)/
     (22131662192640000*(1 + t^2)^15) - (906366530959*M^6*omega^6*t*x)/
     (181656683277189120000*(1 + t^2)^14) + (1190484513259*M^5*omega^5*t^3*x)/
     (3295359333826560000*(1 + t^2)^14) - (150572661973*M^4*omega^4*t^5*x)/
     (29508882923520000*(1 + t^2)^14) - (128332120309*M^5*omega^5*t*x)/
     (5180939273502720000*(1 + t^2)^13) + (1322192633*M^6*omega^6*t*x)/
     (36618549836591923200*(1 + t^2)^13) + (132394769567*M^4*omega^4*t^3*x)/
     (118035531694080000*(1 + t^2)^13) - (83862958843*M^4*omega^4*t*x)/
     (1416426380328960000*(1 + t^2)^12) + (6925843*M^6*omega^6*t^3*x^3)/
     (2549567484592128*(1 + t^2)^15)
 
c[33/2, 3] = (-286549*M^7*omega^7*t*x)/(355687428096000*(1 + t^2)^15) + 
    (147231551329*M^6*omega^6*t^3*x)/(2048959660011264000*(1 + t^2)^15) - 
    (8202969041*M^5*omega^5*t^5*x)/(4434977619072000*(1 + t^2)^15) + 
    (14404427*M^4*omega^4*t^7*x)/(926269344000*(1 + t^2)^15) - 
    (141941659*M^6*omega^6*t*x)/(15205637551104000*(1 + t^2)^14) + 
    (824969963*M^5*omega^5*t^3*x)/(1108744404768000*(1 + t^2)^14) - 
    (2255699*M^4*omega^4*t^5*x)/(176432256000*(1 + t^2)^14) - 
    (118770229*M^5*omega^5*t*x)/(2252687044608000*(1 + t^2)^13) + 
    (270529937*M^6*omega^6*t*x)/(2162783099723710464*(1 + t^2)^13) + 
    (631921*M^4*omega^4*t^3*x)/(224550144000*(1 + t^2)^13) - 
    (8878733*M^4*omega^4*t*x)/(59281238016000*(1 + t^2)^12) + 
    (7519*M^6*omega^6*t^3*x^3)/(1452390331392*(1 + t^2)^15)
 
c[33/2, 4] = (19301*M^6*omega^6*t*x)/(89349049810944*(1 + t^2)^13)
 
c[33/2, 5] = (M^6*omega^6*t*x)/(6379388928*(1 + t^2)^13)
 
c[33/2, 6] = 0
 
c[33/2, 7] = 0
 
c[33/2, 8] = 0
 
c[33/2, 9] = 0
 
c[33/2, 10] = 0
 
c[33/2, 11] = 0
 
c[33/2, 12] = 0
 
c[33/2, 13] = 0
 
c[33/2, 14] = 0
 
c[33/2, 15] = 0
 
c[33/2, 16] = 0
 
c[17, 0] = (43867*M^9*omega^9)/(701627318642250*(1 + t^2)^18) - 
    (1570094797*M^8*omega^8*t^2)/(591330349209600000*(1 + t^2)^18) + 
    (166731168431*M^7*omega^7*t^4)/(2993609892873600000*(1 + t^2)^18) - 
    (1530289605751*M^6*omega^6*t^6)/(1995739928582400000*(1 + t^2)^18) + 
    (644863040303*M^5*omega^5*t^8)/(83155830357600000*(1 + t^2)^18) - 
    (282318782891*M^4*omega^4*t^10)/(4619768353200000*(1 + t^2)^18) + 
    (597858379*M^3*omega^3*t^12)/(1539922784400*(1 + t^2)^18) - 
    (1423082*M^2*omega^2*t^14)/(654729075*(1 + t^2)^18) + 
    (M*omega*t^16)/(76*(1 + t^2)^18) + (565843*M^8*omega^8)/
     (1559171819205000*(1 + t^2)^17) - (472974822233*M^7*omega^7*t^2)/
     (23948879142988800000*(1 + t^2)^17) + (1493406938503*M^6*omega^6*t^4)/
     (2993609892873600000*(1 + t^2)^17) - (25894102853*M^5*omega^5*t^6)/
     (3261012955200000*(1 + t^2)^17) + (65961093493*M^4*omega^4*t^8)/
     (729437108400000*(1 + t^2)^17) - (46748033*M^3*omega^3*t^10)/
     (59227799400*(1 + t^2)^17) + (7719353*M^2*omega^2*t^12)/
     (1309458150*(1 + t^2)^17) - (15*M*omega*t^14)/(323*(1 + t^2)^17) + 
    (213671*M^7*omega^7)/(183431978730000*(1 + t^2)^16) - 
    (15650848942831*M^6*omega^6*t^2)/(191591033143910400000*(1 + t^2)^16) + 
    (9666985927021*M^7*omega^7*t^2)/(2441465823245421772800000*
      (1 + t^2)^16) + (6577650225493*M^5*omega^5*t^4)/
     (2660986571443200000*(1 + t^2)^16) - (3677184564861991*M^6*omega^6*t^4)/
     (20142093041774729625600000*(1 + t^2)^16) - 
    (6711856329287*M^4*omega^4*t^6)/(147832587302400000*(1 + t^2)^16) + 
    (367880497813*M^5*omega^5*t^6)/(128444119488921600000*(1 + t^2)^16) + 
    (283084843*M^3*omega^3*t^8)/(483113030400*(1 + t^2)^16) - 
    (1237889924107*M^4*omega^4*t^8)/(75690284698828800000*(1 + t^2)^16) - 
    (326329*M^2*omega^2*t^10)/(52907400*(1 + t^2)^16) + 
    (1365*M*omega*t^12)/(20672*(1 + t^2)^16) + (11351677*M^6*omega^6)/
     (4157791517880000*(1 + t^2)^15) - (1326866885627*M^5*omega^5*t^2)/
     (5321973142886400000*(1 + t^2)^15) + (9386898268117*M^6*omega^6*t^2)/
     (271273980360602419200000*(1 + t^2)^15) + (153703483*M^4*omega^4*t^4)/
     (16951334400000*(1 + t^2)^15) - (74298634759891*M^5*omega^5*t^4)/
     (50863871317612953600000*(1 + t^2)^15) - (24005512093*M^3*omega^3*t^6)/
     (123193822752000*(1 + t^2)^15) + (1589896652293*M^4*omega^4*t^6)/
     (100920379598438400000*(1 + t^2)^15) + (441401*M^2*omega^2*t^8)/
     (140849280*(1 + t^2)^15) - (1001*M*omega*t^10)/(20672*(1 + t^2)^15) + 
    (4463153*M^5*omega^5)/(852880311360000*(1 + t^2)^14) - 
    (43370581459*M^4*omega^4*t^2)/(68230424908800000*(1 + t^2)^14) + 
    (29558875256497*M^5*omega^5*t^2)/(203455485270451814400000*
      (1 + t^2)^14) - (91780584257*M^6*omega^6*t^2)/
     (1411864807499638190899200*(1 + t^2)^14) + (56149446389*M^3*omega^3*t^4)/
     (1971101164032000*(1 + t^2)^14) - (576020592769*M^4*omega^4*t^4)/
     (134560506131251200000*(1 + t^2)^14) - (26746021*M^2*omega^2*t^6)/
     (33522128640*(1 + t^2)^14) + (6435*M*omega*t^8)/(330752*(1 + t^2)^14) + 
    (130610699*M^4*omega^4)/(14783258730240000*(1 + t^2)^13) - 
    (3945929387*M^3*omega^3*t^2)/(2628134885376000*(1 + t^2)^13) + 
    (1489850550343*M^4*omega^4*t^2)/(4844178220725043200000*(1 + t^2)^13) + 
    (10111*M^2*omega^2*t^4)/(107494400*(1 + t^2)^13) - 
    (693*M*omega*t^6)/(165376*(1 + t^2)^13) + (28421513*M^3*omega^3)/
     (1971101164032000*(1 + t^2)^12) - (5401843*M^2*omega^2*t^2)/
     (1340885145600*(1 + t^2)^12) + (1155*M*omega*t^4)/
     (2646016*(1 + t^2)^12) + (294487*M^2*omega^2)/
     (10727081164800*(1 + t^2)^11) - (45*M*omega*t^2)/
     (2646016*(1 + t^2)^11) + (9*M*omega)/(84672512*(1 + t^2)^10) - 
    (225099793840891*M^8*omega^8*t^2*x^2)/(392378435878728499200000*
      (1 + t^2)^18) + (6925882487484391*M^7*omega^7*t^4*x^2)/
     (294283826909046374400000*(1 + t^2)^18) - 
    (827343260623889*M^6*omega^6*t^6*x^2)/(1886434787878502400000*
      (1 + t^2)^18) + (3222896989723259*M^5*omega^5*t^8*x^2)/
     (681212562289459200000*(1 + t^2)^18) - 
    (215656391154899*M^4*omega^4*t^10*x^2)/(7095964190515200000*
      (1 + t^2)^18) + (1979197621*M^3*omega^3*t^12*x^2)/
     (18250936704000*(1 + t^2)^18) - (1878114844588303*M^7*omega^7*t^2*x^2)/
     (392378435878728499200000*(1 + t^2)^17) + 
    (1510548669760279*M^6*omega^6*t^4*x^2)/(7006757783548723200000*
      (1 + t^2)^17) - (3752634486184021*M^5*omega^5*t^6*x^2)/
     (908283416385945600000*(1 + t^2)^17) + 
    (3292965250457*M^4*omega^4*t^8*x^2)/(79506601574400000*(1 + t^2)^17) - 
    (8597537647*M^3*omega^3*t^10*x^2)/(40226554368000*(1 + t^2)^17) - 
    (11724854436653*M^6*omega^6*t^2*x^2)/(557355732782284800000*
      (1 + t^2)^16) + (92225924128553*M^7*omega^7*t^2*x^2)/
     (16113674433419783700480000*(1 + t^2)^16) + 
    (15100703741449*M^5*omega^5*t^4*x^2)/(14971704665702400000*
      (1 + t^2)^16) - (794299806628193*M^6*omega^6*t^4*x^2)/
     (4028418608354945925120000*(1 + t^2)^16) - 
    (43747301681233*M^4*omega^4*t^6*x^2)/(2365321396838400000*(1 + t^2)^16) + 
    (29341975006321*M^5*omega^5*t^6*x^2)/(18650086149791416320000*
      (1 + t^2)^16) + (335856197*M^3*omega^3*t^8*x^2)/
     (2212234752000*(1 + t^2)^16) - (2822292255887*M^5*omega^5*t^2*x^2)/
     (44127129541017600000*(1 + t^2)^15) + 
    (306626327056661*M^6*omega^6*t^2*x^2)/(8056837216709891850240000*
      (1 + t^2)^15) + (18327016232639*M^4*omega^4*t^4*x^2)/
     (5975548792012800000*(1 + t^2)^15) - 
    (29258575021471*M^5*omega^5*t^4*x^2)/(34430928276537999360000*
      (1 + t^2)^15) - (9922615931*M^3*omega^3*t^6*x^2)/
     (210250790830080*(1 + t^2)^15) - (253878426959*M^4*omega^4*t^2*x^2)/
     (1720233743155200000*(1 + t^2)^14) + 
    (55682668866467*M^5*omega^5*t^2*x^2)/(596802756793325322240000*
      (1 + t^2)^14) + (193584372991*M^3*omega^3*t^4*x^2)/
     (31537618624512000*(1 + t^2)^14) - (10401594209*M^3*omega^3*t^2*x^2)/
     (42050158166016000*(1 + t^2)^13) + (6208164317*M^7*omega^7*t^4*x^4)/
     (20019307952996352000*(1 + t^2)^18) - (73215531197*M^6*omega^6*t^6*x^4)/
     (11677929639247872000*(1 + t^2)^18) + (4699*M^5*omega^5*t^8*x^4)/
     (150849578880*(1 + t^2)^18) + (87462289573*M^6*omega^6*t^4*x^4)/
     (46711718556991488000*(1 + t^2)^17) - (44478121*M^5*omega^5*t^6*x^4)/
     (2027418340147200*(1 + t^2)^17) + (4577809*M^5*omega^5*t^4*x^4)/
     (1351612226764800*(1 + t^2)^16)
 
c[17, 1] = (43867*M^9*omega^9)/(2554547108585472000*(1 + t^2)^18) - 
    (566313521*M^8*omega^8*t^2)/(204691274726400000*(1 + t^2)^18) + 
    (41848009687*M^7*omega^7*t^4)/(272146353897600000*(1 + t^2)^18) - 
    (105128243249*M^6*omega^6*t^6)/(25586409340800000*(1 + t^2)^18) + 
    (13543872413*M^5*omega^5*t^8)/(192490348050000*(1 + t^2)^18) - 
    (1991919919631*M^4*omega^4*t^10)/(2309884176600000*(1 + t^2)^18) + 
    (677225909*M^3*omega^3*t^12)/(85551265800*(1 + t^2)^18) - 
    (3041603*M^2*omega^2*t^14)/(50363775*(1 + t^2)^18) + 
    (17*M*omega*t^16)/(38*(1 + t^2)^18) + (152981*M^8*omega^8)/
     (177399104762880000*(1 + t^2)^17) - (98395303549*M^7*omega^7*t^2)/
     (2660986571443200000*(1 + t^2)^17) + (2221851248027*M^6*omega^6*t^4)/
     (997869964291200000*(1 + t^2)^17) - (3582005036257*M^5*omega^5*t^6)/
     (55437220238400000*(1 + t^2)^17) + (436707563573*M^4*omega^4*t^8)/
     (364718554200000*(1 + t^2)^17) - (1503395356*M^3*omega^3*t^10)/
     (96245174025*(1 + t^2)^17) + (70992107*M^2*omega^2*t^12)/
     (436486050*(1 + t^2)^17) - (30*M*omega*t^14)/(19*(1 + t^2)^17) + 
    (14370553*M^7*omega^7)/(709596419051520000*(1 + t^2)^16) - 
    (24242955730571*M^6*omega^6*t^2)/(95795516571955200000*(1 + t^2)^16) + 
    (1088523088531*M^7*omega^7*t^2)/(7629580697641943040000*(1 + t^2)^16) + 
    (5676188262557*M^5*omega^5*t^4)/(332623321430400000*(1 + t^2)^16) - 
    (398212762242671*M^6*omega^6*t^4)/(52453367296288358400000*
      (1 + t^2)^16) - (13587003915449*M^4*omega^4*t^6)/
     (24638764550400000*(1 + t^2)^16) + (34817724797563*M^5*omega^5*t^6)/
     (264915996445900800000*(1 + t^2)^16) + (30556112557*M^3*omega^3*t^8)/
     (2737640505600*(1 + t^2)^16) - (1878329886163*M^4*omega^4*t^8)/
     (2365321396838400000*(1 + t^2)^16) - (2356429147*M^2*omega^2*t^10)/
     (13967553600*(1 + t^2)^16) + (1365*M*omega*t^12)/(608*(1 + t^2)^16) + 
    (34878001*M^6*omega^6)/(118266069841920000*(1 + t^2)^15) - 
    (1104187743359*M^5*omega^5*t^2)/(886995523814400000*(1 + t^2)^15) + 
    (163978794347629*M^6*omega^6*t^2)/(114443710464629145600000*
      (1 + t^2)^15) + (375808910447*M^4*omega^4*t^4)/
     (3890331244800000*(1 + t^2)^15) - (738641847569*M^5*omega^5*t^4)/
     (11038166518579200000*(1 + t^2)^15) - (3617483981*M^3*omega^3*t^6)/
     (1026615189600*(1 + t^2)^15) + (2407909928257*M^4*omega^4*t^6)/
     (3153761862451200000*(1 + t^2)^15) + (109306717*M^2*omega^2*t^8)/
     (1289312640*(1 + t^2)^15) - (1001*M*omega*t^10)/(608*(1 + t^2)^15) + 
    (469500041*M^5*omega^5)/(157688093122560000*(1 + t^2)^14) - 
    (4668372625339*M^4*omega^4*t^2)/(886995523814400000*(1 + t^2)^14) + 
    (84532946154089*M^5*omega^5*t^2)/(12715967829403238400000*(1 + t^2)^14) - 
    (2282861557*M^6*omega^6*t^2)/(648834929917113139200*(1 + t^2)^14) + 
    (23476518827*M^3*omega^3*t^4)/(49277529100800*(1 + t^2)^14) - 
    (237369437393*M^4*omega^4*t^4)/(1146822495436800000*(1 + t^2)^14) - 
    (475241227*M^2*omega^2*t^6)/(22348085760*(1 + t^2)^14) + 
    (6435*M*omega*t^8)/(9728*(1 + t^2)^14) + (290499421*M^4*omega^4)/
     (13140674426880000*(1 + t^2)^13) - (1143344519*M^3*omega^3*t^2)/
     (52562697707520*(1 + t^2)^13) + (320621056621*M^4*omega^4*t^2)/
     (21625795628236800000*(1 + t^2)^13) + (547984813*M^2*omega^2*t^4)/
     (223480857600*(1 + t^2)^13) - (693*M*omega*t^6)/(4864*(1 + t^2)^13) + 
    (44173783*M^3*omega^3)/(350417984716800*(1 + t^2)^12) - 
    (541074829*M^2*omega^2*t^2)/(5363540582400*(1 + t^2)^12) + 
    (1155*M*omega*t^4)/(77824*(1 + t^2)^12) + (711541*M^2*omega^2)/
     (1191897907200*(1 + t^2)^11) - (45*M*omega*t^2)/(77824*(1 + t^2)^11) + 
    (9*M*omega)/(2490368*(1 + t^2)^10) - (1486541657*M^8*omega^8*t^2*x^2)/
     (221748880953600000*(1 + t^2)^18) + (1117787851099*M^7*omega^7*t^4*x^2)/
     (3421268448998400000*(1 + t^2)^18) - (379017577*M^6*omega^6*t^6*x^2)/
     (52646932800000*(1 + t^2)^18) + (562929824983*M^5*omega^5*t^8*x^2)/
     (6159691137600000*(1 + t^2)^18) - (266597442113*M^4*omega^4*t^10*x^2)/
     (384980696100000*(1 + t^2)^18) + (29857229*M^3*omega^3*t^12*x^2)/
     (10184674500*(1 + t^2)^18) - (12517526873*M^7*omega^7*t^2*x^2)/
     (190070469388800000*(1 + t^2)^17) + (3497738182781*M^6*omega^6*t^4*x^2)/
     (997869964291200000*(1 + t^2)^17) - (731044143341*M^5*omega^5*t^6*x^2)/
     (9239536706400000*(1 + t^2)^17) + (24576015469*M^4*omega^4*t^8*x^2)/
     (26248683825000*(1 + t^2)^17) - (2997373*M^3*omega^3*t^10*x^2)/
     (522291000*(1 + t^2)^17) - (451031471039*M^6*omega^6*t^2*x^2)/
     (1330493285721600000*(1 + t^2)^16) + 
    (51655989914059*M^7*omega^7*t^2*x^2)/(223801033797496995840000*
      (1 + t^2)^16) + (1414964747393*M^5*omega^5*t^4*x^2)/
     (73916293651200000*(1 + t^2)^16) - (491601619358359*M^6*omega^6*t^4*x^2)/
     (55950258449374248960000*(1 + t^2)^16) - 
    (392765231587*M^4*omega^4*t^6*x^2)/(947644790400000*(1 + t^2)^16) + 
    (19793259170173*M^5*omega^5*t^6*x^2)/(259028974302658560000*
      (1 + t^2)^16) + (7991339*M^3*omega^3*t^8*x^2)/
     (1975209600*(1 + t^2)^16) - (4682934719*M^5*omega^5*t^2*x^2)/
     (3890331244800000*(1 + t^2)^15) + (3317719061249*M^6*omega^6*t^2*x^2)/
     (1963166963135938560000*(1 + t^2)^15) + (6788827609*M^4*omega^4*t^4*x^2)/
     (99752083200000*(1 + t^2)^15) - (254095206206549*M^5*omega^5*t^4*x^2)/
     (6216695383263805440000*(1 + t^2)^15) - (270901853*M^3*omega^3*t^6*x^2)/
     (217273056000*(1 + t^2)^15) - (1914940880803*M^4*omega^4*t^2*x^2)/
     (591330349209600000*(1 + t^2)^14) + 
    (110172341578763*M^5*omega^5*t^2*x^2)/(24866781533055221760000*
      (1 + t^2)^14) + (836935097*M^3*omega^3*t^4*x^2)/
     (5214553344000*(1 + t^2)^14) - (7398003*M^3*omega^3*t^2*x^2)/
     (1158789632000*(1 + t^2)^13) + (12384793*M^7*omega^7*t^4*x^4)/
     (1900704693888000*(1 + t^2)^18) - (12173797*M^6*omega^6*t^6*x^4)/
     (79196028912000*(1 + t^2)^18) + (48077*M^5*omega^5*t^8*x^4)/
     (48886437600*(1 + t^2)^18) + (38341*M^6*omega^6*t^4*x^4)/
     (838053216000*(1 + t^2)^17) - (487*M^5*omega^5*t^6*x^4)/
     (705092850*(1 + t^2)^17) + (3329*M^5*omega^5*t^4*x^4)/
     (31287320064*(1 + t^2)^16)
 
c[17, 2] = (112446459473449*M^7*omega^7*t^2)/(152591613952838860800000*
      (1 + t^2)^16) - (2207251034714819*M^6*omega^6*t^4)/
     (50355232604436824064000*(1 + t^2)^16) + 
    (223605072115853*M^5*omega^5*t^6)/(264915996445900800000*(1 + t^2)^16) - 
    (9009149468789*M^4*omega^4*t^8)/(1576880931225600000*(1 + t^2)^16) + 
    (757753924672111*M^6*omega^6*t^2)/(91554968371703316480000*
      (1 + t^2)^15) - (453671510835089*M^5*omega^5*t^4)/
     (1059663985783603200000*(1 + t^2)^15) + (605174513849*M^4*omega^4*t^6)/
     (110658310963200000*(1 + t^2)^15) + (179772754899383*M^5*omega^5*t^2)/
     (4238655943134412800000*(1 + t^2)^14) - (4178658107*M^6*omega^6*t^2)/
     (133094344598382182400*(1 + t^2)^14) - (652630039471*M^4*omega^4*t^4)/
     (442633243852800000*(1 + t^2)^14) + (10582098985721*M^4*omega^4*t^2)/
     (100920379598438400000*(1 + t^2)^13) + 
    (407231124203*M^7*omega^7*t^2*x^2)/(290650693243502592000*(1 + t^2)^16) - 
    (764016568009*M^6*omega^6*t^4*x^2)/(12822824701919232000*(1 + t^2)^16) + 
    (197992013507*M^5*omega^5*t^6*x^2)/(336401265328128000*(1 + t^2)^16) + 
    (4993413847991*M^6*omega^6*t^2*x^2)/(435976039865253888000*
      (1 + t^2)^15) - (7561706394883*M^5*omega^5*t^4*x^2)/
     (24220891103625216000*(1 + t^2)^15) + (294841733531*M^5*omega^5*t^2*x^2)/
     (8807596764954624000*(1 + t^2)^14)
 
c[17, 3] = (496093*M^7*omega^7*t^2)/(471328593120000*(1 + t^2)^16) - 
    (263273057321*M^6*omega^6*t^4)/(3841799362521120000*(1 + t^2)^16) + 
    (23103907807*M^5*omega^5*t^6)/(15522421666752000*(1 + t^2)^16) - 
    (5550329*M^4*omega^4*t^8)/(467587890000*(1 + t^2)^16) + 
    (145888258937*M^6*omega^6*t^2)/(11176143600061440000*(1 + t^2)^15) - 
    (719441699*M^5*omega^5*t^4)/(955225948723200*(1 + t^2)^15) + 
    (366558827*M^4*omega^4*t^6)/(32419427040000*(1 + t^2)^15) + 
    (18540457343*M^5*omega^5*t^2)/(248358746668032000*(1 + t^2)^14) - 
    (17284419631*M^6*omega^6*t^2)/(162208732479278284800*(1 + t^2)^14) - 
    (196504619*M^4*omega^4*t^4)/(64838854080000*(1 + t^2)^14) + 
    (166521661*M^4*omega^4*t^2)/(778066248960000*(1 + t^2)^13) + 
    (223141283*M^7*omega^7*t^2*x^2)/(96421631059353600*(1 + t^2)^16) - 
    (45403582339*M^6*omega^6*t^4*x^2)/(409791932002252800*(1 + t^2)^16) + 
    (279649033*M^5*omega^5*t^6*x^2)/(218905946582400*(1 + t^2)^16) + 
    (1945165897*M^6*omega^6*t^2*x^2)/(91064873778278400*(1 + t^2)^15) - 
    (1914909943*M^5*omega^5*t^4*x^2)/(2845777305571200*(1 + t^2)^15) + 
    (90515609*M^5*omega^5*t^2*x^2)/(1264789913587200*(1 + t^2)^14)
 
c[17, 4] = (-45151*M^6*omega^6*t^2)/(270077809655808*(1 + t^2)^14)
 
c[17, 5] = (-1667*M^6*omega^6*t^2)/(15473207844864*(1 + t^2)^14)
 
c[17, 6] = 0
 
c[17, 7] = 0
 
c[17, 8] = 0
 
c[17, 9] = 0
 
c[17, 10] = 0
 
c[17, 11] = 0
 
c[17, 12] = 0
 
c[17, 13] = 0
 
c[17, 14] = 0
 
c[17, 15] = 0
 
c[17, 16] = 0
 
c[17, 17] = 0
 
c[35/2, 0] = (-36298223441*M^9*omega^9*t*x)/(21287892571545600000*
      (1 + t^2)^19) + (387428813711*M^8*omega^8*t^3*x)/
     (4354341662361600000*(1 + t^2)^19) - (105600358492513*M^7*omega^7*t^5*x)/
     (47897758285977600000*(1 + t^2)^19) + (6572083116883*M^6*omega^6*t^7*x)/
     (190070469388800000*(1 + t^2)^19) - (127939591746469*M^5*omega^5*t^9*x)/
     (332623321430400000*(1 + t^2)^19) + (29713118765723*M^4*omega^4*t^11*x)/
     (9239536706400000*(1 + t^2)^19) - (54220249493*M^3*omega^3*t^13*x)/
     (2566537974000*(1 + t^2)^19) + (3659753*M^2*omega^2*t^15*x)/
     (32332300*(1 + t^2)^19) - (18*M*omega*t^17*x)/(19*(1 + t^2)^19) - 
    (2301097897187*M^8*omega^8*t*x)/(127727355429273600000*(1 + t^2)^18) + 
    (4322503827589*M^7*omega^7*t^3*x)/(4226272789939200000*(1 + t^2)^18) - 
    (146896429217*M^6*omega^6*t^5*x)/(5366695606272000*(1 + t^2)^18) + 
    (101657562848389*M^5*omega^5*t^7*x)/(221748880953600000*(1 + t^2)^18) - 
    (35088476164517*M^4*omega^4*t^9*x)/(6522025910400000*(1 + t^2)^18) + 
    (18056586137*M^3*omega^3*t^11*x)/(380227848000*(1 + t^2)^18) - 
    (26154913*M^2*omega^2*t^13*x)/(78764400*(1 + t^2)^18) + 
    (68*M*omega*t^15*x)/(19*(1 + t^2)^18) - (500347520951*M^7*omega^7*t*x)/
     (5321973142886400000*(1 + t^2)^17) + (5942128710627073*M^8*omega^8*t*x)/
     (537122481113992790016000000*(1 + t^2)^17) + 
    (10292152847839*M^6*omega^6*t^3*x)/(1710634224499200000*(1 + t^2)^17) - 
    (20839998600460807*M^7*omega^7*t^3*x)/(24170511650129675550720000*
      (1 + t^2)^17) - (10677454189903*M^5*omega^5*t^5*x)/
     (60476967532800000*(1 + t^2)^17) + (1209845330921169337*M^6*omega^6*t^5*
      x)/(50355232604436824064000000*(1 + t^2)^17) + 
    (22041219274421*M^4*omega^4*t^7*x)/(6929652529800000*(1 + t^2)^17) - 
    (888627271456126921*M^5*omega^5*t^7*x)/(2797512922468712448000000*
      (1 + t^2)^17) - (246978276703*M^3*omega^3*t^9*x)/
     (6159691137600*(1 + t^2)^17) + (14467979714453807*M^4*omega^4*t^9*x)/
     (7285189902262272000000*(1 + t^2)^17) + (1338475979*M^2*omega^2*t^11*x)/
     (3491888400*(1 + t^2)^17) - (3453602353*M^3*omega^3*t^11*x)/
     (584029974528000*(1 + t^2)^17) - (105*M*omega*t^13*x)/
     (19*(1 + t^2)^17) - (12325645474993*M^6*omega^6*t*x)/
     (36493530122649600000*(1 + t^2)^16) + 
    (30357380635040149*M^7*omega^7*t*x)/(322273488668395674009600000*
      (1 + t^2)^16) + (262730482334297*M^5*omega^5*t^3*x)/
     (10643946285772800000*(1 + t^2)^16) - 
    (253547523922835369*M^6*omega^6*t^3*x)/(30987835448884199424000000*
      (1 + t^2)^16) - (473243224762073*M^4*omega^4*t^5*x)/
     (591330349209600000*(1 + t^2)^16) + 
    (2462479263894130937*M^5*omega^5*t^5*x)/(11190051689874849792000000*
      (1 + t^2)^16) + (2601193613791*M^3*omega^3*t^7*x)/
     (164258430336000*(1 + t^2)^16) - (67831962394676297*M^4*omega^4*t^7*x)/
     (29140759609049088000000*(1 + t^2)^16) - (224691263*M^2*omega^2*t^9*x)/
     (1015822080*(1 + t^2)^16) + (121880204429*M^3*omega^3*t^9*x)/
     (11680599490560000*(1 + t^2)^16) + (1365*M*omega*t^11*x)/
     (304*(1 + t^2)^16) - (13573134880169*M^5*omega^5*t*x)/
     (14191928381030400000*(1 + t^2)^15) + 
    (115110763476949159*M^6*omega^6*t*x)/(268561240556996395008000000*
      (1 + t^2)^15) - (432235184800127*M^7*omega^7*t*x)/
     (1040321437104996561715200000*(1 + t^2)^15) + 
    (4204433776339*M^4*omega^4*t^3*x)/(52176207283200000*(1 + t^2)^15) - 
    (71643376584550087*M^5*omega^5*t^3*x)/(1865008614979141632000000*
      (1 + t^2)^15) + (74053431262578961*M^6*omega^6*t^3*x)/
     (3197458534631533549977600000*(1 + t^2)^15) - 
    (7147174291*M^3*omega^3*t^5*x)/(2415565152000*(1 + t^2)^15) + 
    (132309544550488381*M^4*omega^4*t^5*x)/(155417384581595136000000*
      (1 + t^2)^15) - (29648713319809*M^5*omega^5*t^5*x)/
     (141218759323523481600000*(1 + t^2)^15) + (2244074101*M^2*omega^2*t^7*x)/
     (33522128640*(1 + t^2)^15) - (50200365217*M^3*omega^3*t^7*x)/
     (7787066327040000*(1 + t^2)^15) - (5005*M*omega*t^9*x)/
     (2432*(1 + t^2)^15) - (17227748833*M^4*omega^4*t*x)/
     (7469435990016000*(1 + t^2)^14) + (20464257772893967*M^5*omega^5*t*x)/
     (14920068919833133056000000*(1 + t^2)^14) - 
    (6944182722836267*M^6*omega^6*t*x)/(2196234144999437185843200000*
      (1 + t^2)^14) + (72822605171*M^3*omega^3*t^3*x)/
     (315376186245120*(1 + t^2)^14) - (198466773461662313*M^4*omega^4*t^3*x)/
     (1865008614979141632000000*(1 + t^2)^14) + 
    (4316812488965947*M^5*omega^5*t^3*x)/(45754878020821608038400000*
      (1 + t^2)^14) - (2270503349*M^2*omega^2*t^5*x)/
     (223480857600*(1 + t^2)^14) + (77941386683*M^3*omega^3*t^5*x)/
     (46722397962240000*(1 + t^2)^14) + (1287*M*omega*t^7*x)/
     (2432*(1 + t^2)^14) - (1189175161*M^3*omega^3*t*x)/
     (233611989811200*(1 + t^2)^13) + (12151446653654689*M^4*omega^4*t*x)/
     (3730017229958283264000000*(1 + t^2)^13) - 
    (66751984531417*M^5*omega^5*t*x)/(8319068731058474188800000*
      (1 + t^2)^13) + (592403177*M^2*omega^2*t^3*x)/
     (893923430400*(1 + t^2)^13) - (31347991*M^3*omega^3*t^3*x)/
     (186702888960000*(1 + t^2)^13) - (693*M*omega*t^5*x)/
     (9728*(1 + t^2)^13) - (261640739*M^2*omega^2*t*x)/
     (21454162329600*(1 + t^2)^12) + (1132820809*M^3*omega^3*t*x)/
     (249186122465280000*(1 + t^2)^12) + (165*M*omega*t^3*x)/
     (38912*(1 + t^2)^12) - (45*M*omega*t*x)/(622592*(1 + t^2)^11) + 
    (9272982941*M^8*omega^8*t^3*x^3)/(5321973142886400000*(1 + t^2)^19) - 
    (48597160817*M^7*omega^7*t^5*x^3)/(665246642860800000*(1 + t^2)^19) + 
    (35063951*M^6*omega^6*t^7*x^3)/(26404963200000*(1 + t^2)^19) - 
    (1078986709*M^5*omega^5*t^9*x^3)/(83995788240000*(1 + t^2)^19) + 
    (5984402323*M^4*omega^4*t^11*x^3)/(96245174025000*(1 + t^2)^19) + 
    (46684943033*M^7*omega^7*t^3*x^3)/(2660986571443200000*(1 + t^2)^18) - 
    (248483155199*M^6*omega^6*t^5*x^3)/(332623321430400000*(1 + t^2)^18) + 
    (23278032073*M^5*omega^5*t^7*x^3)/(1847907341280000*(1 + t^2)^18) - 
    (18096490199*M^4*omega^4*t^9*x^3)/(192490348050000*(1 + t^2)^18) + 
    (117590438033*M^6*omega^6*t^3*x^3)/(1330493285721600000*(1 + t^2)^17) - 
    (748061349443*M^7*omega^7*t^3*x^3)/(6886185655307599872000*
      (1 + t^2)^17) - (26562178693*M^5*omega^5*t^5*x^3)/
     (7391629365120000*(1 + t^2)^17) + (304962677655287*M^6*omega^6*t^5*x^3)/
     (111900516898748497920000*(1 + t^2)^17) + 
    (1537951241*M^4*omega^4*t^7*x^3)/(32081724675000*(1 + t^2)^17) - 
    (9829689557*M^5*omega^5*t^7*x^3)/(654113571471360000*(1 + t^2)^17) + 
    (887976251*M^5*omega^5*t^3*x^3)/(3112264995840000*(1 + t^2)^16) - 
    (911098218099109*M^6*omega^6*t^3*x^3)/(1342806202784981975040000*
      (1 + t^2)^16) - (6879424243*M^4*omega^4*t^5*x^3)/
     (724669545600000*(1 + t^2)^16) + (2607506389613*M^5*omega^5*t^5*x^3)/
     (282577062875627520000*(1 + t^2)^16) + (2640243481*M^4*omega^4*t^3*x^3)/
     (4479775372800000*(1 + t^2)^15) - (1352363318381*M^5*omega^5*t^3*x^3)/
     (1130308251502510080000*(1 + t^2)^15) - (64963*M^7*omega^7*t^5*x^5)/
     (190070469388800*(1 + t^2)^19) + (1679*M^6*omega^6*t^7*x^5)/
     (377123947200*(1 + t^2)^19) - (2291*M^6*omega^6*t^5*x^5)/
     (1508495788800*(1 + t^2)^18)
 
c[35/2, 1] = (3565416371103809*M^8*omega^8*t*x)/(26856124055699639500800000*
      (1 + t^2)^17) - (8861862852804341*M^7*omega^7*t^3*x)/
     (774695886222104985600000*(1 + t^2)^17) + 
    (907001196043958839*M^6*omega^6*t^5*x)/(2517761630221841203200000*
      (1 + t^2)^17) - (61648063593371*M^5*omega^5*t^7*x)/
     (11194529501675520000*(1 + t^2)^17) + 
    (1903063277111653*M^4*omega^4*t^9*x)/(45532436889139200000*
      (1 + t^2)^17) - (3453602353*M^3*omega^3*t^11*x)/
     (23053814784000*(1 + t^2)^17) + (103814403809525753*M^7*omega^7*t*x)/
     (80568372167098918502400000*(1 + t^2)^16) - 
    (2038795022936797*M^6*omega^6*t^3*x)/(16442524932061003776000*
      (1 + t^2)^16) + (237538797055755037*M^5*omega^5*t^5*x)/
     (62166953832638054400000*(1 + t^2)^16) - 
    (237288270456967*M^4*omega^4*t^7*x)/(4856793268174848000*(1 + t^2)^16) + 
    (121880204429*M^3*omega^3*t^9*x)/(461076295680000*(1 + t^2)^16) + 
    (3334204198492301*M^6*omega^6*t*x)/(497335630661104435200000*
      (1 + t^2)^15) - (44209293841612849*M^7*omega^7*t*x)/
     (4941526826248733668147200000*(1 + t^2)^15) - 
    (187755267249874463*M^5*omega^5*t^3*x)/(279751292246871244800000*
      (1 + t^2)^15) + (2425231147759183367*M^6*omega^6*t^3*x)/
     (4529732924061339195801600000*(1 + t^2)^15) + 
    (138377143583642213*M^4*omega^4*t^5*x)/(7770869229079756800000*
      (1 + t^2)^15) - (29648713319809*M^5*omega^5*t^5*x)/
     (5574424710139084800000*(1 + t^2)^15) - (50200365217*M^3*omega^3*t^7*x)/
     (307384197120000*(1 + t^2)^15) + (18367751600969779*M^5*omega^5*t*x)/
     (746003445991656652800000*(1 + t^2)^14) - 
    (122115474286909973*M^6*omega^6*t*x)/(1647175608749577889382400000*
      (1 + t^2)^14) - (206659366490704433*M^4*omega^4*t^3*x)/
     (93250430748957081600000*(1 + t^2)^14) + 
    (4316812488965947*M^5*omega^5*t^3*x)/(1806113606085063475200000*
      (1 + t^2)^14) + (77941386683*M^3*omega^3*t^5*x)/
     (1844305182720000*(1 + t^2)^14) + (4201057258247747*M^4*omega^4*t*x)/
     (62166953832638054400000*(1 + t^2)^13) - 
    (66751984531417*M^5*omega^5*t*x)/(328384292015466086400000*
      (1 + t^2)^13) - (31347991*M^3*omega^3*t^3*x)/
     (7369850880000*(1 + t^2)^13) + (1132820809*M^3*omega^3*t*x)/
     (9836294307840000*(1 + t^2)^12) - (40386604420511*M^7*omega^7*t^3*x^3)/
     (22380103379749699584000*(1 + t^2)^17) + 
    (231974650973647*M^6*omega^6*t^5*x^3)/(4417125667055861760000*
      (1 + t^2)^17) - (9829689557*M^5*omega^5*t^7*x^3)/
     (25820272558080000*(1 + t^2)^17) - 
    (1452901096453039*M^6*omega^6*t^3*x^3)/(111900516898748497920000*
      (1 + t^2)^16) + (2607506389613*M^5*omega^5*t^5*x^3)/
     (11154357745090560000*(1 + t^2)^16) - 
    (1352363318381*M^5*omega^5*t^3*x^3)/(44617430980362240000*(1 + t^2)^15)
 
c[35/2, 2] = (6294923287*M^8*omega^8*t*x)/(15611121219133440000*
      (1 + t^2)^17) - (8722275185707*M^7*omega^7*t^3*x)/
     (245875159201351680000*(1 + t^2)^17) + 
    (76064494470007*M^6*omega^6*t^5*x)/(61468789800337920000*(1 + t^2)^17) - 
    (9431591922119*M^5*omega^5*t^7*x)/(426866595835680000*(1 + t^2)^17) + 
    (4271488412621*M^4*omega^4*t^9*x)/(20326980754080000*(1 + t^2)^17) - 
    (7546381*M^3*omega^3*t^11*x)/(7504497000*(1 + t^2)^17) + 
    (4324859843*M^7*omega^7*t*x)/(975695076195840000*(1 + t^2)^16) - 
    (2083427408621*M^6*omega^6*t^3*x)/(4728368446179840000*(1 + t^2)^16) + 
    (5877391229069*M^5*omega^5*t^5*x)/(379436974076160000*(1 + t^2)^16) - 
    (6660529686061*M^4*omega^4*t^7*x)/(27102641005440000*(1 + t^2)^16) + 
    (7016657*M^3*omega^3*t^9*x)/(3958416000*(1 + t^2)^16) + 
    (408916991017*M^6*omega^6*t*x)/(15611121219133440000*(1 + t^2)^15) - 
    (279969925460779*M^7*omega^7*t*x)/(4844634143381111439360000*
      (1 + t^2)^15) - (76167369273733*M^5*omega^5*t^3*x)/
     (27319462133483520000*(1 + t^2)^15) + 
    (2525996934563034241*M^6*omega^6*t^3*x)/(679459938609200879370240000*
      (1 + t^2)^15) + (1948081363351*M^4*omega^4*t^5*x)/
     (21682112804352000*(1 + t^2)^15) - (5943014728690187*M^5*omega^5*t^5*x)/
     (142983993815067525120000*(1 + t^2)^15) - (52564607*M^3*omega^3*t^7*x)/
     (48028780800*(1 + t^2)^15) + (287118542917*M^5*omega^5*t*x)/
     (2601853536522240000*(1 + t^2)^14) - (43179081301847993*M^6*omega^6*t*x)/
     (82358780437478894469120000*(1 + t^2)^14) - 
    (7347329968051*M^4*omega^4*t^3*x)/(650463384130560000*(1 + t^2)^14) + 
    (32044670443444123*M^5*omega^5*t^3*x)/(1715807925780810301440000*
      (1 + t^2)^14) + (22675181*M^3*omega^3*t^5*x)/
     (80047968000*(1 + t^2)^14) + (1433250449*M^4*omega^4*t*x)/
     (4015206074880000*(1 + t^2)^13) - (495786576710053*M^5*omega^5*t*x)/
     (311965077414692782080000*(1 + t^2)^13) - (329491699*M^3*omega^3*t^3*x)/
     (11526907392000*(1 + t^2)^13) + (1335569*M^3*omega^3*t*x)/
     (1707689984000*(1 + t^2)^12) - (3147018449*M^7*omega^7*t^3*x^3)/
     (512239915002816000*(1 + t^2)^17) + (808468327*M^6*omega^6*t^5*x^3)/
     (3940307038483200*(1 + t^2)^17) - (2077093*M^5*omega^5*t^7*x^3)/
     (1134679946400*(1 + t^2)^17) - (434242759*M^6*omega^6*t^3*x^3)/
     (8627198568468480*(1 + t^2)^16) + (15179687*M^5*omega^5*t^5*x^3)/
     (13616159356800*(1 + t^2)^16) - (2830831*M^5*omega^5*t^3*x^3)/
     (19805322700800*(1 + t^2)^15)
 
c[35/2, 3] = (-4260289622531*M^7*omega^7*t*x)/(27151246298069965209600*
      (1 + t^2)^15) + (73848130359741841*M^6*omega^6*t^3*x)/
     (6794599386092008793702400*(1 + t^2)^15) - 
    (28393413918073*M^5*omega^5*t^5*x)/(204262848307239321600*(1 + t^2)^15) - 
    (184377640912799*M^6*omega^6*t*x)/(117655400624969849241600*
      (1 + t^2)^14) + (153071185044137*M^5*omega^5*t^3*x)/
     (2451154179686871859200*(1 + t^2)^14) - (2374315855127*M^5*omega^5*t*x)/
     (445664396306703974400*(1 + t^2)^13)
 
c[35/2, 4] = (-2077*M^7*omega^7*t*x)/(12652454707200*(1 + t^2)^15) + 
    (5513657689*M^6*omega^6*t^3*x)/(448819735050086400*(1 + t^2)^15) - 
    (624583*M^5*omega^5*t^5*x)/(3426706483200*(1 + t^2)^15) - 
    (2018413*M^6*omega^6*t*x)/(1110252900556800*(1 + t^2)^14) + 
    (15158069*M^5*omega^5*t^3*x)/(185042150092800*(1 + t^2)^14) - 
    (5199473*M^5*omega^5*t*x)/(740168600371200*(1 + t^2)^13)
 
c[35/2, 5] = 0
 
c[35/2, 6] = 0
 
c[35/2, 7] = 0
 
c[35/2, 8] = 0
 
c[35/2, 9] = 0
 
c[35/2, 10] = 0
 
c[35/2, 11] = 0
 
c[35/2, 12] = 0
 
c[35/2, 13] = 0
 
c[35/2, 14] = 0
 
c[35/2, 15] = 0
 
c[35/2, 16] = 0
 
c[35/2, 17] = 0
 
c[18, 0] = (-12572866155134287*M^8*omega^8*t^2)/(1208525582506483777536000000*
      (1 + t^2)^18) + (516958509819439*M^7*omega^7*t^4)/
     (1088108267562860544000000*(1 + t^2)^18) - 
    (761909495168208529*M^6*omega^6*t^6)/(75532848906655236096000000*
      (1 + t^2)^18) + (263174622423971803*M^5*omega^5*t^8)/
     (2098134691851534336000000*(1 + t^2)^18) - 
    (20117932826605483*M^4*omega^4*t^10)/(21855569706786816000000*
      (1 + t^2)^18) + (7848455519*M^3*omega^3*t^12)/
     (2190112404480000*(1 + t^2)^18) - (5496602677725851*M^7*omega^7*t^2)/
     (57548837262213513216000000*(1 + t^2)^17) + 
    (740312292785561651*M^6*omega^6*t^4)/(151065697813310472192000000*
      (1 + t^2)^17) - (101289711334339459*M^5*omega^5*t^6)/
     (932504307489570816000000*(1 + t^2)^17) + 
    (36399373183644491*M^4*omega^4*t^8)/(29140759609049088000000*
      (1 + t^2)^17) - (555945318847*M^3*omega^3*t^10)/
     (78844046561280000*(1 + t^2)^17) - (142437856964574011*M^6*omega^6*t^2)/
     (302131395626620944384000000*(1 + t^2)^16) + 
    (1571593747859*M^7*omega^7*t^2)/(7487161857952626769920000*
      (1 + t^2)^16) + (220277388488925301*M^5*omega^5*t^4)/
     (8392538767406137344000000*(1 + t^2)^16) - 
    (772318822943809*M^6*omega^6*t^4)/(92653627992163756277760000*
      (1 + t^2)^16) - (16171170272447759*M^4*omega^4*t^6)/
     (29140759609049088000000*(1 + t^2)^16) + 
    (127926863884271*M^5*omega^5*t^6)/(1715807925780810301440000*
      (1 + t^2)^16) + (1327222151*M^3*omega^3*t^8)/
     (265468170240000*(1 + t^2)^16) - (55140275257432153*M^5*omega^5*t^2)/
     (33570155069624549376000000*(1 + t^2)^15) + 
    (2409842541395459*M^6*omega^6*t^2)/(1482458047874620100444160000*
      (1 + t^2)^15) + (1880694324694181*M^4*omega^4*t^4)/
     (20569947959328768000000*(1 + t^2)^15) - 
    (1648958376420323*M^5*omega^5*t^4)/(41179390218739447234560000*
      (1 + t^2)^15) - (6654798611*M^3*omega^3*t^6)/
     (4290832465920000*(1 + t^2)^15) - (254161991058293*M^4*omega^4*t^2)/
     (58281519218098176000000*(1 + t^2)^14) + (1980641006527*M^5*omega^5*t^2)/
     (453767385330462228480000*(1 + t^2)^14) + (10153747999*M^3*omega^3*t^4)/
     (50460189799219200*(1 + t^2)^14) - (2719506301*M^3*omega^3*t^2)/
     (336401265328128000*(1 + t^2)^13) - (221930581*M^10*omega^10*x^2)/
     (486580401635328000*(1 + t^2)^20) + (2033606451601*M^9*omega^9*t^2*x^2)/
     (95795516571955200000*(1 + t^2)^20) - 
    (4017081348781*M^8*omega^8*t^4*x^2)/(8289996626419200000*(1 + t^2)^20) + 
    (1076489043893*M^7*omega^7*t^6*x^2)/(149680494643680000*(1 + t^2)^20) - 
    (286209678721*M^6*omega^6*t^8*x^2)/(3695814682560000*(1 + t^2)^20) + 
    (53101730697283*M^5*omega^5*t^10*x^2)/(83155830357600000*(1 + t^2)^20) - 
    (48441948601*M^4*omega^4*t^12*x^2)/(11666081700000*(1 + t^2)^20) + 
    (27837197279*M^3*omega^3*t^14*x^2)/(1283268987000*(1 + t^2)^20) - 
    (57228737*M^2*omega^2*t^16*x^2)/(581981400*(1 + t^2)^20) + 
    (M*omega*t^18*x^2)/(2*(1 + t^2)^20) - (143130593*M^9*omega^9*x^2)/
     (48658040163532800*(1 + t^2)^19) + (13018441900447*M^8*omega^8*t^2*x^2)/
     (76636413257564160000*(1 + t^2)^19) - 
    (436912246409131*M^7*omega^7*t^4*x^2)/(95795516571955200000*
      (1 + t^2)^19) + (611282131977067*M^6*omega^6*t^6*x^2)/
     (7982959714329600000*(1 + t^2)^19) - 
    (13366805288569*M^5*omega^5*t^8*x^2)/(14783258730240000*(1 + t^2)^19) + 
    (6696308442983*M^4*omega^4*t^10*x^2)/(839957882400000*(1 + t^2)^19) - 
    (279431588627*M^3*omega^3*t^12*x^2)/(5133075948000*(1 + t^2)^19) + 
    (45844081*M^2*omega^2*t^14*x^2)/(145495350*(1 + t^2)^19) - 
    (153*M*omega*t^16*x^2)/(76*(1 + t^2)^19) - (421224473*M^8*omega^8*x^2)/
     (40548366802944000*(1 + t^2)^18) + (13378527859603*M^7*omega^7*t^2*x^2)/
     (17961659357241600000*(1 + t^2)^18) - 
    (222526479943099*M^8*omega^8*t^2*x^2)/(12788630502714114048000000*
      (1 + t^2)^18) - (279181124324281*M^6*omega^6*t^4*x^2)/
     (11974439571494400000*(1 + t^2)^18) + 
    (38485332949525069*M^7*omega^7*t^4*x^2)/(46481753173326299136000000*
      (1 + t^2)^18) + (11422158657047*M^5*omega^5*t^6*x^2)/
     (26088103641600000*(1 + t^2)^18) - 
    (4361663681773159*M^6*omega^6*t^6*x^2)/(286109276161572864000000*
      (1 + t^2)^18) - (47857618318093*M^4*omega^4*t^8*x^2)/
     (8528803113600000*(1 + t^2)^18) + (7695996534476567*M^5*omega^5*t^8*x^2)/
     (58281519218098176000000*(1 + t^2)^18) + 
    (6006882809*M^3*omega^3*t^10*x^2)/(114068354400*(1 + t^2)^18) - 
    (67450494138611*M^4*omega^4*t^10*x^2)/(134910924115968000000*
      (1 + t^2)^18) - (4239314291*M^2*omega^2*t^12*x^2)/
     (10475665200*(1 + t^2)^18) + (255*M*omega*t^14*x^2)/(76*(1 + t^2)^18) - 
    (36705611*M^7*omega^7*x^2)/(1382330686464000*(1 + t^2)^17) + 
    (75594813203513*M^6*omega^6*t^2*x^2)/(31931838857318400000*
      (1 + t^2)^17) - (20684779108408589*M^7*omega^7*t^2*x^2)/
     (142179480294880444416000000*(1 + t^2)^17) - 
    (227938888535327*M^5*omega^5*t^4*x^2)/(2660986571443200000*
      (1 + t^2)^17) + (703944227800393051*M^6*omega^6*t^4*x^2)/
     (100710465208873648128000000*(1 + t^2)^17) + 
    (65914561190477*M^4*omega^4*t^6*x^2)/(36958146825600000*(1 + t^2)^17) - 
    (39556078192000651*M^5*omega^5*t^6*x^2)/(349689115308589056000000*
      (1 + t^2)^17) - (127098976153*M^3*omega^3*t^8*x^2)/
     (5133075948000*(1 + t^2)^17) + (6666137964431683*M^4*omega^4*t^8*x^2)/
     (9713586536349696000000*(1 + t^2)^17) + (186187643*M^2*omega^2*t^10*x^2)/
     (698377680*(1 + t^2)^17) - (455*M*omega*t^12*x^2)/(152*(1 + t^2)^17) - 
    (26694224779*M^6*omega^6*x^2)/(486580401635328000*(1 + t^2)^16) + 
    (21629782577521*M^5*omega^5*t^2*x^2)/(3547982095257600000*(1 + t^2)^16) - 
    (82696310338666369*M^6*omega^6*t^2*x^2)/(134280620278498197504000000*
      (1 + t^2)^16) + (2383731501036773*M^7*omega^7*t^2*x^2)/
     (9318307729497612059934720000*(1 + t^2)^16) - 
    (2882095958429*M^4*omega^4*t^4*x^2)/(11371737484800000*(1 + t^2)^16) + 
    (785840986341533*M^5*omega^5*t^4*x^2)/(29140759609049088000000*
      (1 + t^2)^16) - (39452333524063*M^6*omega^6*t^4*x^2)/
     (7843693374997989949440000*(1 + t^2)^16) + 
    (7520116621*M^3*omega^3*t^6*x^2)/(1283268987000*(1 + t^2)^16) - 
    (4014734279080321*M^4*omega^4*t^6*x^2)/(12951448715132928000000*
      (1 + t^2)^16) - (8552734447*M^2*omega^2*t^8*x^2)/
     (89392343040*(1 + t^2)^16) + (15015*M*omega*t^10*x^2)/
     (9728*(1 + t^2)^16) - (661433*M^5*omega^5*x^2)/
     (6810845184000*(1 + t^2)^15) + (1476332729819*M^4*omega^4*t^2*x^2)/
     (109168679854080000*(1 + t^2)^15) - 
    (9296692708595477*M^5*omega^5*t^2*x^2)/(5595025844937424896000000*
      (1 + t^2)^15) + (8183118676477*M^6*omega^6*t^2*x^2)/
     (7240332346151990722560000*(1 + t^2)^15) - 
    (2374763459*M^3*omega^3*t^4*x^2)/(3650187340800*(1 + t^2)^15) + 
    (905644529609837*M^4*omega^4*t^4*x^2)/(17268598286843904000000*
      (1 + t^2)^15) + (1752908503*M^2*omega^2*t^6*x^2)/
     (95777510400*(1 + t^2)^15) - (9009*M*omega*t^8*x^2)/
     (19456*(1 + t^2)^15) - (590262401*M^4*omega^4*x^2)/
     (3861749219328000*(1 + t^2)^14) + (25068613*M^3*omega^3*t^2*x^2)/
     (918928281600*(1 + t^2)^14) - (6608586456559*M^4*omega^4*t^2*x^2)/
     (2516880721969152000000*(1 + t^2)^14) - (3013335257*M^2*omega^2*t^4*x^2)/
     (1787846860800*(1 + t^2)^14) + (3003*M*omega*t^6*x^2)/
     (38912*(1 + t^2)^14) - (6674321*M^3*omega^3*x^2)/
     (30035827261440*(1 + t^2)^13) + (6111013*M^2*omega^2*t^2*x^2)/
     (105167462400*(1 + t^2)^13) - (495*M*omega*t^4*x^2)/
     (77824*(1 + t^2)^13) - (23074769*M^2*omega^2*x^2)/
     (68653319454720*(1 + t^2)^12) + (495*M*omega*t^2*x^2)/
     (2490368*(1 + t^2)^12) - (5*M*omega*x^2)/(4980736*(1 + t^2)^11) - 
    (9502183*M^8*omega^8*t^4*x^4)/(28510570408320000*(1 + t^2)^20) + 
    (10262519*M^7*omega^7*t^6*x^4)/(950352346944000*(1 + t^2)^20) - 
    (55688993*M^6*omega^6*t^8*x^4)/(395980144560000*(1 + t^2)^20) + 
    (78684703*M^5*omega^5*t^10*x^4)/(98995036140000*(1 + t^2)^20) - 
    (563119*M^7*omega^7*t^4*x^4)/(187981782912000*(1 + t^2)^19) + 
    (106848163*M^6*omega^6*t^6*x^4)/(1187940433680000*(1 + t^2)^19) - 
    (57738281*M^5*omega^5*t^8*x^4)/(65996690760000*(1 + t^2)^19) - 
    (1893319*M^6*omega^6*t^4*x^4)/(150849578880000*(1 + t^2)^18) + 
    (835039368979*M^7*omega^7*t^4*x^4)/(50355232604436824064000*
      (1 + t^2)^18) + (1359679*M^5*omega^5*t^6*x^4)/
     (4714049340000*(1 + t^2)^18) - (2674802129*M^6*omega^6*t^6*x^4)/
     (13624251245789184000*(1 + t^2)^18) - (117227*M^5*omega^5*t^4*x^4)/
     (4235081760000*(1 + t^2)^17) + (12853333949*M^6*omega^6*t^4*x^4)/
     (217988019932626944000*(1 + t^2)^17) + (M^7*omega^7*t^6*x^6)/
     (123422382720*(1 + t^2)^20)
 
c[18, 1] = (-65557615690065383*M^8*omega^8*t^2)/(302131395626620944384000000*
      (1 + t^2)^18) + (135665372359489523*M^7*omega^7*t^4)/
     (10790406986665033728000000*(1 + t^2)^18) - 
    (2064858123116944387*M^6*omega^6*t^6)/(6294404075554603008000000*
      (1 + t^2)^18) + (609703980626617*M^5*omega^5*t^8)/
     (126974987403264000000*(1 + t^2)^18) - 
    (72061767505410649*M^4*omega^4*t^10)/(1821297475565568000000*
      (1 + t^2)^18) + (5279101543*M^3*omega^3*t^12)/
     (32207535360000*(1 + t^2)^18) - (8208747671204629*M^7*omega^7*t^2)/
     (3320125226666164224000000*(1 + t^2)^17) + 
    (1974692077639255853*M^6*omega^6*t^4)/(12588808151109206016000000*
      (1 + t^2)^17) - (2883984991695652993*M^5*omega^5*t^6)/
     (699378230617178112000000*(1 + t^2)^17) + 
    (129951228196623473*M^4*omega^4*t^8)/(2428396634087424000000*
      (1 + t^2)^17) - (41504363471*M^3*omega^3*t^10)/
     (128830141440000*(1 + t^2)^17) - (372455669690563883*M^6*omega^6*t^2)/
     (25177616302218412032000000*(1 + t^2)^16) + 
    (3791139424488839*M^7*omega^7*t^2)/(370614511968655025111040000*
      (1 + t^2)^16) + (689685919654305953*M^5*omega^5*t^4)/
     (699378230617178112000000*(1 + t^2)^16) - 
    (158538568593259*M^6*omega^6*t^4)/(363347560753583357952000*
      (1 + t^2)^16) - (57503515332769927*M^4*omega^4*t^6)/
     (2428396634087424000000*(1 + t^2)^16) + 
    (292624164775961*M^5*omega^5*t^6)/(71491996907533762560000*
      (1 + t^2)^16) + (890678527*M^3*omega^3*t^8)/
     (3903943680000*(1 + t^2)^16) - (110654855045281*M^5*omega^5*t^2)/
     (1817747188088832000000*(1 + t^2)^15) + 
    (2112146482793821*M^6*omega^6*t^2)/(24707634131243668340736000*
      (1 + t^2)^15) + (5953333673556349*M^4*omega^4*t^4)/
     (1533724189949952000000*(1 + t^2)^15) - (19008329310241*M^5*omega^5*t^4)/
     (8665696594852577280000*(1 + t^2)^15) - (2697867483*M^3*omega^3*t^6)/
     (38171893760000*(1 + t^2)^15) - (892909184588279*M^4*omega^4*t^2)/
     (4856793268174848000000*(1 + t^2)^14) + (34091586354967*M^5*omega^5*t^2)/
     (142983993815067525120000*(1 + t^2)^14) + (3774100091*M^3*omega^3*t^4)/
     (412256452608000*(1 + t^2)^14) - (28821131*M^3*omega^3*t^2)/
     (78525038592000*(1 + t^2)^13) - (13059786970712893*M^8*omega^8*t^2*x^2)/
     (28774418631106756608000000*(1 + t^2)^18) + 
    (1246559406011332157*M^7*omega^7*t^4*x^2)/(50355232604436824064000000*
      (1 + t^2)^18) - (407868116091455557*M^6*omega^6*t^6*x^2)/
     (786800509444325376000000*(1 + t^2)^18) + 
    (221740816526690893*M^5*omega^5*t^8*x^2)/(43711139413573632000000*
      (1 + t^2)^18) - (6485276069048677*M^4*omega^4*t^10*x^2)/
     (303549579260928000000*(1 + t^2)^18) - 
    (869693974506180353*M^7*omega^7*t^2*x^2)/(201420930417747296256000000*
      (1 + t^2)^17) + (312711451877011247*M^6*omega^6*t^4*x^2)/
     (1325137700116758528000000*(1 + t^2)^17) - 
    (377046377193599843*M^5*omega^5*t^6*x^2)/(87422278827147264000000*
      (1 + t^2)^17) + (70660651439888509*M^4*omega^4*t^8*x^2)/
     (2428396634087424000000*(1 + t^2)^17) - 
    (77028936013235663*M^6*omega^6*t^2*x^2)/(3730017229958283264000000*
      (1 + t^2)^16) + (617071210758767*M^7*omega^7*t^2*x^2)/
     (45677979066164764999680000*(1 + t^2)^16) + 
    (1200025632462571*M^5*omega^5*t^4*x^2)/(1177404428648448000000*
      (1 + t^2)^16) - (97837030119373*M^6*omega^6*t^4*x^2)/
     (346045295955793674240000*(1 + t^2)^16) - 
    (14053481846004661*M^4*omega^4*t^6*x^2)/(1079287392927744000000*
      (1 + t^2)^16) - (9661218864526729*M^5*omega^5*t^2*x^2)/
     (155417384581595136000000*(1 + t^2)^15) + 
    (7913616747787*M^6*omega^6*t^2*x^2)/(125834653074834063360000*
      (1 + t^2)^15) + (84612502775685659*M^4*omega^4*t^4*x^2)/
     (38854346145398784000000*(1 + t^2)^15) - 
    (16695188856760279*M^4*omega^4*t^2*x^2)/(155417384581595136000000*
      (1 + t^2)^14) + (2586203716399*M^7*omega^7*t^4*x^4)/
     (4196269383703068672000*(1 + t^2)^18) - 
    (28792338907*M^6*omega^6*t^6*x^4)/(3406062811447296000*(1 + t^2)^18) + 
    (137594242867*M^6*omega^6*t^4*x^4)/(54497004983156736000*(1 + t^2)^17)
 
c[18, 2] = (-4594680791*M^8*omega^8*t^2)/(8195838640045056000*(1 + t^2)^18) + 
    (2013172870799*M^7*omega^7*t^4)/(52687534114575360000*(1 + t^2)^18) - 
    (174073830317*M^6*omega^6*t^6)/(151649974836360000*(1 + t^2)^18) + 
    (3260465730271*M^5*omega^5*t^8)/(170746638334272000*(1 + t^2)^18) - 
    (9608075885957*M^4*omega^4*t^10)/(53358324479460000*(1 + t^2)^18) + 
    (29857229*M^3*omega^3*t^12)/(33770236500*(1 + t^2)^18) - 
    (11609383213*M^7*omega^7*t^2)/(1549633356311040000*(1 + t^2)^17) + 
    (1938716210587*M^6*omega^6*t^4)/(3546276334634880000*(1 + t^2)^17) - 
    (20909174665853*M^5*omega^5*t^6)/(1280599787507040000*(1 + t^2)^17) + 
    (3232881286337*M^4*omega^4*t^8)/(13339581119865000*(1 + t^2)^17) - 
    (2997373*M^3*omega^3*t^10)/(1731807000*(1 + t^2)^17) - 
    (4742908669651*M^6*omega^6*t^2)/(92203184700506880000*(1 + t^2)^16) + 
    (103502569221901*M^7*omega^7*t^2)/(1362553352825937592320000*
      (1 + t^2)^16) + (39855539156683*M^5*omega^5*t^4)/
     (10244798300056320000*(1 + t^2)^16) - (3685302825496559*M^6*omega^6*t^4)/
     (1052882136274588139520000*(1 + t^2)^16) - 
    (3571951734289*M^4*omega^4*t^6)/(33479733006720000*(1 + t^2)^16) + 
    (18315248899919*M^5*omega^5*t^6)/(513100456274165760000*(1 + t^2)^16) + 
    (7991339*M^3*omega^3*t^8)/(6549379200*(1 + t^2)^16) - 
    (51175776473*M^5*omega^5*t^2)/(213433297917840000*(1 + t^2)^15) + 
    (63627553711688117*M^6*omega^6*t^2)/(92653627992163756277760000*
      (1 + t^2)^15) + (59402319935747*M^4*omega^4*t^4)/
     (3414932766685440000*(1 + t^2)^15) - (860141092531489*M^5*omega^5*t^4)/
     (45152840152126586880000*(1 + t^2)^15) - (270901853*M^3*omega^3*t^6)/
     (720431712000*(1 + t^2)^15) - (1178481591751*M^4*omega^4*t^2)/
     (1437866428078080000*(1 + t^2)^14) + (371958077989643*M^5*omega^5*t^2)/
     (180611360608506347520000*(1 + t^2)^14) + (836935097*M^3*omega^3*t^4)/
     (17290361088000*(1 + t^2)^14) - (2466001*M^3*omega^3*t^2)/
     (1280767488000*(1 + t^2)^13) - (5007149999*M^8*omega^8*t^2*x^2)/
     (3469138048696320000*(1 + t^2)^18) + 
    (21812194997993*M^7*omega^7*t^4*x^2)/(245875159201351680000*
      (1 + t^2)^18) - (260721640944241*M^6*omega^6*t^6*x^2)/
     (122937579600675840000*(1 + t^2)^18) + 
    (20618417746453*M^5*omega^5*t^8*x^2)/(853733191671360000*(1 + t^2)^18) - 
    (4318294047107*M^4*omega^4*t^10*x^2)/(35572216319640000*(1 + t^2)^18) - 
    (7675496236781*M^7*omega^7*t^2*x^2)/(491750318402703360000*
      (1 + t^2)^17) + (2080827016361*M^6*omega^6*t^4*x^2)/
     (2156799642117120000*(1 + t^2)^17) - 
    (23252492874577*M^5*omega^5*t^6*x^2)/(1138310922228480000*(1 + t^2)^17) + 
    (1461296702717*M^4*omega^4*t^8*x^2)/(8893054079910000*(1 + t^2)^17) - 
    (3211466657213*M^6*omega^6*t^2*x^2)/(37826947569438720000*(1 + t^2)^16) + 
    (497769778365287*M^7*omega^7*t^2*x^2)/(4314031356248894472192000*
      (1 + t^2)^16) + (965058862153*M^5*omega^5*t^4*x^2)/
     (200878398040320000*(1 + t^2)^16) - 
    (2331627586485371*M^6*omega^6*t^4*x^2)/(882415504687273869312000*
      (1 + t^2)^16) - (2130826986731*M^4*omega^4*t^6*x^2)/
     (29187459544320000*(1 + t^2)^16) - (5323586598529*M^5*omega^5*t^2*x^2)/
     (18212974755655680000*(1 + t^2)^15) + 
    (15455626542683*M^6*omega^6*t^2*x^2)/(26538812171045830656000*
      (1 + t^2)^15) + (3444565404559*M^4*omega^4*t^4*x^2)/
     (284577730557120000*(1 + t^2)^15) - (10758132655639*M^4*omega^4*t^2*x^2)/
     (18212974755655680000*(1 + t^2)^14) + (1043698781*M^7*omega^7*t^4*x^4)/
     (409791932002252800*(1 + t^2)^18) - (9991*M^6*omega^6*t^6*x^4)/
     (246387645504*(1 + t^2)^18) + (12083*M^6*omega^6*t^4*x^4)/
     (1007949458880*(1 + t^2)^17)
 
c[18, 3] = (98832259053793*M^7*omega^7*t^2)/(514742377734243090432000*
      (1 + t^2)^16) - (137736952328923*M^6*omega^6*t^4)/
     (14298399381506752512000*(1 + t^2)^16) + (1311605196859*M^5*omega^5*t^6)/
     (11915332817922293760*(1 + t^2)^16) + (324660762344311*M^6*omega^6*t^2)/
     (171580792578081030144000*(1 + t^2)^15) - 
    (250767994429639*M^5*omega^5*t^4)/(4289519814452025753600*(1 + t^2)^15) + 
    (107786274176821*M^5*omega^5*t^2)/(17158079257808103014400*
      (1 + t^2)^14) + (662751674463407*M^7*omega^7*t^2*x^2)/
     (1941314110312002512486400*(1 + t^2)^16) - 
    (290502098273*M^6*omega^6*t^4*x^2)/(33349036458324787200*(1 + t^2)^16) + 
    (5335556632297*M^6*omega^6*t^2*x^2)/(2801319062499282124800*(1 + t^2)^15)
 
c[18, 4] = (4648719967*M^7*omega^7*t^2)/(26929184103005184000*(1 + t^2)^16) - 
    (3042083963*M^6*omega^6*t^4)/(320585525035776000*(1 + t^2)^16) + 
    (5818088053*M^5*omega^5*t^6)/(46752055734384000*(1 + t^2)^16) + 
    (8391902047*M^6*omega^6*t^2)/(4488197350500864000*(1 + t^2)^15) - 
    (3074422451*M^5*omega^5*t^4)/(46752055734384000*(1 + t^2)^15) + 
    (1314125467*M^5*omega^5*t^2)/(187008222937536000*(1 + t^2)^14) + 
    (36797377*M^7*omega^7*t^2*x^2)/(102587368011448320*(1 + t^2)^16) - 
    (250961*M^6*omega^6*t^4*x^2)/(24286782199680*(1 + t^2)^16) + 
    (6978733*M^6*omega^6*t^2*x^2)/(3108708121559040*(1 + t^2)^15)
 
c[18, 5] = 0
 
c[18, 6] = 0
 
c[18, 7] = 0
 
c[18, 8] = 0
 
c[18, 9] = 0
 
c[18, 10] = 0
 
c[18, 11] = 0
 
c[18, 12] = 0
 
c[18, 13] = 0
 
c[18, 14] = 0
 
c[18, 15] = 0
 
c[18, 16] = 0
 
c[18, 17] = 0
 
c[18, 18] = 0
 
c[37/2, 0] = (-169186920752057011*M^9*omega^9*t*x)/
     (4834102330025935110144000000*(1 + t^2)^19) + 
    (11964011951946497717*M^8*omega^8*t^3*x)/(5438365121279176998912000000*
      (1 + t^2)^19) - (27703848498799091*M^7*omega^7*t^5*x)/
     (442575286562433024000000*(1 + t^2)^19) + 
    (1480569339104647117*M^6*omega^6*t^7*x)/(1398756461234356224000000*
      (1 + t^2)^19) - (300165425418228229*M^5*omega^5*t^9*x)/
     (25902897430265856000000*(1 + t^2)^19) + 
    (607242237223150103*M^4*omega^4*t^11*x)/(7285189902262272000000*
      (1 + t^2)^19) - (331961995182607*M^3*omega^3*t^13*x)/
     (910648737782784000*(1 + t^2)^19) + (340099*M^2*omega^2*t^15*x)/
     (306306000*(1 + t^2)^19) - (4491314544446835691*M^8*omega^8*t*x)/
     (14502306990077805330432000000*(1 + t^2)^18) + 
    (100874934641214323*M^7*omega^7*t^3*x)/(4394638481841759191040000*
      (1 + t^2)^18) - (24053426822320856843*M^6*omega^6*t^5*x)/
     (33570155069624549376000000*(1 + t^2)^18) + 
    (315134218085246207617*M^5*omega^5*t^7*x)/(25177616302218412032000000*
      (1 + t^2)^18) - (11575803305584062269*M^4*omega^4*t^9*x)/
     (87422278827147264000000*(1 + t^2)^18) + 
    (444635808099557*M^3*omega^3*t^11*x)/(551908325928960000*(1 + t^2)^18) - 
    (27946069*M^2*omega^2*t^13*x)/(8576568000*(1 + t^2)^18) - 
    (10636390346418831391*M^7*omega^7*t*x)/(7251153495038902665216000000*
      (1 + t^2)^17) + (100233977133690947221*M^8*omega^8*t*x)/
     (171223904529518621601300480000000*(1 + t^2)^17) + 
    (12704015164174176811*M^6*omega^6*t^3*x)/(100710465208873648128000000*
      (1 + t^2)^17) - (456750105481417134601*M^7*omega^7*t^3*x)/
     (8561195226475931080065024000000*(1 + t^2)^17) - 
    (320059179579403237*M^5*omega^5*t^5*x)/(75950577080598528000000*
      (1 + t^2)^17) + (830390277945213199*M^6*omega^6*t^5*x)/
     (605836392272130539520000000*(1 + t^2)^17) + 
    (1418261703604679683*M^4*omega^4*t^7*x)/(19427173072699392000000*
      (1 + t^2)^17) - (1939853118333238725467*M^5*omega^5*t^7*x)/
     (148631861570762692362240000000*(1 + t^2)^17) - 
    (8075542923522497*M^3*omega^3*t^9*x)/(12141983170437120000*
      (1 + t^2)^17) + (112457142349522001*M^4*omega^4*t^9*x)/
     (2493153877663088640000000*(1 + t^2)^17) + (21499693*M^2*omega^2*t^11*x)/
     (5717712000*(1 + t^2)^17) - (221253010336396061*M^6*omega^6*t*x)/
     (44760206759499399168000000*(1 + t^2)^16) + 
    (59888328727393265501*M^7*omega^7*t*x)/(11414926968634574773420032000000*
      (1 + t^2)^16) + (16232652433223571901*M^5*omega^5*t^3*x)/
     (33570155069624549376000000*(1 + t^2)^16) - 
    (1651983712208196354289*M^6*omega^6*t^3*x)/
     (3567164677698304616693760000000*(1 + t^2)^16) - 
    (1939481196035995597*M^4*omega^4*t^5*x)/(116563038436196352000000*
      (1 + t^2)^16) + (1834682939400287896313*M^5*omega^5*t^5*x)/
     (198175815427683589816320000000*(1 + t^2)^16) + 
    (3374338472087329*M^3*omega^3*t^7*x)/(13245799822295040000*
      (1 + t^2)^16) - (12459709934899323493*M^4*omega^4*t^7*x)/
     (229370156745004154880000000*(1 + t^2)^16) - 
    (79283837*M^2*omega^2*t^9*x)/(36593356800*(1 + t^2)^16) - 
    (2689024629104814239*M^5*omega^5*t*x)/(201420930417747296256000000*
      (1 + t^2)^15) + (76924668944229056449*M^6*omega^6*t*x)/
     (3170813046842937437061120000000*(1 + t^2)^15) - 
    (355665111621727*M^7*omega^7*t*x)/(10843121721597221306105856000*
      (1 + t^2)^15) + (1006185964167819943*M^4*omega^4*t^3*x)/
     (699378230617178112000000*(1 + t^2)^15) - 
    (1347834725955270282857*M^5*omega^5*t^3*x)/
     (792703261710734359265280000000*(1 + t^2)^15) + 
    (1966107362839*M^6*omega^6*t^3*x)/(2231095004443872696729600*
      (1 + t^2)^15) - (4426275602199727*M^3*omega^3*t^5*x)/
     (97135865363496960000*(1 + t^2)^15) + 
    (6344447282023657061*M^4*omega^4*t^5*x)/(305826875660005539840000000*
      (1 + t^2)^15) + (143430389*M^2*omega^2*t^7*x)/
     (219560140800*(1 + t^2)^15) - (5798893466837491*M^4*omega^4*t*x)/
     (186500861497914163200000*(1 + t^2)^14) + 
    (665367167451692466023*M^5*omega^5*t*x)/(9512439140528812311183360000000*
      (1 + t^2)^14) - (172594742945*M^6*omega^6*t*x)/
     (1070925602133058894430208*(1 + t^2)^14) + 
    (258677707360799*M^3*omega^3*t^3*x)/(77708692290797568000*(1 + t^2)^14) - 
    (10271375537651349313*M^4*omega^4*t^3*x)/(3669922507920066478080000000*
      (1 + t^2)^14) - (4361829*M^2*omega^2*t^5*x)/
     (44355584000*(1 + t^2)^14) - (1220510422661*M^3*omega^3*t*x)/
     (18650086149791416320*(1 + t^2)^13) + 
    (737945476252334369*M^4*omega^4*t*x)/(7339845015840132956160000000*
      (1 + t^2)^13) + (55364489*M^2*omega^2*t^3*x)/
     (8782405632000*(1 + t^2)^13) - (711541*M^2*omega^2*t*x)/
     (6387204096000*(1 + t^2)^12) + (34232223617868217*M^8*omega^8*t^3*x^3)/
     (151065697813310472192000000*(1 + t^2)^19) - 
    (683885825467714141*M^7*omega^7*t^5*x^3)/(75532848906655236096000000*
      (1 + t^2)^19) + (98908115378089249*M^6*omega^6*t^7*x^3)/
     (699378230617178112000000*(1 + t^2)^19) - 
    (13027074781425931*M^5*omega^5*t^9*x^3)/(13113341824072089600000*
      (1 + t^2)^19) + (5984402323*M^4*omega^4*t^11*x^3)/
     (2836699866000000*(1 + t^2)^19) + (85339599274256791*M^7*omega^7*t^3*
      x^3)/(41199735767266492416000000*(1 + t^2)^18) - 
    (1968126813940543363*M^6*omega^6*t^5*x^3)/(25177616302218412032000000*
      (1 + t^2)^18) + (3137451779197*M^5*omega^5*t^7*x^3)/
     (3214054368645120000*(1 + t^2)^18) - (18096490199*M^4*omega^4*t^9*x^3)/
     (5673399732000000*(1 + t^2)^18) + (2659449248516063*M^6*omega^6*t^3*x^3)/
     (294475044470390784000000*(1 + t^2)^17) - 
    (2558908024081127*M^7*omega^7*t^3*x^3)/(436795674820200565309440000*
      (1 + t^2)^17) - (2298292864153879*M^5*omega^5*t^5*x^3)/
     (8227979183731507200000*(1 + t^2)^17) + 
    (1693809254952391*M^6*omega^6*t^5*x^3)/(21233123081537527480320000*
      (1 + t^2)^17) + (1537951241*M^4*omega^4*t^7*x^3)/
     (945566622000000*(1 + t^2)^17) + (37434850412946179*M^5*omega^5*t^3*x^3)/
     (1678507753481227468800000*(1 + t^2)^16) - 
    (3474758244005123*M^6*omega^6*t^3*x^3)/(169864984652300219842560000*
      (1 + t^2)^16) - (6879424243*M^4*omega^4*t^5*x^3)/
     (21358681344000000*(1 + t^2)^16) + (2640243481*M^4*omega^4*t^3*x^3)/
     (132035484672000000*(1 + t^2)^15) - (801819631*M^7*omega^7*t^5*x^5)/
     (23355859278495744000*(1 + t^2)^19) + (1679*M^6*omega^6*t^7*x^5)/
     (11115232128000*(1 + t^2)^19) - (2291*M^6*omega^6*t^5*x^5)/
     (44460928512000*(1 + t^2)^18)
 
c[37/2, 1] = (-427432706567*M^9*omega^9*t*x)/(1873334546296012800000*
      (1 + t^2)^19) + (102315982973047*M^8*omega^8*t^3*x)/
     (6322504093749043200000*(1 + t^2)^19) - 
    (1649890299914819*M^7*omega^7*t^5*x)/(3161252046874521600000*
      (1 + t^2)^19) + (55484979208523*M^6*omega^6*t^7*x)/
     (5488284803601600000*(1 + t^2)^19) - (474141351963341*M^5*omega^5*t^9*x)/
     (3658856535734400000*(1 + t^2)^19) + 
    (347079934293683*M^4*omega^4*t^11*x)/(304904711311200000*(1 + t^2)^19) - 
    (95430797281*M^3*omega^3*t^13*x)/(14115958857000*(1 + t^2)^19) + 
    (340099*M^2*omega^2*t^15*x)/(11486475*(1 + t^2)^19) - 
    (1672736125909*M^8*omega^8*t*x)/(702500454861004800000*(1 + t^2)^18) + 
    (242559093619*M^7*omega^7*t^3*x)/(1232456938352640000*(1 + t^2)^18) - 
    (1832595709302979*M^6*omega^6*t^5*x)/(263437670572876800000*
      (1 + t^2)^18) + (147435888122819*M^5*omega^5*t^7*x)/
     (1045387581638400000*(1 + t^2)^18) - (315358190861789*M^4*omega^4*t^9*x)/
     (174231263606400000*(1 + t^2)^18) + (2428277141*M^3*omega^3*t^11*x)/
     (162954792000*(1 + t^2)^18) - (27946069*M^2*omega^2*t^13*x)/
     (321621300*(1 + t^2)^18) - (222428683051937*M^7*omega^7*t*x)/
     (16860010916664115200000*(1 + t^2)^17) + 
    (21263921012943596597*M^8*omega^8*t*x)/(2140298806618982770016256000000*
      (1 + t^2)^17) + (241049974119373*M^6*omega^6*t^3*x)/
     (191591033143910400000*(1 + t^2)^17) - 
    (210534920937009369587*M^7*omega^7*t^3*x)/(214029880661898277001625600000*
      (1 + t^2)^17) - (5632115252946577*M^5*omega^5*t^5*x)/
     (117083409143500800000*(1 + t^2)^17) + 
    (25173023543165613251*M^6*omega^6*t^5*x)/(894773748586531258368000000*
      (1 + t^2)^17) + (203473044105427*M^4*omega^4*t^7*x)/
     (203269807540800000*(1 + t^2)^17) - 
    (378985292956686553771*M^5*omega^5*t^7*x)/(1238598846423022436352000000*
      (1 + t^2)^17) - (11082762565649*M^3*omega^3*t^9*x)/
     (903421366848000*(1 + t^2)^17) + (112457142349522001*M^4*omega^4*t^9*x)/
     (93493270412365824000000*(1 + t^2)^17) + (21499693*M^2*omega^2*t^11*x)/
     (214414200*(1 + t^2)^17) - (2858456151379*M^6*omega^6*t*x)/
     (55098074891059200000*(1 + t^2)^16) + 
    (14225287657687672469*M^7*omega^7*t*x)/(142686587107932184667750400000*
      (1 + t^2)^16) + (2432457295019*M^5*omega^5*t^3*x)/
     (430453710086400000*(1 + t^2)^16) - 
    (787623956284063450649*M^6*omega^6*t^3*x)/(82319184869960875769856000000*
      (1 + t^2)^16) - (640506006868109*M^4*omega^4*t^5*x)/
     (2787700217702400000*(1 + t^2)^16) + 
    (1074825862921206289207*M^5*omega^5*t^5*x)/(4954395385692089745408000000*
      (1 + t^2)^16) + (192373576141*M^3*omega^3*t^7*x)/
     (41064607584000*(1 + t^2)^16) - (12459709934899323493*M^4*omega^4*t^7*x)/
     (8601380877937655808000000*(1 + t^2)^16) - (79283837*M^2*omega^2*t^9*x)/
     (1372250880*(1 + t^2)^16) - (76929800878153*M^5*omega^5*t*x)/
     (468333636574003200000*(1 + t^2)^15) + 
    (3601459883633479997*M^6*omega^6*t*x)/(6994440544506479640576000000*
      (1 + t^2)^15) - (2885143347059*M^7*omega^7*t*x)/
     (3475359526152955546828800*(1 + t^2)^15) + 
    (1575452120846573*M^4*omega^4*t^3*x)/(78055606095667200000*
      (1 + t^2)^15) - (46471827454365651269*M^5*omega^5*t^3*x)/
     (1165740090751079940096000000*(1 + t^2)^15) + 
    (1966107362839*M^6*omega^6*t^3*x)/(83666062666645226127360*
      (1 + t^2)^15) - (603627456079*M^3*omega^3*t^5*x)/
     (722737093478400*(1 + t^2)^15) + (6344447282023657061*M^4*omega^4*t^5*x)/
     (11468507837250207744000000*(1 + t^2)^15) + 
    (143430389*M^2*omega^2*t^7*x)/(8233505280*(1 + t^2)^15) - 
    (729854933603*M^4*omega^4*t*x)/(1601140637859840000*(1 + t^2)^14) + 
    (6880960215345531971*M^5*omega^5*t*x)/(4172122430056496627712000000*
      (1 + t^2)^14) - (862973714725*M^6*omega^6*t*x)/
     (200798550399948542705664*(1 + t^2)^14) + 
    (125519399267*M^3*omega^3*t^3*x)/(2064963124224000*(1 + t^2)^14) - 
    (10271375537651349313*M^4*omega^4*t^3*x)/(137622094047002492928000000*
      (1 + t^2)^14) - (1453943*M^2*omega^2*t^5*x)/(554444800*(1 + t^2)^14) - 
    (275377147987*M^3*omega^3*t*x)/(231275869913088000*(1 + t^2)^13) + 
    (737945476252334369*M^4*omega^4*t*x)/(275244188094004985856000000*
      (1 + t^2)^13) + (55364489*M^2*omega^2*t^3*x)/
     (329340211200*(1 + t^2)^13) - (711541*M^2*omega^2*t*x)/
     (239520153600*(1 + t^2)^12) + (2753010702269*M^8*omega^8*t^3*x^3)/
     (1229375796006758400000*(1 + t^2)^19) - 
    (4123184268869*M^7*omega^7*t^5*x^3)/(41910538500230400000*(1 + t^2)^19) + 
    (11327818309879*M^6*omega^6*t^7*x^3)/(6402998937535200000*(1 + t^2)^19) - 
    (1104653693657*M^5*omega^5*t^9*x^3)/(71144432639280000*(1 + t^2)^19) + 
    (5984402323*M^4*omega^4*t^11*x^3)/(106376244975000*(1 + t^2)^19) + 
    (3855070457431*M^7*omega^7*t^3*x^3)/(167642154000921600000*
      (1 + t^2)^18) - (18916012393879*M^6*omega^6*t^5*x^3)/
     (19208996812605600000*(1 + t^2)^18) + 
    (6498630021287*M^5*omega^5*t^7*x^3)/(426866595835680000*(1 + t^2)^18) - 
    (18096490199*M^4*omega^4*t^9*x^3)/(212752489950000*(1 + t^2)^18) + 
    (141313173279463*M^6*omega^6*t^3*x^3)/(1229375796006758400000*
      (1 + t^2)^17) - (953354062294747*M^7*omega^7*t^3*x^3)/
     (7279927913670009421824000*(1 + t^2)^17) - 
    (3709124905741*M^5*omega^5*t^5*x^3)/(853733191671360000*(1 + t^2)^17) + 
    (1693809254952391*M^6*omega^6*t^5*x^3)/(796242115557657280512000*
      (1 + t^2)^17) + (1537951241*M^4*omega^4*t^7*x^3)/
     (35458748325000*(1 + t^2)^17) + (786649006211*M^5*omega^5*t^3*x^3)/
     (2276621844456960000*(1 + t^2)^16) - 
    (3474758244005123*M^6*omega^6*t^3*x^3)/(6369936924461258244096000*
      (1 + t^2)^16) - (6879424243*M^4*omega^4*t^5*x^3)/
     (800950550400000*(1 + t^2)^16) + (2640243481*M^4*omega^4*t^3*x^3)/
     (4951330675200000*(1 + t^2)^15) - (12113*M^7*omega^7*t^5*x^5)/
     (25918700371200*(1 + t^2)^19) + (1679*M^6*omega^6*t^7*x^5)/
     (416821204800*(1 + t^2)^19) - (2291*M^6*omega^6*t^5*x^5)/
     (1667284819200*(1 + t^2)^18)
 
c[37/2, 2] = (995590296589643047*M^8*omega^8*t*x)/
     (20383798158276026381107200000*(1 + t^2)^17) - 
    (6965744068860529*M^7*omega^7*t^3*x)/(1375424976941702184960000*
      (1 + t^2)^17) + (3240082022360851*M^6*omega^6*t^5*x)/
     (20112838004677017600000*(1 + t^2)^17) - 
    (5138838179005951157*M^5*omega^5*t^7*x)/(2527752747802086604800000*
      (1 + t^2)^17) + (2840377921244107*M^4*omega^4*t^9*x)/
     (296804033055129600000*(1 + t^2)^17) + 
    (2219490644443002319*M^7*omega^7*t*x)/(4076759631655205276221440000*
      (1 + t^2)^16) - (10106156075276544757*M^6*omega^6*t^3*x)/
     (181998197841750235545600000*(1 + t^2)^16) + 
    (6009861607563109099*M^5*omega^5*t^5*x)/(4163357466968142643200000*
      (1 + t^2)^16) - (2830577149271802559*M^4*omega^4*t^7*x)/
     (245753739369647308800000*(1 + t^2)^16) + 
    (10637672561365861327*M^6*omega^6*t*x)/(3397299693046004396851200000*
      (1 + t^2)^15) - (103643152817059*M^7*omega^7*t*x)/
     (16135597799995865038848000*(1 + t^2)^15) - 
    (25172388605349368179*M^5*omega^5*t^3*x)/(94369435917944566579200000*
      (1 + t^2)^15) + (87394736335757*M^6*omega^6*t^3*x)/
     (448211049999885139968000*(1 + t^2)^15) + 
    (1440788421173094943*M^4*omega^4*t^5*x)/(327671652492863078400000*
      (1 + t^2)^15) + (4252958823539896727*M^5*omega^5*t*x)/
     (377477743671778266316800000*(1 + t^2)^14) - 
    (14755529327503*M^6*omega^6*t*x)/(413733276922970898432000*
      (1 + t^2)^14) - (777794426565796273*M^4*omega^4*t^3*x)/
     (1310686609971452313600000*(1 + t^2)^14) + 
    (168107285129934947*M^4*omega^4*t*x)/(7864119659828713881600000*
      (1 + t^2)^13) - (186873523548191*M^7*omega^7*t^3*x^3)/
     (242664263789000314060800*(1 + t^2)^17) + 
    (440724245151493*M^6*omega^6*t^5*x^3)/(30333032973625039257600*
      (1 + t^2)^17) - (449028940723507*M^6*omega^6*t^3*x^3)/
     (121332131894500157030400*(1 + t^2)^16)
 
c[37/2, 3] = (17453936887*M^8*omega^8*t*x)/(215433472824041472000*
      (1 + t^2)^17) - (4861933773679*M^7*omega^7*t^3*x)/
     (565512866163108864000*(1 + t^2)^17) + (118686476479*M^6*omega^6*t^5*x)/
     (390278030478336000*(1 + t^2)^17) - (187613447323*M^5*omega^5*t^7*x)/
     (41557382875008000*(1 + t^2)^17) + (17849961001*M^4*omega^4*t^9*x)/
     (677566025136000*(1 + t^2)^17) + (323394196891*M^7*omega^7*t*x)/
     (323150209236062208000*(1 + t^2)^16) - (1922813835493*M^6*omega^6*t^3*x)/
     (17952789402003456000*(1 + t^2)^16) + (137589575551*M^5*omega^5*t^5*x)/
     (42744736671436800*(1 + t^2)^16) - (3947009509021*M^4*omega^4*t^7*x)/
     (124672148625024000*(1 + t^2)^16) + (76884424271*M^6*omega^6*t*x)/
     (11968526268002304000*(1 + t^2)^15) - (63660676483753*M^7*omega^7*t*x)/
     (2823729614999276381798400*(1 + t^2)^15) - 
    (1800116835637*M^5*omega^5*t^3*x)/(2992131567000576000*(1 + t^2)^15) + 
    (251963742449*M^6*omega^6*t^3*x)/(339553825757488742400*(1 + t^2)^15) + 
    (2008044584087*M^4*omega^4*t^5*x)/(166229531500032000*(1 + t^2)^15) + 
    (5514640381*M^5*omega^5*t*x)/(209974145052672000*(1 + t^2)^14) - 
    (42570074171*M^6*omega^6*t*x)/(313434300699220377600*(1 + t^2)^14) - 
    (1629454871903*M^4*omega^4*t^3*x)/(997377189000192000*(1 + t^2)^14) + 
    (474308147491*M^4*omega^4*t*x)/(7979017512001536000*(1 + t^2)^13) - 
    (52885626421*M^7*omega^7*t^3*x^3)/(37700857744207257600*(1 + t^2)^17) + 
    (195236663*M^6*omega^6*t^5*x^3)/(6411710500715520*(1 + t^2)^17) - 
    (197154101*M^6*omega^6*t^3*x^3)/(25646842002862080*(1 + t^2)^16)
 
c[37/2, 4] = (-2242202661401*M^7*omega^7*t*x)/(57627134999985232281600*
      (1 + t^2)^15) + (8857940051*M^6*omega^6*t^3*x)/
     (6327089920946995200*(1 + t^2)^15) - (19485854077*M^6*omega^6*t*x)/
     (75925079051363942400*(1 + t^2)^14)
 
c[37/2, 5] = (-5891*M^7*omega^7*t*x)/(211476742963200*(1 + t^2)^15) + 
    (5077*M^6*omega^6*t^3*x)/(4597320499200*(1 + t^2)^15) - 
    (3733*M^6*omega^6*t*x)/(18389281996800*(1 + t^2)^14)
 
c[37/2, 6] = 0
 
c[37/2, 7] = 0
 
c[37/2, 8] = 0
 
c[37/2, 9] = 0
 
c[37/2, 10] = 0
 
c[37/2, 11] = 0
 
c[37/2, 12] = 0
 
c[37/2, 13] = 0
 
c[37/2, 14] = 0
 
c[37/2, 15] = 0
 
c[37/2, 16] = 0
 
c[37/2, 17] = 0
 
c[37/2, 18] = 0
 
c[19, 0] = (-174611*M^10*omega^10)/(30626589305812500*(1 + t^2)^20) + 
    (23783334693779*M^9*omega^9*t^2)/(88515057312486604800000*(1 + t^2)^20) - 
    (69236176012831*M^8*omega^8*t^4)/(11064382164060825600000*(1 + t^2)^20) + 
    (1730100531799*M^7*omega^7*t^6)/(18079055823628800000*(1 + t^2)^20) - 
    (2066280374969*M^6*omega^6*t^8)/(1920899681260560000*(1 + t^2)^20) + 
    (1809871036495601*M^5*omega^5*t^10)/(192089968126056000000*
      (1 + t^2)^20) - (82242239437*M^4*omega^4*t^12)/
     (1235146399987500*(1 + t^2)^20) + (230244883199*M^3*omega^3*t^14)/
     (592870271994000*(1 + t^2)^20) - (13025581*M^2*omega^2*t^16)/
     (6401795400*(1 + t^2)^20) + (M*omega*t^18)/(84*(1 + t^2)^20) - 
    (4729763*M^9*omega^9)/(128631675084412500*(1 + t^2)^19) + 
    (20220076749703*M^8*omega^8*t^2)/(9317374453945958400000*(1 + t^2)^19) - 
    (83899105635889*M^7*omega^7*t^4)/(1397606168091893760000*(1 + t^2)^19) + 
    (3876038181403277*M^6*omega^6*t^6)/(3688127388020275200000*
      (1 + t^2)^19) - (4046926206294163*M^5*omega^5*t^8)/
     (307343949001689600000*(1 + t^2)^19) + 
    (538798321947407*M^4*omega^4*t^10)/(4268665958356800000*(1 + t^2)^19) - 
    (2289371998997*M^3*omega^3*t^12)/(2371481087976000*(1 + t^2)^19) + 
    (1039726*M^2*omega^2*t^14)/(160044885*(1 + t^2)^19) - 
    (51*M*omega*t^16)/(1064*(1 + t^2)^19) - (91939*M^8*omega^8)/
     (707983075800000*(1 + t^2)^18) + (2560445202078119*M^7*omega^7*t^2)/
     (265545171937459814400000*(1 + t^2)^18) - 
    (925989987875441*M^8*omega^8*t^2)/(2340723233486242263859200000*
      (1 + t^2)^18) - (387304129946557*M^6*omega^6*t^4)/
     (1229375796006758400000*(1 + t^2)^18) + 
    (727640249751474463*M^7*omega^7*t^4)/(33355306077178952259993600000*
      (1 + t^2)^18) + (29222564291779*M^5*omega^5*t^6)/
     (4656726500025600000*(1 + t^2)^18) - (13534690681154147*M^6*omega^6*t^6)/
     (28954258747551173836800000*(1 + t^2)^18) - 
    (78634024843043*M^4*omega^4*t^8)/(898666517548800000*(1 + t^2)^18) + 
    (44843147799055597*M^5*omega^5*t^8)/(9651419582517057945600000*
      (1 + t^2)^18) + (72991501489*M^3*omega^3*t^10)/
     (79049369599200*(1 + t^2)^18) - (8825366177291*M^4*omega^4*t^10)/
     (455943857828659200000*(1 + t^2)^18) - (957435881*M^2*omega^2*t^12)/
     (115232317200*(1 + t^2)^18) + (85*M*omega*t^14)/(1064*(1 + t^2)^18) - 
    (28474651*M^7*omega^7)/(85754450056275000*(1 + t^2)^17) + 
    (423155061761*M^6*omega^6*t^2)/(13546840727347200000*(1 + t^2)^17) - 
    (46095616318108457*M^7*omega^7*t^2)/(12129202209883255367270400000*
      (1 + t^2)^17) - (295614846280111*M^5*omega^5*t^4)/
     (245875159201351680000*(1 + t^2)^17) + 
    (395252148868821691*M^6*omega^6*t^4)/(1853072559843275125555200000*
      (1 + t^2)^17) + (155307777009041*M^4*omega^4*t^6)/
     (5691554611142400000*(1 + t^2)^17) - (1502168889129617*M^5*omega^5*t^6)/
     (378487042451649331200000*(1 + t^2)^17) - 
    (2030863546871*M^3*omega^3*t^8)/(4742962175952000*(1 + t^2)^17) + 
    (96582739773907*M^4*omega^4*t^8)/(3647550862629273600000*(1 + t^2)^17) + 
    (6152557*M^2*omega^2*t^10)/(1129728600*(1 + t^2)^17) - 
    (65*M*omega*t^12)/(912*(1 + t^2)^17) - (193430863*M^6*omega^6)/
     (281450502748800000*(1 + t^2)^16) + (814881930340019*M^5*omega^5*t^2)/
     (9835006368054067200000*(1 + t^2)^16) - 
    (46257834457892689*M^6*omega^6*t^2)/(2470763413124366834073600000*
      (1 + t^2)^16) + (1488026824225787*M^7*omega^7*t^2)/
     (125238055884447906085522636800*(1 + t^2)^16) - 
    (1032576984041957*M^4*omega^4*t^4)/(273194621334835200000*(1 + t^2)^16) + 
    (24287935470811391*M^5*omega^5*t^4)/(25737118886712154521600000*
      (1 + t^2)^16) - (774274433159*M^6*omega^6*t^4)/
     (3011978255999228140584960*(1 + t^2)^16) + 
    (15109076536681*M^3*omega^3*t^6)/(151774789630464000*(1 + t^2)^16) - 
    (87382833943*M^4*omega^4*t^6)/(7335446682009600000*(1 + t^2)^16) - 
    (272813377*M^2*omega^2*t^8)/(140473681920*(1 + t^2)^16) + 
    (715*M*omega*t^10)/(19456*(1 + t^2)^16) - (7480791649*M^5*omega^5)/
     (6098094226224000000*(1 + t^2)^15) + (211752531068399*M^4*omega^4*t^2)/
     (1092778485339340800000*(1 + t^2)^15) - 
    (1630139503898359*M^5*omega^5*t^2)/(28076856967322350387200000*
      (1 + t^2)^15) + (18475705693*M^6*omega^6*t^2)/
     (322136711871575202201600*(1 + t^2)^15) - (12835492667*M^3*omega^3*t^4)/
     (1190390506905600*(1 + t^2)^15) + (117048696246197*M^4*omega^4*t^4)/
     (58360813802068377600000*(1 + t^2)^15) + (6064561*M^2*omega^2*t^6)/
     (16461759600*(1 + t^2)^15) - (429*M*omega*t^8)/(38912*(1 + t^2)^15) - 
    (2594740601*M^4*omega^4)/(1300926768261120000*(1 + t^2)^14) + 
    (105537839753*M^3*omega^3*t^2)/(242839663408742400*(1 + t^2)^14) - 
    (23298018858937*M^4*omega^4*t^2)/(233443255208273510400000*
      (1 + t^2)^14) - (26367983*M^2*omega^2*t^4)/
     (786652618752*(1 + t^2)^14) + (143*M*omega*t^6)/(77824*(1 + t^2)^14) - 
    (278765*M^3*omega^3)/(86728451217408*(1 + t^2)^13) + 
    (1589839*M^2*omega^2*t^2)/(1404736819200*(1 + t^2)^13) - 
    (165*M*omega*t^4)/(1089536*(1 + t^2)^13) - (23190793*M^2*omega^2)/
     (3775932570009600*(1 + t^2)^12) + (165*M*omega*t^2)/
     (34865152*(1 + t^2)^12) - (5*M*omega)/(209190912*(1 + t^2)^11) + 
    (39954414898341343*M^9*omega^9*t^2*x^2)/(604262791253241888768000000*
      (1 + t^2)^20) - (74469606605993593*M^8*omega^8*t^4*x^2)/
     (24278415719996325888000000*(1 + t^2)^20) + 
    (7730962939133849*M^7*omega^7*t^6*x^2)/(117044703884279808000000*
      (1 + t^2)^20) - (673980746735520659*M^6*omega^6*t^8*x^2)/
     (786800509444325376000000*(1 + t^2)^20) + 
    (629049039288869519*M^5*omega^5*t^10*x^2)/(87422278827147264000000*
      (1 + t^2)^20) - (6970999494125531*M^4*omega^4*t^12*x^2)/
     (182129747556556800000*(1 + t^2)^20) + 
    (13428367456871*M^3*omega^3*t^14*x^2)/(113831092222848000*(1 + t^2)^20) + 
    (310972497850996909*M^8*omega^8*t^2*x^2)/(517939535359921618944000000*
      (1 + t^2)^19) - (27878241972985297657*M^7*omega^7*t^4*x^2)/
     (906394186879862833152000000*(1 + t^2)^19) + 
    (17567279378968261409*M^6*omega^6*t^6*x^2)/(25177616302218412032000000*
      (1 + t^2)^19) - (56673555040982974267*M^5*omega^5*t^8*x^2)/
     (6294404075554603008000000*(1 + t^2)^19) + 
    (299131424558564329*M^4*omega^4*t^10*x^2)/(4371113941357363200000*
      (1 + t^2)^19) - (39586852890323*M^3*omega^3*t^12*x^2)/
     (137977081482240000*(1 + t^2)^19) + 
    (3472193371880044843*M^7*omega^7*t^2*x^2)/(1208525582506483777536000000*
      (1 + t^2)^18) - (918562023579178877*M^8*omega^8*t^2*x^2)/
     (1223027889496561582866432000000*(1 + t^2)^18) - 
    (205850018365897247*M^6*omega^6*t^4*x^2)/(1291159810370174976000000*
      (1 + t^2)^18) + (14875565630766152573*M^7*omega^7*t^4*x^2)/
     (407675963165520527622144000000*(1 + t^2)^18) + 
    (30903114896587059199*M^5*omega^5*t^6*x^2)/(8392538767406137344000000*
      (1 + t^2)^18) - (3661403309490559081*M^6*omega^6*t^6*x^2)/
     (6794599386092008793702400000*(1 + t^2)^18) - 
    (23240862436141313*M^4*omega^4*t^8*x^2)/(529831992891801600000*
      (1 + t^2)^18) + (6686252725062943*M^5*omega^5*t^8*x^2)/
     (2539847258557120512000000*(1 + t^2)^18) + 
    (1617380371645471*M^3*omega^3*t^10*x^2)/(6070991585218560000*
      (1 + t^2)^18) + (320721417133042369*M^6*omega^6*t^2*x^2)/
     (33570155069624549376000000*(1 + t^2)^17) - 
    (7408768198883391289*M^7*omega^7*t^2*x^2)/
     (1223027889496561582866432000000*(1 + t^2)^17) - 
    (4683597370253415301*M^5*omega^5*t^4*x^2)/(8392538767406137344000000*
      (1 + t^2)^17) + (150420481518508387*M^6*omega^6*t^4*x^2)/
     (603964389874845226106880000*(1 + t^2)^17) + 
    (71294892529656557*M^4*omega^4*t^6*x^2)/(5828151921809817600000*
      (1 + t^2)^17) - (150208968204991723*M^5*omega^5*t^6*x^2)/
     (64342797216780386304000000*(1 + t^2)^17) - 
    (24513118919281*M^3*omega^3*t^8*x^2)/(206965622223360000*(1 + t^2)^17) + 
    (2469569823805592983*M^5*omega^5*t^2*x^2)/(100710465208873648128000000*
      (1 + t^2)^16) - (135540527637153283*M^6*omega^6*t^2*x^2)/
     (6039643898748452261068800000*(1 + t^2)^16) + 
    (1901915059897*M^7*omega^7*t^2*x^2)/(219254299517590871998464000*
      (1 + t^2)^16) - (5220298738458499*M^4*omega^4*t^4*x^2)/
     (3680938055879884800000*(1 + t^2)^16) + 
    (302810352520005899*M^5*omega^5*t^4*x^2)/(514742377734243090432000000*
      (1 + t^2)^16) + (1253808288159881*M^3*omega^3*t^6*x^2)/
     (48567932681748480000*(1 + t^2)^16) + 
    (10078916537203*M^4*omega^4*t^2*x^2)/(199253057155891200000*
      (1 + t^2)^15) - (246608090598015131*M^5*omega^5*t^2*x^2)/
     (6176908532810917085184000000*(1 + t^2)^15) - 
    (48548526528641*M^3*omega^3*t^4*x^2)/(19427173072699392000*
      (1 + t^2)^15) + (18095811731653*M^3*omega^3*t^2*x^2)/
     (233126076872392704000*(1 + t^2)^14) - 
    (845169791667137*M^8*omega^8*t^4*x^4)/(15106569781331047219200000*
      (1 + t^2)^20) + (3538992082441*M^7*omega^7*t^6*x^4)/
     (2208562833527930880000*(1 + t^2)^20) - 
    (95690929853137*M^6*omega^6*t^8*x^4)/(5828151921809817600000*
      (1 + t^2)^20) + (9096940301*M^5*omega^5*t^10*x^4)/
     (166311660715200000*(1 + t^2)^20) - 
    (993514586887153*M^7*omega^7*t^4*x^4)/(2265985467199657082880000*
      (1 + t^2)^19) + (6611308873028437*M^6*omega^6*t^6*x^4)/
     (629440407555460300800000*(1 + t^2)^19) - 
    (107023453357*M^5*omega^5*t^8*x^4)/(1773991047628800000*(1 + t^2)^19) - 
    (102552270201949*M^6*omega^6*t^4*x^4)/(69937823061717811200000*
      (1 + t^2)^18) + (128024623681*M^7*omega^7*t^4*x^4)/
     (265991276532527529984000*(1 + t^2)^18) + 
    (40394984033*M^5*omega^5*t^6*x^4)/(2027418340147200000*(1 + t^2)^18) - 
    (162986391487*M^5*omega^5*t^4*x^4)/(85151570286182400000*(1 + t^2)^17) + 
    (M^7*omega^7*t^6*x^6)/(1876466995200*(1 + t^2)^20)
 
c[19, 1] = (-174611*M^10*omega^10)/(401428831349145600000*(1 + t^2)^20) + 
    (347270797397*M^9*omega^9*t^2)/(1301692019301273600000*(1 + t^2)^20) - 
    (133072130640079*M^8*omega^8*t^4)/(8298286623045619200000*(1 + t^2)^20) + 
    (102797514269*M^7*omega^7*t^6)/(221642270914680000*(1 + t^2)^20) - 
    (66179797929121*M^6*omega^6*t^8)/(7683598725042240000*(1 + t^2)^20) + 
    (442493700178487*M^5*omega^5*t^10)/(3841799362521120000*(1 + t^2)^20) - 
    (3868234258211*M^4*omega^4*t^12)/(3293723733300000*(1 + t^2)^20) + 
    (2779402756511*M^3*omega^3*t^14)/(296435135997000*(1 + t^2)^20) - 
    (412530373*M^2*omega^2*t^16)/(6401795400*(1 + t^2)^20) + 
    (19*M*omega*t^18)/(42*(1 + t^2)^20) - (20460019*M^9*omega^9)/
     (843000545833205760000*(1 + t^2)^19) + (66191586951599*M^8*omega^8*t^2)/
     (17703011462497320960000*(1 + t^2)^19) - 
    (16036414654850417*M^7*omega^7*t^4)/(66386292984364953600000*
      (1 + t^2)^19) + (13835354769428603*M^6*omega^6*t^6)/
     (1844063694010137600000*(1 + t^2)^19) - 
    (241359023969387*M^5*omega^5*t^8)/(1617599731587840000*(1 + t^2)^19) + 
    (4536613124276477*M^4*omega^4*t^10)/(2134332979178400000*(1 + t^2)^19) - 
    (27026182987043*M^3*omega^3*t^12)/(1185740543988000*(1 + t^2)^19) + 
    (8397331*M^2*omega^2*t^14)/(41037150*(1 + t^2)^19) - 
    (51*M*omega*t^16)/(28*(1 + t^2)^19) - (29863733*M^8*omega^8)/
     (46833363657400320000*(1 + t^2)^18) + (440466268117423*M^7*omega^7*t^2)/
     (16596573246091238400000*(1 + t^2)^18) - 
    (792058368650686547*M^8*omega^8*t^2)/(55592176795298253766656000000*
      (1 + t^2)^18) - (1741301223823783*M^6*omega^6*t^4)/
     (922031847005068800000*(1 + t^2)^18) + 
    (38242681319423459407*M^7*omega^7*t^4)/(41694132596473690324992000000*
      (1 + t^2)^18) + (597899646118861*M^5*omega^5*t^6)/
     (9313453000051200000*(1 + t^2)^18) - 
    (534479074914073391*M^6*omega^6*t^6)/(24128548956292644864000000*
      (1 + t^2)^18) - (3952127648100529*M^4*omega^4*t^8)/
     (2845777305571200000*(1 + t^2)^18) + 
    (2891243497268910331*M^5*omega^5*t^8)/(12064274478146322432000000*
      (1 + t^2)^18) + (128965410191*M^3*omega^3*t^10)/
     (6080720738400*(1 + t^2)^18) - (2662003816548493*M^4*omega^4*t^10)/
     (2538778299273216000000*(1 + t^2)^18) - (3329157031*M^2*omega^2*t^12)/
     (12803590800*(1 + t^2)^18) + (85*M*omega*t^14)/(28*(1 + t^2)^18) - 
    (183894229*M^7*omega^7)/(17562511371525120000*(1 + t^2)^17) + 
    (29400989099929*M^6*omega^6*t^2)/(223522872001228800000*(1 + t^2)^17) - 
    (26441932055756027803*M^7*omega^7*t^2)/(166776530385894761299968000000*
      (1 + t^2)^17) - (340478210755877*M^5*omega^5*t^4)/
     (32351994631756800000*(1 + t^2)^17) + 
    (23334497647473128927*M^6*omega^6*t^4)/(2316340699804093906944000000*
      (1 + t^2)^17) + (1136889868694911*M^4*omega^4*t^6)/
     (2845777305571200000*(1 + t^2)^17) - 
    (1643897313104333927*M^5*omega^5*t^6)/(8042849652097548288000000*
      (1 + t^2)^17) - (865954418929*M^3*omega^3*t^8)/
     (91210811076000*(1 + t^2)^17) + (319934251710215591*M^4*omega^4*t^8)/
     (223412490336043008000000*(1 + t^2)^17) + (9621681*M^2*omega^2*t^10)/
     (56904848*(1 + t^2)^17) - (65*M*omega*t^12)/(24*(1 + t^2)^17) - 
    (7510017703*M^6*omega^6)/(62444484876533760000*(1 + t^2)^16) + 
    (1308199280578327*M^5*omega^5*t^2)/(2458751592013516800000*
      (1 + t^2)^16) - (7941015475218491*M^6*omega^6*t^2)/
     (9004239843747692544000000*(1 + t^2)^16) + 
    (67972495753225571*M^7*omega^7*t^2)/(97842231159724926629314560000*
      (1 + t^2)^16) - (1670835677257283*M^4*omega^4*t^4)/
     (34149327666854400000*(1 + t^2)^16) + 
    (390306274540021667*M^5*omega^5*t^4)/(8042849652097548288000000*
      (1 + t^2)^16) - (182782260076093*M^6*omega^6*t^4)/
     (11765540062496984924160000*(1 + t^2)^16) + 
    (1173922389469*M^3*omega^3*t^6)/(557995550112000*(1 + t^2)^16) - 
    (191541724211776717*M^4*omega^4*t^6)/(297883320448057344000000*
      (1 + t^2)^16) - (6521712467*M^2*omega^2*t^8)/
     (109257308160*(1 + t^2)^16) + (715*M*omega*t^10)/(512*(1 + t^2)^16) - 
    (159972039977*M^5*omega^5)/(156111212191334400000*(1 + t^2)^15) + 
    (72070395332791*M^4*omega^4*t^2)/(36425949511311360000*(1 + t^2)^15) - 
    (1151681657395106987*M^5*omega^5*t^2)/(386056783300682317824000000*
      (1 + t^2)^15) + (162744538889837*M^6*omega^6*t^2)/
     (47062160249987939696640000*(1 + t^2)^15) - 
    (536322676303*M^3*omega^3*t^4)/(2529579827174400*(1 + t^2)^15) + 
    (386070193977129041*M^4*omega^4*t^4)/(3574599845376688128000000*
      (1 + t^2)^15) + (1307617643*M^2*omega^2*t^6)/
     (117061401600*(1 + t^2)^15) - (429*M*omega*t^8)/(1024*(1 + t^2)^15) - 
    (4658454263*M^4*omega^4)/(693827609739264000*(1 + t^2)^14) + 
    (227286904301*M^3*omega^3*t^2)/(30354957926092800*(1 + t^2)^14) - 
    (76616912749079621*M^4*omega^4*t^2)/(14298399381506752512000000*
      (1 + t^2)^14) - (6529759391*M^2*omega^2*t^4)/
     (6555438489600*(1 + t^2)^14) + (143*M*omega*t^6)/(2048*(1 + t^2)^14) - 
    (242327849*M^3*omega^3)/(6938276097392640*(1 + t^2)^13) + 
    (5451797*M^2*omega^2*t^2)/(168088166400*(1 + t^2)^13) - 
    (165*M*omega*t^4)/(28672*(1 + t^2)^13) - (13025581*M^2*omega^2)/
     (83909612666880*(1 + t^2)^12) + (165*M*omega*t^2)/
     (917504*(1 + t^2)^12) - (5*M*omega)/(5505024*(1 + t^2)^11) + 
    (533830397921*M^9*omega^9*t^2*x^2)/(694235743627345920000*(1 + t^2)^20) - 
    (9500463930317*M^8*omega^8*t^4*x^2)/(226961685416632320000*
      (1 + t^2)^20) + (777517118116873*M^7*omega^7*t^6*x^2)/
     (737625477604055040000*(1 + t^2)^20) - 
    (163511821181*M^6*omega^6*t^8*x^2)/(10270474486272000*(1 + t^2)^20) + 
    (4519725700621*M^5*omega^5*t^10*x^2)/(29104540625160000*(1 + t^2)^20) - 
    (45749556107*M^4*omega^4*t^12*x^2)/(47429621759520*(1 + t^2)^20) + 
    (6924459461*M^3*omega^3*t^14*x^2)/(1976234239980*(1 + t^2)^20) + 
    (240137267450533*M^8*omega^8*t^2*x^2)/(29505019104162201600000*
      (1 + t^2)^19) - (2693280662988077*M^7*omega^7*t^4*x^2)/
     (5532191082030412800000*(1 + t^2)^19) + 
    (376483622103767*M^6*omega^6*t^6*x^2)/(29270852285875200000*
      (1 + t^2)^19) - (290569747811353*M^5*omega^5*t^8*x^2)/
     (1506587985302400000*(1 + t^2)^19) + 
    (10687413833729*M^4*omega^4*t^10*x^2)/(6240739705200000*(1 + t^2)^19) - 
    (1268184311*M^3*omega^3*t^12*x^2)/(149714715150*(1 + t^2)^19) + 
    (3997890197719447*M^7*omega^7*t^2*x^2)/(88515057312486604800000*
      (1 + t^2)^18) - (36513988094201797*M^8*omega^8*t^2*x^2)/
     (1199046950486825081241600000*(1 + t^2)^18) - 
    (133980106537*M^6*omega^6*t^4*x^2)/(45951102489600000*(1 + t^2)^18) + 
    (7149906564727396381*M^7*omega^7*t^4*x^2)/(4367956748202005653094400000*
      (1 + t^2)^18) + (37383057434441*M^5*omega^5*t^6*x^2)/
     (477612974361600000*(1 + t^2)^18) - 
    (1505568874695140833*M^6*omega^6*t^6*x^2)/(56621661550766739947520000*
      (1 + t^2)^18) - (3100310079765751*M^4*omega^4*t^8*x^2)/
     (2845777305571200000*(1 + t^2)^18) + 
    (28356384747012611*M^5*omega^5*t^8*x^2)/(201071241302438707200000*
      (1 + t^2)^18) + (915090013*M^3*omega^3*t^10*x^2)/
     (117110177184*(1 + t^2)^18) + (20327962728383*M^6*omega^6*t^2*x^2)/
     (117083409143500800000*(1 + t^2)^17) - 
    (16628032925827573079*M^7*omega^7*t^2*x^2)/(61151394474828079143321600000*
      (1 + t^2)^17) - (1206237465756457*M^5*omega^5*t^4*x^2)/
     (102447983000563200000*(1 + t^2)^17) + 
    (8308862354735809733*M^6*omega^6*t^4*x^2)/(679459938609200879370240000*
      (1 + t^2)^17) + (142933450776439*M^4*omega^4*t^6*x^2)/
     (474296217595200000*(1 + t^2)^17) - 
    (66498262836243193*M^5*omega^5*t^6*x^2)/(536189976806503219200000*
      (1 + t^2)^17) - (6195718889*M^3*omega^3*t^8*x^2)/
     (1796576581800*(1 + t^2)^17) + (129725791035301*M^5*omega^5*t^2*x^2)/
     (252179650462924800000*(1 + t^2)^16) - 
    (70999292582504369*M^6*omega^6*t^2*x^2)/(64710470343733417082880000*
      (1 + t^2)^16) + (2973244444193*M^7*omega^7*t^2*x^2)/
     (5481357487939771799961600*(1 + t^2)^16) - 
    (525629435874167*M^4*omega^4*t^4*x^2)/(15177478963046400000*
      (1 + t^2)^16) + (6982210733163761*M^5*omega^5*t^4*x^2)/
     (225764200760632934400000*(1 + t^2)^16) + 
    (139685718703*M^3*omega^3*t^6*x^2)/(187376283494400*(1 + t^2)^16) + 
    (111471067809053*M^4*omega^4*t^2*x^2)/(91064873778278400000*
      (1 + t^2)^15) - (106584738249440021*M^5*omega^5*t^2*x^2)/
     (51474237773424309043200000*(1 + t^2)^15) - 
    (60265827511*M^3*omega^3*t^4*x^2)/(843193275724800*(1 + t^2)^15) + 
    (88816270033*M^3*omega^3*t^2*x^2)/(40473277234790400*(1 + t^2)^14) - 
    (70304745197*M^8*omega^8*t^4*x^4)/(61468789800337920000*(1 + t^2)^20) + 
    (5711709853*M^7*omega^7*t^6*x^4)/(153671974500844800*(1 + t^2)^20) - 
    (47300406689*M^6*omega^6*t^8*x^4)/(106716648958920000*(1 + t^2)^20) + 
    (1321151639*M^5*omega^5*t^10*x^4)/(692965252980000*(1 + t^2)^20) - 
    (93745380727*M^7*omega^7*t^4*x^4)/(9220318470050688000*(1 + t^2)^19) + 
    (180919763023*M^6*omega^6*t^6*x^4)/(640299893753520000*(1 + t^2)^19) - 
    (968879803*M^5*omega^5*t^8*x^4)/(461976835320000*(1 + t^2)^19) - 
    (44752437761*M^6*omega^6*t^4*x^4)/(1138310922228480000*(1 + t^2)^18) + 
    (858598567*M^7*omega^7*t^4*x^4)/(34101445709298401280*(1 + t^2)^18) + 
    (91219283*M^5*omega^5*t^6*x^4)/(131993381520000*(1 + t^2)^18) - 
    (367567237*M^5*omega^5*t^4*x^4)/(5543722023840000*(1 + t^2)^17) + 
    (M^7*omega^7*t^6*x^6)/(50820981120*(1 + t^2)^20)
 
c[19, 2] = (-763158109570543*M^8*omega^8*t^2)/(10294847554684861808640000*
      (1 + t^2)^18) + (617585199249292597*M^7*omega^7*t^4)/
     (115817034990204695347200000*(1 + t^2)^18) - 
    (11058067143974839*M^6*omega^6*t^6)/(77556050216654929920000*
      (1 + t^2)^18) + (514712409711635041*M^5*omega^5*t^8)/
     (301606861953658060800000*(1 + t^2)^18) - 
    (5827334802925747*M^4*omega^4*t^10)/(698164032300134400000*
      (1 + t^2)^18) - (1284417014045311319*M^7*omega^7*t^2)/
     (1389804419882456344166400000*(1 + t^2)^17) + 
    (321333909975093739*M^6*omega^6*t^4)/(4963587213865915514880000*
      (1 + t^2)^17) - (874734353378248751*M^5*omega^5*t^6)/
     (603213723907316121600000*(1 + t^2)^17) + 
    (190275849772894097*M^4*omega^4*t^8)/(16755936775203225600000*
      (1 + t^2)^17) - (3416729213683679*M^6*omega^6*t^2)/
     (601646935014050365440000*(1 + t^2)^16) + 
    (6040275340991657*M^7*omega^7*t^2)/(931830772949761205993472000*
      (1 + t^2)^16) + (25086484771033603*M^5*omega^5*t^4)/
     (73116815019068620800000*(1 + t^2)^16) - 
    (361871460821621*M^6*omega^6*t^4)/(2353108012499396984832000*
      (1 + t^2)^16) - (113396866424460539*M^4*omega^4*t^6)/
     (22341249033604300800000*(1 + t^2)^16) - 
    (67721024295321589*M^5*omega^5*t^2)/(3217139860839019315200000*
      (1 + t^2)^15) + (962808064056667*M^6*omega^6*t^2)/
     (28237296149992763817984000*(1 + t^2)^15) + 
    (75759568976070349*M^4*omega^4*t^4)/(89364996134417203200000*
      (1 + t^2)^15) - (44781547709807507*M^4*omega^4*t^2)/
     (1072379953613006438400000*(1 + t^2)^14) - 
    (11015779528795999*M^8*omega^8*t^2*x^2)/(59952347524341254062080000*
      (1 + t^2)^18) + (528948856305040219*M^7*omega^7*t^4*x^2)/
     (48532852757800062812160000*(1 + t^2)^18) - 
    (16832883015595554671*M^6*omega^6*t^6*x^2)/(84932492326150109921280000*
      (1 + t^2)^18) + (761614711656413*M^5*omega^5*t^8*x^2)/
     (638321400960122880000*(1 + t^2)^18) - 
    (1857041863776408059*M^7*omega^7*t^2*x^2)/(1019189907913801319055360000*
      (1 + t^2)^17) + (30858191125396225753*M^6*omega^6*t^4*x^2)/
     (339729969304600439685120000*(1 + t^2)^17) - 
    (1330042744356043*M^5*omega^5*t^6*x^2)/(1276642801920245760000*
      (1 + t^2)^17) - (5532340744578912013*M^6*omega^6*t^2*x^2)/
     (679459938609200879370240000*(1 + t^2)^16) + 
    (249694154737*M^7*omega^7*t^2*x^2)/(43502837205871204761600*
      (1 + t^2)^16) + (14734312428229*M^5*omega^5*t^4*x^2)/
     (57216484119674880000*(1 + t^2)^16) - 
    (464257347621583*M^5*omega^5*t^2*x^2)/(27235046440965242880000*
      (1 + t^2)^15) + (669660707*M^7*omega^7*t^4*x^4)/
     (3518403128737136640*(1 + t^2)^18)
 
c[19, 3] = (-1618492674559*M^8*omega^8*t^2)/(15080343097682903040000*
      (1 + t^2)^18) + (29909579929*M^7*omega^7*t^4)/
     (3595123116103680000*(1 + t^2)^18) - (138352064691233*M^6*omega^6*t^6)/
     (565512866163108864000*(1 + t^2)^18) + (63103223669*M^5*omega^5*t^8)/
     (19082471728320000*(1 + t^2)^18) - (2229861401641*M^4*omega^4*t^10)/
     (116880139335960000*(1 + t^2)^18) - (16578916300409*M^7*omega^7*t^2)/
     (11310257323262177280000*(1 + t^2)^17) + 
    (62975282294521*M^6*omega^6*t^4)/(565512866163108864000*(1 + t^2)^17) - 
    (616319610691*M^5*omega^5*t^6)/(220009674044160000*(1 + t^2)^17) + 
    (755212019911*M^4*omega^4*t^8)/(29220034833990000*(1 + t^2)^17) - 
    (1174641402359*M^6*omega^6*t^2)/(119055340244865024000*(1 + t^2)^16) + 
    (5216874003883*M^7*omega^7*t^2)/(232957693237440301498368*(1 + t^2)^16) + 
    (7421372299331*M^5*omega^5*t^4)/(11220493376252160000*(1 + t^2)^16) - 
    (55827602531*M^6*omega^6*t^4)/(96968736778821304320*(1 + t^2)^16) - 
    (14331928850749*M^4*omega^4*t^6)/(1246721486250240000*(1 + t^2)^16) - 
    (7294766473817*M^5*omega^5*t^2)/(179527894020034560000*(1 + t^2)^15) + 
    (640676353091*M^6*omega^6*t^2)/(5042374312498707824640*(1 + t^2)^15) + 
    (1784989275317*M^4*omega^4*t^4)/(935041114687680000*(1 + t^2)^15) - 
    (5588914804997*M^4*omega^4*t^2)/(59842631340011520000*(1 + t^2)^14) - 
    (56284206301*M^8*omega^8*t^2*x^2)/(188504288721036288000*(1 + t^2)^18) + 
    (11030077220867*M^7*omega^7*t^4*x^2)/(565512866163108864000*
      (1 + t^2)^18) - (278731380911*M^6*omega^6*t^6*x^2)/
     (693030473239104000*(1 + t^2)^18) + (573213001*M^5*omega^5*t^8*x^2)/
     (202389851664000*(1 + t^2)^18) - (155477701121*M^7*omega^7*t^2*x^2)/
     (47126072180259072000*(1 + t^2)^17) + (913001022803*M^6*omega^6*t^4*x^2)/
     (4960639176869376000*(1 + t^2)^17) - (20302999*M^5*omega^5*t^6*x^2)/
     (8260810272000*(1 + t^2)^17) - (462069970819*M^6*omega^6*t^2*x^2)/
     (27926561292005376000*(1 + t^2)^16) + (544759921*M^7*omega^7*t^2*x^2)/
     (23593997451531386880*(1 + t^2)^16) + (1302136687*M^5*omega^5*t^4*x^2)/
     (2158825084416000*(1 + t^2)^16) - (30171787*M^5*omega^5*t^2*x^2)/
     (761938265088000*(1 + t^2)^15) + (1537*M^7*omega^7*t^4*x^4)/
     (4090405423104*(1 + t^2)^18)
 
c[19, 4] = (2118520337459*M^7*omega^7*t^2)/(60508491749984493895680*
      (1 + t^2)^16) - (757284990019*M^6*omega^6*t^4)/
     (763996107954349670400*(1 + t^2)^16) + (665236606511*M^6*omega^6*t^2)/
     (3055984431817398681600*(1 + t^2)^15) + (169744919*M^7*omega^7*t^2*x^2)/
     (3992830337951465472*(1 + t^2)^16)
 
c[19, 5] = (11340943*M^7*omega^7*t^2)/(512936840057241600*(1 + t^2)^16) - 
    (6697*M^6*omega^6*t^4)/(9599518656000*(1 + t^2)^16) + 
    (515309*M^6*omega^6*t^2)/(3379030566912000*(1 + t^2)^15) + 
    (7003*M^7*omega^7*t^2*x^2)/(221045826355200*(1 + t^2)^16)
 
c[19, 6] = 0
 
c[19, 7] = 0
 
c[19, 8] = 0
 
c[19, 9] = 0
 
c[19, 10] = 0
 
c[19, 11] = 0
 
c[19, 12] = 0
 
c[19, 13] = 0
 
c[19, 14] = 0
 
c[19, 15] = 0
 
c[19, 16] = 0
 
c[19, 17] = 0
 
c[19, 18] = 0
 
c[19, 19] = 0
 
c[39/2, 0] = (40779077157241*M^10*omega^10*t*x)/(236040152833297612800000*
      (1 + t^2)^21) - (57329142842887*M^9*omega^9*t^3*x)/
     (5836157624999116800000*(1 + t^2)^21) + 
    (372020348256631*M^8*omega^8*t^5*x)/(1392719433238425600000*
      (1 + t^2)^21) - (67758874126861*M^7*omega^7*t^7*x)/
     (14635426142937600000*(1 + t^2)^21) + 
    (13220372507997931*M^6*omega^6*t^9*x)/(230507961751267200000*
      (1 + t^2)^21) - (656933330537857*M^5*omega^5*t^11*x)/
     (1219618845244800000*(1 + t^2)^21) + (3420365799119*M^4*omega^4*t^13*x)/
     (862356759264000*(1 + t^2)^21) - (841658821043*M^3*omega^3*t^15*x)/
     (35572216319640*(1 + t^2)^21) + (1594505881*M^2*omega^2*t^17*x)/
     (13443770340*(1 + t^2)^21) - (20*M*omega*t^19*x)/(21*(1 + t^2)^21) + 
    (914307406628387*M^9*omega^9*t*x)/(472080305666595225600000*
      (1 + t^2)^20) - (31805607907719227*M^8*omega^8*t^3*x)/
     (265545171937459814400000*(1 + t^2)^20) + 
    (2651770277615111*M^7*omega^7*t^5*x)/(754389693004147200000*
      (1 + t^2)^20) - (19990331602696151*M^6*omega^6*t^7*x)/
     (307343949001689600000*(1 + t^2)^20) + 
    (522430654340342053*M^5*omega^5*t^9*x)/(614687898003379200000*
      (1 + t^2)^20) - (10149824456082407*M^4*omega^4*t^11*x)/
     (1219618845244800000*(1 + t^2)^20) + 
    (911275528622461*M^3*omega^3*t^13*x)/(14228886527856000*(1 + t^2)^20) - 
    (27249348661*M^2*omega^2*t^15*x)/(67218851700*(1 + t^2)^20) + 
    (57*M*omega*t^17*x)/(14*(1 + t^2)^20) + (15695632266331*M^8*omega^8*t*x)/
     (1457037980452454400000*(1 + t^2)^19) - 
    (76746800019184837697*M^9*omega^9*t*x)/(68489561811807448640520192000000*
      (1 + t^2)^19) - (1802145757541713*M^7*omega^7*t^3*x)/
     (2414047017613271040000*(1 + t^2)^19) + 
    (7623700232304496311737*M^8*omega^8*t^3*x)/
     (77050757038283379720585216000000*(1 + t^2)^19) + 
    (353277509176143347*M^6*omega^6*t^5*x)/(14752509552081100800000*
      (1 + t^2)^19) - (15282715611929087323*M^7*omega^7*t^5*x)/
     (4693637733813558706176000000*(1 + t^2)^19) - 
    (97371816422969909*M^5*omega^5*t^7*x)/(204895966001126400000*
      (1 + t^2)^19) + (19613781780974101551203*M^6*omega^6*t^7*x)/
     (356716467769830461669376000000*(1 + t^2)^19) + 
    (74711971095870443*M^4*omega^4*t^9*x)/(11383109222284800000*
      (1 + t^2)^19) - (1265036520716988227723*M^5*omega^5*t^9*x)/
     (2477197692846044872704000000*(1 + t^2)^19) - 
    (7969898338313*M^3*omega^3*t^11*x)/(117110177184000*(1 + t^2)^19) + 
    (31642126945762748497*M^4*omega^4*t^11*x)/(12902071316906483712000000*
      (1 + t^2)^19) + (67303277813*M^2*omega^2*t^13*x)/
     (119500180800*(1 + t^2)^19) - (19514381041152883*M^3*omega^3*t^13*x)/
     (3225517829226620928000*(1 + t^2)^19) - (51*M*omega*t^15*x)/
     (7*(1 + t^2)^19) + (14194604412071*M^7*omega^7*t*x)/
     (345087942738739200000*(1 + t^2)^18) - 
    (191574383925587830099*M^8*omega^8*t*x)/(18678971403220213265596416000000*
      (1 + t^2)^18) - (95295077903599187*M^6*omega^6*t^3*x)/
     (29505019104162201600000*(1 + t^2)^18) + 
    (926134620694162913053*M^7*omega^7*t^3*x)/(901178444892203271585792000000*
      (1 + t^2)^18) + (93193953341887459*M^5*omega^5*t^5*x)/
     (819583864004505600000*(1 + t^2)^18) - 
    (16449365777714676771917*M^6*omega^6*t^5*x)/
     (475621957026440615559168000000*(1 + t^2)^18) - 
    (9210809105922959*M^4*omega^4*t^7*x)/(3794369740761600000*(1 + t^2)^18) + 
    (4349994693843324436271*M^5*omega^5*t^7*x)/(8107192449314328674304000000*
      (1 + t^2)^18) + (2161909394039*M^3*omega^3*t^9*x)/
     (59911101169920*(1 + t^2)^18) - (601546040124363133603*M^4*omega^4*t^9*
      x)/(154824855802877804544000000*(1 + t^2)^18) - 
    (293440725349*M^2*omega^2*t^11*x)/(717001084800*(1 + t^2)^18) + 
    (5239637512859317*M^3*omega^3*t^11*x)/(390971858088075264000*
      (1 + t^2)^18) + (85*M*omega*t^13*x)/(12*(1 + t^2)^18) + 
    (22422980482583*M^6*omega^6*t*x)/(182129747556556800000*(1 + t^2)^17) - 
    (5129346036010377037303*M^7*omega^7*t*x)/
     (102734342717711172960780288000000*(1 + t^2)^17) + 
    (61573282657312247*M^8*omega^8*t*x)/(1423159725959635296426393600000*
      (1 + t^2)^17) - (54133847743623311*M^5*omega^5*t^3*x)/
     (4917503184027033600000*(1 + t^2)^17) + 
    (8713394102627440231*M^6*omega^6*t^3*x)/(1601420730728756281344000000*
      (1 + t^2)^17) - (2900198191238327141*M^7*omega^7*t^3*x)/
     (782737849277799413034516480000*(1 + t^2)^17) + 
    (58364967326674091*M^4*omega^4*t^5*x)/(136597310667417600000*
      (1 + t^2)^17) - (258279316692598453517*M^5*omega^5*t^5*x)/
     (1486318615707626923622400000*(1 + t^2)^17) + 
    (44798487103604183*M^6*omega^6*t^5*x)/(647104703437334170828800000*
      (1 + t^2)^17) - (2282461437472163*M^3*omega^3*t^7*x)/
     (227662184445696000*(1 + t^2)^17) + 
    (73529431311582292261*M^4*omega^4*t^7*x)/(34405523511750623232000000*
      (1 + t^2)^17) - (53462171748476047*M^5*omega^5*t^7*x)/
     (154422713320272927129600000*(1 + t^2)^17) + 
    (47802856861*M^2*omega^2*t^9*x)/(286800433920*(1 + t^2)^17) - 
    (7345379003235673*M^3*omega^3*t^9*x)/(661644682918281216000*
      (1 + t^2)^17) - (65*M*omega*t^11*x)/(16*(1 + t^2)^17) + 
    (8142387602610031*M^5*omega^5*t*x)/(26226683648144179200000*
      (1 + t^2)^16) - (163179370448049924713*M^6*omega^6*t*x)/
     (951243914052881231118336000000*(1 + t^2)^16) + 
    (357242742588679*M^7*omega^7*t*x)/(907916890564360635678720000*
      (1 + t^2)^16) - (454856534976013*M^4*omega^4*t^3*x)/
     (14284686082867200000*(1 + t^2)^16) + 
    (4465956631553257652549*M^5*omega^5*t^3*x)/
     (237810978513220307779584000000*(1 + t^2)^16) - 
    (345161122264658431*M^6*omega^6*t^3*x)/(13589198772184017587404800000*
      (1 + t^2)^16) + (282927268025803*M^3*omega^3*t^5*x)/
     (202366386173952000*(1 + t^2)^16) - 
    (6283579843767397109*M^4*omega^4*t^5*x)/(12902071316906483712000000*
      (1 + t^2)^16) + (108937996791484811*M^5*omega^5*t^5*x)/
     (411793902187394472345600000*(1 + t^2)^16) - 
    (28927476377*M^2*omega^2*t^7*x)/(764801157120*(1 + t^2)^16) + 
    (3646956495913051*M^3*omega^3*t^7*x)/(853029508555800576000*
      (1 + t^2)^16) + (715*M*omega*t^9*x)/(512*(1 + t^2)^16) + 
    (10640809170181*M^4*omega^4*t*x)/(15337241899499520000*(1 + t^2)^15) - 
    (328604180004947969861*M^5*omega^5*t*x)/(713432935539660923338752000000*
      (1 + t^2)^15) + (117112133870777*M^6*omega^6*t*x)/
     (72304004773644022579200000*(1 + t^2)^15) - (896292101*M^7*omega^7*t*x)/
     (473343739892926827724800*(1 + t^2)^15) - 
    (24549749795707*M^3*omega^3*t^3*x)/(291407596090490880*(1 + t^2)^15) + 
    (64720952092496195057*M^4*omega^4*t^3*x)/(1524429349443719921664000000*
      (1 + t^2)^15) - (90380955046481159*M^5*omega^5*t^3*x)/
     (1647175608749577889382400000*(1 + t^2)^15) + 
    (391778749*M^2*omega^2*t^5*x)/(87796051200*(1 + t^2)^15) - 
    (10623924187840303*M^3*omega^3*t^5*x)/(13762209404700249292800*
      (1 + t^2)^15) - (143*M*omega*t^7*x)/(512*(1 + t^2)^15) + 
    (607273081*M^3*omega^3*t*x)/(415880685158400*(1 + t^2)^14) - 
    (25339623518671445773*M^4*omega^4*t*x)/(26423442057024478642176000000*
      (1 + t^2)^14) + (112110469422526867*M^5*omega^5*t*x)/
     (39532214609989869345177600000*(1 + t^2)^14) - 
    (4550376217*M^2*omega^2*t^3*x)/(19666315468800*(1 + t^2)^14) + 
    (3164100119687491*M^3*omega^3*t^3*x)/(55048837618800997171200*
      (1 + t^2)^14) + (429*M*omega*t^5*x)/(14336*(1 + t^2)^14) + 
    (18439661*M^2*omega^2*t*x)/(5378821324800*(1 + t^2)^13) - 
    (392522168785717*M^3*omega^3*t*x)/(330293025712805983027200*
      (1 + t^2)^13) - (165*M*omega*t^3*x)/(114688*(1 + t^2)^13) + 
    (55*M*omega*t*x)/(2752512*(1 + t^2)^12) - 
    (3318931804457*M^9*omega^9*t^3*x^3)/(14752509552081100800000*
      (1 + t^2)^21) + (32584614737891*M^8*omega^8*t^5*x^3)/
     (3017558772016588800000*(1 + t^2)^21) - 
    (23919746572801*M^7*omega^7*t^7*x^3)/(102447983000563200000*
      (1 + t^2)^21) + (74409710469383*M^6*omega^6*t^9*x^3)/
     (25611995750140800000*(1 + t^2)^21) - 
    (821420120929*M^5*omega^5*t^11*x^3)/(38113088913900000*(1 + t^2)^21) + 
    (6003538543*M^4*omega^4*t^13*x^3)/(70579794285000*(1 + t^2)^21) - 
    (13715661555481*M^8*omega^8*t^3*x^3)/(5532191082030412800000*
      (1 + t^2)^20) + (684209565087383*M^7*omega^7*t^5*x^3)/
     (5532191082030412800000*(1 + t^2)^20) - 
    (8446685391983*M^6*omega^6*t^7*x^3)/(3201499468767600000*(1 + t^2)^20) + 
    (27145138089449*M^5*omega^5*t^9*x^3)/(914714133933600000*(1 + t^2)^20) - 
    (20073801919*M^4*omega^4*t^11*x^3)/(120993933060000*(1 + t^2)^20) - 
    (2839868643497*M^7*omega^7*t^3*x^3)/(204895966001126400000*
      (1 + t^2)^19) + (8762421543140147*M^8*omega^8*t^3*x^3)/
     (509594953956900659527680000*(1 + t^2)^19) + 
    (17851621462079*M^6*omega^6*t^5*x^3)/(25611995750140800000*
      (1 + t^2)^19) - (764022213875447*M^7*omega^7*t^5*x^3)/
     (1219126684107417845760000*(1 + t^2)^19) - 
    (4780242882013*M^5*omega^5*t^7*x^3)/(348462527212800000*(1 + t^2)^19) + 
    (103835391976931497*M^6*omega^6*t^7*x^3)/(14155415387691684986880000*
      (1 + t^2)^19) + (13371313469*M^4*omega^4*t^9*x^3)/
     (112927670856000*(1 + t^2)^19) - (6823375276180063*M^5*omega^5*t^9*x^3)/
     (265414038519219093504000*(1 + t^2)^19) - 
    (2216217598619*M^6*omega^6*t^3*x^3)/(43135992842342400000*(1 + t^2)^18) + 
    (21529374657676469*M^7*omega^7*t^3*x^3)/(154163179348306081873920000*
      (1 + t^2)^18) + (23908796079731*M^5*omega^5*t^5*x^3)/
     (9756950761958400000*(1 + t^2)^18) - 
    (2072364636133970719*M^6*omega^6*t^5*x^3)/(509594953956900659527680000*
      (1 + t^2)^18) - (668195119*M^4*omega^4*t^7*x^3)/
     (17644948571250*(1 + t^2)^18) + (56009761199719*M^5*omega^5*t^7*x^3)/
     (2211783654326825779200*(1 + t^2)^18) - 
    (60076787843*M^5*omega^5*t^3*x^3)/(440163192268800000*(1 + t^2)^17) + 
    (160963193367504293*M^6*omega^6*t^3*x^3)/(339729969304600439685120000*
      (1 + t^2)^17) - (220890710221549*M^7*omega^7*t^3*x^3)/
     (1118196927539713447192166400*(1 + t^2)^17) + 
    (142851827827*M^4*omega^4*t^5*x^3)/(27102641005440000*(1 + t^2)^17) - 
    (20604949216766699*M^5*omega^5*t^5*x^3)/(2831083077538336997376000*
      (1 + t^2)^17) - (35300625923*M^4*omega^4*t^3*x^3)/
     (144547418695680000*(1 + t^2)^16) + 
    (218800865044757*M^5*omega^5*t^3*x^3)/(373329636598462021632000*
      (1 + t^2)^16) + (210741799*M^8*omega^8*t^5*x^5)/
     (2634376705728768000*(1 + t^2)^21) - (10795513*M^7*omega^7*t^7*x^5)/
     (5629010054976000*(1 + t^2)^21) + (115711*M^6*omega^6*t^9*x^5)/
     (9239536706400*(1 + t^2)^21) + (3554329*M^7*omega^7*t^5*x^5)/
     (5973643323648000*(1 + t^2)^20) - (180157*M^6*omega^6*t^7*x^5)/
     (20158989177600*(1 + t^2)^20) + (423259*M^6*omega^6*t^5*x^5)/
     (295665174604800*(1 + t^2)^19) - (281854777*M^7*omega^7*t^5*x^5)/
     (254542934044405923840*(1 + t^2)^19)
 
c[39/2, 1] = (-6575823709213546973*M^9*omega^9*t*x)/
     (489211155798624633146572800000*(1 + t^2)^19) + 
    (142795175592702497321*M^8*omega^8*t^3*x)/(110072510054690542457978880000*
      (1 + t^2)^19) - (83861310522218846153*M^7*omega^7*t^5*x)/
     (1763982532927733052211200000*(1 + t^2)^19) + 
    (121720893267012431681*M^6*omega^6*t^7*x)/(134103935251815963033600000*
      (1 + t^2)^19) - (57522561425453408069*M^5*omega^5*t^9*x)/
     (5898089744871535411200000*(1 + t^2)^19) + 
    (524837169720349529*M^4*omega^4*t^11*x)/(9215765226361774080000*
      (1 + t^2)^19) - (19514381041152883*M^3*omega^3*t^13*x)/
     (115197065329522176000*(1 + t^2)^19) - 
    (18533833956377561383*M^8*omega^8*t*x)/(133421224308715809039974400000*
      (1 + t^2)^18) + (28630889869219792243*M^7*omega^7*t^3*x)/
     (1881581368456248589025280000*(1 + t^2)^18) - 
    (17543872555312788559573*M^6*omega^6*t^5*x)/
     (30575697237414039571660800000*(1 + t^2)^18) + 
    (45635813554175100943*M^5*omega^5*t^7*x)/(4454501345777103667200000*
      (1 + t^2)^18) - (7109572463744697829*M^4*omega^4*t^9*x)/
     (78992273368815206400000*(1 + t^2)^18) + 
    (5239637512859317*M^3*omega^3*t^11*x)/(13963280646002688000*
      (1 + t^2)^18) - (561548855174979984287*M^7*omega^7*t*x)/
     (733816733697936949719859200000*(1 + t^2)^17) + 
    (334050563924692687*M^8*omega^8*t*x)/(355789931489908824106598400000*
      (1 + t^2)^17) + (253834642958563137167*M^6*omega^6*t^3*x)/
     (2779608839764912688332800000*(1 + t^2)^17) - 
    (11991100323021613921*M^7*omega^7*t^3*x)/(139774615942464180899020800000*
      (1 + t^2)^17) - (70560050636975167363*M^5*omega^5*t^5*x)/
     (21233123081537527480320000*(1 + t^2)^17) + 
    (23888597557763165963*M^6*omega^6*t^5*x)/(13589198772184017587404800000*
      (1 + t^2)^17) + (1070374946347336429*M^4*omega^4*t^7*x)/
     (21684153473792409600000*(1 + t^2)^17) - 
    (53462171748476047*M^5*omega^5*t^7*x)/(5515096904295461683200000*
      (1 + t^2)^17) - (7345379003235673*M^3*omega^3*t^9*x)/
     (23630167247081472000*(1 + t^2)^17) - 
    (1789798639488595787*M^6*omega^6*t*x)/(599523475243412540620800000*
      (1 + t^2)^16) + (740337918470353939*M^7*omega^7*t*x)/
     (79064429219979738690355200000*(1 + t^2)^16) + 
    (614191635504006660241*M^5*omega^5*t^3*x)/(1698649846523002198425600000*
      (1 + t^2)^16) - (3911760702193934341*M^6*omega^6*t^3*x)/
     (6039643898748452261068800000*(1 + t^2)^16) - 
    (16527163920188125483*M^4*omega^4*t^5*x)/(1474522436217883852800000*
      (1 + t^2)^16) + (108937996791484811*M^5*omega^5*t^5*x)/
     (14706925078121231155200000*(1 + t^2)^16) + 
    (3646956495913051*M^3*omega^3*t^7*x)/(30465339591278592000*
      (1 + t^2)^16) - (895647944556087277*M^5*omega^5*t*x)/
     (97999029607096280678400000*(1 + t^2)^15) + 
    (1652487969775622801*M^6*omega^6*t*x)/(39532214609989869345177600000*
      (1 + t^2)^15) - (896292101*M^7*omega^7*t*x)/(16905133567604529561600*
      (1 + t^2)^15) + (137722785210529988047*M^4*omega^4*t^3*x)/
     (141554153876916849868800000*(1 + t^2)^15) - 
    (90380955046481159*M^5*omega^5*t^3*x)/(58827700312484924620800000*
      (1 + t^2)^15) - (10623924187840303*M^3*omega^3*t^5*x)/
     (491507478739294617600*(1 + t^2)^15) - 
    (1378966365186365653*M^4*omega^4*t*x)/(62912957278629711052800000*
      (1 + t^2)^14) + (112110469422526867*M^5*omega^5*t*x)/
     (1411864807499638190899200000*(1 + t^2)^14) + 
    (3164100119687491*M^3*omega^3*t^3*x)/(1966029914957178470400*
      (1 + t^2)^14) - (392522168785717*M^3*omega^3*t*x)/
     (11796179489743070822400*(1 + t^2)^13) + 
    (850662429312690949*M^8*omega^8*t^3*x^3)/(3057569723741403957166080000*
      (1 + t^2)^19) - (6283075430425103*M^7*omega^7*t^5*x^3)/
     (555921767952982537666560*(1 + t^2)^19) + 
    (270684437701831*M^6*omega^6*t^7*x^3)/(1747582146628603084800*
      (1 + t^2)^19) - (6823375276180063*M^5*omega^5*t^9*x^3)/
     (9479072804257824768000*(1 + t^2)^19) + 
    (4627370941635509101*M^7*omega^7*t^3*x^3)/(1834541834244842374299648000*
      (1 + t^2)^18) - (167412705926902763*M^6*omega^6*t^5*x^3)/
     (1959980592141925613568000*(1 + t^2)^18) + 
    (56009761199719*M^5*omega^5*t^7*x^3)/(78992273368815206400*
      (1 + t^2)^18) + (9317644434251117*M^6*omega^6*t^3*x^3)/
     (943694359179445665792000*(1 + t^2)^17) - 
    (220890710221549*M^7*omega^7*t^3*x^3)/(39935604554989765971148800*
      (1 + t^2)^17) - (20604949216766699*M^5*omega^5*t^5*x^3)/
     (101110109912083464192000*(1 + t^2)^17) + 
    (218800865044757*M^5*omega^5*t^3*x^3)/(13333201307087929344000*
      (1 + t^2)^16) - (281854777*M^7*omega^7*t^5*x^5)/
     (9090819073014497280*(1 + t^2)^19)
 
c[39/2, 2] = (-351528593791*M^9*omega^9*t*x)/(8617338912961658880000*
      (1 + t^2)^19) + (267389042221799*M^8*omega^8*t^3*x)/
     (67861543939573063680000*(1 + t^2)^19) - 
    (165621541840301*M^7*omega^7*t^5*x)/(1060336624055829120000*
      (1 + t^2)^19) + (264284898436957*M^6*omega^6*t^7*x)/
     (78543453633765120000*(1 + t^2)^19) - (4878405875801*M^5*omega^5*t^9*x)/
     (114494830369920000*(1 + t^2)^19) + (1232410692481*M^4*omega^4*t^11*x)/
     (3928744179360000*(1 + t^2)^19) - (4506288113*M^3*omega^3*t^13*x)/
     (3607411707900*(1 + t^2)^19) - (32363783603*M^8*omega^8*t*x)/
     (68391578674298880000*(1 + t^2)^18) + (10724264113991*M^7*omega^7*t^3*x)/
     (205641042241130496000*(1 + t^2)^18) - 
    (12231797410423979*M^6*omega^6*t^5*x)/(5655128661631088640000*
      (1 + t^2)^18) + (126170041137713*M^5*omega^5*t^7*x)/
     (2805123344063040000*(1 + t^2)^18) - (71267388909197*M^4*omega^4*t^9*x)/
     (143852479182720000*(1 + t^2)^18) + (805779123*M^3*omega^3*t^11*x)/
     (291508016800*(1 + t^2)^18) - (37839444338629*M^7*omega^7*t*x)/
     (12926008369442488320000*(1 + t^2)^17) + 
    (60130463921815823*M^8*omega^8*t*x)/(9883053652497467336294400000*
      (1 + t^2)^17) + (480261882109*M^6*omega^6*t^3*x)/
     (1346779867023360000*(1 + t^2)^17) - 
    (4354574737327832057*M^7*omega^7*t^3*x)/(7412290239373100502220800000*
      (1 + t^2)^17) - (165454920952543*M^5*omega^5*t^5*x)/
     (11220493376252160000*(1 + t^2)^17) + 
    (1507570605681296687*M^6*omega^6*t^5*x)/(113243323101533479895040000*
      (1 + t^2)^17) + (2229823785653*M^4*omega^4*t^7*x)/
     (8202115041120000*(1 + t^2)^17) - (1160082731839711*M^5*omega^5*t^7*x)/
     (13927012384584499200000*(1 + t^2)^17) - (26410022599*M^3*omega^3*t^9*x)/
     (11543717465280*(1 + t^2)^17) - (73399122821*M^6*omega^6*t*x)/
     (5699298222858240000*(1 + t^2)^16) + 
    (1311427662059848477*M^7*omega^7*t*x)/(19766107304994934672588800000*
      (1 + t^2)^16) + (295414965107677*M^5*omega^5*t^3*x)/
     (179527894020034560000*(1 + t^2)^16) - 
    (2490453344313199*M^6*omega^6*t^3*x)/(504986948055890657280000*
      (1 + t^2)^16) - (1853145127013981*M^4*omega^4*t^5*x)/
     (29921315670005760000*(1 + t^2)^16) + 
    (2363208844463843*M^5*omega^5*t^5*x)/(37138699692225331200000*
      (1 + t^2)^16) + (4929024487*M^3*omega^3*t^7*x)/
     (5596953922560*(1 + t^2)^16) - (129244176339673*M^5*omega^5*t*x)/
     (2872446304320552960000*(1 + t^2)^15) + (17544141457763*M^6*omega^6*t*x)/
     (54205696709159288832000*(1 + t^2)^15) - (9018946393*M^7*omega^7*t*x)/
     (19469801266963336396800*(1 + t^2)^15) + 
    (50023786576007*M^4*omega^4*t^3*x)/(9206558667694080000*(1 + t^2)^15) - 
    (1960603452388267*M^5*omega^5*t^3*x)/(148554798768901324800000*
      (1 + t^2)^15) - (146931200303*M^3*omega^3*t^5*x)/
     (923497397222400*(1 + t^2)^15) - (20271267005239*M^4*omega^4*t*x)/
     (159580350240030720000*(1 + t^2)^14) + 
    (2433916367978371*M^5*omega^5*t*x)/(3565315170453631795200000*
      (1 + t^2)^14) + (175588939829*M^3*omega^3*t^3*x)/
     (14775958355558400*(1 + t^2)^14) - (7346114359*M^3*omega^3*t*x)/
     (29551916711116800*(1 + t^2)^13) + (1306730283959*M^8*omega^8*t^3*x^3)/
     (1413782165407772160000*(1 + t^2)^19) - 
    (11788092785143*M^7*omega^7*t^5*x^3)/(282756433081554432000*
      (1 + t^2)^19) + (120119223533*M^6*omega^6*t^7*x^3)/
     (181813550078160000*(1 + t^2)^19) - (31709329073*M^5*omega^5*t^9*x^3)/
     (8348581381140000*(1 + t^2)^19) + (191577041693*M^7*omega^7*t^3*x^3)/
     (20564104224113049600*(1 + t^2)^18) - 
    (56869736037239*M^6*omega^6*t^5*x^3)/(157086907267530240000*
      (1 + t^2)^18) + (13790288639*M^5*omega^5*t^7*x^3)/
     (3710480613840000*(1 + t^2)^18) + (8691647291611*M^6*omega^6*t^3*x^3)/
     (209449209690040320000*(1 + t^2)^17) - 
    (30949362361171*M^7*omega^7*t^3*x^3)/(705932403749819095449600*
      (1 + t^2)^17) - (7860134003*M^5*omega^5*t^5*x^3)/
     (7420961227680000*(1 + t^2)^17) + (25744591409*M^5*omega^5*t^3*x^3)/
     (305319547653120000*(1 + t^2)^16) - (9887*M^7*omega^7*t^5*x^5)/
     (67255704552960*(1 + t^2)^19)
 
c[39/2, 3] = (3491463956118323*M^8*omega^8*t*x)/(211779721124945728634880000*
      (1 + t^2)^17) - (2271277800498865079*M^7*omega^7*t^3*x)/
     (1358919877218401758740480000*(1 + t^2)^17) + 
    (340595231175421*M^6*omega^6*t^5*x)/(8080728064901775360000*
      (1 + t^2)^17) - (9223117281899*M^5*omega^5*t^7*x)/
     (30276113879531520000*(1 + t^2)^17) + 
    (11889581371023277*M^7*omega^7*t*x)/(60508491749984493895680000*
      (1 + t^2)^16) - (138785010410737891*M^6*omega^6*t^3*x)/
     (8824155046872738693120000*(1 + t^2)^16) + 
    (18771206401907*M^5*omega^5*t^5*x)/(80736303678750720000*(1 + t^2)^16) + 
    (83527049222257*M^6*omega^6*t*x)/(79229226010080706560000*(1 + t^2)^15) - 
    (121168383991*M^7*omega^7*t*x)/(63276854117630843289600*(1 + t^2)^15) - 
    (46729361784289*M^5*omega^5*t^3*x)/(968835644145008640000*(1 + t^2)^15) + 
    (103771612657*M^5*omega^5*t*x)/(41447514188021760000*(1 + t^2)^14) - 
    (1063056685463*M^7*omega^7*t^3*x^3)/(7673178301628468428800*(1 + t^2)^17)
 
c[39/2, 4] = (34185209*M^8*omega^8*t*x)/(1998455221002240000*(1 + t^2)^17) - 
    (3518928629*M^7*omega^7*t^3*x)/(1939677126266880000*(1 + t^2)^17) + 
    (627303234827*M^6*omega^6*t^5*x)/(12240538228638720000*(1 + t^2)^17) - 
    (1366007*M^5*omega^5*t^7*x)/(3142699560000*(1 + t^2)^17) + 
    (5355414037*M^7*omega^7*t*x)/(23981462652026880000*(1 + t^2)^16) - 
    (1891036080343*M^6*omega^6*t^3*x)/(97924305829109760000*(1 + t^2)^16) + 
    (2116021*M^5*omega^5*t^5*x)/(6385167360000*(1 + t^2)^16) + 
    (252708421*M^6*omega^6*t*x)/(190329068666880000*(1 + t^2)^15) - 
    (3166734203*M^7*omega^7*t*x)/(741525634190986444800*(1 + t^2)^15) - 
    (55372091*M^5*omega^5*t^3*x)/(804531087360000*(1 + t^2)^15) + 
    (11576023*M^5*omega^5*t*x)/(3218124349440000*(1 + t^2)^14) - 
    (37851271*M^7*omega^7*t^3*x^3)/(234166818287001600*(1 + t^2)^17)
 
c[39/2, 5] = (-1804861*M^7*omega^7*t*x)/(353107444852850688*(1 + t^2)^15)
 
c[39/2, 6] = -(M^7*omega^7*t*x)/(375804002304*(1 + t^2)^15)
 
c[39/2, 7] = 0
 
c[39/2, 8] = 0
 
c[39/2, 9] = 0
 
c[39/2, 10] = 0
 
c[39/2, 11] = 0
 
c[39/2, 12] = 0
 
c[39/2, 13] = 0
 
c[39/2, 14] = 0
 
c[39/2, 15] = 0
 
c[39/2, 16] = 0
 
c[39/2, 17] = 0
 
c[39/2, 18] = 0
 
c[39/2, 19] = 0
 
c[_, _] = 0
