c[0, 0] = (M*omega*x^2)/(2*(1 + t^2)^2)
 
c[1/2, 0] = 0
 
c[1, 0] = ((I/12)*M*omega)/(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] = ((I/360)*M^2*omega^2)/(1 + t^2)^4 + ((I/20)*M*omega*t^2)/
     (1 + t^2)^4 - ((I/120)*M*omega)/(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] = (-2*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] = 0
 
c[9/2, 1] = 0
 
c[9/2, 2] = 0
 
c[9/2, 3] = 0
 
c[9/2, 4] = 0
 
c[5, 0] = ((I/5670)*M^3*omega^3)/(1 + t^2)^6 + ((I/315)*M^2*omega^2*t^2)/
     (1 + t^2)^6 + ((I/28)*M*omega*t^4)/(1 + t^2)^6 - 
    ((I/2520)*M^2*omega^2)/(1 + t^2)^5 - (((3*I)/140)*M*omega*t^2)/
     (1 + t^2)^5 + (((3*I)/2240)*M*omega)/(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] = (-4*M^3*omega^3*t*x)/(945*(1 + t^2)^7) - 
    (8*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)/(630*(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) + 
    (127*M^3*omega^3*t^2*x^2)/(15120*(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] = 0
 
c[13/2, 1] = 0
 
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] = ((I/75600)*M^4*omega^4)/(1 + t^2)^8 + 
    (((17*I)/56700)*M^3*omega^3*t^2)/(1 + t^2)^8 + 
    (((13*I)/4200)*M^2*omega^2*t^4)/(1 + t^2)^8 + 
    ((I/36)*M*omega*t^6)/(1 + t^2)^8 - ((I/28350)*M^3*omega^3)/(1 + t^2)^7 - 
    ((I/700)*M^2*omega^2*t^2)/(1 + t^2)^7 - (((5*I)/168)*M*omega*t^4)/
     (1 + t^2)^7 + ((I/14400)*M^2*omega^2)/(1 + t^2)^6 + 
    (((5*I)/672)*M*omega*t^2)/(1 + t^2)^6 - ((I/4032)*M*omega)/(1 + t^2)^5
 
c[7, 1] = (M^4*omega^4)/(604800*(1 + t^2)^8) + (271*M^3*omega^3*t^2)/
     (226800*(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)
 
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] = (-2*M^4*omega^4*t*x)/(4725*(1 + t^2)^9) - 
    (136*M^3*omega^3*t^3*x)/(14175*(1 + t^2)^9) - (52*M^2*omega^2*t^5*x)/
     (525*(1 + t^2)^9) - (8*M*omega*t^7*x)/(9*(1 + t^2)^9) + 
    (31*M^3*omega^3*t*x)/(14175*(1 + t^2)^8) + (34*M^2*omega^2*t^3*x)/
     (525*(1 + t^2)^8) + (7*M*omega*t^5*x)/(6*(1 + t^2)^8) - 
    (31*M^2*omega^2*t*x)/(4200*(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] = 0
 
c[15/2, 2] = 0
 
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] = (31*M^5*omega^5*x^2)/(725760*(1 + t^2)^10) + 
    (493*M^4*omega^4*t^2*x^2)/(453600*(1 + t^2)^10) + 
    (17*M^3*omega^3*t^4*x^2)/(1400*(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) - (577*M^3*omega^3*t^2*x^2)/(113400*(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] = 0
 
c[8, 2] = 0
 
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] = 0
 
c[17/2, 1] = 0
 
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] = ((I/935550)*M^5*omega^5)/(1 + t^2)^10 + 
    (((2*I)/66825)*M^4*omega^4*t^2)/(1 + t^2)^10 + 
    (((13*I)/34650)*M^3*omega^3*t^4)/(1 + t^2)^10 + 
    (((151*I)/51975)*M^2*omega^2*t^6)/(1 + t^2)^10 + 
    ((I/44)*M*omega*t^8)/(1 + t^2)^10 - (((13*I)/3742200)*M^4*omega^4)/
     (1 + t^2)^9 - (((47*I)/311850)*M^3*omega^3*t^2)/(1 + t^2)^9 - 
    ((I/396)*M^2*omega^2*t^4)/(1 + t^2)^9 - (((7*I)/198)*M*omega*t^6)/
     (1 + t^2)^9 + ((I/142560)*M^3*omega^3)/(1 + t^2)^8 + 
    (((139*I)/277200)*M^2*omega^2*t^2)/(1 + t^2)^8 + 
    (((35*I)/2112)*M*omega*t^4)/(1 + t^2)^8 - (((89*I)/6652800)*M^2*omega^2)/
     (1 + t^2)^7 - (((5*I)/2112)*M*omega*t^2)/(1 + t^2)^7 + 
    (((5*I)/101376)*M*omega)/(1 + t^2)^6
 
c[9, 1] = (M^5*omega^5)/(23950080*(1 + t^2)^10) + (1651*M^4*omega^4*t^2)/
     (14968800*(1 + t^2)^10) + (397*M^3*omega^3*t^4)/(138600*(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) - 
    (391*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)
 
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] = (-4*M^5*omega^5*t*x)/(93555*(1 + t^2)^11) - 
    (16*M^4*omega^4*t^3*x)/(13365*(1 + t^2)^11) - (52*M^3*omega^3*t^5*x)/
     (3465*(1 + t^2)^11) - (1208*M^2*omega^2*t^7*x)/(10395*(1 + t^2)^11) - 
    (10*M*omega*t^9*x)/(11*(1 + t^2)^11) + (229*M^4*omega^4*t*x)/
     (935550*(1 + t^2)^10) + (146*M^3*omega^3*t^3*x)/(17325*(1 + t^2)^10) + 
    (2179*M^2*omega^2*t^5*x)/(17325*(1 + t^2)^10) + 
    (18*M*omega*t^7*x)/(11*(1 + t^2)^10) - (43*M^3*omega^3*t*x)/
     (51975*(1 + t^2)^9) - (628*M^2*omega^2*t^3*x)/(17325*(1 + t^2)^9) - 
    (21*M*omega*t^5*x)/(22*(1 + t^2)^9) + (3959*M^2*omega^2*t*x)/
     (1663200*(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)
 
c[19/2, 1] = 0
 
c[19/2, 2] = 0
 
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] = (691*M^6*omega^6*x^2)/(159667200*(1 + t^2)^12) + 
    (16073*M^5*omega^5*t^2*x^2)/(119750400*(1 + t^2)^12) + 
    (55901*M^4*omega^4*t^4*x^2)/(29937600*(1 + t^2)^12) + 
    (2131*M^3*omega^3*t^6*x^2)/(138600*(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) - (3071*M^4*omega^4*t^2*x^2)/
     (4276800*(1 + t^2)^11) - (3331*M^3*omega^3*t^4*x^2)/
     (277200*(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) + (349*M^3*omega^3*t^2*x^2)/
     (158400*(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] = 0
 
c[10, 2] = 0
 
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] = 0
 
c[21/2, 1] = 0
 
c[21/2, 2] = 0
 
c[21/2, 3] = 0
 
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*I)/7662154500)*M^6*omega^6)/(1 + t^2)^12 + 
    (((3859*I)/1277025750)*M^5*omega^5*t^2)/(1 + t^2)^12 + 
    (((19519*I)/425675250)*M^4*omega^4*t^4)/(1 + t^2)^12 + 
    (((29734*I)/70945875)*M^3*omega^3*t^6)/(1 + t^2)^12 + 
    (((20429*I)/7567560)*M^2*omega^2*t^8)/(1 + t^2)^12 + 
    ((I/52)*M*omega*t^10)/(1 + t^2)^12 - (((893*I)/2554051500)*M^5*omega^5)/
     (1 + t^2)^11 - (((1198*I)/70945875)*M^4*omega^4*t^2)/(1 + t^2)^11 - 
    (((30211*I)/94594500)*M^3*omega^3*t^4)/(1 + t^2)^11 - 
    (((304*I)/85995)*M^2*omega^2*t^6)/(1 + t^2)^11 - 
    (((45*I)/1144)*M*omega*t^8)/(1 + t^2)^11 + 
    (((983*I)/1238328000)*M^4*omega^4)/(1 + t^2)^10 + 
    (((21199*I)/378378000)*M^3*omega^3*t^2)/(1 + t^2)^10 + 
    (((23077*I)/16816800)*M^2*omega^2*t^4)/(1 + t^2)^10 + 
    (((63*I)/2288)*M*omega*t^6)/(1 + t^2)^10 - 
    (((817*I)/567567000)*M^3*omega^3)/(1 + t^2)^9 - 
    (((12083*I)/75675600)*M^2*omega^2*t^2)/(1 + t^2)^9 - 
    (((35*I)/4576)*M*omega*t^4)/(1 + t^2)^9 + 
    (((26387*I)/9686476800)*M^2*omega^2)/(1 + t^2)^8 + 
    (((105*I)/146432)*M*omega*t^2)/(1 + t^2)^8 - (((3*I)/292864)*M*omega)/
     (1 + t^2)^7
 
c[11, 1] = (691*M^6*omega^6)/(653837184000*(1 + t^2)^12) + 
    (590017*M^5*omega^5*t^2)/(54486432000*(1 + t^2)^12) + 
    (4546229*M^4*omega^4*t^4)/(13621608000*(1 + t^2)^12) + 
    (897137*M^3*omega^3*t^6)/(189189000*(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) - (1259633*M^4*omega^4*t^2)/
     (13621608000*(1 + t^2)^11) - (417899*M^3*omega^3*t^4)/
     (126126000*(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) + 
    (245171*M^3*omega^3*t^2)/(504504000*(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)
 
c[11, 2] = 0
 
c[11, 3] = 0
 
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] = (-2764*M^6*omega^6*t*x)/(638512875*(1 + t^2)^13) - 
    (30872*M^5*omega^5*t^3*x)/(212837625*(1 + t^2)^13) - 
    (156152*M^4*omega^4*t^5*x)/(70945875*(1 + t^2)^13) - 
    (475744*M^3*omega^3*t^7*x)/(23648625*(1 + t^2)^13) - 
    (40858*M^2*omega^2*t^9*x)/(315315*(1 + t^2)^13) - 
    (12*M*omega*t^11*x)/(13*(1 + t^2)^13) + (1949*M^5*omega^5*t*x)/
     (70945875*(1 + t^2)^12) + (236212*M^4*omega^4*t^3*x)/
     (212837625*(1 + t^2)^12) + (150419*M^3*omega^3*t^5*x)/
     (7882875*(1 + t^2)^12) + (187994*M^2*omega^2*t^7*x)/
     (945945*(1 + t^2)^12) + (55*M*omega*t^9*x)/(26*(1 + t^2)^12) - 
    (169073*M^4*omega^4*t*x)/(1702701000*(1 + t^2)^11) - 
    (75613*M^3*omega^3*t^3*x)/(15765750*(1 + t^2)^11) - 
    (24547*M^2*omega^2*t^5*x)/(252252*(1 + t^2)^11) - 
    (45*M*omega*t^7*x)/(26*(1 + t^2)^11) + (26101*M^3*omega^3*t*x)/
     (94594500*(1 + t^2)^10) + (586*M^2*omega^2*t^3*x)/(35035*(1 + t^2)^10) + 
    (63*M*omega*t^5*x)/(104*(1 + t^2)^10) - (43943*M^2*omega^2*t*x)/
     (60540480*(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)
 
c[23/2, 1] = 0
 
c[23/2, 2] = 0
 
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] = (5461*M^7*omega^7*x^2)/(12454041600*(1 + t^2)^14) + 
    (476857*M^6*omega^6*t^2*x^2)/(29719872000*(1 + t^2)^14) + 
    (4863421*M^5*omega^5*t^4*x^2)/(18162144000*(1 + t^2)^14) + 
    (6108721*M^4*omega^4*t^6*x^2)/(2270268000*(1 + t^2)^14) + 
    (6874061*M^3*omega^3*t^8*x^2)/(378378000*(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) - (478643*M^5*omega^5*t^2*x^2)/
     (4953312000*(1 + t^2)^13) - (968771*M^4*omega^4*t^4*x^2)/
     (504504000*(1 + t^2)^13) - (4070189*M^3*omega^3*t^6*x^2)/
     (189189000*(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) + 
    (3243143*M^4*omega^4*t^2*x^2)/(9906624000*(1 + t^2)^12) + 
    (7665523*M^3*omega^3*t^4*x^2)/(1009008000*(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) - (227363*M^3*omega^3*t^2*x^2)/
     (275184000*(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)
 
c[12, 1] = 0
 
c[12, 2] = 0
 
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] = 0
 
c[25/2, 1] = 0
 
c[25/2, 2] = 0
 
c[25/2, 3] = 0
 
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] = ((I/127702575)*M^7*omega^7)/(1 + t^2)^14 + 
    (((586*I)/1915538625)*M^6*omega^6*t^2)/(1 + t^2)^14 + 
    (((7001*I)/1277025750)*M^5*omega^5*t^4)/(1 + t^2)^14 + 
    (((1814*I)/30405375)*M^4*omega^4*t^6)/(1 + t^2)^14 + 
    (((4493*I)/10135125)*M^3*omega^3*t^8)/(1 + t^2)^14 + 
    (((158*I)/63063)*M^2*omega^2*t^10)/(1 + t^2)^14 + 
    ((I/60)*M*omega*t^12)/(1 + t^2)^14 - (((271*I)/7662154500)*M^6*omega^6)/
     (1 + t^2)^13 - (((97*I)/51081030)*M^5*omega^5*t^2)/(1 + t^2)^13 - 
    (((653*I)/15765750)*M^4*omega^4*t^4)/(1 + t^2)^13 - 
    (((36602*I)/70945875)*M^3*omega^3*t^6)/(1 + t^2)^13 - 
    (((11171*I)/2522520)*M^2*omega^2*t^8)/(1 + t^2)^13 - 
    (((11*I)/260)*M*omega*t^10)/(1 + t^2)^13 + 
    (((13*I)/142884000)*M^5*omega^5)/(1 + t^2)^12 + 
    (((11471*I)/1702701000)*M^4*omega^4*t^2)/(1 + t^2)^12 + 
    (((1075*I)/6054048)*M^3*omega^3*t^4)/(1 + t^2)^12 + 
    (((8011*I)/3027024)*M^2*omega^2*t^6)/(1 + t^2)^12 + 
    (((33*I)/832)*M*omega*t^8)/(1 + t^2)^12 - 
    (((1607*I)/9081072000)*M^4*omega^4)/(1 + t^2)^11 - 
    (((41911*I)/2270268000)*M^3*omega^3*t^2)/(1 + t^2)^11 - 
    (((17*I)/27456)*M^2*omega^2*t^4)/(1 + t^2)^11 - 
    (((7*I)/416)*M*omega*t^6)/(1 + t^2)^11 + 
    (((5519*I)/18162144000)*M^3*omega^3)/(1 + t^2)^10 + 
    (((59*I)/1223040)*M^2*omega^2*t^2)/(1 + t^2)^10 + 
    (((21*I)/6656)*M*omega*t^4)/(1 + t^2)^10 - 
    (((557*I)/968647680)*M^2*omega^2)/(1 + t^2)^9 - 
    (((7*I)/33280)*M*omega*t^2)/(1 + t^2)^9 + (((7*I)/3194880)*M*omega)/
     (1 + t^2)^8
 
c[13, 1] = (M^7*omega^7)/(37362124800*(1 + t^2)^14) + 
    (1065511*M^6*omega^6*t^2)/(980755776000*(1 + t^2)^14) + 
    (6412379*M^5*omega^5*t^4)/(163459296000*(1 + t^2)^14) + 
    (4428653*M^4*omega^4*t^6)/(6810804000*(1 + t^2)^14) + 
    (687083*M^3*omega^3*t^8)/(103194000*(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) - (1587181*M^5*omega^5*t^2)/
     (163459296000*(1 + t^2)^13) - (13427*M^4*omega^4*t^4)/
     (33633600*(1 + t^2)^13) - (4187129*M^3*omega^3*t^6)/
     (567567000*(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) + 
    (1812497*M^4*omega^4*t^2)/(36324288000*(1 + t^2)^12) + 
    (7103431*M^3*omega^3*t^4)/(3027024000*(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) - (377017*M^3*omega^3*t^2)/
     (1816214400*(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)
 
c[13, 2] = 0
 
c[13, 3] = 0
 
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] = (-8*M^7*omega^7*t*x)/(18243225*(1 + t^2)^15) - 
    (4688*M^6*omega^6*t^3*x)/(273648375*(1 + t^2)^15) - 
    (28004*M^5*omega^5*t^5*x)/(91216125*(1 + t^2)^15) - 
    (14512*M^4*omega^4*t^7*x)/(4343625*(1 + t^2)^15) - 
    (35944*M^3*omega^3*t^9*x)/(1447875*(1 + t^2)^15) - 
    (1264*M^2*omega^2*t^11*x)/(9009*(1 + t^2)^15) - 
    (14*M*omega*t^13*x)/(15*(1 + t^2)^15) + (5867*M^6*omega^6*t*x)/
     (1915538625*(1 + t^2)^14) + (91054*M^5*omega^5*t^3*x)/
     (638512875*(1 + t^2)^14) + (203594*M^4*omega^4*t^5*x)/
     (70945875*(1 + t^2)^14) + (481304*M^3*omega^3*t^7*x)/
     (14189175*(1 + t^2)^14) + (19647*M^2*omega^2*t^9*x)/
     (70070*(1 + t^2)^14) + (13*M*omega*t^11*x)/(5*(1 + t^2)^14) - 
    (15277*M^5*omega^5*t*x)/(1277025750*(1 + t^2)^13) - 
    (1858*M^4*omega^4*t^3*x)/(2837835*(1 + t^2)^13) - 
    (695941*M^3*omega^3*t^5*x)/(47297250*(1 + t^2)^13) - 
    (6933*M^2*omega^2*t^7*x)/(35035*(1 + t^2)^13) - 
    (11*M*omega*t^9*x)/(4*(1 + t^2)^13) + (236567*M^4*omega^4*t*x)/
     (6810804000*(1 + t^2)^12) + (1267271*M^3*omega^3*t^3*x)/
     (567567000*(1 + t^2)^12) + (59533*M^2*omega^2*t^5*x)/
     (1009008*(1 + t^2)^12) + (11*M*omega*t^7*x)/(8*(1 + t^2)^12) - 
    (17749*M^3*omega^3*t*x)/(206388000*(1 + t^2)^11) - 
    (2315*M^2*omega^2*t^3*x)/(336336*(1 + t^2)^11) - 
    (21*M*omega*t^5*x)/(64*(1 + t^2)^11) + (5749*M^2*omega^2*t*x)/
     (26906880*(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)
 
c[27/2, 1] = 0
 
c[27/2, 2] = 0
 
c[27/2, 3] = 0
 
c[27/2, 4] = 0
 
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] = (929569*M^8*omega^8*x^2)/(20922789888000*(1 + t^2)^16) + 
    (2450033*M^7*omega^7*t^2*x^2)/(1307674368000*(1 + t^2)^16) + 
    (6506389*M^6*omega^6*t^4*x^2)/(178319232000*(1 + t^2)^16) + 
    (18379*M^5*omega^5*t^6*x^2)/(42336000*(1 + t^2)^16) + 
    (95855033*M^4*omega^4*t^8*x^2)/(27243216000*(1 + t^2)^16) + 
    (519523*M^3*omega^3*t^10*x^2)/(25225200*(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) - (4917139*M^6*omega^6*t^2*x^2)/
     (392302310400*(1 + t^2)^15) - (94280807*M^5*omega^5*t^4*x^2)/
     (326918592000*(1 + t^2)^15) - (1334603*M^4*omega^4*t^6*x^2)/
     (349272000*(1 + t^2)^15) - (75340021*M^3*omega^3*t^8*x^2)/
     (2270268000*(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) + 
    (60933979*M^5*omega^5*t^2*x^2)/(1307674368000*(1 + t^2)^14) + 
    (45169519*M^4*omega^4*t^4*x^2)/(36324288000*(1 + t^2)^14) + 
    (574309*M^3*omega^3*t^6*x^2)/(31752000*(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) - (1977587*M^4*omega^4*t^2*x^2)/
     (15567552000*(1 + t^2)^13) - (11761781*M^3*omega^3*t^4*x^2)/
     (3027024000*(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) + 
    (1659769*M^3*omega^3*t^2*x^2)/(5811886080*(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)
 
c[14, 1] = 0
 
c[14, 2] = 0
 
c[14, 3] = 0
 
c[14, 4] = 0
 
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] = 0
 
c[29/2, 1] = 0
 
c[29/2, 2] = 0
 
c[29/2, 3] = 0
 
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*I)/5210265060000)*M^8*omega^8)/(1 + t^2)^16 + 
    (((20183*I)/651283132500)*M^7*omega^7*t^2)/(1 + t^2)^16 + 
    (((2506481*I)/3907698795000)*M^6*omega^6*t^4)/(1 + t^2)^16 + 
    (((589973*I)/72364792500)*M^5*omega^5*t^6)/(1 + t^2)^16 + 
    (((61777687*I)/868377510000)*M^4*omega^4*t^8)/(1 + t^2)^16 + 
    (((417*I)/916300)*M^3*omega^3*t^10)/(1 + t^2)^16 + 
    (((128461*I)/55135080)*M^2*omega^2*t^12)/(1 + t^2)^16 + 
    ((I/68)*M*omega*t^14)/(1 + t^2)^16 - 
    (((2333*I)/651283132500)*M^7*omega^7)/(1 + t^2)^15 - 
    (((414461*I)/1953849397500)*M^6*omega^6*t^2)/(1 + t^2)^15 - 
    (((572081*I)/108547188750)*M^5*omega^5*t^4)/(1 + t^2)^15 - 
    (((16445827*I)/217094377500)*M^4*omega^4*t^6)/(1 + t^2)^15 - 
    (((3492187*I)/4824319500)*M^3*omega^3*t^8)/(1 + t^2)^15 - 
    (((47881*I)/9189180)*M^2*omega^2*t^10)/(1 + t^2)^15 - 
    (((91*I)/2040)*M*omega*t^12)/(1 + t^2)^15 + 
    (((12443*I)/1202368860000)*M^6*omega^6)/(1 + t^2)^14 + 
    (((100979*I)/124053930000)*M^5*omega^5*t^2)/(1 + t^2)^14 + 
    (((6933419*I)/289459170000)*M^4*omega^4*t^4)/(1 + t^2)^14 + 
    (((267217*I)/689188500)*M^3*omega^3*t^6)/(1 + t^2)^14 + 
    (((4388707*I)/1029188160)*M^2*omega^2*t^8)/(1 + t^2)^14 + 
    (((143*I)/2720)*M*omega*t^10)/(1 + t^2)^14 - 
    (((38387*I)/1736755020000)*M^5*omega^5)/(1 + t^2)^13 - 
    (((252761*I)/108547188750)*M^4*omega^4*t^2)/(1 + t^2)^13 - 
    (((208877*I)/2572970400)*M^3*omega^3*t^4)/(1 + t^2)^13 - 
    (((60323*I)/38594556)*M^2*omega^2*t^6)/(1 + t^2)^13 - 
    (((33*I)/1088)*M*omega*t^8)/(1 + t^2)^13 + 
    (((626033*I)/15878903040000)*M^4*omega^4)/(1 + t^2)^12 + 
    (((3521633*I)/617512896000)*M^3*omega^3*t^2)/(1 + t^2)^12 + 
    (((824489*I)/3293402112)*M^2*omega^2*t^4)/(1 + t^2)^12 + 
    (((77*I)/8704)*M*omega*t^6)/(1 + t^2)^12 - 
    (((20257*I)/308756448000)*M^3*omega^3)/(1 + t^2)^11 - 
    (((116099*I)/8233505280)*M^2*omega^2*t^2)/(1 + t^2)^11 - 
    (((21*I)/17408)*M*omega*t^4)/(1 + t^2)^11 + 
    (((9839*I)/79041650688)*M^2*omega^2)/(1 + t^2)^10 + 
    (((21*I)/348160)*M*omega*t^2)/(1 + t^2)^10 - ((I/2088960)*M*omega)/
     (1 + t^2)^9
 
c[15, 1] = (3617*M^8*omega^8)/(5335311421440000*(1 + t^2)^16) + 
    (36598129*M^7*omega^7*t^2)/(333456963840000*(1 + t^2)^16) + 
    (2282671207*M^6*omega^6*t^4)/(500185445760000*(1 + t^2)^16) + 
    (405958703*M^5*omega^5*t^6)/(4631346720000*(1 + t^2)^16) + 
    (7187142329*M^4*omega^4*t^8)/(6947020080000*(1 + t^2)^16) + 
    (3658093*M^3*omega^3*t^10)/(428828400*(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) - (3644593*M^6*omega^6*t^2)/
     (3497800320000*(1 + t^2)^15) - (453035503*M^5*omega^5*t^4)/
     (9262693440000*(1 + t^2)^15) - (3567900013*M^4*omega^4*t^6)/
     (3473510040000*(1 + t^2)^15) - (169073129*M^3*omega^3*t^8)/
     (12864852000*(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) + 
    (2515027*M^5*omega^5*t^2)/(457416960000*(1 + t^2)^14) + 
    (2681414767*M^4*omega^4*t^4)/(9262693440000*(1 + t^2)^14) + 
    (57696253*M^3*omega^3*t^6)/(8576568000*(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) - (611243429*M^4*omega^4*t^2)/
     (27788080320000*(1 + t^2)^13) - (22470761*M^3*omega^3*t^4)/
     (17153136000*(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) + 
    (65378741*M^3*omega^3*t^2)/(823350528000*(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)
 
c[15, 2] = 0
 
c[15, 3] = 0
 
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] = (-7234*M^8*omega^8*t*x)/(162820783125*(1 + t^2)^17) - 
    (322928*M^7*omega^7*t^3*x)/(162820783125*(1 + t^2)^17) - 
    (20051848*M^6*omega^6*t^5*x)/(488462349375*(1 + t^2)^17) - 
    (9439568*M^5*omega^5*t^7*x)/(18091198125*(1 + t^2)^17) - 
    (247110748*M^4*omega^4*t^9*x)/(54273594375*(1 + t^2)^17) - 
    (6672*M^3*omega^3*t^11*x)/(229075*(1 + t^2)^17) - 
    (1027688*M^2*omega^2*t^13*x)/(6891885*(1 + t^2)^17) - 
    (16*M*omega*t^15*x)/(17*(1 + t^2)^17) + (55178*M^7*omega^7*t*x)/
     (162820783125*(1 + t^2)^16) + (793036*M^6*omega^6*t^3*x)/
     (44405668125*(1 + t^2)^16) + (7490729*M^5*omega^5*t^5*x)/
     (18091198125*(1 + t^2)^16) + (23728084*M^4*omega^4*t^7*x)/
     (4174891875*(1 + t^2)^16) + (384002*M^3*omega^3*t^9*x)/
     (7309575*(1 + t^2)^16) + (846676*M^2*omega^2*t^11*x)/
     (2297295*(1 + t^2)^16) + (105*M*omega*t^13*x)/(34*(1 + t^2)^16) - 
    (2790157*M^6*omega^6*t*x)/(1953849397500*(1 + t^2)^15) - 
    (81407*M^5*omega^5*t^3*x)/(927753750*(1 + t^2)^15) - 
    (81425587*M^4*omega^4*t^5*x)/(36182396250*(1 + t^2)^15) - 
    (13385338*M^3*omega^3*t^7*x)/(402026625*(1 + t^2)^15) - 
    (484919*M^2*omega^2*t^9*x)/(1413720*(1 + t^2)^15) - 
    (273*M*omega*t^11*x)/(68*(1 + t^2)^15) + (637579*M^5*omega^5*t*x)/
     (144729585000*(1 + t^2)^14) + (33943829*M^4*omega^4*t^3*x)/
     (108547188750*(1 + t^2)^14) + (9513719*M^3*omega^3*t^5*x)/
     (1072071000*(1 + t^2)^14) + (4121443*M^2*omega^2*t^7*x)/
     (27567540*(1 + t^2)^14) + (715*M*omega*t^9*x)/(272*(1 + t^2)^14) - 
    (77853509*M^4*omega^4*t*x)/(6947020080000*(1 + t^2)^13) - 
    (11876713*M^3*omega^3*t^3*x)/(12864852000*(1 + t^2)^13) - 
    (904877*M^2*omega^2*t^5*x)/(29405376*(1 + t^2)^13) - 
    (495*M*omega*t^7*x)/(544*(1 + t^2)^13) + (1322429*M^3*omega^3*t*x)/
     (51459408000*(1 + t^2)^12) + (385681*M^2*omega^2*t^3*x)/
     (147026880*(1 + t^2)^12) + (693*M*omega*t^5*x)/(4352*(1 + t^2)^12) - 
    (433193*M^2*omega^2*t*x)/(7057290240*(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)
 
c[31/2, 1] = 0
 
c[31/2, 2] = 0
 
c[31/2, 3] = 0
 
c[31/2, 4] = 0
 
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] = (3202291*M^9*omega^9*x^2)/(711374856192000*(1 + t^2)^18) + 
    (143353351*M^8*omega^8*t^2*x^2)/(666913927680000*(1 + t^2)^18) + 
    (199460927*M^7*omega^7*t^4*x^2)/(41682120480000*(1 + t^2)^18) + 
    (374121301*M^6*omega^6*t^6*x^2)/(5683925520000*(1 + t^2)^18) + 
    (7654639*M^5*omega^5*t^8*x^2)/(12252240000*(1 + t^2)^18) + 
    (3759957787*M^4*omega^4*t^10*x^2)/(868377510000*(1 + t^2)^18) + 
    (664441*M^3*omega^3*t^12*x^2)/(29238300*(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) - (11977319*M^7*omega^7*t^2*x^2)/
     (7578567360000*(1 + t^2)^17) - (736895207*M^6*omega^6*t^4*x^2)/
     (17863765920000*(1 + t^2)^17) - (731849749*M^5*omega^5*t^6*x^2)/
     (1157836680000*(1 + t^2)^17) - (11179658471*M^4*omega^4*t^8*x^2)/
     (1736755020000*(1 + t^2)^17) - (455017*M^3*omega^3*t^10*x^2)/
     (9746100*(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) + 
    (2326422109*M^6*omega^6*t^2*x^2)/(363771233280000*(1 + t^2)^16) + 
    (14289555451*M^5*omega^5*t^4*x^2)/(74101547520000*(1 + t^2)^16) + 
    (2308508611*M^4*omega^4*t^6*x^2)/(712514880000*(1 + t^2)^16) + 
    (721583969*M^3*omega^3*t^8*x^2)/(20583763200*(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) - (1394392877*M^5*omega^5*t^2*x^2)/
     (74101547520000*(1 + t^2)^15) - (35923097767*M^4*omega^4*t^4*x^2)/
     (55576160640000*(1 + t^2)^15) - (46721273*M^3*omega^3*t^6*x^2)/
     (3958416000*(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) + 
    (1538730803*M^4*omega^4*t^2*x^2)/(34200714240000*(1 + t^2)^14) + 
    (160024013*M^3*omega^3*t^4*x^2)/(91483392000*(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) - (1001041*M^3*omega^3*t^2*x^2)/
     (10692864000*(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)
 
c[16, 1] = 0
 
c[16, 2] = 0
 
c[16, 3] = 0
 
c[16, 4] = 0
 
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] = 0
 
c[33/2, 1] = 0
 
c[33/2, 2] = 0
 
c[33/2, 3] = 0
 
c[33/2, 4] = 0
 
c[33/2, 5] = 0
 
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*I)/701627318642250)*M^9*omega^9)/(1 + t^2)^18 + 
    (((611924*I)/194896477400625)*M^8*omega^8*t^2)/(1 + t^2)^18 + 
    (((14370553*I)/194896477400625)*M^7*omega^7*t^4)/(1 + t^2)^18 + 
    (((69756002*I)/64965492466875)*M^6*omega^6*t^6)/(1 + t^2)^18 + 
    (((469500041*I)/43310328311250)*M^5*omega^5*t^8)/(1 + t^2)^18 + 
    (((580998842*I)/7218388051875)*M^4*omega^4*t^10)/(1 + t^2)^18 + 
    (((44173783*I)/96245174025)*M^3*omega^3*t^12)/(1 + t^2)^18 + 
    (((1423082*I)/654729075)*M^2*omega^2*t^14)/(1 + t^2)^18 + 
    ((I/76)*M*omega*t^16)/(1 + t^2)^18 - 
    (((565843*I)/1559171819205000)*M^8*omega^8)/(1 + t^2)^17 - 
    (((916411*I)/38979295480125)*M^7*omega^7*t^2)/(1 + t^2)^17 - 
    (((85174039*I)/129930984933750)*M^6*omega^6*t^4)/(1 + t^2)^17 - 
    (((17907877*I)/1665781858125)*M^5*omega^5*t^6)/(1 + t^2)^17 - 
    (((87270371*I)/740347492500)*M^4*omega^4*t^8)/(1 + t^2)^17 - 
    (((29947133*I)/32081724675)*M^3*omega^3*t^10)/(1 + t^2)^17 - 
    (((7719353*I)/1309458150)*M^2*omega^2*t^12)/(1 + t^2)^17 - 
    (((15*I)/323)*M*omega*t^14)/(1 + t^2)^17 + 
    (((213671*I)/183431978730000)*M^7*omega^7)/(1 + t^2)^16 + 
    (((50643239*I)/519723939735000)*M^6*omega^6*t^2)/(1 + t^2)^16 + 
    (((147207509*I)/46197683532000)*M^5*omega^5*t^4)/(1 + t^2)^16 + 
    (((258285659*I)/4442084955000)*M^4*omega^4*t^6)/(1 + t^2)^16 + 
    (((355192931*I)/513307594800)*M^3*omega^3*t^8)/(1 + t^2)^16 + 
    (((326329*I)/52907400)*M^2*omega^2*t^10)/(1 + t^2)^16 + 
    (((1365*I)/20672)*M*omega*t^12)/(1 + t^2)^16 - 
    (((11351677*I)/4157791517880000)*M^6*omega^6)/(1 + t^2)^15 - 
    (((205300763*I)/692965252980000)*M^5*omega^5*t^2)/(1 + t^2)^15 - 
    (((2601251197*I)/230988417660000)*M^4*omega^4*t^4)/(1 + t^2)^15 - 
    (((881554379*I)/3849806961000)*M^3*omega^3*t^6)/(1 + t^2)^15 - 
    (((441401*I)/140849280)*M^2*omega^2*t^8)/(1 + t^2)^15 - 
    (((1001*I)/20672)*M*omega*t^10)/(1 + t^2)^15 + 
    (((4463153*I)/852880311360000)*M^5*omega^5)/(1 + t^2)^14 + 
    (((229324379*I)/307984556880000)*M^4*omega^4*t^2)/(1 + t^2)^14 + 
    (((246995311*I)/7466292288000)*M^3*omega^3*t^4)/(1 + t^2)^14 + 
    (((26746021*I)/33522128640)*M^2*omega^2*t^6)/(1 + t^2)^14 + 
    (((6435*I)/330752)*M*omega*t^8)/(1 + t^2)^14 - 
    (((130610699*I)/14783258730240000)*M^4*omega^4)/(1 + t^2)^13 - 
    (((10693667*I)/6317631936000)*M^3*omega^3*t^2)/(1 + t^2)^13 - 
    (((10111*I)/107494400)*M^2*omega^2*t^4)/(1 + t^2)^13 - 
    (((693*I)/165376)*M*omega*t^6)/(1 + t^2)^13 + 
    (((28421513*I)/1971101164032000)*M^3*omega^3)/(1 + t^2)^12 + 
    (((5401843*I)/1340885145600)*M^2*omega^2*t^2)/(1 + t^2)^12 + 
    (((1155*I)/2646016)*M*omega*t^4)/(1 + t^2)^12 - 
    (((294487*I)/10727081164800)*M^2*omega^2)/(1 + t^2)^11 - 
    (((45*I)/2646016)*M*omega*t^2)/(1 + t^2)^11 + (((9*I)/84672512)*M*omega)/
     (1 + t^2)^10
 
c[17, 1] = (43867*M^9*omega^9)/(2554547108585472000*(1 + t^2)^18) + 
    (328509983*M^8*omega^8*t^2)/(29566517460480000*(1 + t^2)^18) + 
    (322509917*M^7*omega^7*t^4)/(615969113760000*(1 + t^2)^18) + 
    (95531851069*M^6*omega^6*t^6)/(8315583035760000*(1 + t^2)^18) + 
    (47969360449*M^5*omega^5*t^8)/(307984556880000*(1 + t^2)^18) + 
    (169236280313*M^4*omega^4*t^10)/(115494208830000*(1 + t^2)^18) + 
    (147161291*M^3*omega^3*t^12)/(14258544300*(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) - (1245279583*M^7*omega^7*t^2)/
     (11087444047680000*(1 + t^2)^17) - (98914505707*M^6*omega^6*t^4)/
     (16631166071520000*(1 + t^2)^17) - (4371762539*M^5*omega^5*t^6)/
     (30798455688000*(1 + t^2)^17) - (473547037501*M^4*omega^4*t^8)/
     (230988417660000*(1 + t^2)^17) - (58523677*M^3*omega^3*t^10)/
     (2851708860*(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) + 
    (13210767181*M^6*omega^6*t^2)/(21287892571545600*(1 + t^2)^16) + 
    (360596463257*M^5*omega^5*t^4)/(9855505820160000*(1 + t^2)^16) + 
    (8154102451*M^4*omega^4*t^6)/(8614952640000*(1 + t^2)^16) + 
    (40423417627*M^3*omega^3*t^8)/(2737640505600*(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) - (2752636519*M^5*omega^5*t^2)/
     (1095056202240000*(1 + t^2)^15) - (1215510754877*M^4*omega^4*t^4)/
     (7391629365120000*(1 + t^2)^15) - (6411575899*M^3*omega^3*t^6)/
     (1368820252800*(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) + 
    (509714656909*M^4*omega^4*t^2)/(59133034920960000*(1 + t^2)^14) + 
    (4618553657*M^3*omega^3*t^4)/(7300374681600*(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) - (618807107*M^3*omega^3*t^2)/
     (21901124044800*(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)
 
c[17, 2] = 0
 
c[17, 3] = 0
 
c[17, 4] = 0
 
c[17, 5] = 0
 
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] = (-175468*M^9*omega^9*t*x)/(38979295480125*(1 + t^2)^19) - 
    (4895392*M^8*omega^8*t^3*x)/(21655164155625*(1 + t^2)^19) - 
    (114964424*M^7*omega^7*t^5*x)/(21655164155625*(1 + t^2)^19) - 
    (558048016*M^6*omega^6*t^7*x)/(7218388051875*(1 + t^2)^19) - 
    (1878000164*M^5*omega^5*t^9*x)/(2406129350625*(1 + t^2)^19) - 
    (4647990736*M^4*omega^4*t^11*x)/(802043116875*(1 + t^2)^19) - 
    (353390264*M^3*omega^3*t^13*x)/(10693908225*(1 + t^2)^19) - 
    (11384656*M^2*omega^2*t^15*x)/(72747675*(1 + t^2)^19) - 
    (18*M*omega*t^17*x)/(19*(1 + t^2)^19) + (1612747*M^8*omega^8*t*x)/
     (43310328311250*(1 + t^2)^18) + (15797932*M^7*omega^7*t^3*x)/
     (7218388051875*(1 + t^2)^18) + (149319574*M^6*omega^6*t^5*x)/
     (2598619698675*(1 + t^2)^18) + (2176284844*M^5*omega^5*t^7*x)/
     (2406129350625*(1 + t^2)^18) + (69480232813*M^4*omega^4*t^9*x)/
     (7218388051875*(1 + t^2)^18) + (265532812*M^3*omega^3*t^11*x)/
     (3564636075*(1 + t^2)^18) + (302304298*M^2*omega^2*t^13*x)/
     (654729075*(1 + t^2)^18) + (68*M*omega*t^15*x)/(19*(1 + t^2)^18) - 
    (3650872*M^7*omega^7*t*x)/(21655164155625*(1 + t^2)^17) - 
    (745842068*M^6*omega^6*t^3*x)/(64965492466875*(1 + t^2)^17) - 
    (801094898*M^5*omega^5*t^5*x)/(2406129350625*(1 + t^2)^17) - 
    (3113529724*M^4*omega^4*t^7*x)/(555260619375*(1 + t^2)^17) - 
    (673238128*M^3*omega^3*t^9*x)/(10693908225*(1 + t^2)^17) - 
    (16718324*M^2*omega^2*t^11*x)/(31177575*(1 + t^2)^17) - 
    (105*M*omega*t^13*x)/(19*(1 + t^2)^17) + (44263159*M^6*omega^6*t*x)/
     (79957529190000*(1 + t^2)^16) + (166571927*M^5*omega^5*t^3*x)/
     (3849806961000*(1 + t^2)^16) + (26437110253*M^4*omega^4*t^5*x)/
     (19249034805000*(1 + t^2)^16) + (176882249*M^3*omega^3*t^7*x)/
     (7129272150*(1 + t^2)^16) + (434935307*M^2*omega^2*t^9*x)/
     (1396755360*(1 + t^2)^16) + (1365*M*omega*t^11*x)/(304*(1 + t^2)^16) - 
    (227617003*M^5*omega^5*t*x)/(153992278440000*(1 + t^2)^15) - 
    (15220816747*M^4*omega^4*t^3*x)/(115494208830000*(1 + t^2)^15) - 
    (69967969*M^3*omega^3*t^5*x)/(15209113920*(1 + t^2)^15) - 
    (4366253*M^2*omega^2*t^7*x)/(46046880*(1 + t^2)^15) - 
    (5005*M*omega*t^9*x)/(2432*(1 + t^2)^15) + (12705509279*M^4*omega^4*t*x)/
     (3695814682560000*(1 + t^2)^14) + (482741771*M^3*omega^3*t^3*x)/
     (1368820252800*(1 + t^2)^14) + (808190417*M^2*omega^2*t^5*x)/
     (55870214400*(1 + t^2)^14) + (1287*M*omega*t^7*x)/(2432*(1 + t^2)^14) - 
    (20430457*M^3*omega^3*t*x)/(2737640505600*(1 + t^2)^13) - 
    (6605653*M^2*omega^2*t^3*x)/(6983776800*(1 + t^2)^13) - 
    (693*M*omega*t^5*x)/(9728*(1 + t^2)^13) + (46454101*M^2*omega^2*t*x)/
     (2681770291200*(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)
 
c[35/2, 1] = 0
 
c[35/2, 2] = 0
 
c[35/2, 3] = 0
 
c[35/2, 4] = 0
 
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] = (221930581*M^10*omega^10*x^2)/(486580401635328000*(1 + t^2)^20) + 
    (4779741943*M^9*omega^9*t^2*x^2)/(196503623737344000*(1 + t^2)^20) + 
    (554332381*M^8*omega^8*t^4*x^2)/(909738998784000*(1 + t^2)^20) + 
    (632906899*M^7*omega^7*t^6*x^2)/(66524664286080*(1 + t^2)^20) + 
    (6959143133*M^6*omega^6*t^8*x^2)/(67196630592000*(1 + t^2)^20) + 
    (51292822417*M^5*omega^5*t^10*x^2)/(61596911376000*(1 + t^2)^20) + 
    (8750695559*M^4*omega^4*t^12*x^2)/(1711025316000*(1 + t^2)^20) + 
    (126316901*M^3*omega^3*t^14*x^2)/(5133075948*(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) - (34569904627*M^8*omega^8*t^2*x^2)/
     (177399104762880000*(1 + t^2)^19) - (62983273609*M^7*omega^7*t^4*x^2)/
     (11087444047680000*(1 + t^2)^19) - (182451208243*M^6*omega^6*t^6*x^2)/
     (1847907341280000*(1 + t^2)^19) - (79190796163*M^5*omega^5*t^8*x^2)/
     (68441012640000*(1 + t^2)^19) - (842775383*M^4*omega^4*t^10*x^2)/
     (86415420000*(1 + t^2)^19) - (633779593*M^3*omega^3*t^12*x^2)/
     (10266151896*(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) + 
    (75599451307*M^7*omega^7*t^2*x^2)/(88699552381440000*(1 + t^2)^18) + 
    (3802207995277*M^6*omega^6*t^4*x^2)/(133049328572160000*(1 + t^2)^18) + 
    (224014942759*M^5*omega^5*t^6*x^2)/(410646075840000*(1 + t^2)^18) + 
    (12553452865523*M^4*omega^4*t^8*x^2)/(1847907341280000*(1 + t^2)^18) + 
    (1569916849*M^3*omega^3*t^10*x^2)/(26323466400*(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) - (358263851801*M^6*omega^6*t^2*x^2)/
     (133049328572160000*(1 + t^2)^17) - (252881867129*M^5*omega^5*t^4*x^2)/
     (2463876455040000*(1 + t^2)^17) - (1963288298011*M^4*omega^4*t^6*x^2)/
     (923953670640000*(1 + t^2)^17) - (11481064037*M^3*omega^3*t^8*x^2)/
     (410646075840*(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) + 
    (360986691809*M^5*omega^5*t^2*x^2)/(52562697707520000*(1 + t^2)^16) + 
    (892611313723*M^4*omega^4*t^4*x^2)/(3032463329280000*(1 + t^2)^16) + 
    (432232334081*M^3*omega^3*t^6*x^2)/(65703372134400*(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) - 
    (1776343690073*M^4*omega^4*t^2*x^2)/(118266069841920000*(1 + t^2)^15) - 
    (31634060123*M^3*omega^3*t^4*x^2)/(43802248089600*(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) + (15538556441*M^3*omega^3*t^2*x^2)/
     (525626977075200*(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)
 
c[18, 1] = 0
 
c[18, 2] = 0
 
c[18, 3] = 0
 
c[18, 4] = 0
 
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] = 0
 
c[37/2, 1] = 0
 
c[37/2, 2] = 0
 
c[37/2, 3] = 0
 
c[37/2, 4] = 0
 
c[37/2, 5] = 0
 
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*I)/30626589305812500)*M^10*omega^10)/(1 + t^2)^20 + 
    (((20460019*I)/64315837542206250)*M^9*omega^9*t^2)/(1 + t^2)^20 + 
    (((29863733*I)/3573102085678125)*M^8*omega^8*t^4)/(1 + t^2)^20 + 
    (((1471153832*I)/10719306257034375)*M^7*omega^7*t^6)/(1 + t^2)^20 + 
    (((7510017703*I)/4764136114237500)*M^6*omega^6*t^8)/(1 + t^2)^20 + 
    (((159972039977*I)/11910340285593750)*M^5*omega^5*t^10)/(1 + t^2)^20 + 
    (((4658454263*I)/52934845713750)*M^4*omega^4*t^12)/(1 + t^2)^20 + 
    (((484655698*I)/1058696914275)*M^3*omega^3*t^14)/(1 + t^2)^20 + 
    (((13025581*I)/6401795400)*M^2*omega^2*t^16)/(1 + t^2)^20 + 
    ((I/84)*M*omega*t^18)/(1 + t^2)^20 - 
    (((4729763*I)/128631675084412500)*M^9*omega^9)/(1 + t^2)^19 - 
    (((9243736*I)/3573102085678125)*M^8*omega^8*t^2)/(1 + t^2)^19 - 
    (((571166419*I)/7146204171356250)*M^7*omega^7*t^4)/(1 + t^2)^19 - 
    (((1755147538*I)/1191034028559375)*M^6*omega^6*t^6)/(1 + t^2)^19 - 
    (((87541559659*I)/4764136114237500)*M^5*omega^5*t^8)/(1 + t^2)^19 - 
    (((3666568*I)/22111464375)*M^4*omega^4*t^10)/(1 + t^2)^19 - 
    (((482395051*I)/423478765710)*M^3*omega^3*t^12)/(1 + t^2)^19 - 
    (((1039726*I)/160044885)*M^2*omega^2*t^14)/(1 + t^2)^19 - 
    (((51*I)/1064)*M*omega*t^16)/(1 + t^2)^19 + 
    (((91939*I)/707983075800000)*M^8*omega^8)/(1 + t^2)^18 + 
    (((329671591*I)/28584816685425000)*M^7*omega^7*t^2)/(1 + t^2)^18 + 
    (((23713415611*I)/57169633370850000)*M^6*omega^6*t^4)/(1 + t^2)^18 + 
    (((11550141313*I)/1361181746925000)*M^5*omega^5*t^6)/(1 + t^2)^18 + 
    (((289049094097*I)/2540872594260000)*M^4*omega^4*t^8)/(1 + t^2)^18 + 
    (((3075963923*I)/2823191771400)*M^3*omega^3*t^10)/(1 + t^2)^18 + 
    (((957435881*I)/115232317200)*M^2*omega^2*t^12)/(1 + t^2)^18 + 
    (((85*I)/1064)*M*omega*t^14)/(1 + t^2)^18 - 
    (((28474651*I)/85754450056275000)*M^7*omega^7)/(1 + t^2)^17 - 
    (((690101*I)/18477580275000)*M^6*omega^6*t^2)/(1 + t^2)^17 - 
    (((7380330053*I)/4764136114237500)*M^5*omega^5*t^4)/(1 + t^2)^17 - 
    (((22143906277*I)/635218148565000)*M^4*omega^4*t^6)/(1 + t^2)^17 - 
    (((4271390503*I)/8469575314200)*M^3*omega^3*t^8)/(1 + t^2)^17 - 
    (((6152557*I)/1129728600)*M^2*omega^2*t^10)/(1 + t^2)^17 - 
    (((65*I)/912)*M*omega*t^12)/(1 + t^2)^17 + 
    (((193430863*I)/281450502748800000)*M^6*omega^6)/(1 + t^2)^16 + 
    (((60075604067*I)/609809422622400000)*M^5*omega^5*t^2)/(1 + t^2)^16 + 
    (((287304469*I)/61318192320000)*M^4*omega^4*t^4)/(1 + t^2)^16 + 
    (((3161644019*I)/27102641005440)*M^3*omega^3*t^6)/(1 + t^2)^16 + 
    (((272813377*I)/140473681920)*M^2*omega^2*t^8)/(1 + t^2)^16 + 
    (((715*I)/19456)*M*omega*t^10)/(1 + t^2)^16 - 
    (((7480791649*I)/6098094226224000000)*M^5*omega^5)/(1 + t^2)^15 - 
    (((2305387873*I)/10163490377040000)*M^4*omega^4*t^2)/(1 + t^2)^15 - 
    (((4512665359*I)/361368546739200)*M^3*omega^3*t^4)/(1 + t^2)^15 - 
    (((6064561*I)/16461759600)*M^2*omega^2*t^6)/(1 + t^2)^15 - 
    (((429*I)/38912)*M*omega*t^8)/(1 + t^2)^15 + 
    (((2594740601*I)/1300926768261120000)*M^4*omega^4)/(1 + t^2)^14 + 
    (((2120182993*I)/4336422560870400)*M^3*omega^3*t^2)/(1 + t^2)^14 + 
    (((26367983*I)/786652618752)*M^2*omega^2*t^4)/(1 + t^2)^14 + 
    (((143*I)/77824)*M*omega*t^6)/(1 + t^2)^14 - 
    (((278765*I)/86728451217408)*M^3*omega^3)/(1 + t^2)^13 - 
    (((1589839*I)/1404736819200)*M^2*omega^2*t^2)/(1 + t^2)^13 - 
    (((165*I)/1089536)*M*omega*t^4)/(1 + t^2)^13 + 
    (((23190793*I)/3775932570009600)*M^2*omega^2)/(1 + t^2)^12 + 
    (((165*I)/34865152)*M*omega*t^2)/(1 + t^2)^12 - 
    (((5*I)/209190912)*M*omega)/(1 + t^2)^11
 
c[19, 1] = (174611*M^10*omega^10)/(401428831349145600000*(1 + t^2)^20) + 
    (67770853391*M^9*omega^9*t^2)/(60214324702371840000*(1 + t^2)^20) + 
    (49595762863*M^8*omega^8*t^4)/(836310065310720000*(1 + t^2)^20) + 
    (57454584223*M^7*omega^7*t^6)/(39202034311440000*(1 + t^2)^20) + 
    (392810209907*M^6*omega^6*t^8)/(17423126360640000*(1 + t^2)^20) + 
    (23827817359*M^5*omega^5*t^10)/(98547094800000*(1 + t^2)^20) + 
    (46606490141*M^4*omega^4*t^12)/(24198786612000*(1 + t^2)^20) + 
    (1453668001*M^3*omega^3*t^14)/(120993933060*(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) - (70788112301*M^8*omega^8*t^2)/
     (5854170457175040000*(1 + t^2)^19) - (261049623127*M^7*omega^7*t^4)/
     (365885653573440000*(1 + t^2)^19) - (1168194443629*M^6*omega^6*t^6)/
     (60980942262240000*(1 + t^2)^19) - (19083557709583*M^5*omega^5*t^8)/
     (60980942262240000*(1 + t^2)^19) - (330610680553*M^4*omega^4*t^10)/
     (94106392380000*(1 + t^2)^19) - (9958556695*M^3*omega^3*t^12)/
     (338783012568*(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) + 
    (205887780341*M^7*omega^7*t^2)/(2927085228587520000*(1 + t^2)^18) + 
    (2246929074427*M^6*omega^6*t^4)/(487847538097920000*(1 + t^2)^18) + 
    (1250690379397*M^5*omega^5*t^6)/(9381683424960000*(1 + t^2)^18) + 
    (1202652274393*M^4*omega^4*t^8)/(521204634720000*(1 + t^2)^18) + 
    (310814127139*M^3*omega^3*t^10)/(11292767085600*(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) - (1777493407*M^6*omega^6*t^2)/
     (6022809112320000*(1 + t^2)^17) - (5194527051317*M^5*omega^5*t^4)/
     (243923769048960000*(1 + t^2)^17) - (2249342918813*M^4*omega^4*t^6)/
     (3387830125680000*(1 + t^2)^17) - (759560503*M^3*omega^3*t^8)/
     (61318192320*(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) + 
    (15821789661943*M^5*omega^5*t^2)/(15611121219133440000*(1 + t^2)^16) + 
    (894922013309*M^4*omega^4*t^4)/(11119032207360000*(1 + t^2)^16) + 
    (5970854696927*M^3*omega^3*t^6)/(2168211280435200*(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) - (1355797076239*M^4*omega^4*t^2)/
     (433642256087040000*(1 + t^2)^15) - (400128930821*M^3*omega^3*t^4)/
     (1445474186956800*(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) + 
    (12745091939*M^3*omega^3*t^2)/(1334283864883200*(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)
 
c[19, 2] = 0
 
c[19, 3] = 0
 
c[19, 4] = 0
 
c[19, 5] = 0
 
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] = (-698444*M^10*omega^10*t*x)/(1531329465290625*(1 + t^2)^21) - 
    (163680152*M^9*omega^9*t^3*x)/(6431583754220625*(1 + t^2)^21) - 
    (477819728*M^8*omega^8*t^5*x)/(714620417135625*(1 + t^2)^21) - 
    (23538461312*M^7*omega^7*t^7*x)/(2143861251406875*(1 + t^2)^21) - 
    (30040070812*M^6*omega^6*t^9*x)/(238206805711875*(1 + t^2)^21) - 
    (1279776319816*M^5*omega^5*t^11*x)/(1191034028559375*(1 + t^2)^21) - 
    (37267634104*M^4*omega^4*t^13*x)/(5293484571375*(1 + t^2)^21) - 
    (7754491168*M^3*omega^3*t^15*x)/(211739382855*(1 + t^2)^21) - 
    (26051162*M^2*omega^2*t^17*x)/(160044885*(1 + t^2)^21) - 
    (20*M*omega*t^19*x)/(21*(1 + t^2)^21) + (26157107*M^9*omega^9*t*x)/
     (6431583754220625*(1 + t^2)^20) + (37657352*M^8*omega^8*t^3*x)/
     (142924083427125*(1 + t^2)^20) + (220711514*M^7*omega^7*t^5*x)/
     (28584816685425*(1 + t^2)^20) + (6537251348*M^6*omega^6*t^7*x)/
     (47641361142375*(1 + t^2)^20) + (666633181*M^5*omega^5*t^9*x)/
     (400347572625*(1 + t^2)^20) + (9986063468*M^4*omega^4*t^11*x)/
     (678651868125*(1 + t^2)^20) + (8094263018*M^3*omega^3*t^13*x)/
     (81438224175*(1 + t^2)^20) + (149066068*M^2*omega^2*t^15*x)/
     (266741475*(1 + t^2)^20) + (57*M*omega*t^17*x)/(14*(1 + t^2)^20) - 
    (22522649*M^8*omega^8*t*x)/(1143392667417000*(1 + t^2)^19) - 
    (21435551*M^7*omega^7*t^3*x)/(14584090145625*(1 + t^2)^19) - 
    (2516973061*M^6*omega^6*t^5*x)/(52934845713750*(1 + t^2)^19) - 
    (215565028271*M^5*omega^5*t^7*x)/(238206805711875*(1 + t^2)^19) - 
    (406085944657*M^4*omega^4*t^9*x)/(35289897142500*(1 + t^2)^19) - 
    (37331576327*M^3*omega^3*t^11*x)/(352898971425*(1 + t^2)^19) - 
    (416186387*M^2*omega^2*t^13*x)/(533482950*(1 + t^2)^19) - 
    (51*M*omega*t^15*x)/(7*(1 + t^2)^19) + (147308384*M^7*omega^7*t*x)/
     (2143861251406875*(1 + t^2)^18) + (1395412727*M^6*omega^6*t^3*x)/
     (238206805711875*(1 + t^2)^18) + (789574703*M^5*omega^5*t^5*x)/
     (3811308891390*(1 + t^2)^18) + (36971972267*M^4*omega^4*t^7*x)/
     (8822474285625*(1 + t^2)^18) + (59376548698*M^3*omega^3*t^9*x)/
     (1058696914275*(1 + t^2)^18) + (151973603*M^2*omega^2*t^11*x)/
     (266741475*(1 + t^2)^18) + (85*M*omega*t^13*x)/(12*(1 + t^2)^18) - 
    (56693801*M^6*omega^6*t*x)/(293177607030000*(1 + t^2)^17) - 
    (2740936691*M^5*omega^5*t^3*x)/(146588803515000*(1 + t^2)^17) - 
    (804602713*M^4*omega^4*t^5*x)/(1120314195000*(1 + t^2)^17) - 
    (32893782107*M^3*omega^3*t^7*x)/(2117393828550*(1 + t^2)^17) - 
    (132710709*M^2*omega^2*t^9*x)/(569048480*(1 + t^2)^17) - 
    (65*M*omega*t^11*x)/(16*(1 + t^2)^17) + (142593583081*M^5*omega^5*t*x)/
     (304904711311200000*(1 + t^2)^16) + (9616462931*M^4*omega^4*t^3*x)/
     (188212784760000*(1 + t^2)^16) + (38831148229*M^3*omega^3*t^5*x)/
     (18068427336960*(1 + t^2)^16) + (17291827*M^2*omega^2*t^7*x)/
     (325170560*(1 + t^2)^16) + (715*M*omega*t^9*x)/(512*(1 + t^2)^16) - 
    (3249176629*M^4*omega^4*t*x)/(3188546000640000*(1 + t^2)^15) - 
    (68993265259*M^3*omega^3*t^3*x)/(542052820108800*(1 + t^2)^15) - 
    (737242397*M^2*omega^2*t^5*x)/(117061401600*(1 + t^2)^15) - 
    (143*M*omega*t^7*x)/(512*(1 + t^2)^15) + (2301380243*M^3*omega^3*t*x)/
     (1084105640217600*(1 + t^2)^14) + (22329859*M^2*omega^2*t^3*x)/
     (68285817600*(1 + t^2)^14) + (429*M*omega*t^5*x)/(14336*(1 + t^2)^14) - 
    (42146081*M^2*omega^2*t*x)/(8740584652800*(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)
 
c[39/2, 1] = 0
 
c[39/2, 2] = 0
 
c[39/2, 3] = 0
 
c[39/2, 4] = 0
 
c[39/2, 5] = 0
 
c[39/2, 6] = 0
 
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
