(32*c^2*m*x^(7/2)*\[Nu]^2*((8 + 7*et^2)/(8*(-1 + et)^2*(1 + et)^2) + (x*(9976 - 24152*et^2 - 8399*et^4 + 7840*\[Nu] + 37520*et^2*\[Nu] + 7700*et^4*\[Nu]))/(2688*(-1 + et)^3*(1 + et)^3) + (x^2*(1451520 + 272160*et^2 - 14968800*et^4 + 28123200*et^6 - 19051200*et^8 + 3538080*et^10 + 635040*et^12 - 2166896*(1 - et^2)^(7/2) - 14571096*et^2*(1 - et^2)^(7/2) + 1207878*et^4*(1 - et^2)^(7/2) + 274545*et^6*(1 - et^2)^(7/2) - 580608*\[Nu] - 108864*et^2*\[Nu] + 5987520*et^4*\[Nu] - 11249280*et^6*\[Nu] + 7620480*et^8*\[Nu] - 1415232*et^10*\[Nu] - 254016*et^12*\[Nu] + 3250656*(1 - et^2)^(7/2)*\[Nu] - 1495800*et^2*(1 - et^2)^(7/2)*\[Nu] - 12568716*et^4*(1 - et^2)^(7/2)*\[Nu] - 713124*et^6*(1 - et^2)^(7/2)*\[Nu] + 524160*(1 - et^2)^(7/2)*\[Nu]^2 + 9350208*et^2*(1 - et^2)^(7/2)*\[Nu]^2 + 10323936*et^4*(1 - et^2)^(7/2)*\[Nu]^2 + 765576*et^6*(1 - et^2)^(7/2)*\[Nu]^2))/(145152*(-1 + et)^4*(1 + et)^4*(1 - et^2)^(7/2)) - (x^3*(-2018315819520 + 13381606909440*et^2 - 27886421344320*et^4 + 9583767547200*et^6 + 43303347964800*et^8 - 66653196382080*et^10 + 38097243898560*et^12 - 7573321990080*et^14 - 234710784000*et^16 + 5421758740608*(1 - et^2)^(9/2) + 11573071996416*et^2*(1 - et^2)^(9/2) - 13227181513056*et^4*(1 - et^2)^(9/2) - 1714284044928*et^6*(1 - et^2)^(9/2) - 48691469925*et^8*(1 - et^2)^(9/2) - 437360394240*(1 - et^2)^(9/2)*EulerGamma - 3129860321280*et^2*(1 - et^2)^(9/2)*EulerGamma - 2234638264320*et^4*(1 - et^2)^(9/2)*EulerGamma - 117882293760*et^6*(1 - et^2)^(9/2)*EulerGamma + 143061811200*(1 - et^2)^(9/2)*Pi^2 + 1023786086400*et^2*(1 - et^2)^(9/2)*Pi^2 + 730956441600*et^4*(1 - et^2)^(9/2)*Pi^2 + 38559628800*et^6*(1 - et^2)^(9/2)*Pi^2 - 2602947916800*\[Nu] - 11267980416000*et^2*\[Nu] + 80296934256000*et^4*\[Nu] - 141588675043200*et^6*\[Nu] + 80075030112000*et^8*\[Nu] + 29792342764800*et^10*\[Nu] - 48884341968000*et^12*\[Nu] + 13952751120000*et^14*\[Nu] + 226887091200*et^16*\[Nu] + 2138828384000*(1 - et^2)^(9/2)*\[Nu] + 29877598643200*et^2*(1 - et^2)^(9/2)*\[Nu] + 30295349700000*et^4*(1 - et^2)^(9/2)*\[Nu] - 482849875200*et^6*(1 - et^2)^(9/2)*\[Nu] + 115848255600*et^8*(1 - et^2)^(9/2)*\[Nu] + 22912243200*Pi^2*\[Nu] - 18616197600*et^2*Pi^2*\[Nu] - 240578553600*et^4*Pi^2*\[Nu] + 680207220000*et^6*Pi^2*\[Nu] - 744647904000*et^8*Pi^2*\[Nu] + 356571784800*et^10*Pi^2*\[Nu] - 45824486400*et^12*Pi^2*\[Nu] - 10024106400*et^14*Pi^2*\[Nu] + 271174780800*et^2*(1 - et^2)^(9/2)*Pi^2*\[Nu] - 89287020900*et^4*(1 - et^2)^(9/2)*Pi^2*\[Nu] - 16110171000*et^6*(1 - et^2)^(9/2)*Pi^2*\[Nu] + 648248832000*\[Nu]^2 + 3136183142400*et^2*\[Nu]^2 - 20873053555200*et^4*\[Nu]^2 + 34719872140800*et^6*\[Nu]^2 - 15647385600000*et^8*\[Nu]^2 - 13216452480000*et^10*\[Nu]^2 + 15419939673600*et^12*\[Nu]^2 - 4101291532800*et^14*\[Nu]^2 - 86060620800*et^16*\[Nu]^2 - 1485641203200*(1 - et^2)^(9/2)*\[Nu]^2 - 7223565888000*et^2*(1 - et^2)^(9/2)*\[Nu]^2 + 11779630632000*et^4*(1 - et^2)^(9/2)*\[Nu]^2 + 7397923579200*et^6*(1 - et^2)^(9/2)*\[Nu]^2 + 39672725400*et^8*(1 - et^2)^(9/2)*\[Nu]^2 - 64162560000*(1 - et^2)^(9/2)*\[Nu]^3 - 4014216729600*et^2*(1 - et^2)^(9/2)*\[Nu]^3 - 13626482284800*et^4*(1 - et^2)^(9/2)*\[Nu]^3 - 5861663808000*et^6*(1 - et^2)^(9/2)*\[Nu]^3 - 189733605600*et^8*(1 - et^2)^(9/2)*\[Nu]^3 - 1312081182720*(1 - et^2)^(9/2)*Log[2] - 9389580963840*et^2*(1 - et^2)^(9/2)*Log[2] - 6703914792960*et^4*(1 - et^2)^(9/2)*Log[2] - 353646881280*et^6*(1 - et^2)^(9/2)*Log[2] - 437360394240*(1 - et^2)^(9/2)*Log[1 - et^2] - 3129860321280*et^2*(1 - et^2)^(9/2)*Log[1 - et^2] - 2234638264320*et^4*(1 - et^2)^(9/2)*Log[1 - et^2] - 117882293760*et^6*(1 - et^2)^(9/2)*Log[1 - et^2] + 437360394240*(1 - et^2)^(9/2)*Log[1 + Sqrt[1 - et^2]] + 3129860321280*et^2*(1 - et^2)^(9/2)*Log[1 + Sqrt[1 - et^2]] + 2234638264320*et^4*(1 - et^2)^(9/2)*Log[1 + Sqrt[1 - et^2]] + 117882293760*et^6*(1 - et^2)^(9/2)*Log[1 + Sqrt[1 - et^2]] - 218680197120*(1 - et^2)^(9/2)*Log[x] - 1564930160640*et^2*(1 - et^2)^(9/2)*Log[x] - 1117319132160*et^4*(1 - et^2)^(9/2)*Log[x] - 58941146880*et^6*(1 - et^2)^(9/2)*Log[x] - 852246945792*(1 - et^2)^(9/2)*\[Kappa]$tilde[et] + 4261234728960*et^2*(1 - et^2)^(9/2)*\[Kappa]$tilde[et] - 8522469457920*et^4*(1 - et^2)^(9/2)*\[Kappa]$tilde[et] + 8522469457920*et^6*(1 - et^2)^(9/2)*\[Kappa]$tilde[et] - 4261234728960*et^8*(1 - et^2)^(9/2)*\[Kappa]$tilde[et] + 852246945792*et^10*(1 - et^2)^(9/2)*\[Kappa]$tilde[et]))/(26824089600*(-1 + et)^5*(1 + et)^5*(1 - et^2)^(9/2)) + 4*Pi*x^(3/2)*\[CurlyPhi]$tilde[et] - (Pi*x^(5/2)*(16324*\[Nu]*\[Zeta]$tilde[et] + 8191*\[Psi]$tilde[et]))/672))/5
