(32*c^5*x^5*\[Nu]^2/(5*G))*((96 + 292*et^2 + 37*et^4)/(96*(1 - et^2)^(7/2)) - (x*(59856 - 251400*et^2 - 421806*et^4 - 19611*et^6 + 47040*\[Nu] + 484288*et^2*\[Nu] + 417984*et^4*\[Nu] + 23828*et^6*\[Nu]))/(16128*(1 - et^2)^(9/2)) + (x^2*(13022144 + 56719584*et^2 - 472487352*et^4 + 1008812180*et^6 - 854265243*et^8 + 65039811*et^10 + 373150106*et^12 - 233930598*et^14 + 43160265*et^16 + 779103*et^18 - 10160640*(1 - et^2)^(11/2) - 77716800*et^2*(1 - et^2)^(11/2) - 45949680*et^4*(1 - et^2)^(11/2) - 1118880*et^6*(1 - et^2)^(11/2) - 14744448*\[Nu] + 40087008*et^2*\[Nu] + 198213624*et^4*\[Nu] - 986257440*et^6*\[Nu] + 1588379814*et^8*\[Nu] - 1033804422*et^10*\[Nu] + 32752692*et^12*\[Nu] + 260509716*et^14*\[Nu] - 83905650*et^16*\[Nu] - 1230894*et^18*\[Nu] + 4064256*(1 - et^2)^(11/2)*\[Nu] + 31086720*et^2*(1 - et^2)^(11/2)*\[Nu] + 18379872*et^4*(1 - et^2)^(11/2)*\[Nu] + 447552*et^6*(1 - et^2)^(11/2)*\[Nu] - 2096640*\[Nu]^2 - 53329920*et^2*\[Nu]^2 + 131574240*et^4*\[Nu]^2 + 153197520*et^6*\[Nu]^2 - 728076300*et^8*\[Nu]^2 + 734591340*et^10*\[Nu]^2 - 164057880*et^12*\[Nu]^2 - 126916440*et^14*\[Nu]^2 + 53326980*et^16*\[Nu]^2 + 1787100*et^18*\[Nu]^2))/(580608*(-1 + et)^5*(1 + et)^5*(1 - et^2)^(11/2)) - (x^3*(-11791157570304 + 15625926540672*et^2 + 168419729346624*et^4 - 688008222998880*et^6 + 1193740046336670*et^8 - 1143225055527723*et^10 + 608165259590028*et^12 - 124024949911569*et^14 - 50320270442610*et^16 + 39759734269395*et^18 - 8383458967128*et^20 + 42419334825*et^22 + 4984271728128*(1 - et^2)^(13/2) - 19619496255744*et^2*(1 - et^2)^(13/2) - 101059351880256*et^4*(1 - et^2)^(13/2) - 31038886837728*et^6*(1 - et^2)^(13/2) - 206769024000*et^8*(1 - et^2)^(13/2) + 874720788480*EulerGamma + 7143553105920*et^2*EulerGamma - 37672219791360*et^4*EulerGamma + 35011610726400*et^6*EulerGamma + 71046861177600*et^8*EulerGamma - 172398014046720*et^10*EulerGamma + 124157105614080*et^12*EulerGamma - 14372528163840*et^14*EulerGamma - 20499844780800*et^16*EulerGamma + 6455052172800*et^18*EulerGamma + 253703197440*et^20*EulerGamma - 286123622400*Pi^2 - 2336676249600*et^2*Pi^2 + 12322688716800*et^4*Pi^2 - 11452396032000*et^6*Pi^2 - 23239627488000*et^8*Pi^2 + 56391873753600*et^10*Pi^2 - 40612137350400*et^12*Pi^2 + 4701294259200*et^14*Pi^2 + 6705556704000*et^16*Pi^2 - 2111465664000*et^18*Pi^2 - 82987027200*et^20*Pi^2 - 7893959180800*\[Nu] - 80725192092160*et^2*\[Nu] + 352261665620480*et^4*\[Nu] - 17260917630880*et^6*\[Nu] - 1765179697582840*et^8*\[Nu] + 3387545800746800*et^10*\[Nu] - 2685102087338440*et^12*\[Nu] + 774204075888320*et^14*\[Nu] + 150735761394680*et^16*\[Nu] - 122137097673360*et^18*\[Nu] + 13561945273800*et^20*\[Nu] - 10297425600*et^22*\[Nu] + 8822198246400*(1 - et^2)^(13/2)*\[Nu] + 132483158438400*et^2*(1 - et^2)^(13/2)*\[Nu] + 206785542902400*et^4*(1 - et^2)^(13/2)*\[Nu] + 45375348110400*et^6*(1 - et^2)^(13/2)*\[Nu] + 199876723200*et^8*(1 - et^2)^(13/2)*\[Nu] + 34368364800*Pi^2*\[Nu] - 376619997600*et^2*Pi^2*\[Nu] + 3108188991600*et^4*Pi^2*\[Nu] - 11557973681100*et^6*Pi^2*\[Nu] + 20889342728100*et^8*Pi^2*\[Nu] - 17883900827100*et^10*Pi^2*\[Nu] + 3271975730100*et^12*Pi^2*\[Nu] + 5946622119900*et^14*Pi^2*\[Nu] - 4272954354900*et^16*Pi^2*\[Nu] + 787787361900*et^18*Pi^2*\[Nu] + 53163564300*et^20*Pi^2*\[Nu] - 80192851200*(1 - et^2)^(13/2)*Pi^2*\[Nu] - 613379844000*et^2*(1 - et^2)^(13/2)*Pi^2*\[Nu] - 362657849400*et^4*(1 - et^2)^(13/2)*Pi^2*\[Nu] - 8830760400*et^6*(1 - et^2)^(13/2)*Pi^2*\[Nu] + 3708944870400*\[Nu]^2 + 31124122444800*et^2*\[Nu]^2 - 247925732947200*et^4*\[Nu]^2 + 528907613572800*et^6*\[Nu]^2 - 199442040613200*et^8*\[Nu]^2 - 882868841177400*et^10*\[Nu]^2 + 1548500504997600*et^12*\[Nu]^2 - 1063906605253800*et^14*\[Nu]^2 + 268534226545200*et^16*\[Nu]^2 + 35483100622200*et^18*\[Nu]^2 - 22106583576000*et^20*\[Nu]^2 - 8709485400*et^22*\[Nu]^2 - 2034160128000*(1 - et^2)^(13/2)*\[Nu]^2 - 32456403302400*et^2*(1 - et^2)^(13/2)*\[Nu]^2 - 56625839424000*et^4*(1 - et^2)^(13/2)*\[Nu]^2 - 13664824588800*et^6*(1 - et^2)^(13/2)*\[Nu]^2 - 75815308800*et^8*(1 - et^2)^(13/2)*\[Nu]^2 + 128325120000*\[Nu]^3 + 11084751462400*et^2*\[Nu]^3 + 5419011136000*et^4*\[Nu]^3 - 191076310656000*et^6*\[Nu]^3 + 411565308000000*et^8*\[Nu]^3 - 189025805892000*et^10*\[Nu]^3 - 343882213012800*et^12*\[Nu]^3 + 472413619524000*et^14*\[Nu]^3 - 181369369104000*et^16*\[Nu]^3 - 9855259260000*et^18*\[Nu]^3 + 14353186232000*et^20*\[Nu]^3 + 244756450400*et^22*\[Nu]^3 + 2624162365440*Log[2] + 21430659317760*et^2*Log[2] - 113016659374080*et^4*Log[2] + 105034832179200*et^6*Log[2] + 213140583532800*et^8*Log[2] - 517194042140160*et^10*Log[2] + 372471316842240*et^12*Log[2] - 43117584491520*et^14*Log[2] - 61499534342400*et^16*Log[2] + 19365156518400*et^18*Log[2] + 761109592320*et^20*Log[2] + 874720788480*Log[1 - et^2] + 7143553105920*et^2*Log[1 - et^2] - 37672219791360*et^4*Log[1 - et^2] + 35011610726400*et^6*Log[1 - et^2] + 71046861177600*et^8*Log[1 - et^2] - 172398014046720*et^10*Log[1 - et^2] + 124157105614080*et^12*Log[1 - et^2] - 14372528163840*et^14*Log[1 - et^2] - 20499844780800*et^16*Log[1 - et^2] + 6455052172800*et^18*Log[1 - et^2] + 253703197440*et^20*Log[1 - et^2] - 874720788480*Log[1 + Sqrt[1 - et^2]] - 7143553105920*et^2*Log[1 + Sqrt[1 - et^2]] + 37672219791360*et^4*Log[1 + Sqrt[1 - et^2]] - 35011610726400*et^6*Log[1 + Sqrt[1 - et^2]] - 71046861177600*et^8*Log[1 + Sqrt[1 - et^2]] + 172398014046720*et^10*Log[1 + Sqrt[1 - et^2]] - 124157105614080*et^12*Log[1 + Sqrt[1 - et^2]] + 14372528163840*et^14*Log[1 + Sqrt[1 - et^2]] + 20499844780800*et^16*Log[1 + Sqrt[1 - et^2]] - 6455052172800*et^18*Log[1 + Sqrt[1 - et^2]] - 253703197440*et^20*Log[1 + Sqrt[1 - et^2]] + 437360394240*Log[x] + 3571776552960*et^2*Log[x] - 18836109895680*et^4*Log[x] + 17505805363200*et^6*Log[x] + 35523430588800*et^8*Log[x] - 86199007023360*et^10*Log[x] + 62078552807040*et^12*Log[x] - 7186264081920*et^14*Log[x] - 10249922390400*et^16*Log[x] + 3227526086400*et^18*Log[x] + 126851598720*et^20*Log[x] + 1704493891584*(1 - et^2)^(13/2)*\[Kappa][et] - 10226963349504*et^2*(1 - et^2)^(13/2)*\[Kappa][et] + 25567408373760*et^4*(1 - et^2)^(13/2)*\[Kappa][et] - 34089877831680*et^6*(1 - et^2)^(13/2)*\[Kappa][et] + 25567408373760*et^8*(1 - et^2)^(13/2)*\[Kappa][et] - 10226963349504*et^10*(1 - et^2)^(13/2)*\[Kappa][et] + 1704493891584*et^12*(1 - et^2)^(13/2)*\[Kappa][et]))/(53648179200*(-1 + et)^6*(1 + et)^6*(1 - et^2)^(13/2)) + 4*Pi*x^(3/2)*\[CurlyPhi][et] - (Pi*x^(5/2)*(16324*\[Nu]*\[Zeta][et] + 8191*\[Psi][et]))/672)
