(32*c^5*x^5*\[Nu]^2)/(5*G)*(1 - (1247*x)/336 + 4*Pi*x^(3/2) - (44711*x^2)/9072 - (8191*Pi*x^(5/2))/672 + (6643739519*x^3)/69854400 - (1712*EulerGamma*x^3)/105 + (16*Pi^2*x^3)/3 - (16285*Pi*x^(7/2))/504 - (323105549467*x^4)/3178375200 + (232597*EulerGamma*x^4)/4410 - (1369*Pi^2*x^4)/126 + (265978667519*Pi*x^(9/2))/745113600 - (6848*EulerGamma*Pi*x^(9/2))/105 - (35*x*\[Nu])/12 + (9271*x^2*\[Nu])/504 - (583*Pi*x^(5/2)*\[Nu])/24 - (134543*x^3*\[Nu])/7776 + (41*Pi^2*x^3*\[Nu])/48 + (214745*Pi*x^(7/2)*\[Nu])/1728 - (1452202403629*x^4*\[Nu])/1466942400 + (41478*EulerGamma*x^4*\[Nu])/245 - (267127*Pi^2*x^4*\[Nu])/4608 + (2062241*Pi*x^(9/2)*\[Nu])/22176 + (41*Pi^3*x^(9/2)*\[Nu])/12 + (65*x^2*\[Nu]^2)/18 - (94403*x^3*\[Nu]^2)/3024 + (193385*Pi*x^(7/2)*\[Nu]^2)/3024 + (1607125*x^4*\[Nu]^2)/6804 - (3157*Pi^2*x^4*\[Nu]^2)/384 - (133112905*Pi*x^(9/2)*\[Nu]^2)/290304 - (775*x^3*\[Nu]^3)/324 + (6875*x^4*\[Nu]^3)/504 - (3719141*Pi*x^(9/2)*\[Nu]^3)/38016 + (5*x^4*\[Nu]^4)/6 - (3424*x^3*Log[2])/105 + (39931*x^4*Log[2])/294 + (479062*x^4*\[Nu]*Log[2])/2205 - (47385*x^4*Log[3])/1568 + (47385*x^4*\[Nu]*Log[3])/392 - (856*x^3*Log[x])/105 + (232597*x^4*Log[x])/8820 + (20739*x^4*\[Nu]*Log[x])/245 - (3424*Pi*x^(9/2)*Log[16*x])/105)
