\[Psi]0 - (1/(32*x^(5/2)*\[Nu]))*(1 - 10*Pi*x^(3/2) - 32*x*(-55/384 - 3715/(32256*\[Nu]))*\[Nu] - 32*x^2*(-27145/32256 - 15293365/(32514048*\[Nu]) - (3085*\[Nu])/4608)*\[Nu] - 32*Pi*x^(7/2)*(-378515/387072 - 77096675/(65028096*\[Nu]) + (74045*\[Nu])/193536)*\[Nu] - 32*Pi*x^(5/2)*\[Nu]*((65*Log[x])/512 - (38645*Log[x])/(43008*\[Nu])) + Pi*x^(9/2)*(-32*Pi^2*(2255/1536 - 5/(6*\[Nu]))*\[Nu] - 32*\[Nu]*(-1492917260735/34334834688 + 93098188434443/(4806876856320*\[Nu]) - (107*EulerGamma)/(42*\[Nu]) + (45293335*\[Nu])/32514048 + (10323755*\[Nu]^2)/51093504 - (107*Log[16])/(84*\[Nu]) - (107*Log[x])/(84*\[Nu]))) + x^4*(-32*Pi^2*(-109295/57344 + 45245/(24192*\[Nu]) + (11275*\[Nu])/36864)*\[Nu] - 32*\[Nu]*(680712846248317/10815472926720 + (244493*EulerGamma)/21168 - 2550713843998885153/(70862978615869440*\[Nu]) + (9203*EulerGamma)/(4032*\[Nu]) - (7510073635*\[Nu])/780337152 - (1292395*\[Nu]^2)/3096576 + (5975*\[Nu]^3)/24576 - (78975*Log[3])/12544 + (78975*Log[3])/(50176*\[Nu]) + (622757*Log[16])/84672 + (252755*Log[16])/(338688*\[Nu]) + (244493*Log[x])/42336 + (9203*Log[x])/(8064*\[Nu]))) + x^3*(-32*Pi^2*(-2255/1536 + 5/(3*\[Nu]))*\[Nu] - 32*\[Nu]*(15737765635/390168576 - 12348611926451/(600859607040*\[Nu]) + (107*EulerGamma)/(42*\[Nu]) - (76055*\[Nu])/221184 + (127825*\[Nu]^2)/165888 + (107*Log[16])/(84*\[Nu]) + (107*Log[x])/(84*\[Nu]))))
