(-64*Sqrt[Pi/7]*x^2*\[Nu]*(1 - 3*\[Nu] + x*(-593/110 + (1273*\[Nu])/66 - (175*\[Nu]^2)/22) + x^2*(1068671/200200 + 4*s^2 + 2*s^2*\[Kappa]p - (226097*\[Nu]^3)/17160 + 4*s*\[Delta]*\[Sigma] - 2*s*\[Kappa]m*\[Sigma] + 2*s*\[Delta]*\[Kappa]p*\[Sigma] - \[Delta]*\[Kappa]m*\[Sigma]^2 + \[Kappa]p*\[Sigma]^2 + \[Nu]*(-1088119/28600 - 12*s^2 - 6*s^2*\[Kappa]p - 12*s*\[Delta]*\[Sigma] + 6*s*\[Kappa]m*\[Sigma] - 6*s*\[Delta]*\[Kappa]p*\[Sigma] - 4*\[Sigma]^2 + 3*\[Delta]*\[Kappa]m*\[Sigma]^2 - 5*\[Kappa]p*\[Sigma]^2) + \[Nu]^2*(146879/2340 + 12*\[Sigma]^2 + 6*\[Kappa]p*\[Sigma]^2)) + x^(3/2)*((-42*I)/5 + 4*Pi - (76*s)/15 - (12*\[Delta]*\[Sigma])/5 + \[Nu]*((1193*I)/40 - 12*Pi + (76*s)/5 + (24*\[Delta]*\[Sigma])/5 - (24*I)*Log[2]) + (8*I)*Log[2]) + x^(5/2)*((12453*I)/275 - (1186*Pi)/55 + (874*s)/55 + (612*\[Delta]*\[Sigma])/55 + \[Nu]^2*((4096237*I)/21120 - (284*Pi)/11 + (971*s)/55 - (67*\[Delta]*\[Sigma])/55 - ((568*I)/11)*Log[2]) + \[Nu]*((-31525499*I)/140800 + (2480*Pi)/33 - (10063*s)/165 - (866*\[Delta]*\[Sigma])/33 + ((4960*I)/33)*Log[2]) - ((2372*I)/55)*Log[2])))/9
