\begin{eqnarray*}
C_1&=&2\biggl(\zm+\zeta-\frac{4}{x}\left(1+\zm+2\zeta\right)+\frac{8}{x^2}
      \left(2-\zz\right)+\frac{32}{x^3}\left(1+\zeta\right)^2\\
   && +\frac{16}{x^4}
      \left(1+4\zeta+5\zz+2\zd\right)\biggr)\\
C_2&=&-2\biggl(-\zeta+\frac{2}{x}\left(2+\zeta-\zz\right)+\frac{4}{x^2}
      \left(-\zm+4 \zeta+3\zz\right)+\frac{16}{x^3}\zeta\left(1
      +\zeta\right)^2 \biggr)\\
C_3&=&-2\biggl(\zm-\zeta-\frac{4}{x}\zeta\left(1+\zeta\right)-\frac{4}{x^2}
      \left(\zm+1+\zeta+3\zz+2\zd\right)\biggr)\\
C_4&=&2\biggl(\zeta-\frac{2}{x}\left(\zm+3+4\zeta\right)+\frac{4}{x^2}
      \left(\zm+4-\zeta-2\zz\right)\\
   && +\frac{8}{x^3}\left(\zm+7+10\zeta+4\zz
      \right)
      +\frac{32}{x^4}\left(1+\zeta\right)^3\biggr)\\
C_5&=&2\biggl(\zm+\zeta-\frac{2}{x}\left(\zm+1+\zeta-\zz\right)
      -\frac{4}{x^2}\left(\zm+1+4\zeta+3\zz\right)-\frac{16}{x^3}\zeta
      \left(1+\zeta\right)^2\biggr)\\
C_6&=&-2\biggl(\zm-\zeta+\frac{2}{x}\left(2+\zeta-\zz\right)-\frac{4}{x^2}
      \left(2\zm-5\zeta-3\zz\right)\\
   && -\frac{8}{x^3}\left(\zm+1-3\zeta-5\zz
      -2\zd\right)\biggr)\\
C_7&=&2 \zeta\biggl(1+\frac{4}{x}\left(1+\zeta\right)+\frac{4}{x^2}\left(     
      1+3\zeta+2\zz\right)\biggr)\\
C_8&=&2\biggl(\zeta-\frac{2}{x}\left(\zm+1+\zeta-\zz\right)-\frac{4}{x^2}
       \left(\zm+1+5\zeta+3\zz\right)-\frac{8}{x^3}\zeta\left(3+5\zeta+2\zz
       \right)\biggr)\\
C_9&=&-2\left(\zm+1\right)\biggl(1-\zeta+\frac{8}{x}\zeta-\frac{8}{x^2}
       \left(2-\zz\right)
       -\frac{32}{x^3}\left(1+\zeta\right)^2-\frac{16}{x^4}\left(
       1+4\zeta+5\zz+2\zd\right)\biggr)\\
C_{10}&=&2\biggl(\zm+\zeta+\frac{4}{x}\zeta\left(1+\zeta\right)-\frac{4}{x^2}
         \left(\zm+1-\zeta-3\zz-2\zd\right)\biggr)\\
\end{eqnarray*}

