\[\mathcal{K}(r,\theta,\phi)=r^{m}{\sin}^{2p}\theta P\begin{Bmatrix}0&1&\infty&%
\\
0&0&a&{\cos}^{2}\theta\\
\tfrac{1}{2}(3-\gamma)&c&b&\end{Bmatrix}\*P\begin{Bmatrix}0&1&\infty&\\
0&0&a^{\prime}&{\cos}^{2}\phi\\
1-\epsilon&1-\delta&b^{\prime}&\end{Bmatrix},\]