  Here we calculate the strength of the $d$-wave pairing and the $k$ dependence
of the gap function associated with the nematic fluctuations of a CuO$_2$ model
as the doping $p$ approaches a quantum critical point. Higher order $d$-wave
harmonics contribute to the $k$ dependence of the resulting superconducting gap
function reflecting the longer range nature of the nematic pairing interaction.
