It is instructive to re-plot these results as the fractional deviation \(y_i\left(B\right)\ =\ \frac{\left(c_i\left(B\right)\ -c_i\left(0\right)\ \right)}{c_i\left(0\right)}\) of each coefficient \(c_i\left(B\right)\) from its zero field value \(c_i\left(0\right)\) , as shown in Fig. \ref{245853} and described in Eq. \ref{eq:Pade_zero_index}. We see that the field dependences of \(y_i\left(B\right)\) have approximately the same functional form for all six coefficients and appear to converge to a common curve with increasing index value \(i\).