Start values:

1. Select $f_{p1}$ (for example, 1/4^th of lowest AC frequency); example 50 Hz AC to 12.5 Hz
2. Select $Q=0.65$ for maximum gain flatness
3. Select $C_1$ based on component restrictions (large C)
4. Calculate $R_1$ based on the desired $f_{p1}$ and component restrictions (small R)
5. Trade of large C versus small R for best noise
   Equation 15. $R_1=\frac{2}{2\pi f_{P1}\times C_1}$
6. Calculate R2:
   Equation 16. $R_2=2R_1$
7. Calculate R3:
   Equation 17. $R_3={DC}_{gain}\times R_1$
8. Calculate R4:
   Equation 18. $R_4={AC}_{gain}\times {2R}_1$
9. Calculate C2:
   Equation 19. $C_2=\frac{C_1}{{\left(4Q\right)}^2}$
10. Calculate C3:
    Equation 20. $C_3=\frac{C_1}{{{AC}_{gain}\times \left(\frac{2\times {DC}_{gain}}{{DC}_{gain}+{AC}_{gain}}\right)}^2}$
11. Calculate C4:
    Equation 21. $C_4=\frac{C_1}{{AC}_{gain}\times {\left(4Q\right)}^2}$