[qmbsxzcf] Ramanujan's fourth root approximation of pi

Ramanujan's 4th-root approximation of pi is neat because it also involves the number 22 much like the famous approximation 22/7.

Pi =
(2143/22)^(1/4)+1/992903605.478750724693897709798
(2143/22)^(1/4+1/14283017647.807238071433978019)
(2143/22)^(1/(4-1/892688603.23795237946462362620))
(2143/22+1/8005666.20908620584097400452614)^(1/4)
((2143+1/363893.918594827538226091114825)/22)^(1/4)
(2143/(22-1/35446575.8431234279281142390483))^(1/4)
(2143/22)^(1/4)*(1+1/3119298671.6948616572733219325)
(2143/22*(1+1/779824667.548715414418513259069))^(1/4)
(2143/22)^((1+1/3570754411.9518095178584945048)/4)
(2143/22)^(1/4)+(2143/22)^-4.52424288147416889424548494637