<Tr> <Td> π = 32 Z (\ displaystyle \ pi = (\ frac (32) (Z))) </Td> <Td> Z = ∑ n = 0 ∞ (5 − 1 2) 8 n (42 n 5 + 30 n + 5 5 − 1) (1 2) n 3 64 n (n!) 3 (\ displaystyle Z = \ sum _ (n = 0) ^ (\ infty) \ left ((\ frac ((\ sqrt (5)) - 1) (2)) \ right) ^ (8n) (\ frac ((42n (\ sqrt (5)) + 30n + 5 (\ sqrt (5)) - 1) \ left ((\ frac (1) (2)) \ right) _ (n) ^ (3)) ((64 ^ (n)) (n!) ^ (3)))) </Td> </Tr> <Tr> <Td> π = 27 4 Z (\ displaystyle \ pi = (\ frac (27) (4Z))) </Td> <Td> Z = ∑ n = 0 ∞ (2 27) n (15 n + 2) (1 2) n (1 3) n (2 3) n (n!) 3 (\ displaystyle Z = \ sum _ (n = 0) ^ (\ infty) \ left ((\ frac (2) (27)) \ right) ^ (n) (\ frac ((15n + 2) \ left ((\ frac (1) (2)) \ right) _ (n) \ left ((\ frac (1) (3)) \ right) _ (n) \ left ((\ frac (2) (3)) \ right) _ (n)) ((n!) ^ (3)))) </Td> </Tr> <Tr> <Td> π = 15 3 2 Z (\ displaystyle \ pi = (\ frac (15 (\ sqrt (3))) (2Z))) </Td> <Td> Z = ∑ n = 0 ∞ (4 125) n (33 n + 4) (1 2) n (1 3) n (2 3) n (n!) 3 (\ displaystyle Z = \ sum _ (n = 0) ^ (\ infty) \ left ((\ frac (4) (125)) \ right) ^ (n) (\ frac ((33n + 4) \ left ((\ frac (1) (2)) \ right) _ (n) \ left ((\ frac (1) (3)) \ right) _ (n) \ left ((\ frac (2) (3)) \ right) _ (n)) ((n!) ^ (3)))) </Td> </Tr> <Tr> <Td> π = 85 85 18 3 Z (\ displaystyle \ pi = (\ frac (85 (\ sqrt (85))) (18 (\ sqrt (3)) Z))) </Td> <Td> Z = ∑ n = 0 ∞ (4 85) n (133 n + 8) (1 2) n (1 6) n (5 6) n (n!) 3 (\ displaystyle Z = \ sum _ (n = 0) ^ (\ infty) \ left ((\ frac (4) (85)) \ right) ^ (n) (\ frac ((133n + 8) \ left ((\ frac (1) (2)) \ right) _ (n) \ left ((\ frac (1) (6)) \ right) _ (n) \ left ((\ frac (5) (6)) \ right) _ (n)) ((n!) ^ (3)))) </Td> </Tr>

What are the five formulas that include pi