[cindy 2005]

Here is the series formulas:
1 − 1╱3^25 + 1╱5^25 − 1╱7^25 + 1╱9^25 − + . . . = (3102906832711417381π^25)╱832751748218666596308929 7408000

1 − 1╱3^41 + 1╱5^41 − 1╱7^41 + 1╱9^41 − + . . . = (594046028724599200715086271256233100000π^41)╱1435 37334593793942723252075071256800000000000000000000 000000

If you cannot read, please see the attached file (OddNums.jpg) . Are the series formulas correct in math? (The last 5 zeros in the second series can be taken off. However, it still puts here because the length of numbers is equal to index of PI power)

Thanks,

Cindy