$2.$ Write a function called bigger$\_$mystery$()$ that takes one integer parameter, n$,$ and

determines which mystery function above generates a larger result.

$$ "SAME" if the two results are the same

$$ "ONE" if mystery$\_$sum$()$ generates a larger result

$$ "TWO" if mystery$\_$sum$2()$ generates a larger result

Signature:

def bigger$\_$mystery$($n$)$:

# your code here

return

Examples:

bigger$\_$mystery$(5)->$ output $($TWO$)$

bigger$\_$mystery$(20))->$ output $($ONE$)$