#Python Primary Score = 2214138604871819402525

Secondary Score = 12/09/2016, 07:53

Here is the code:

def print_1s(n):
    return ("1+" * n)[:-1]

Just to get the ball rollin'.

Basically outputs 1+1+1...+1, where the number of 1's in the outputted expression is equal to n.

In total, there are 47054634305 1's for the set of numbers, and 47054634205 operators (which are all +'s).

Not going to post a pastebin here, because you get the idea.

Python

Primary Score = 2214138604871819402525

Secondary Score = 12/09/2016, 07:53

Here is the code:

def print_1s(n):
    return ("1+" * n)[:-1]

Just to get the ball rollin'.

Basically outputs 1+1+1...+1, where the number of 1's in the outputted expression is equal to n.

In total, there are 47054634305 1's for the set of numbers, and 47054634205 operators (which are all +'s).

Not going to post a pastebin here, because you get the idea.

#Python Primary Score = 2214138604871819402525

Secondary Score = 12/09/2016, 07:53

Here is the code:

def print_1s(n):
    return ("1+" * (n - 1))[:-1]

Just to get the ball rollin'.

Basically outputs 1+1+1...+1, where the number of 1's in the outputted expression is equal to n.

In total, there are 47054634305 1's for the set of numbers, and 47054634205 operators (which are all +'s).

Not going to post a pastebin here, because you get the idea.

#Python Primary Score = 2214138604871819402525

Secondary Score = 12/09/2016, 07:53

Here is the code:

def print_1s(n):
    return ("1+" * n)[:-1]

Just to get the ball rollin'.

Basically outputs 1+1+1...+1, where the number of 1's in the outputted expression is equal to n.

In total, there are 47054634305 1's for the set of numbers, and 47054634205 operators (which are all +'s).

Not going to post a pastebin here, because you get the idea.

#Python Primary Score = 2214138604871819402525

Secondary Score = 12/09/2016, 07:53

Here is the code:

def print_1s(n):
    return ("1+" * (n - 1))[:-1]

Just to get the ball rollin'.

Basically outputs 1+1+1...+1, where the number of 1's in the outputted expression is equal to n.

In total, there are 47054634305 1's for the set of numbers, and 47054634205 operators (which are all +'s).

Not going to post a pastebin here, because you get the idea.

#Python Primary Score = 2214138604871819402525

Secondary Score = 12/09/2016, 07:53

Here is the code:

def print_1s(n):
    return ("1+" * (n - 1))[:-1]

Just to get the ball rollin'.

Basically outputs 1+1+1...+1, where the number of 1's in the outputted expression is equal to n.

In total, there are 47054634305 1's for the set of numbers, and 47054634205 operators (which are all +'s).

Not going to post a pastebin here, because you get the idea.