Pyth, 3 characters

j1Z

This would be the part where I explain how I came up with this answer, except I legitimately have no clue. If anyone could explain this for me, I'd be grateful.

Here it is in an online interpreter.

Explanation

j squares the base and calls itself recursively until the base is at least as large as the number. Since the base is 0, that never happens. With a sufficienly high recursion limit, you get a segfault.

 

- Dennis ♦

Pyth, 3 characters

j1Z

This would be the part where I explain how I came up with this answer, except I legitimately have no clue. If anyone could explain this for me, I'd be grateful.

Here it is in an online interpreter.

Explanation

j squares the base and calls itself recursively until the base is at least as large as the number. Since the base is 0, that never happens. With a sufficienly high recursion limit, you get a segfault.

- Dennis ♦

Pyth, 3 characters

j1Z

This would be the part where I explain how I came up with this answer, except I legitimately have no clue. If anyone could explain this for me, I'd be grateful.

Here it is in an online interpreter.

Explanation

j squares the base and calls itself recursively until the base is at least as large as the number. Since the base is 0, that never happens. With a sufficienly high recursion limit, you get a segfault.

- Dennis ♦

Pyth, 3 characters

j1Z

This would be the part where I explain how I came up with this answer, except I legitimately have no clue. If anyone could explain this for me, I'd be grateful.

Here it is in an online interpreter.

Explanation

j squares the base and calls itself recursively until the base is at least as large as the number. Since the base is 0, that never happens. With a sufficienly high recursion limit, you get a segfault.

- Dennis ♦

Pyth, 3 characters

j1Z

This would be the part where I explain how I came up with this answer, except I legitimately have no clue. If anyone could explain this for me, I'd be grateful.

Here it is in an online interpreter.

Pyth, 3 characters

j1Z

This would be the part where I explain how I came up with this answer, except I legitimately have no clue. If anyone could explain this for me, I'd be grateful.

Here it is in an online interpreter.

Explanation

j squares the base and calls itself recursively until the base is at least as large as the number. Since the base is 0, that never happens. With a sufficienly high recursion limit, you get a segfault.

- Dennis ♦