##Pyth, 30

jb_u+G+*leGd*HNu+N+^3hTNUQ]1]k

This is a program that takes input from STDIN and uses grc's method of finding the Cantor set. Uses the " character to display the curve.

Try it online here.

Explanation:

I will explain the code in two parts, first, the cantor set generation:

u+N+^3hTNUQ]1
u        UQ]1         : reduce( ... , over range(input), starting with [1])
 +N                   : lambda N,T: N + ...
   +^3hTN             : 3 ** (T+1) + N   (int + list in pyth is interpreted as [int] + list)

And the output formatting:

jb_u+G+*leGd*HN    ]k
jb_                    : "\n".join(reversed(...)
   u               ]k  : reduce(lambda G,H: ... , over cantor set, starting with [""])
    +G+*leGd           : G + len(G[-1]) * " " + ...
            *HN        : H * '"'

Note that in pyth N = '"' by default.

Pyth, 30

jb_u+G+*leGd*HNu+N+^3hTNUQ]1]k

This is a program that takes input from STDIN and uses grc's method of finding the Cantor set. Uses the " character to display the curve.

Try it online here.

Explanation:

I will explain the code in two parts, first, the cantor set generation:

u+N+^3hTNUQ]1
u        UQ]1         : reduce( ... , over range(input), starting with [1])
 +N                   : lambda N,T: N + ...
   +^3hTN             : 3 ** (T+1) + N   (int + list in pyth is interpreted as [int] + list)

And the output formatting:

jb_u+G+*leGd*HN    ]k
jb_                    : "\n".join(reversed(...)
   u               ]k  : reduce(lambda G,H: ... , over cantor set, starting with [""])
    +G+*leGd           : G + len(G[-1]) * " " + ...
            *HN        : H * '"'

Note that in pyth N = '"' by default.

##Pyth, 30

jb_u+G+*leGd*HNu+N+^3hTNUQ]1]k

This is a program that takes input from STDIN and uses grc's method of finding the Cantor set. Uses the " character to display the curve.

Try it online here.

##Pyth, 30

jb_u+G+*leGd*HNu+N+^3hTNUQ]1]k

This is a program that takes input from STDIN and uses grc's method of finding the Cantor set. Uses the " character to display the curve.

Try it online here.

Explanation:

I will explain the code in two parts, first, the cantor set generation:

u+N+^3hTNUQ]1
u        UQ]1         : reduce( ... , over range(input), starting with [1])
 +N                   : lambda N,T: N + ...
   +^3hTN             : 3 ** (T+1) + N   (int + list in pyth is interpreted as [int] + list)

And the output formatting:

jb_u+G+*leGd*HN    ]k
jb_                    : "\n".join(reversed(...)
   u               ]k  : reduce(lambda G,H: ... , over cantor set, starting with [""])
    +G+*leGd           : G + len(G[-1]) * " " + ...
            *HN        : H * '"'

Note that in pyth N = '"' by default.