No.2312 Turtleman and Gaming Console
Problem Statement
Turtleman the turtle spotted a package of the smash-hit game Coderraria at a supermarket. Since he is interested in Coderraria, he decided to check whether he could play it.
There are $N$ types of gaming consoles. $A_i$ is o if the $i$-th console supports Coderraria, and x otherwise.
However, Turtleman is not rich, so he owns only some of the consoles.
If Turtleman owns console $i$, $B_i$ is o. Otherwise, $B_i$ is x.
Can Turtleman buy and play Coderraria without buying a new console? The price of Coderraria can be ignored.
Input
$N$ $A_1A_2...A_N$ $B_1B_2...B_N$
Constraints
$1 \leq N \leq 100$
$A_i(1 \leq i \leq N)$ and $B_i(1 \leq i \leq N)$ are o or x
$A$ contains at least one o
N is an integer
Output
Print Lucky Turtleman if Turtleman can buy and play Coderraria without buying a new console, and Unlucky Turtleman otherwise.
Sample
Sample 1
Input
3
oxo
xoo
Output
Lucky Turtleman
In this case, Yukirraria supports consoles 1 and 3, and Turtleman owns consoles 2 and 3. Turtleman can play Coderraria by buying the console 3 edition of Yukirraria.
Sample 2
Input
10
oooxxoxoox
xxxxxxxxxx
Output
Unlucky Turtleman
Turtleman has realized that he does not own any consoles.
Sample 3
Input
1
o
x
Output
Unlucky Turtleman
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