Commuter Train

The capital of Flatland has opened a new city commuter train line. The line has $n$ stations, numbered from 1 to $n$. It runs through the city along its diameter and extends into the suburbs at both ends. Stations 1 through $a$ are in the suburbs, stations $a+1$ through $b-1$ are in the city, and stations $b$ through $n$ are in the suburbs.

The fare depends on the starting station, the ending station, and the stations the passenger travels through.

• If both the starting and ending stations are in the city, the "City" fare applies.
• If both stations are in the suburbs and the train does not pass through the city between them, the "Outside" fare applies.
• Otherwise, the "Full" fare applies.

Given the starting station $s$ and the ending station $t$, write a program that determines which fare to apply.

The first line contains three integers $n$, $a$, and $b$ ($3 \le n \le 10^9$, $1 \le a$, $b \le n$, $b - a > 1$).

The second line contains two integers $s$ and $t$ ($1 \le s, t \le n$, $s \ne t$).

If the "City" fare applies, print City.

If the "Outside" fare applies, print Outside.

If the "Full" fare applies, print Full.