### ** Funny Prime **

### Description

A prime number is a natural number which has exactly two distinct natural number divisors: $1$ and itself.

The first prime number is $2$. Can you write a program that computes the $n$-th prime number?

Since the answer may be large, you are only required to find the answer modulo $6$.

### Constraints

```
n
```

### Output

A single integer representing the $n^{\text{th}}$ prime number modulo $6$.

```
1
```

### Sample Output 1

```
2
```

```
100000000000000
```

### Sample Output 2

```
5
```

The $10^{14}$-th prime number is $3475385758524527$. Don't forget to output the answer modulo $6$!