Inaho has arrived at the gates to return to his petty \(3\)-dimensional world, but the gates are locked! He wants to get home as quickly as possible to continue playing his *Graph Simulater 2015*, that is within \(0.2\) seconds, but the gates are preventing him from leaving. On the gates are \(M\) nonpositive integers, and he believes finding the sum will allow him back into his \(3\)-dimensional world. Of course, he is still stuck in the \(N\)-dimensional hole, and therefore cannot comprehend the complexities of \(N\)-dimensions, so he needs your help again.

#### Input Specification

The first line will contain the integer \(M\ (1 \le M \le 1000)\), the number of integers on the gates.

The second line will contain \(M\) space-separated nonpositive integers, \((a_1,\ a_2,\ldots,\ a_M) (-2^{54} \le a_i \le 0)\)

#### Subtasks

For 1 of the 3 available marks, \(-2^{52} \le a_i \le 0\)

#### Output Specification

Output the sum of the \(M\) nonpositive integers.

#### Sample Input 1

```
2
-1 -4
```

#### Sample Output 1

`-5`

#### Sample Input 2

```
5
-4503599627370496 -4503599627370496 -4503599627370496 -4503599627370496 -4503599627370496
```

#### Sample Output 2

`-22517998136852480`

## Comments