## Girls Invitational '18 J3 - Ski Chair Challenge

Every winter break, Mackenzie students go on a trip to the Lyon ski resort. Ms. William and her students are all suited up and ready to get onto the ski lift. All chairs hold two people with a certain maximum weight. Help Ms. William determine the minimum number of chairs she needs in order to send up the maximum number of students.

#### Input Specification

The first line will contain an integer that indicates the maximum weight capacity, \(C\) \((0 \le C \le 150)\), a chair can hold.

The second line will contain an integer, \(N\) \((1 \le N \le 100)\), that indicates how many individuals need to be brought up the chairlift.

The next \(N\) lines contain integers that represent the weight, \(W\) \((1 \le W \le 100)\), of each individual.

#### Output Specification

Output the minimum number of chairs needed to send up the maximum number of
students. Then, on the next line, output `YES`

if there is any student(s) too heavy to
be brought up by the ski lift and `NO`

if all students are able to be brought up the
mountain.

#### Sample Input 1

```
18
6
1
9
18
16
12
5
```

#### Sample Output 1

```
4
NO
```

#### Sample Input 2

```
34
3
30
38
1
```

#### Sample Output 2

```
1
YES
```

## Comments