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Problem Statement

Takahashi turns on the light of his room at $S$ o'clock (on the $24$-hour clock) every day and turns it off at $T$ o'clock every day.
The date may change while the light is on.

Determine whether the light is on at $30$ minutes past $X$ o'clock.

Constraints

• $0 \leq S, T, X \leq 23$
• $S \neq T$
• All values in input are integers.

Sample Input 1

7 20 12

Sample Output 1

Yes

The light is on between $7$ o'clock and $20$ o'clock. At $30$ minutes past $12$ o'clock, it is on, so we print Yes.

Sample Input 2

20 7 12

Sample Output 2

No

The light is on between $0$ o'clock and $7$ o'clock, and between $20$ o'clock and $0$ o'clock (on the next day). At $30$ minutes past $12$ o'clock, it is off, so we print No.

Sample Input 3

23 0 23

Sample Output 3

Yes