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Practice · 2 of 5

One Room, Many Meetings

CHALLENGE
Difficulty: intermediate+25 XP

**Description:** n meetings with start and end times occupy one room. A meeting can start exactly when another ends. Maximize the number of meetings scheduled; print that count. **Input:** Line 1: n (1 ≤ n ≤ 10^5). Each line: s e (0 ≤ s < e ≤ 10^9). **Output:** One integer — the maximum number of non-overlapping meetings. **Example:** 3 / (1 4) (2 3) (3 5) → 2 — pick (2 3) and (3 5).

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