Giving an undirected weighted graph of n (n <= 1e5) vertices , n — 1 edges and an positive integer k (k <= 1e9). Count the number of pairs (i , j) that i < j and the weight of the path from i to j is not bigger than k.
Input the first line contain n and k the following n — 1 lines each contains three positive integer u , v , w (u , v <= n , w <= 1e9)
Output the number of pairs (i , j) that the weight of the path from i to j is not bigger than k.
Sample
INPUT
6 8
1 2 2
2 3 4
2 5 1
4 5 3
5 6 5
OUTPUT
14
Is the graph simple and connected?
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Why did you just repost this?
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