说明
一个旅行者有一个最多能装 M 公斤的背包,现在有 n 件物品,它们的重量分别是W1,W2,...,Wn,它们的价值分别为C1,C2,...,Cn,求旅行者能获得最大总价值。
输入格式
第一行:两个整数,M(背包容量,M≤200)和N(物品数量,N≤30);
第2..N+1行:每行二个整数Wi,Ci,表示每个物品的重量和价值。
输出格式
仅一行,一个数,表示最大总价值。
样例
10 4
2 1
3 3
4 5
7 9
12
提示
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'/>