1002.Balala Power!

Problem Description Talented Mr.Tang has n strings consisting of only lower case characters. He wants to charge them with Balala Power (he could change each character ranged from a to z into each number ranged from 0 to 25, but each two different characters should not be changed into the same number) so that he could calculate the sum of these strings as integers in base 26 hilariously. Mr.Tang wants you to maximize the summation. Notice that no string in this problem could have leading zeros except for string “0”. It is guaranteed that at least one character does not appear at the beginning of any string. The summation may be quite large, so you should output it in modulo 109+7. Input The input contains multiple test cases. For each test case, the first line contains one positive integers n, the number of strings. (1≤n≤100000) Each of the next n lines contains a string si consisting of only lower case letters. (1≤|si|≤100000,∑|si|≤106) Output For each test case, output “Case #x: y” in one line (without quotes), where x indicates the case number starting from 1 and y denotes the answer of corresponding case. Sample Input 1 a 2 aa bb 3 ba abc Sample Output Case #1: 25 Case #2: 1323 Case #3: 18221

題解如下：

每個字元對答案的貢獻都可以看作一個 26 進制的數字，問題相當于要給這些貢獻加一個 0 到 25 的權重使得答案最大。最大的數比對 25，次大的數比對 24，依次類推。排序後這樣依次貪心即可，唯一注意的是不能出現前導 0。