Wireless Password
Time Limit: 2000/1000 MS (Java/Others) Memory Limit: 32768/32768 K (Java/Others)
Total Submission(s): 4022 Accepted Submission(s): 1196
Problem Description
Liyuan lives in a old apartment. One day, he suddenly found that there was a wireless network in the building. Liyuan did not know the password of the network, but he got some important information from his neighbor. He knew the password
consists only of lowercase letters 'a'-'z', and he knew the length of the password. Furthermore, he got a magic word set, and his neighbor told him that the password included at least k words of the magic word set (the k words in the password possibly overlapping).
For instance, say that you know that the password is 3 characters long, and the magic word set includes 'she' and 'he'. Then the possible password is only 'she'.
Liyuan wants to know whether the information is enough to reduce the number of possible passwords. To answer this, please help him write a program that determines the number of possible passwords.
Input
There will be several data sets. Each data set will begin with a line with three integers n m k. n is the length of the password (1<=n<=25), m is the number of the words in the magic word set(0<=m<=10), and the number k denotes that
the password included at least k words of the magic set. This is followed by m lines, each containing a word of the magic set, each word consists of between 1 and 10 lowercase letters 'a'-'z'. End of input will be marked by a line with n=0 m=0 k=0, which should
not be processed.
Output
For each test case, please output the number of possible passwords MOD 20090717.
Sample Input
10 2 2
hello
world
4 1 1
icpc
10 0 0
0 0 0
Sample Output
2
1
14195065
Source
2009 Multi-University Training Contest
1 - Host by TJU
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題意:
某人要去破譯wifi密碼。現在他已經知道密碼全部由小寫字母組成。且密碼的長度n(1<=n<=25)。和m(0<=m<=10)個密碼中可能出現的串(magic)。每個串長度不超過10.現在他已經知道密碼中這m個串至少出現了k個。可以覆蓋出現。現在問你密碼可能有多少種。
思路:
由於是專門搜的ac自動機動規的題目。所以就直接往ac自動機動規上想了。這題的難點是確定出現magic中出現了多少個。考慮到m比較小。所以就直接壯壓了。最後才取滿足條件的狀態就行了。
詳細見代碼:
#include
#include
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#include
#include
#include
#include
#include
#include
#include
#include