Word search puzzle P87801


Statement
 

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Consider an r × c board where each cell has a letter and a number that indicates the value of that cell. Given several words w, compute the maximum number of points achievable by placing w horizontally (to the right) or vertically (down), so that all the letters match those of the board.

Input

Input consists of several cases, each with the dimensions r and c, followed by r rows with c lowercase letters each, followed by r rows with c natural numbers each. Then comes a number t followed by t nonempty words made up of lowercase letters. You can assume that r and c are between 1 and 100, that the value of each cell is between 0 and 106, and that the given words do not have more than 100 letters.

Output

For each word of each case, print the maximum possible score placing the word horizontally or vertically. If the word cannot be found, print “no”.

Public test cases
  • Input

    3 4
    a b c a
    b c a e
    c a b d
    10 20 30 40
    50 60 70 80
    15 25 35 45
    3
    bca
    cabb
    a
    
    1 1
    z
    1000000
    2
    y
    z
    

    Output

    180
    no
    70
    no
    1000000
    
  • Information
    Author
    Salvador Roura
    Language
    English
    Translator
    Salvador Roura
    Original language
    Catalan
    Other languages
    Catalan
    Official solutions
    C++
    User solutions
    C++