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Problem 1015
Scrabble
Time Limit: 1000ms
Memory Limit: 65536kb Description
The board game Scrabble (copyright Hasbro, Inc.) requires players to draw
seven letter tiles from a pool, and form words on a game board, arranged
horizontally or vertically, with their letters and the letters already
played; just what constitutes a ``word'' is often subject to dispute, so
it's handy to have a dictionary nearby when you play. Scoring is
based on the point values of the letters used to form the words, with the
letters associated with point values as follows:
A-1 B-3 C-3 D-2 E-1 F-4 G-2 H-4 I-1 J-8 K-5 L-1 M-3 N-1 O-1 P-3 Q-10 R-1 S-1 T-1 U-1 V-4 W-4 X-8 Y-4 Z-10Scoring is also affected by the positions on the board where the letters are played. Some positions have the feature that they double or triple the score of the letter played there. This bonus goes only to the first player to play a tile on that position, and not to another player who later uses that letter in a word. The score for a word is obtained by summing the letter scores (including any doubling and tripling of letter values). For example, the word ``MOUSE'', which would normally score 7 points, would score 10 if played so that the ``M'' falls on one of the double letter positions. There are also positions that double or triple the score of the entire word. These bonuses can accumulate; thus, if our word ``MOUSE'' managed to land with the ``M'' on a double letter position, and the ``E'' on a double word position, then the resulting score for the word is 20. We will denote these kinds of positions as follows:
The map below illustrates the scrabble board in terms of these symbols; note the symmetries. 5--2---5---2--5 -4---3---3---4- --4---2-2---4-- 2--4---2---4--2 ----4-----4---- -3---3---3---3- --2---2-2---2-- 5--2---4---2--5 --2---2-2---2-- -3---3---3---3- ----4-----4---- 2--4---2---4--2 --4---2-2---4-- -4---3---3---4- 5--2---5---2--5Finally, there is a 50 point bonus if all seven letters get played in a single turn. The game begins with one player placing a word of up to seven letters on the board so that one letter covers that '4' (double word score) marker in the center of the board. Now, it's your move. Input
You will receive, a series of Scrabble puzzles,
and in the file ``words'' a list of legal words. Each puzzle poses
the problem of playing second, after your opponent has made the first move
of the game; thus, there is just one word you will have to intersect with
when you choose your word. Your opponent's first word is also in
the list of legal words. In our nonstandard version of the game,
we require that the word you play must use one of the letters of of your
opponent's word to form your own. The objective in a puzzle is to
find a word that uses some of your letters and one of the letters already
played to form the highest scoring word, including bonuses for double-letter,
triple-letter, double-word and triple-word positions, and the 50 point
bonus for using all seven letters.Each puzzle is represented on one line of the input file. A puzzle consists of the following information:
In the file ``words'', the list of words that can be used in the game, each word is on a line by itself, at the beginning of the line, with no trailing spaces. The words in the file are contain only uppercase letters, with no digits, punctuation, or lowercase letters. You may assume that there are no more than 25000 words in the list, and that no word is more than eight letters long. Output
You will print, one line for each puzzle.
In that line you will show your word, in a field 8 characters wide, left-justified,
padded by spaces on the right as necessary; a digit in a 2 character field,
right-justified, that shows which letter of the original word you used,
a digit in a 2 character field, right-justified, that shows which letter
of your word is part of your opponent's word, and finally a number in a
4 character field, right justified. that is your score for your word.
Sample Input
RDAWEER1ABDOMEN OADPZBI5OPIATE RTWXAIB3SMELL AEFGOOS1BILLION CYOKDAR7DOLTISH CYOKDAR1DOLTISH Sample Output
The line of digits is intended to guide you in proper output alignment, and is not part of the output that your solution should produce. 1234567890123456 WANDER 7 3 20 ZAP 4 2 27 AXIS 1 4 27 FALSE 3 3 18 DOCKYARD 1 1 100 DOCKYARD 1 8 122 |