Card Game Score

Interview

Time limit1sMemory limit128 MB

Summary

Given five playing cards with color and number, compute a poker-like score by checking a fixed priority list of hand patterns.

Level: Easy3 of 10
Topics: Simulation, Implementation, Hash map
Solved: No attempts yet

Problem

A card game uses 36 cards. Each card has one of four colors, R, B, Y, or G, and one number from 1 through 9. There are nine cards of each color.

Five cards are given. Compute the score by applying the highest-scoring rule that matches the hand.

Rule	Score
All five cards have the same color and their numbers are consecutive.	`900 + highest number`
Four cards have the same number.	`800 + that number`
Three cards have one number, and the remaining two cards have another number.	`700 + (number on the three cards) * 10 + (number on the two cards)`
All five cards have the same color.	`600 + highest number`
The five card numbers are consecutive.	`500 + highest number`
Three cards have the same number.	`400 + that number`
Two cards have one number, and another two cards have another number.	`300 + (larger paired number) * 10 + (smaller paired number)`
Two cards have the same number.	`200 + that number`
None of the rules above applies.	`100 + highest number`

If more than one rule applies, the card game's score is the highest possible score.

Input

Five lines are given. Each line contains one card's color and number separated by a single space.

Output

Print the card hand's score on one line.

Examples1

Example 1
Input
```
B 3
B 7
R 1
B 2
Y 7
```
Expected output
```
207
```