• 168

## Learning Opportunities

This puzzle can be solved using the following concepts. Practice using these concepts and improve your skills.

## Goal

Provided with a set of bingo cards, and the order in which the numbers will be called, output how many numbers need to be called before somebody has a line, followed by how many numbers need to be called before somebody has "bingo" (all numbers on their sheet filled in).

A bingo card is defined as a 5x5 set of numbers between 1 and 90. The center of a bingo card is a "free space", meaning it is already filled in - this is denoted with a 0 in this puzzle.

A line on the bingo card is defined as any row, column or diagonal of 5 numbers on the card.
Input
Line 1: An integer n for the number of bingo cards in play
Next n*5 lines: The numbers bn on the bingo cards, separated by spaces.
Line n*5+2: The order in which the numbers cn will be called, separated by a space. You are provided all 90 numbers.
Output
Line 1: The amount of numbers that need to be called before a bingo card has a complete line.
Line 2: The amount of numbers that need to be called before a bingo card has a full house (all numbers filled).
Constraints
0 < n ≤ 10000
0 ≤ bn ≤ 90 ("free space" is signified with a 0)
0 < cn ≤ 90
Example
Input
```1
1 67 89 69 48
72 65 38 85 28
37 29 0 54 22
83 80 10 75 58
25 35 49 87 27
65 4 48 59 26 24 3 60 36 29 54 47 78 32 18 9 83 90 2 50 17 45 11 20 55 33 30 64 35 75 39 81 71 70 5 52 53 46 88 6 41 66 86 67 49 38 62 31 85 27 13 84 58 1 40 80 16 82 22 76 57 37 14 19 79 73 44 68 15 43 87 72 8 42 69 12 34 89 77 21 74 51 63 25 10 61 56 28 7 23```
Output
```54
88```

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