Format problem file

solutions/beecrowd/1024/problem.md

@@ -2,27 +2,28 @@ http://www.beecrowd.com.br/judge/en/problems/view/1024
 
 # Encryption
 
-You have been asked to build a simple encryption program. This program
-should be able to send coded messages without someone been able to read
-them. The process is very simple. It is divides into two parts.
-
-First, the numbers and special characters should not be changed. Each of
-the remaining characters to be shifted three positions to the right, according
-to the ASCII table: letter 'a' should become letter 'd', letter 'y' must become
-the character '|' and so successively. Second, each line must be reversed. After
+You have been asked to build a simple encryption program. This program should be
+able to send coded messages without someone been able to read them. The process
+is very simple. It is divides into two parts.
+
+First, the numbers and special characters should not be changed. Each of the
+remaining characters to be shifted three positions to the right, according to
+the ASCII table: letter 'a' should become letter 'd', letter 'y' must become the
+character '|' and so successively. Second, each line must be reversed. After
 being reversed, the characters from the half on (truncated) must be moved one
-position to the left in ASCII. In this case, 'b' becomes 'a' and 'a' becomes '`'.
+position to the left in ASCII. In this case, 'b' becomes 'a' and 'a' becomes
+'`'.
 
-For example, if the resulting word of the first part is "tesla", the letters "sla"
-should be moved one position to the left. However if the resulting word of the first
-part is "t#\$A", the letters "A\$" are to be displaced.
+For example, if the resulting word of the first part is "tesla", the letters
+"sla" should be moved one position to the left. However if the resulting word of
+the first part is "t#\$A", the letters "A\$" are to be displaced.
 
 ## Input
 
 The input contains a number of test cases. The first line of each test case
-contains an integer $N (1 \leq N \leq 1 \times 10^4)$, indicating the number of lines
-the problem should encrypt. The following N lines contains M characters each
-$M (1 \leq M \leq 1 \times 10^3)$.
+contains an integer $N (1 \leq N \leq 1 \times 10^4)$, indicating the number of
+lines the problem should encrypt. The following N lines contains M characters
+each $M (1 \leq M \leq 1 \times 10^3)$.
 
 ## Output