Formatting

Author: hnrobert

Problems/FlingLikFullOfVim.md

@@ -34,12 +34,12 @@ where the cursor is denoted by a frame like \(\boxed{i}\), then
 
 Write a program that calculates the least number of key presses that Bertram needs to use to delete all the **“e”s** in the document, but no other letters. Initially, the cursor is at the first character of the document.
 
-## Input
+## Input format
 
 The first line contains the integer \( N\), the length of the document. The next line contains N characters,
 each one of the ten lowercase letters from **“a”** to **“j”**. The first and the last letter of the input are both different from **“e”**.
 
-## Output
+## Output format
 
 The only line of output should contain exactly one integer \( T \): the least number of key presses Bertram needs to delete all the **“e”s**.
 

Problems/MagicCircle.md

@@ -20,7 +20,7 @@ Your task is to help the Grand Mage find this minimal magic circle and determine
 
 The first line contains an integer \( N \), representing the number of crystal stones.
 
-The next \( N \) lines each contain two real numbers \( x_i \) and \( y_i \), representing the coordinates of the \( i \)-th crystal stone, with up to two decimal places.
+The next \( N \) lines each contain two real numbers \( x_i \) and \( y_i \), representing the coordinates of the \( i_{th} \) crystal stone, with up to two decimal places.
 
 ## Output
 

Problems/V-Ball.md

@@ -32,15 +32,15 @@ There are, of course, many other issues to consider, but you don't need to worry
 
 Your programme need to find and output the biggest \( C \) given the provided data.
 
-## Input
+## Input format
 
 The first line contains an integer \( N \).
 
 The next \( N \) lines contain \( N \) integers each, where the integer at the \( i_{th} \) row and \( j_{th} \) column is represented as \( a_{i,j} \).
 
 The following \( N \) lines contain \( N \) integers each, where the integer at the \( i_{th} \) row and \( j_{th} \) column is represented as \( b_{i,j} \).
 
-## Output
+## Output format
 
 Output a single number, representing the maximum value of \( C \). The answer should be rounded to **6 decimal places**, and the contestant’s output must exactly match the standard output.