Antonia and David are playing a game.
Each player starts with 100 points. The game uses standard six-sided dice and is played in rounds. During
one round, each player rolls one die. The player with the lower roll
loses the number of points shown on the higher die. If both players roll
the same number, no points are lost by either player.
Write a program to determine the final scores.
The first line of input contains the integer \(n~(1 \leq n \leq 15)\), which is the number of rounds that will be played. On
each of the next \(n\) lines, will be
two integers: the roll of Antonia for that round, followed by a space,
followed by the roll of David for that round. Each roll will be an
integer between 1 and 6 (inclusive).
The output will consist of two lines. On the first line, output the
number of points that Antonia has after all rounds have been played. On
the second line, output the number of points that David has after all
rounds have been played.
4
5 6
6 6
4 3
5 294
91After the first round, David wins, so Antonia loses 6 points. After
the second round, there is a tie and no points are lost. After the third
round, Antonia wins, so David loses 4 points. After the fourth round,
Antonia wins, so David loses 5 points. In total, Antonia has lost 6
points and David has lost 9 points.