Goal
In rugby, you can score in 4 ways :
a try is worth 5 points
a conversion is worth 2 points
a penalty is worth 3 points
a dropped goal is worth 3 points
Given the timestamps and the number of points scored for each team at each score, calculate the total advantage time for each team during the match. A team has the advantage when its total score is greater than the other team's.
Consider that the points are scored at the beginning of a minute.
A match is 80 minutes long.
Input
Line 1: a string teams, the name of each team, separated by a comma
Line 2: a string scores1, 4 sorted lists of space-separated integers, representing timestamps for when the first team scored: a try, a conversion, a penalty, and a dropped goal. The four lists are comma-separated and any of them may be empty.
Line 3: a string scores2, representing timestamps for the second team, in the same format as that for the first team.
Output
Line 1: data for the first team
Line 2: data for the second team
data is in the format of name: score time where:
name is the team's name
score is the team's final score
time is the time in minutes during which the team has an advantage
Constraints
1 ≤ Timestamps (in minutes) ≤ 80
Timestamps are integers.
Example
Input
A team,Another team
8 31 37,32,7,10
15 19,17 20,27 29 67,76
Output
A team: 23 42
Another team: 26 23
