Consider the definition
for the results of the submissions done in the Judge of P1, where idn identifies the student who has done the sending (is a string of 9 digits), exer is the identifier of the exercise (a string of 4 or 5 characters), time is the moment of the sending (in seconds since the overture of the Judge), and res is the result of the sending, which can be “green”, “yellow” or “red”.
Consider also the definition
to store all the submissions done in the Judge of P1. Two submissions never have the same field time.
Use these definitions in a program that reads all the submissions done in the Judge, and prints the following information:
Input
Input consists of a natural n, followed by n submissions, each one in a line, with the fields in the same order than in the definition of the type. Suppose that there are, at most, 20 students, 50 exercises and 1000 submissions.
Output
Your program must print the five previously said idn with the corresponding counters following the format of the instance.
Observation
This exercise is quite long. To compensate, it is not necessary that the sent solution is particularly efficient.
Input
15 40123456 TIPIC 1000 red 40123456 TIPIC 2000 yellow 40123456 TIPIC 3000 green 77777777 GABY 5100 yellow 11223344 FOFO 2300 yellow 11223344 FOFO 1500 red 40123456 FOFO 5000 green 40123456 FOFO 4000 green 40123456 FOFO 4400 green 11223344 TIPIC 9600 green 11223344 KITO 9000 yellow 11223344 GABY 8200 red 77777777 KITO 6000 green 77777777 FOFO 7000 green 77777777 TIPIC 8000 green
Output
student with more green submissions: 40123456 (4) student with more green exercises: 77777777 (3) student with more red exercises: 11223344 (1) student with more tried exercises: 11223344 (4) student who has done the last submission: 11223344
Input
1 00110011 TIPIC 100 yellow
Output
student with more green submissions: - student with more green exercises: - student with more red exercises: - student with more tried exercises: 00110011 (1) student who has done the last submission: 00110011