El sistema horario de 12 horas, ante merídiem (a.m.), post merídiem (p.m.)

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Problem

Problema

El sistema horario de 12 horas se puede ver como una secuencia que inicia a la media noche del día, que se le asigna la etiqueta $\texttt{12:00 a.m.}$ , y se le puede asignar como la hora número cero (0) del día. Si la secuencia se obtiene sumando 10 minutos a la hora previa, entonces la hora número uno (1) será $\texttt{12:10 a.m.}$ , la hora número cinco (5) será $\texttt{12:50 a.m.}$ , la hora número seis (6) será $\texttt{1:00 a.m.}$ , la hora número 72 será $\texttt{12:00 p.m.}$ , y la hora número 143 será $\texttt{11:50 p.m.}$ . Su labor es que dados dos números enteros $Li$ y $Ls$ tales que $Li < Ls$ , imprimir la secuencia creciente de horas que inician en la hora $Li$ incluida y hasta la hora $Ls$ no incluida.

Entrada

La entrada contiene únicamente 2 (dos) líneas, la primera es un entero que representa el límite inferior $Li$ y la segunda es un entero que representa el límite superior $Ls$ de la secuencia de horas que se desea imprimir.

Salida

Se deben imprimir $Ls - Li$ líneas que representan los horarios ubicados entre el horario número $Li$ (inclusive) y el horario número $Ls$ (no inclusive).

Límites y restricciones

$Li, Ls \in \mathbb{Z}$

$0 \le Li < Ls \le 144$

Sample Input

0
144

Sample Output

12:00 a.m.
12:10 a.m.
12:20 a.m.
12:30 a.m.
12:40 a.m.
12:50 a.m.
1:00 a.m.
1:10 a.m.
1:20 a.m.
1:30 a.m.
1:40 a.m.
1:50 a.m.
2:00 a.m.
2:10 a.m.
2:20 a.m.
2:30 a.m.
2:40 a.m.
2:50 a.m.
3:00 a.m.
3:10 a.m.
3:20 a.m.
3:30 a.m.
3:40 a.m.
3:50 a.m.
4:00 a.m.
4:10 a.m.
4:20 a.m.
4:30 a.m.
4:40 a.m.
4:50 a.m.
5:00 a.m.
5:10 a.m.
5:20 a.m.
5:30 a.m.
5:40 a.m.
5:50 a.m.
6:00 a.m.
6:10 a.m.
6:20 a.m.
6:30 a.m.
6:40 a.m.
6:50 a.m.
7:00 a.m.
7:10 a.m.
7:20 a.m.
7:30 a.m.
7:40 a.m.
7:50 a.m.
8:00 a.m.
8:10 a.m.
8:20 a.m.
8:30 a.m.
8:40 a.m.
8:50 a.m.
9:00 a.m.
9:10 a.m.
9:20 a.m.
9:30 a.m.
9:40 a.m.
9:50 a.m.
10:00 a.m.
10:10 a.m.
10:20 a.m.
10:30 a.m.
10:40 a.m.
10:50 a.m.
11:00 a.m.
11:10 a.m.
11:20 a.m.
11:30 a.m.
11:40 a.m.
11:50 a.m.
12:00 p.m.
12:10 p.m.
12:20 p.m.
12:30 p.m.
12:40 p.m.
12:50 p.m.
1:00 p.m.
1:10 p.m.
1:20 p.m.
1:30 p.m.
1:40 p.m.
1:50 p.m.
2:00 p.m.
2:10 p.m.
2:20 p.m.
2:30 p.m.
2:40 p.m.
2:50 p.m.
3:00 p.m.
3:10 p.m.
3:20 p.m.
3:30 p.m.
3:40 p.m.
3:50 p.m.
4:00 p.m.
4:10 p.m.
4:20 p.m.
4:30 p.m.
4:40 p.m.
4:50 p.m.
5:00 p.m.
5:10 p.m.
5:20 p.m.
5:30 p.m.
5:40 p.m.
5:50 p.m.
6:00 p.m.
6:10 p.m.
6:20 p.m.
6:30 p.m.
6:40 p.m.
6:50 p.m.
7:00 p.m.
7:10 p.m.
7:20 p.m.
7:30 p.m.
7:40 p.m.
7:50 p.m.
8:00 p.m.
8:10 p.m.
8:20 p.m.
8:30 p.m.
8:40 p.m.
8:50 p.m.
9:00 p.m.
9:10 p.m.
9:20 p.m.
9:30 p.m.
9:40 p.m.
9:50 p.m.
10:00 p.m.
10:10 p.m.
10:20 p.m.
10:30 p.m.
10:40 p.m.
10:50 p.m.
11:00 p.m.
11:10 p.m.
11:20 p.m.
11:30 p.m.
11:40 p.m.
11:50 p.m.

Time Limit: 5

Memory Limit: 256

Source Limit: