Normally, angles are expressed in degrees, but if you want to express angles smaller than 1 degree, you can use minutes or seconds. 1 degree in minutes is 60 minutes, and 1 minute in seconds is 60 seconds. For example, 10.52 degrees expressed in seconds is 37,872 seconds, and 10 degrees, 31 minutes, and 12 seconds expressed in degrees, minutes, and seconds.
Write a program that reads angles in seconds and converts them into degrees, minutes, and seconds. Degrees are integers greater than or equal to 0, and minutes and seconds are integers between 0 and 59.
Input is given in the following form.
$d$
An angle $d$ ($0 \leq d \leq 648,000$) expressed in seconds is given as an integer in a line.
Output degrees, minutes, and seconds of the angle expressed in degrees, minutes, and seconds in a line, separated by spaces.
37872
10 31 12
503784
139 56 24
0
0 0 0