⚡ Build the skills to land top-paying quant jobs. Offer ends in --d --h --m --s-- days -- hours -- minutes -- seconds.
⚡ Build the skills to land top-paying quant jobs. Offer ends in 19d 08h 35m 26s19 days 8 hours 35 minutes 26 seconds.
Imagine you're driving on a circular race track with no gas in your car's tank. You notice that there are gas cans scattered at different points on the track, and the total amount of gas in these cans is exactly enough to complete one full lap. Is it possible to choose a starting position on the track where you can pick up all the gas cans and complete the circle without running out of gas?
If the answer is yes, think of an algorithm to find the point. If it's a no, prove why it isn't possible?