Can you solve this simple algebra puzzle?!

A man started from home at 14:30 hours and drove to a village, arriving there when the village clock showed 15:15 hours. After staying for 25 minutes, he drove back by a different route of length 5/4th the previous route and at a rate twice as the previous, reaching home at 16:00 hours. As compared to the clock at home, the village clock is how much fast or slow?
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