Seven friends namely J, K, L, M, N, O and P got married but not necessarily in the same order, in seven different years from 2008 to 2016. Each of them likes a different game among Cricket, Tennis, Badminton, Football, Volleyball, Basketball and Hockey, not necessarily in the same order. No two friends got married in the same year. N got married in a leap year. M got married in 2012. The one who plays Badminton got married in 2008. Only two people got married in the years that are between the years when P and the one who likes Football got married. P got married after the one who likes Football. Only two people were unmarried amongst seven friends in the year when J got married. I got married in a year divisible by 5. There is a difference of 5 years in the years when J and O got married. There is one odd numbered and one even numbered year in which nobody amongst the friends got married. M doesn't like football. Only two people got married in the years that are between the years when the persons who like Cricket and Volleyball got married. The one who likes Cricket got married after the one who likes football. O doesn't like Volleyball. Either L got married in an odd numbered year or J likes Hockey. The first person who got married after J doesn't like Hockey. P and J don't like Basketball. Only if K got married in odd numbered year then O doesn't like Basketball. N doesn't like Cricket. If N got married in 2016 then L doesn't like Basketball.
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There is a difference of 5 years in the years when J and O got married. There is one odd numbered and one even numbered year in which nobody amongst the friends got married. M doesn't like football. Only two people got married in the years that are between the years when the persons who like Cricket and Volleyball got married. The one who likes Cricket got married after the one who likes football. O doesn't like Volleyball. Either L got married in an odd numbered year or J likes Hockey. The first person who got married after J doesn't like Hockey. P and J don't like
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