There are eight boxes arranged one above another in such a way that the box at the bottom is numbered 1 and the topmost box is numbered as 8. They were in different colours viz. Yellow, Red, Blue, Pink, Brown, Magenta, Black and White but not necessarily in same order. Each box contains different number of Chocolates and will expire in different year viz. 2017, 2018, 2020, 2022, 2024, 2025, 2026 and 2028. The number of chocolates in each box is a prime number between 60 and 100. Not more than one box has same number of chocolates.
There are two boxes kept between Yellow coloured box and Red coloured box and neither of them were kept at the top or bottom. The difference between the number of chocolates in yellow coloured box and the box which expires in 2018 is as same the difference between the boxes which expires in 2022 and 2025. The boxes which expire in leap year were kept at odd numbered positions but not on 3rd position. Pink coloured box has 10 chocolates more than Blue coloured box and both were placed one above another. The boxes with least number of chocolates and highest number of chocolates were kept one above another. The White coloured box will expire in 2020. The difference between number of chocolates in the boxes which is at the bottom and topmost is 10 and either of them has least number of chocolates. Yellow coloured box is the first to expire and the Red coloured box is the last to expire. The Magenta coloured box is kept at 5th position from bottom. The boxes which expire in odd numbered year were kept one above another. The black coloured box has 10 chocolates more than the box which expires first. Number of boxes above pink box is as same the number of boxes below Black coloured box. The box which has 2nd highest number of chocolates lies on odd numbered position. The difference between number of chocolates which expires in 2018 and 2028 is more than 10.
Solution :
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