Since 1994 is a non leap year number of odd day is 1
Similarly find the odd days of successive years.
For 1995 it is 1
1996 - 2
1997 - 1
1998 - 1
1999 - 1
2000 - 2
2001 - 1
2002 - 1
2003 - 1
2004 - 2
Take the sum of all odd days which results in
1+1+2+1+1+1+2+1+1+1+2 = 14
14 days means 2 weeks which implies 0 odd days
(From the given year the calender repeats after 14 odd days of the successive years)
So 1994 repeats in 2005
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1994 was a common year starting on Saturday. As of 2011, and not including this year, the next such year will be in 2022.
The calendar of 1998 will repeat in the year 2029. This is because there is a 11-year cycle for calendars to repeat. In this cycle, the days of the week for a particular date will match up again after 11 years. Therefore, the calendar of 1998 will align with the calendar of 2029.
The 2010 calendar repeated in 2021 and will next repeat in the year 2027.
1954 Calendar repeats at 1965 .
The year 2000 will repeat in 2028.
The calendar for the year 1987 will repeat exactly in the year 2018. This is because the Gregorian calendar repeats every 28 years. The calendar for any specific year will repeat in the year that is a multiple of 28 years later.