The calendar dates for the year 2011 will repeat in 2022, as both years start on the same day of the week and share the same leap year status. However, if you are looking for a complete match of weekdays and dates, the next occurrence after 2011 is in 2027. This pattern is due to the way leap years and the progression of days in the week interact over time.
The 1994 calendar repeated in 2005, 2011 and 2022. It will next repeat in 2033.
The 1966 calendar will repeat in the year 2022. This is because there is a 28-year cycle for the days of the week to align with the dates of the month. Therefore, the calendar for 1966 will match the calendar for 2022, with the same days of the week falling on the same dates.
The next time the calendar year 2005 repeated itself was in 2011. As of 2018, the next time that it will repeat again is in 2022.
The 1994 calendar replayed in 2005, 2011 and will do so again in the year 2022.
2008 was a leap year starting on Tuesday. The next time such a calendar can be used again is in 2036.
The calendar for the year 2002 will repeat itself in the year 2013, as they share the same pattern of days and dates. This is because the Gregorian calendar repeats every 11 years for the same year. Therefore, you can expect the calendar for 2002 to align with the calendar for 2013 in terms of days of the week corresponding to specific dates.
The 2015 calendar will repeat in 2026.
The 2015 calendar will repeat in 2026.
The 2000 calendar will repeat in 2028.
Looking at the rest of the 21st century, the 2011 calendar repeats in 2022, 2033, 2039, 2050, 2061, 2067, 2078, 2089 and 2095.
1978 was a common year starting with a Sunday. As of 2011, the next time such a year will occur will be in 2017.
The 2004 calendar will repeat itself in 2032.