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Leap year starting on Monday
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=== Julian Calendar === Like all leap year types, the one starting with 1 January on a Monday occurs exactly once in a [[solar cycle|28-year cycle]] in the Julian calendar, i.e. in 3.57% of years. As the Julian calendar repeats after 28 years that means it will also repeat after 700 years, i.e. 25 cycles. The year's position in the cycle is given by the formula ((year + 8) mod 28) + 1). {| class="wikitable" |+ Julian leap years starting on Monday !scope=row| Decade ! 1st !! 2nd !! 3rd !! 4th !! 5th !! 6th !! 7th !! 8th !! 9th !! 10th |- ! style="background-color:#efefef;" | [[14th century]] | [[1308]] || || || [[1336]] || || || [[1364]] || || ||[[1392]] |- ! style="background-color:#efefef;" | [[15th century]] | || [[1420]] || || || [[1448]] || || || [[1476]] || || |- ! style="background-color:#efefef;" | [[16th century]] | [[1504]] || || || [[1532]] || || [[1560]] || || || [[1588]] || |- ! style="background-color:#efefef;" | [[17th century]] | || [[1616]] || || || [[1644]] || || || [[1672]] || || [[1700]] |- ! style="background-color:#efefef;" | 18th century | || || [[1728]] || || || [[1756]] || || || [[1784]] || |- ! style="background-color:#efefef;" | 19th century | || [[1812]] || || [[1840]] || || || [[1868]] || || || [[1896]] |- ! style="background-color:#efefef;" | 20th century | || || 1924 || || || 1952 || || 1980 || || |- ! style="background-color:#efefef;" | 21st century | 2008 || || || 2036 || || || 2064 || || || 2092 |- ! style="background-color:#efefef;" | 22nd century | || 2120 || || || 2148 || || || 2176 || || |}
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