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Leap year beginning on Wednesday (Gregorian calendar)

Overview and calendar characteristics of a Gregorian leap year that starts on Wednesday, with examples, how holidays and Friday the 13ths fall, occurrence notes and related year patterns.

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Overview

A leap year that begins on a Wednesday is one of the possible calendar layouts produced by the Gregorian system. In such a year, January 1 falls on Wednesday and the year contains an extra day, February 29. That arrangement determines which weekdays fixed-date events and holidays fall on throughout the twelve months, and it also produces a characteristic set of month-to-weekday alignments that repeats in complex cycles. Readers can find more on the basic notion of a leap year and weekday starting points in general calendars via further reading or calendar references such as weekday-start guides.

Calendar characteristics

Key features of a leap year beginning on Wednesday include the weekday placement of particular dates and the distribution of Friday the 13ths. In this layout:

  • The extra day, February 29, falls on a Saturday in that year.
  • There are two occurrences of Friday the 13th: in March and November. This pattern is shared with some other leap-year layouts and with certain common-year layouts.
  • Because the year starts on a Wednesday, many fixed holidays shift accordingly; some fall on their earliest or latest possible weekday depending on the holiday rules.

Holidays and notable dates (examples in the United States)

When planning events or understanding historical dates, these weekday placements are useful. For a leap year that starts on Wednesday, typical placements of selected U.S. holidays are as follows (weekday shown applies to that layout):

  • Martin Luther King Jr. Day: Monday, January 20
  • Valentine’s Day: Friday, February 14
  • Presidents Day: Monday, February 17
  • Leap Day: Saturday, February 29
  • St. Patrick’s Day: Tuesday, March 17
  • Mother’s Day: Sunday, May 10
  • Memorial Day (last Monday of May): May 25 (the earliest possible date)
  • Father’s Day: Sunday, June 21 (the latest possible date)
  • Independence Day: Saturday, July 4
  • Labor Day (first Monday in September): September 7 (a latest-possible occurrence)
  • Halloween: Saturday, October 31
  • Veterans Day: Wednesday, November 11
  • Thanksgiving: Thursday, November 26
  • Christmas Day: Friday, December 25

Occurrences and examples

Specific years that match this pattern in the Gregorian calendar include several recent and upcoming examples. Notable past and future instances are 1908, 1936, 1964, 1992 and 2020, with further future occurrences such as 2048 and 2076. These sample years show how the same weekday structure recurs irregularly under the leap-year rules; for coverage of particular years or to compare patterns across different calendars consult a calendar reference or a dedicated page about the 1908 calendar or the 1936 calendar. Additional example-year entries include 1964 and 1992, and more recent coverage may reference 2020 as a recent occurrence.

This leap-year layout is one of several that produce two Friday the 13ths; others that share the same pair of months for Friday the 13th include leap years beginning on Monday and leap years beginning on Thursday. It also has overlaps with some common-year patterns: for example, a common year that begins on Thursday can produce similar placements of Friday the 13th but differs in February because it lacks February 29. For cross-reference or further exploration of related start-day types see the entries on the leap year starting on Monday, the leap year starting on Thursday and the common year starting on Thursday.

Where to look next

For calendar planners, historians, or anyone interested in date calculations, understanding the structure of a leap year that begins on Wednesday helps predict weekday placements for fixed dates and recurring events. For further reading and specific calendar tables, consult resources on leap-year rules, weekday algorithms and lists of year examples, such as pages specific to particular sample years or technical explanations using the Gregorian rules. Below are direct pointers to related entries and example year pages.

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AlegsaOnline.com Leap year beginning on Wednesday (Gregorian calendar)

URL: https://en.alegsaonline.com/art/56793

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