A year has 53 Fridays when it contains 53 occurrences of Friday instead of the usual 52.
This happens when:
- The year starts on a Friday (common year), or
- The year starts on a Thursday and it is a leap year
This guide lists all years with 53 Fridays from 2030 back to 1990, offering a clear breakdown of each year and a simple explanation of how an extra Friday occurs in the calendar.
Years with 53 Fridays (2030–1990)
2027
- Starts on a Friday → 53 Fridays
2021
- Starts on a Friday → 53 Fridays
2016 (Leap Year)
- Starts on a Thursday → 53 Fridays
2010
- Starts on a Friday → 53 Fridays
2004 (Leap Year)
- Starts on a Thursday → 53 Fridays
1999
- Starts on a Friday → 53 Fridays
1993
- Starts on a Friday → 53 Fridays
These are the only years in this period that include an extra Friday.
How to Check If a Year Has 53 Fridays
A quick rule of thumb:
- Check the first day of the year.
- If Jan 1 is Friday → the year has 53 Fridays.
- If Jan 1 is Thursday and the year is a leap year → it has 53 Fridays.
This rule works for all Gregorian calendar years.
How many years have 53 Fridays between 2030 and 1990?
Exactly 7 years: 2027, 2021, 2016, 2010, 2004, 1999, and 1993.
How often does a year have 53 Fridays?
Typically every 5–6 years on average.
Can a year have 53 of any weekday?
Yes. Any weekday can occur 53 times depending on how the calendar aligns.
Does a leap year always have 53 Fridays?
No. Only leap years that start on a Thursday will have 53 Fridays.
Also see: How Many Fridays in a Year?