Snopes readers have likely come across a few claims about odd or unusual calendar dates. Will the 22nd day of the 2nd month of the year on 2022 fall on Tuesday (or Twosday)? Yep. Will Halloween fall on Friday the 13th for the first time in 666 years? Nope. Does an August with five Mondays, five Sundays, and five Saturdays occur once every 800 years? Nope.
This genre of rumor may have made some people a bit skeptical when they came across a meme about a “palindrome week” in September 2019:
While this meme is largely accurate, we do have some pedantic quibbles with this claim. For one, in order for these dates to be palindromes they have to be written in the M-DD-YY format. If these dates included the full year, a “0” in front of the first 9 months, or if these dates were written using any other format (such as DD-MM-YY or MM-DD-YYYY) they would not result in palindromes. Furthermore, while “palindrome week” is a catchy title for this meme, September 2019 will have 10 palindrome dates, not seven.
Finally, “palindrome weeks,” or the less catchy “10 days of palindromes,” are not entirely unusual. Every year of this decade (with the exception of 2010) has seen a palindrome week. In 2011, this string of dates occurred in January. In 2012, palindrome week took place in February. The following year (2013) these slightly unusual dates occurred in March.
Time and Date explained:
The back-to-back Palindrome Days in the m-dd-yy format this week are not that rare. Every year since 2011 have had 10 consecutive Palindrome Days. In 2011, they occurred from January 10, 2011 (1-10-11) to January 19, 2011 (1-19-11). In 2012, the same sequence of dates occurred in February. In 2017, it happened in July, in 2018 in August and in 2019 it will happen in September.
Notice a pattern here? As long as you write your date in the m-dd-yy format, every century has 9 years with 10 Palindrome Days in a row. These years are always in the second decade of the century. For example, every year between 2011-2019, 2111-2119, and 2211-2219 will have 10 consecutive Palindrome Days. This is true for previous centuries as well.