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This August will have 5 Sundays, 5 Saturdays and 5 Mondays
This happens every 823 years.
Enrique
(27,461 posts)what am i missing...
sarge43
(28,941 posts)2001: Sun, Sat
2001: Mon
1994: None
Would appear the combo is rare
pinboy3niner
(53,339 posts)Who can forget that one? Ah, the good old days...
Brother Buzz
(36,434 posts)In 1192 they were still using the Julian calendar, not the less flawed Gregorian calendar.
kellytore
(182 posts)sarge43
(28,941 posts)The 1st was on a Sunday which allows for 5 Sundays and 5 Mondays, but only 4 Saturdays.
There were 5 Mondays, Sundays, and Saturdays, in that year.
sarge43
(28,941 posts)looks like it'll happen again in 2020, 2026, 2037, 2043, and 2048. There are more instances, but i won't bother to list 'em.
I think the 823 years bit is just out of someone's arse.
sarge43
(28,941 posts)Cal33
(7,018 posts)to be Saturday, Sunday and Monday. Q.E.D. No big problem.
lastlib
(23,233 posts)but it appears that it also happens every 28 years, every, 56 years, and every 84 years. There is a cycle to it, but I haven't yeat worked out the mathematics of it.
In fact, every month that has 31 days has five of three consecutive days in it. Nature of the beast.
discntnt_irny_srcsm
(18,479 posts)All 31 day months must have 5 instances of 3 of the 7 days of the week. The next occurrence of the Saturday, Sunday and Monday trio x 5 will be October of 2016. The number of years between when this will occur next in August would be 7 but every 7 year stretch has at least one leap year in it. That means we only have to wait 5 years until the next occurrence in August because the next 7 years have 2 leap years. The following 7 years has only 1 leap year so the after 2020 the next occurrence in August should be in 2026. And so no....