I have a puzzle calendar with a page for every weekday plus one page covering each Saturday/Sunday pair. It has a puzzle on every page, so that most weeks I get six puzzles. If I get a revised version of this calendar year after year there are occasions, when a year ends on a Saturday, that I'll get a puzzle for Saturday on the old calendar and one for Sunday on the new calendar.
How many puzzles will I see in a typical year? What are the exceptions to this, depending on leap year or the day of the week the year starts?
(In reply to
Solution by Jer)
Perhaps I'm mixing things but what about a regular year that begins on saturday and ends on sunday? It will have 53 weekends and so just 312 puzzles.
An a leap year that begins on friday or saturday will have only 313 (not 314).
Edited on May 10, 2016, 2:19 am
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Posted by armando
on 2016-05-10 01:56:01 |
re: Solution
