from The American Heritage® Dictionary of the English Language, 4th Edition
- adj. Of or relating to a leap year.
- adj. Of or relating to the extra day falling in a leap year.
- n. A leap year.
from Wiktionary, Creative Commons Attribution/Share-Alike License
- adj. Having an extra day (of a leap year).
- n. A leap year; A year having an extra day.
from the GNU version of the Collaborative International Dictionary of English
- adj. Pertaining to leap year.
- n. Leap year; every fourth year, in which a day is added to the month of February on account of the excess of the tropical year (365 d. 5 h. 48 m. 46 s.) above 365 days. But one day added every four years is equivalent to six hours each year, which is 11 m. 14 s. more than the excess of the real year. Hence, it is necessary to suppress the bissextile day at the end of every century which is not divisible by 400, while it is retained at the end of those which are divisible by 400.
from The Century Dictionary and Cyclopedia
- Containing the bissextus or intercalary day: applied to those years which have 366 days, the extra day being inserted in the month of February. See bissextus.
- n. A leap-year (which see).
Eugene Volokh • May 12, 2010 9: 42 pm that I am bissextile, frombirth.
Does that mean that I am semi (or maybe demi) bissextile for having been born halfway between two leap years?
Eugene Volokh • May 12, 2010 9:42 pm that I am bissextile, frombirth.
Does that mean that I am semi or maybe demi bissextile for having been born halfway between two leap years?
Oh yes, the official name of February 29th is ‘bissextile day’, the 60th day of Gregorian calendar in such a year, with 306 days remaining until the end of that year.
About the last gasp for distinctively bissextile drinks was the '70s.
The suppression of the bissextile day once every one hundred and thirty-four years in a lunar calendar.
Le Livre commode contenant les adresses de la ville de Paris et le tresor des almanachs pour Vannée bissextile 1692.
Its adoption upon our present Gregorian calendar would only require the suppression of the usual bissextile once in every 128 years, and there would be no necessity for any further correction, as the error is so insignificant that it would not amount to a day in 100,000 years.
The Moslem calendar may evidently be carried on indefinitely by successive addition, observing only to allow for the additional day that occurs in the bissextile and intercalary years; but for any remote date the computation according to the preceding rules will be most efficient, and such computation may be usefully employed as a check on the accuracy of any considerable extension of the calendar by induction alone.
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