December 21st, 1464 was a Wednesday.
November 23rd, 1464 - December 21st, 1464
Why not celebrate an alternative birthday? In 697 days, exactly on March 30th, 2026, people who were born on December 21st, 1464 will be 205,000 days old!
Hungarian violinist, composer, conductor
*December 21st, 1898, Budapest †January 11th, 1982, BerlinPresident of France and Co-Prince of Andorra since 2017
*December 21st, 1977, AmiensBelgican classical scholar (1904-1979)
*December 21st, 1904, Liège †March 28th, 1979, Ixelles - ElseneAmerican actor (1941-2017)
*December 21st, 1941, Queens †May 24th, 2017, PhiladelphiaGeorgian-Ukrainian politician, former President of Georgia and former Governor of Odesa
*December 21st, 1967, TbilisiGeneral Secretary of the Chinese Communist Party from 2002 to 2012
*December 21st, 1942, Jiangyan DistrictBelgian politician, former Prime Minister of Belgium, President of the European Council
*December 21st, 1975, NamurAmerican film director
*December 21st, 1935, Oak Park †June 16th, 2017, Los AngelesGerman architect and architectural historian
*December 21st, 1963, Freiburg im Breisgau †June 13th, 2018, AthensFrench queen who entered religious life, became a nun and later an abbess who founded the Sisters of the Annunciation of Mary (canonized 1950)
*April 23rd, 1464, Nogent-le-Roi †February 4th, 1505, BourgesPolish princess (1464-1512)
*May 6th, 1464, Kraków †October 5th, 1512, AnsbachGerman canon
*November 28th, 1464, Abtsgmünd †November 9th, 1541, EichstättEnglish Renaissance composer
*April 23rd, 1464, Lincolnshire †October 24th, 1521, St AlbansPolitician (1464-1529)
*July 22nd, 1464, Augsburg †November 5th, 1529, AugsburgPolitician (1464-1545)
*January 3rd, 1464, St. Gallen †October 4th, 1545, LindauQueen Consort of Bohemia and Hungary
*May 30th, 1464, Ansbach †September 4th, 1515, AnsbachTwin sister of Charles, Duke of Guelders; Duchess consort of Lorraine
*November 9th, 1464, Grave †February 28th, 1547, Pont-à-MoussonFixed holidays (Christian feast day, Earliest usual date for the winter solstice in the Northern Hemisphere and the summer solstice in the Southern Hemisphere, and its related observances) which are celebrated on December 21st.
M = 1000 | CD = 400 | L = 50 | X = 10 | IV = 4 | I = 1 |
Yes: 1464 is a leap year, therefore has a 29th of February with an additional leap day and a total of 366 days (instead of the usual 365 days in a normal year).