What calendar are you using? 355/113 places this year's Pi Day on October 21st, 2052 with the Gregorian calendar using the American MM/DD format and April 30th, 2033 with the ISO DD/MM format.
Calendar cal = GregorianCalendar.getInstance(); cal.set(2023,354,113); //subtract 1 from the month because Java calendars index January = 0. System.out.println(cal.getTime()); cal.set(2023,112,335); //subtract 1 from the month because Java calendars index January = 0. System.out.println(cal.getTime());
(Score: 3, Insightful) by pTamok on Wednesday March 15, @11:04PM (4 children)
the 22nd July. 22/7 is a better approximation to pi than 3.14
And, while looking at rational approximants to pi, 355/113 is very good - it's decimal expansion starts 3.141592...
(Score: 2) by DECbot on Thursday March 16, @03:54PM (3 children)
What calendar are you using? 355/113 places this year's Pi Day on October 21st, 2052 with the Gregorian calendar using the American MM/DD format and April 30th, 2033 with the ISO DD/MM format.
cats~$ sudo chown -R us /home/base
(Score: 2, Interesting) by Anonymous Coward on Monday March 20, @01:08PM (2 children)
clearly your number. also makes pi==-4
(where day355 is 21/12 and day113 is 23/4, then dif these fractions ;)
srsly you got me to read this interesting article. https://austms.org.au/wp-content/uploads/Gazette/2005/Sep05/Lucas.pdf [austms.org.au]
(Score: 1) by pTamok on Friday March 24, @10:08AM
Modded you up +1 Interesting: it really was an interesting article to me. Thank you.
(Score: 1) by Bean Dip on Wednesday April 05, @05:31PM
Wow great link. Thanks!