I believe that there is no year 0/0/0000 in the Gregorian Calender. That is, there is no year between 1 BC and 1 AD. I'm told that the Hindu and Buddhist calendar do have a 0 year, though. What will be the year after 31/12/9999? Will it be 1/1/10000? Or, will it be 0/0/0000? Or, will it be 1/1/0001?
I checked and found that 31/12/9999 would be a Friday. Will it be the ultimate Thank God it's Friday? I also found that 1/1/0001 started with the Monday blues.
PS: Since the Roman numerals do not have a zero, it would be a little difficult to write 0/0/0000, don't you think?
2 comments:
Great research Ashish Bhai
Even Hindu calendars do not have a specific 0 year or what you may call a start point. It just that from a certain period in antiquity the measurements started with the observation of the zodiac particularly the sun and Moon . If we interpolate it backwards one keep going on and on . BCE and CE are more of a landmark or a datum to measure time
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