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The BDB Web Site
Palindromic Dates
There seems to be some considerable confusion,
not to mention inaccuracy, surrounding the uniqueness or
otherwise of the palindromic date which will (or did) occur at 20:02 on
Wednesday 20 February, 2002 (at least, for those of us who use the UK method of
date notation - dd/mm/yyyy.
The sole purpose of this page is to clarify the
situation, not only for the
Anglophiles, but also for our brethren on the other side of the duck pond who
use the mm/dd/yyyy format.
For the sake of both sanity and brevity, we'll consider only 4 digit years (i.e.
from the year 1000 AD to 9999 AD). I think this is reasonable - apart from the fact that in his days Julius C didn't have a 24 hour clock packed in his travel supplies, I'm pretty certain
they did not insert a gratuitous zero in front of their 1, 2 and 3 digit years.
At the other end of the scale - beyond the year 9999 - who really gives a damn
anyway. So we are considering very simply 3 groups of 4 digits each for genuine
"triple palindromicity".
(For those who might wish to follow the workings for
"triple palindromicity"...here
they are. And if you want to see how "normal palindromicity"
shapes up by comparison...here are
the relevant working)
We have two scenarios - one for the US and one for the rest of the Western (Julian Calendar)
world.
We (at the eastern end of the pond) have 4 Palindromic
Dates:
| Time |
Date |
Month |
Year |
Palindromicity |
| 10:01 |
10 |
January |
1001 |
1001 |
1001 |
1001 |
| 11:11 |
11 |
November |
1111 |
1111 |
1111 |
1111 |
| 20:02 |
20 |
February |
2002 |
2002 |
2002 |
2002 |
| 21:12 |
21 |
December |
2112 |
2112 |
2112 |
2112 |
On the other hand, using the US system, we find only 3
Palindromic Dates:
| Time |
Month |
Date |
Year |
Palindromicity |
| 10:01 |
October |
1 |
1001 |
1001 |
1001 |
1001 |
| 11:11 |
November |
11 |
1111 |
1111 |
1111 |
1111 |
| 12:21 |
December |
21 |
1221 |
1221 |
1221 |
1221 |
I think the above is accurate, but am open to correction,
suggestion and debate.
Going back to Julius C for a moment. Would anyone care to go through a similar
exercise using roman numerals? To get you started - it is at the moment XV:XXVIII
X V MMXIII.
Maybe some of our Jewish and Chinese friends would care to have a go at
their systems too!
And for those who wish to take issue over
the validity of the word "palindromicity" - don't bother - I
made it up.
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