Unusual dates

[dunlin]

This year we will have four unusual dates....1/1/11. 1/11/11. 11/1/11. and 11/11/11. Also October will have 5 Saturdays. 5 Sundays and 5 Mondays, this only happens every 823 years. Finally take the last two digits of the year you were born and add them to your present age. The answer will be 111, it's the same for everyone. Weird eh.

[QueenBee]

This year we will have four unusual dates....1/1/11. 1/11/11. 11/1/11. and 11/11/11. Also October will have 5 Saturdays. 5 Sundays and 5 Mondays, this only happens every 823 years. Finally take the last two digits of the year you were born and add them to your present age. The answer will be 111, it's the same for everyone. Weird eh.

Now thats weird!

[corkpunter]

Now thats weird!

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[Forrest]

Deja Vu, or Groundhog Day

https://www.escort-ireland.com/board...ates-year.html

[Pinkeye]

It's VOODOOO I tells ya VOODOO...this is the year of the devil....end of the world next year....

[Fitzy]

Very weird.

[carlos marvado]

Sorry to piss on your parade brother, but when I add the last two digits of the year I was born to my present age, I'm getting 110.

[corkpunter]

Sorry to piss on your parade brother, but when I add the last two digits of the year I was born to my present age, I'm getting 110.

Yes, because you haven't had your birthday yet this year. Simple maths.

[carlos marvado]

Yes, because you haven't had your birthday yet this year. Simple maths.

Yea I knew there was something I still had to look forward to this year...........presents.

[Headlad]

Finally take the last two digits of the year you were born and add them to your present age. The answer will be 111, it's the same for everyone. Weird eh.

Don't mean to be a party pooper, but that happens every year (although with a different result). For eg, if you did it in 2000, your total would be exactly 100.