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pyraxis
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20 Aug 2005, 3:41 pm

yealc wrote:
August 22, 1972


August 22, 1983



vetivert
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20 Aug 2005, 6:07 pm

pyraxis wrote:
yealc wrote:
August 22, 1972


August 22, 1983


birthday bash for yealc and pyraxis tomorrow, then! huzzah! :lol:

(and before anyone says anything, it's the 22nd tomorrow where i am).



yealc
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21 Aug 2005, 10:16 am

vetivert wrote:
pyraxis wrote:
yealc wrote:
August 22, 1972


August 22, 1983


birthday bash for yealc and pyraxis tomorrow, then! huzzah! :lol:

(and before anyone says anything, it's the 22nd tomorrow where i am).


Cool I love sharing my birthday. Whenever it is at whatever location.

Happy Birthday Pyraxis :D


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GalileoAce
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21 Aug 2005, 10:32 am

Happy Birthday to you both :D

GA



yealc
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21 Aug 2005, 10:41 am

GalileoAce wrote:
Happy Birthday to you both :D

GA


Thanks I hope to but it is still over twenty hours before I celebrate ;)
Of course I am already trying to figgure out how I can get ahold of my presents early :lol:


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GalileoAce
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21 Aug 2005, 10:48 am

yealc wrote:
Of course I am already trying to figgure out how I can get ahold of my presents early :lol:


Oh well then Happy Early Birthday :wink:

GA



Black-Asp
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21 Aug 2005, 12:05 pm

Happy early Birthday from the UK. Mines in around 6 hours



yealc
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21 Aug 2005, 12:17 pm

Black-Asp wrote:
Happy early Birthday from the UK. Mines in around 6 hours

happy early birthday to you also from the US.


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21 Aug 2005, 12:59 pm

December 12, 1985



yealc
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21 Aug 2005, 1:04 pm

GalileoAce wrote:
yealc wrote:
Of course I am already trying to figgure out how I can get ahold of my presents early :lol:


Oh well then Happy Early Birthday :wink:

GA

Thanks ;)


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Schnarchi18
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21 Aug 2005, 1:33 pm

September 13, 1986



mjs82
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24 Aug 2005, 8:15 am

Serissa wrote:
mjs82 wrote:

It's all to do with probabilities. At first glance the odds would appear to be as some have suggest, 1 in 365.25. But, this does not take into account the principal of stacked arrays:

For a 23 group sample:

(1) Probability of at least one coincident birthday

This is 1 - Pr(no coincident birthday), where the lack of a coincident birthday leads to an occupancy diagram of

[1,..,1] [0,...,0]

(23) (342)

U is then 365!/(23!342!), while B is 23!/(1!)23 (0!)342 = 23! and thus Pr(no coincident birthday) = 365-23 x 365!/342! = 0.493, so that Pr(>1 coincident birthday) = 0.507, from which the original Birthday Paradox follows.

Sorry for my late reply, I only just stumbled over this thread again for the first time in weeks.


I'll trust you that that makes sense. It looks scientific-y, so you are either a genius at math or a genius at beloney-ing.


when the need arises, i can do one or the other. on special occassions, even both. as my mother dearest always said, life is like an internet aspeger's forum. you never know who you're gunna get.



Papillon
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24 Aug 2005, 1:36 pm

Friday, July 21, 1961. Cusp of Cancer and Leo. In Chinese astrology, the Bull.


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06 Sep 2005, 2:35 pm

November 10th 1990

I think I'm a Scorpio...Edward Scissorhands came out the same year!


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Dej
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06 Sep 2005, 6:03 pm

June 21, 1975



UnicornGirl
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06 Sep 2005, 7:32 pm

March 19, 1971