1261 days to go!

[flyboyzii]

I'm looking forward to my Christmas present already. (i.e. the clock running out) Bring it!! (poor Dee Snider impersonation)

 

[Whataburger]

:beer:236!!​

 

[Whataburger]

236..

 

[MG386]

:beer:236!!​

A little Premature exclamation, but I like the motivation! :beer:

 

[DYLIN]

235! :beer:

 

[ALGFLYR]

236..

Good recovery!

 

[Whataburger]

Thx!

My premature exclamation made the follow-up a little tense, but I was lucky this time.

 

[Bake]

two hundred and thirty four bottles of beer on the wall. 234 botles ov bir, take 1 don an pas i roun. to hundr.......................................................................................



Slackers, I can't drink all of this beer.

 

[surveypilot]

two hundred and thirty four bottles of beer on the wall. 234 botles ov bir, take 1 don an pas i roun. to hundr.......................................................................................

Nicely done!

 

[Bake]

gracias my survey baron dude.

 

[ALGFLYR]

two hundred and thirty four bottles of beer on the wall. 234 botles ov bir, take 1 don an pas i roun. to hundr.......................................................................................



Slackers, I can't drink all of this beer.

Considering this thread started with 1,261 bottles... that was a pretty coherent post... I'll try to help more...

 

[Whataburger]

233!!​

 

[JumpersAway]

This thread is finally making me smile when I read it!!!!!!!!

 

[PFTEXPJET]

233 is an irregular prime, a full reptend prime, a cousin prime, a Chen prime, a Fibonacci prime and a sexy prime. It is the 13th Fibonacci number. It is an Eisenstein prime of the form

with no imaginary part. Since 233 × 2 + 1 = 467, another prime, 233 is a Sophie Germain prime. 233 is also a prime triplet (with 227 and 229).
It is the 13th Fibonacci number, being the sum of 89 and 144. Being an odd-indexed Fibonacci number, it is also a Markov number, appearing in solutions to the Markov Diophantine equation: (1, 89, 233), (89, 233, 610), (233, 610, 426389), ...
In base 10 there is no integer that added up to its own digits yields 233, hence 233 is a self number. In base 3, the sum of 233's digits is composite; no smaller prime has this property.

 

[Whataburger]

:beer:232!!​