• 🇬🇧󠁿 🇸🇪 🇿🇦 🇮🇪 🇬🇭 🇩🇪 🇪🇺
    European & African
    Drug Discussion


    Welcome Guest!
    Posting Rules Bluelight Rules
  • EADD Moderators: Pissed_and_messed | Shinji Ikari

Gibberings CLIII: Ceci n'est pas un Titre

Status
Not open for further replies.
I should be in the fucked thread and things that make you go mmmmmmm
:( had to drive and get more beers, just no left turns... hopefully..

Things that may you go Hahahahahahahahahaha hope you didn't kill someone. Though that would be a bit exciting if you did.

Much fuc
 
Last edited by a moderator:
^ +1 That wasn't SHM talking about drink driving was it? I have memories of being scolded badly by him, for my driving sins of hitting 100mph on a on an A road. Do you remember that one, old pal? and my lack of insurance got you a bit heated if I remember correctly?

Ah fuck, it's 7am I'm drinking special brew and posting in the gibbering thread...
 
raas you only get it cause your a pesastal hwil an amti drug alkcy ;), bet SHM didnt kill anyyone :). Tough right niw its one drink past my limit, im sleep, might eaddd <3
 
Proverbs Chapter 23
29 Who hath woe? who hath sorrow? who hath contentions? who hath babbling? who hath wounds without cause? who hath redness of eyes?

30 They that tarry long at the wine; they that go to seek mixed wine.

31 Look not thou upon the wine when it is red, when it giveth his colour in the cup, [when] it moveth itself aright.

32 At the last it biteth like a serpent, and stingeth like an adder.

33 Thine eyes shall behold strange women, and thine heart shall utter perverse things.

34 Yea, thou shalt be as he that lieth down in the midst of the sea, or as he that lieth upon the top of a mast.

35 They have stricken me, [shalt thou say, and] I was not sick; they have beaten me, [and] I felt [it] not: when shall I awake? I will seek it yet again.


lol i fuckin love google
 

^ +1 That wasn't SHM talking about drink driving was it? I have memories of being scolded badly by him, for my driving sins of hitting 100mph on a on an A road. Do you remember that one, old pal? and my lack of insurance got you a bit heated if I remember correctly?

Ah fuck, it's 7am I'm drinking special brew and posting in the gibbering thread...

No that was Mendo being too fucked to use the quotes buttons correctly. Putting one of his (the driving one) into the middle of my words.

bet SHM didnt kill anyyone :).

Not yet but can be arranged for Bitcoins.

Question

If u have 365 pals what are the odds of them having different birfdays ?

ta ;)

A number far too big to fit into this post. However...that always reminds me of an old headmaster of mine who was probably responsible for getting me into gambling. He was a maths genius and he liked me (probably the only HM I had who ever did, I don't get on well with authority, you may have noticed). And he took me aside one day to explain why, in a class of 30 kids, it was always worth a bet that 2 of them would share a birthday.

To this day I can't really remember his rationalisation because really the odds aren't that great (or rather they are big odds coz it is unlikely) but he was convinced this was a way to use probability to beat bookies.

He was also a pisshead mind.
 
450mg of 4-FA last night, very nice indeed, trying to sleep was a bastard though. 2 hours laying there tingling getting some nice mild closed eye visuals, 2 hours of weird sleep, 1 hour tryng to get back to sleep. and now im outta bed feeling proper fresh, glowing
 
Cheers G man thats the best yet .

You ok my man ?

We are all over kilter here i think ![video=youtube_share;5gkpUcyKT4A]http://youtu.be/5gkpUcyKT4A[/video]

Irie !
 
N


A number far too big to fit into this post. However...that always reminds me of an old headmaster of mine who was probably responsible for getting me into gambling. He was a maths genius and he liked me (probably the only HM I had who ever did, I don't get on well with authority, you may have noticed). And he took me aside one day to explain why, in a class of 30 kids, it was always worth a bet that 2 of them would share a birthday.

To this day I can't really remember his rationalisation because really the odds aren't that great (or rather they are big odds coz it is unlikely) but he was convinced this was a way to use probability to beat bookies.

He was also a pisshead mind.

The other one wrote dat mad eh ?
 
A number far too big to fit into this post. However...that always reminds me of an old headmaster of mine who was probably responsible for getting me into gambling. He was a maths genius and he liked me (probably the only HM I had who ever did, I don't get on well with authority, you may have noticed). And he took me aside one day to explain why, in a class of 30 kids, it was always worth a bet that 2 of them would share a birthday.

To this day I can't really remember his rationalisation because really the odds aren't that great (or rather they are big odds coz it is unlikely) but he was convinced this was a way to use probability to beat bookies.

He was also a pisshead mind.

It's pretty cool, it's called the birthday paradox where if you have 23 people in a room there's a 5050 chance two of them will have the same birthday.

The jist of it is: if you ask a random person when their birthday is there's a 1/365 chance it's the same as yours, but you'll also be asking 21 other people so by the end of it you've compared your birthday to 22 people.

The bit that makes this harder to wrap your head around is that everyone else in that room is also asking 22 people when their birthday is. This means that there are 253 combinations of pairs in the room - ie 253 times that two people have compared each others birthdays.

The next bit is somewhat mathsy .The probabilty of two people not having the same birthday is 364/365 but as there are 253 pairs we put 364/365 to the power of 253, (364/365)^253.

This gives 0.4995 but remember that this is the probability of two people in a room of 23 not having the same birthday. So the probability of two people having the same birthday is 1-0.4995 which equals 0.5005, ie 50.05%.
 
Numbers always baffle the shit out of me. Good with words, retarded with maths
 
It's pretty cool, it's called the birthday paradox where if you have 23 people in a room there's a 5050 chance two of them will have the same birthday.

The jist of it is: if you ask a random person when their birthday is there's a 1/365 chance it's the same as yours, but you'll also be asking 21 other people so by the end of it you've compared your birthday to 22 people.

The bit that makes this harder to wrap your head around is that everyone else in that room is also asking 22 people when their birthday is. This means that there are 253 combinations of pairs in the room - ie 253 times that two people have compared each others birthdays.

The next bit is somewhat mathsy .The probabilty of two people not having the same birthday is 364/365 but as there are 253 pairs we put 364/365 to the power of 253, (364/365)^253.

This gives 0.4995 but remember that this is the probability of two people in a room of 23 not having the same birthday. So the probability of two people having the same birthday is 1-0.4995 which equals 0.5005, ie 50.05%.

Where is the room u speak of ?

your mad:sus:
 
It's pretty cool, it's called the birthday paradox where if you have 23 people in a room there's a 5050 chance two of them will have the same birthday.

The jist of it is: if you ask a random person when their birthday is there's a 1/365 chance it's the same as yours, but you'll also be asking 21 other people so by the end of it you've compared your birthday to 22 people.

The bit that makes this harder to wrap your head around is that everyone else in that room is also asking 22 people when their birthday is. This means that there are 253 combinations of pairs in the room - ie 253 times that two people have compared each others birthdays.

The next bit is somewhat mathsy .The probabilty of two people not having the same birthday is 364/365 but as there are 253 pairs we put 364/365 to the power of 253, (364/365)^253.

This gives 0.4995 but remember that this is the probability of two people in a room of 23 not having the same birthday. So the probability of two people having the same birthday is 1-0.4995 which equals 0.5005, ie 50.05%.

Brilliant Robert, that's the one and it all came back as I read your explanation. Thank you millions for that. I was 12 at the time it was first explained. Mind you I was probably better at maths when I was 12 than I am now. But yeah, truly, thanks.

Irie here too Brimz. Just been out for my half hour compulsory exercise daily and got back home 30 seconds before a massive hail storm.
 
Status
Not open for further replies.
Top