Happy birthday

[jayseven]

1. antster1983

   (39 years old)
2. 

   ChloboShoka

   (30 years old)
3. 

   Darth-Marximus

   (43 years old)
4. 

   David_nyh

   (43 years old)
5. 

   Denae84

   (33 years old)
6. 

   idnplay88

   (31 years old)
7. 

   Llama Juice

   (33 years old)
8. 

   rip2roar

   (32 years old)
9. 

   robotsvsgodzilla

   (36 years old)
10. 

    Rolf

    (35 years old)
11. 

    smith5715

[Ashley]

You know if you click "view all" there's more right? It's rude not to mention the other people that have never posted 😋

[jayseven]

I didn't realise!! I have edited the main post to make sure every member is accounted for

[Sméagol]

Are you going to do this everyday?

[Ashley]

5 hours ago, jayseven said:

I didn't realise!! I have edited the main post to make sure every member is accounted for

And i see you've chosen the most chaotic formatting possible. Kudos

[jayseven]

3 hours ago, Sméagol said:

Are you going to do this everyday?

What? I missed thursday and wednesday altogether...

 

[Ike]

6 hours ago, Ashley said:

You know if you click "view all" there's more right? It's rude not to mention the other people that have never posted 😋

I don't think they would have noticed.

19 minutes ago, jayseven said:

What? I missed thursday and wednesday altogether...

 

The forum already lists them, you don't need to copy and paste the list in a new thread every time.

[Sméagol]

47 minutes ago, jayseven said:

What? I missed thursday and wednesday altogether...

 

You should make a "Belated happy birthday" threads for both.

[jayseven]

I'm sure I am quoting Ashley's thoughts here; don't give me ideas

[Ashley]

I kind of miss the vibe of posting happy birthday messages (for people that actually visit) but I just post on their wall now. I don't think we really need a new thread each time, especially for people that have never posted. Let's make this the end of it eh?

[jayseven]

Aw. Sorry Mario114, Sullivanwdc for missing your b'day tomorrow. and the day after?

 

1. 

   DHondt

   (40 years old)
2. 

   Ganepark32

   (33 years old)
3. 

   isoldeg313

4. 

   katleenbrown440

   (27 years old)
5. 

   Kev4000

   (32 years old)
6. 

   lildeep

   (36 years old)
7. 

   nekunando

   (35 years old)
8. 

   ShigeruTR

   (33 years old)
9. 

   SirToastaLot

   (38 years old)

[Sméagol]

29 minutes ago, jayseven said:

I'm sure I am quoting Ashley's thoughts here; don't give me ideas

Don't tell me what not to do!

[jayseven]

14 minutes ago, Sméagol said:

Don't tell me what not to do!

Don't tell me I can't tell you what to do!

[Sméagol]

1 minute ago, jayseven said:

Don't tell me I can't tell you what to do!

I didn't!

[bob]

I kind of miss the vibe of posting happy birthday messages (for people that actually visit) but I just post on their wall now.

No you don't?

[jayseven]

Savage!

[Ashley]

12 hours ago, bob said:

 

 

No you don't?

 

I observe your birthday as a national holiday and thus do not visit the site

But also:

[Glen-i]

31 minutes ago, Ashley said:

I observe your birthday as a national holiday and thus do not visit the site

But also:

Well duh, don't wanna distract from my birthday, do we?

It's kinda mad that out of the small active member base here, 2 of them actually share the same birthday!

Remember, @bob I'm always precisely three years younger then you.

Edited May 14, 2022 by Glen-i

[bob]

I observe your birthday as a national holiday and thus do not visit the site
But also:
[mention=229]bob[/mention] I'm always precisely three years younger then you.

I think I was your age the last time Ashley wished me a happy birthday.

[Mr_Odwin]

On 14/05/2022 at 10:26 AM, Glen-i said:

Well duh, don't wanna distract from my birthday, do we?

It's kinda mad that out of the small active member base here, 2 of them actually share the same birthday!

Remember, @bob I'm always precisely three years younger then you.

There's a proof in maths/statistics that shows the probability of any two people in a group sharing a birthday reaches 0.5, or 1/2, when there are just 23 members of the group. Feels nutty when you first hear it.

https://en.wikipedia.org/wiki/Birthday_problem
 

[Glen-i]

27 minutes ago, Mr_Odwin said:

There's a proof in maths/statistics that shows the probability of any two people in a group sharing a birthday reaches 0.5, or 1/2, when there are just 23 members of the group. Feels nutty when you first hear it.
 

Huh... Well, isn't that interesting?

So, maybe not so mad.

You hear that, @bob? Turns out you and I aren't so special, after all.

[bob]

Huh... Well, isn't that interesting?
So, maybe not so mad.
You hear that, [mention=229]bob[/mention]? Turns out you and I aren't so special, after all.

Well maybe you're not.