The NSC Euro 2004 sweepstake?

[Bob!]

Perhaps the sweepstake should be on the 2 teams to get to the final?

e.g France & England

Latvia & Switzerland.

Not great at Maths but that should make for lots more possibilities and mean that more can play.

Working it out, the first team has 15 possible opponets, the second team has 14, etc. so if you add
15
14
13
12
11
10
9
8
7
6
5
4
3
2
1

I think you should get the number of permutations = 120?


loads more can play

Well Shizouka?

Is it a goer?

 

[Lord Bracknell]

Include me in if it's the two teams to reach the final.

 

[Lord Cornwallis]

Could I squeeze in too please ?

 

[Deano's Right Foot]

Yes please if it's two for the final.

 

[Highfields Seagull]

And me please

 

[Jim D]

Me please.

 

[Shizuoka Dolphin]

Well Shizouka?

Is it a goer?

I see no reason why not!

 

[John Dorian]

Please let me .. choose me. am i the last ?

 

[Shizuoka Dolphin]

According to the BHA Links method we have a great many more spaces to be filled, so join in one and all!

 

[John Dorian]

add me then.

 

[tinx]

I'm in if theres room

 

[Easy 10]

Ooooh...go on then. Count me in.

 

[Simster]

Pop me in please!

 

[Italiaseagull]

Me please sir

 

[SeagullSimon]

yes please

 

[Artois]

 

[Braders]

i want in !

 

[Kylies Stunt Arse]

and me