BCB Cup - Matches to Watch

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BlueMeanie
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Re: BCB Cup - Matches to Watch

Postby BlueMeanie » 08 Feb 2010, 04:26

Count Machuki wrote:Match 57 is going into overtime!

viewtopic.php?f=27&t=89546&start=0


How come round 2 has started before the play-off?
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Count Machuki
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Re: BCB Cup - Matches to Watch

Postby Count Machuki » 08 Feb 2010, 19:31

BlueMeanie wrote:
Count Machuki wrote:Match 57 is going into overtime!

viewtopic.php?f=27&t=89546&start=0


How come round 2 has started before the play-off?


It has started now, but I wonder how voter turnout will affect the result...
Let U be the set of all united sets, K be the set of the kids and D be the set of things divided.
Then it follows that ∀ k ∈ K: K ∈ U ⇒ k ∉ D

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Count Machuki
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Re: BCB Cup - Matches to Watch

Postby Count Machuki » 09 Feb 2010, 21:57

viewtopic.php?f=27&t=89692

R2 match 12 is one to watch with morbid fascination.



:?
Let U be the set of all united sets, K be the set of the kids and D be the set of things divided.
Then it follows that ∀ k ∈ K: K ∈ U ⇒ k ∉ D

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Re: BCB Cup - Matches to Watch

Postby The Modernist » 09 Feb 2010, 22:02

Count Machuki wrote:http://www.bcb-board.co.uk/phpBB2/viewtopic.php?f=27&t=89692

R2 match 12 is one to watch with morbid fascination.



:?


The full occult power of XTC appears to be in force. :lol:

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Re: BCB Cup - Matches to Watch

Postby Goat Boy » 09 Feb 2010, 22:18

match 11 is the one to watch. A big name could fall!
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Re: BCB Cup - Matches to Watch

Postby Harvey K-Tel » 09 Feb 2010, 22:20

Goat Boy wrote:match 11 is the one to watch. A big name could fall!


Who's that then? Someone more important than the rest of us who submitted lists?
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Re: BCB Cup - Matches to Watch

Postby Goat Boy » 09 Feb 2010, 22:23

Harvey K-Tel wrote:
Goat Boy wrote:match 11 is the one to watch. A big name could fall!


Who's that then? Someone more important than the rest of us who submitted lists?


someone with a proven track record. :?
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Re: BCB Cup - Matches to Watch

Postby Harvey K-Tel » 09 Feb 2010, 23:35

Goat Boy wrote:
Harvey K-Tel wrote:
Goat Boy wrote:match 11 is the one to watch. A big name could fall!


Who's that then? Someone more important than the rest of us who submitted lists?


someone with a proven track record. :?


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Re: BCB Cup - Matches to Watch

Postby Harvey K-Tel » 10 Feb 2010, 22:46

Did the big name fall yet?
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Re: BCB Cup - Matches to Watch

Postby mentalist (slight return) » 10 Feb 2010, 22:55

Harvey K-Tel wrote:Did the big name fall yet?


No mate, i'm still kicking
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Count Machuki
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Re: BCB Cup - Matches to Watch

Postby Count Machuki » 22 Feb 2010, 19:49

I'm pegging this one as a match to watch early...

Round Three Match 10

viewtopic.php?f=27&t=90002
Let U be the set of all united sets, K be the set of the kids and D be the set of things divided.
Then it follows that ∀ k ∈ K: K ∈ U ⇒ k ∉ D

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Count Machuki
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Re: BCB Cup - Matches to Watch

Postby Count Machuki » 24 Feb 2010, 20:36

Count Machuki wrote:I'm pegging this one as a match to watch early...

Round Three Match 10

viewtopic.php?f=27&t=90002


I told you that one was going to be a nailbiter...

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Toiletcat 'Fruity' Tent wrote:I've got this at 37-35 to A. Could I get someone to confirm, folks?

I got it at 36 A, 35 B - same result.
Let U be the set of all united sets, K be the set of the kids and D be the set of things divided.
Then it follows that ∀ k ∈ K: K ∈ U ⇒ k ∉ D

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Count Machuki
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Re: BCB Cup - Matches to Watch

Postby Count Machuki » 03 Mar 2010, 23:17

Let U be the set of all united sets, K be the set of the kids and D be the set of things divided.
Then it follows that ∀ k ∈ K: K ∈ U ⇒ k ∉ D

The Modernist

Re: BCB Cup - Matches to Watch

Postby The Modernist » 03 Mar 2010, 23:20

Count Machuki wrote:Controversy!


I can see the votes going almost exactly the same way they did in your one for this.

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Count Machuki
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Re: BCB Cup - Matches to Watch

Postby Count Machuki » 03 Mar 2010, 23:21

El Modernisto wrote:
Count Machuki wrote:Controversy!


I can see the votes going almost exactly the same way they did in your one for this.


May the better list lose, then.
Let U be the set of all united sets, K be the set of the kids and D be the set of things divided.
Then it follows that ∀ k ∈ K: K ∈ U ⇒ k ∉ D