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Q: Creating unique pairs out of a list of names ( No Answer,   2 Comments )
Question  
Subject: Creating unique pairs out of a list of names
Category: Miscellaneous
Asked by: raphael929-ga
List Price: $10.00
Posted: 09 May 2005 20:04 PDT
Expires: 08 Jun 2005 20:04 PDT
Question ID: 519776
I have a list of twelve names:

Tom, Lori, Julie, Susan, Lidia, Kathy, Jo-Aynne, Leni, Kirsten,
Victoria, Allen, Constance.

I need them arranged in 11 sets, with six pairs in a set, and made up
of unique pairs with no repetition of "partners" throughout all sets.
I believe this is the largest amount of possible pairs - 66. I would
like them sent to me as an xls file. For the mathematically minded,
this shouldn't take long but for me, another story.
Answer  
There is no answer at this time.

Comments  
Subject: Re: Creating unique pairs out of a list of names
From: usertm-ga on 09 May 2005 23:34 PDT
 
It's very simple:
1 - 2 
3 - 4
5 - 6
7 - 8
9 - 10 
11 - 12
where odd numbers are women (or men, if you wish ;) ). all we need is
to shift in cylce right (or left) column. like this:
1 - 2        (4    6    8    10   12)
3 - 4        (6    8    10   12   2 )
5 - 6        (8    10   12   2     4 )
7 - 8        (10   12   2    4     6 )
9 - 10       (12   2    4    6     8 )
11 - 12      (2    4    6    8     10)
then: 

first set: 

Tom - Julie
Lori - Susan
Leni - Lidia
Kirsten - Kathy 
Allen - Jo-Aynne
Constance - Victoria 

second set:

Tom - Susan 
Lori - Lidia 
Leni - Kathy 
Kirsten - Jo-Aynne 
Allen - Victoria
Constance - Julie

3 set

Tom - Lidia 
Lori - Kathy 
Leni - Jo-Aynne 
Kirsten - Victoria
Allen - Julie 
Constance - Susan 

4 set

Tom - Kathy
Lori - Jo-Aynne 
Leni - Victoria
Kirsten - Julie
Allen - Susan 
Constance - Lidia 

5 set

Tom - Jo-Aynne 
Lori - Victoria
Leni - Julie 
Kirsten - Susan 
Allen - Lidia 
Constance - Kathy 

6 set

Tom - Victoria
Lori - Julie 
Leni - Susan 
Kirsten - Lidia 
Allen - Kathy 
Constance - Jo-Aynne
Subject: Re: Creating unique pairs out of a list of names
From: raphael929-ga on 10 May 2005 00:10 PDT
 
This looks great but I can't quite understand the formula you laid
out. Would you be willing to finish the list - you went to six sets
but there should be 11, right? Thanks! RC

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