RationalWiki:Moderator elections/Results/Archive1

Ballot file contains 20 candidates and 86 ballots.

No candidates have withdrawn.

Ballot file contains 86 non-empty ballots.

Counting votes for June 2011 Moderator Election using Scottish STV.

20 candidates running for 7 seats.

The 7 elected moderators are:


 * Ace McWicked
 * AD
 * Genghis Khant
 * Nutty Roux
 * Pi
 * P-Foster
 * Weaseloid.

Congratulations to our winners.

The fine print
As per the talk page here are requested details.

Order of the candidates:


 * 1) Ace McWicked
 * 2) Aboriginal Noise
 * AD
 * 1) Bryant
 * 2) DickTurpis
 * 3) Eira
 * 4) Genghis Khant
 * 5) Human
 * 6) Javascap
 * 7) Lily
 * 8) ListenerX
 * 9) Lumenos
 * 10) MordantMaenad
 * 11) Nutty Roux
 * Pi
 * 1) P-Foster
 * 2) Psygremlin
 * 3) RobSmith
 * Ty
 * 1) Weaseloid

Votes:


 * 5 16 13 19 3 11 20 1 9 15 10
 * 17 7 3 10 13 15 20 2 5 16 19 9 18 4 11 12 6 1 14 8
 * 16 3 1 8 2 11 10
 * 15 7 14 8 20
 * 19 11 16 13 17 10 15 3 5 7 6
 * 5 20 15 16 14 3 11
 * 10 6 17 5
 * 11 20 17 2 15 16 7 13 3 19 5
 * 1 14 3 10 8 15 16 20 7 5
 * 14 16 5 10 7 1 11 3 6 13 9 17 8 2
 * 5 8 1 14
 * 11 13 15 16 2 9 7 6 3 19 5
 * 2 15 11 3 19 1 16
 * 7 10 16 17 20 15 2 1
 * 16 8 3 1 2 14 17 9 11 15 5 7 13 12 19 10 4 6 20 18
 * 13 11 15 4 5 14 16 7 18 9 19 2 3 12 10 6 20 1 17 8
 * 3 6 13 11 20 7 2 19 17 9 4 1 16 15 12 14 8 5
 * 15 7 16 11 17 3 5 10 13 9 2 14 8 1 19 20 6 18 12 4
 * 2 7 5 15 20 10 3 9 11 1 19 16 14 13 12 17 8 18 6 4
 * 14 1 16 15 8 7 20 9 5 4 2 10 6 11
 * 17 7 5 10 3 15 14 13 2 16 20 9 11 12 1 4 18 19 6 8
 * 3 15 1 7 6 9 14 17 11
 * 5 14 7 8 1 16 20
 * 14 1 20 10 5 7 11 17 15
 * 20 3 14 5 10 7 2 13 16 15 19 9 17 1
 * 8 12 14 18 20 6 7 1 16 4 3 2 10 5 9
 * 3 15 9
 * 16 3 14 20 11 2 5
 * 11 3 8 16 20 7 15
 * 13 5 11 3 9 20 15 16 14 2 7 10 1 17 19 6 8 12 4 18
 * 5 16 19 3 11 13 17 20 15 12 18 1 4 2 7 9 10 8 14 6
 * 1 17 3 15 2 7 4 9 5 14
 * 16 10 6
 * 14 1 8 9
 * 14 1 6 15 10 17 2 5 20 19 3
 * 20 3 5 7 2 9 10 13 15 16 19
 * 7 6 16 11 1 15
 * 20 15 3 2
 * 1 7 15 13 11 17 3 2 20 19 10 9
 * 2 11 5 15 14 16 1 9 3 13 10 7
 * 3 6 11 13 19
 * 17 5 14 15 6
 * 13 19 17 5 2 9 10 1
 * 9 1 2 7 14 15 20 3 19
 * 15
 * 20 15 1 2 3 5 17 13 7
 * 15 1 8 17 20 14 10
 * 6 19 13 16 11 8 15 20
 * 14 6
 * 14 15
 * 6 14 8 1 15 16 20
 * 20 11 16 17 14 1
 * 7 10 17 15 11 5 14 3 16 2 13
 * 16 15 14 11 10 7 6 3 1 2 13 4 5 9 17 18 19 20 8 12
 * 15 11 16 5 2 7 10 13
 * 18 1 8 11 15 4 6 10 9 2 19 3 7 13 12 14 5 16 20
 * 2 17 1 7 5 8 16 15 9 20 4 14 6 10 13 12 19 18 3 11
 * 3 11 15 10 5 16 13
 * 18 19 3 9 13 7 5 11 15 20 4 12 2 14 8 6 10
 * 7 13 4 6
 * 14 1 5 19 17 16 8
 * 15 11 19
 * 20 3 15 8 5 7 16 9 10 14
 * 16 14 5 7 3 2 8 15
 * 13
 * 18
 * 14 15 5 20 7 16 10 13 9
 * 8 20 1
 * 15 19 13 10 11 16 3
 * 7 10 14 5 17 3 11 15
 * 19 13 15 3 12 10 5 11 18 7 17 16 14 8
 * 13 11 16 2 5 12 9 3 15 19 20 7 6 10 4 18 17 14 1 8
 * 7 5 14 3 15 16 11 17 13 2
 * 3 7 20 17 15 10 6 11 5 16 19 2 9 13 4 12 18 14 1 8
 * 16 19 3 18 14 13 1 4
 * 19 16 13 5 9 2 3 6 10 7 15 20
 * 17 1 15
 * 16 14 3 2 1
 * 1 7 6 9 8 20
 * 1 17 5
 * 1 8 14 16 7 5 20 2 3 9 10 11 15 17 18 13 6 12 19 4
 * 20 17 15 13 11 7 3
 * 10 11 12 15 16 17 1 3 6 5
 * 8 7 1 15 5 14 9 17 18
 * 15 5 16 1 8
 * 17 8 16 10