testing Vote

Compute by Condorcet PHP 4.3
Create on: UTC 2017-06-09 19:15:29
Update count: 1
Last update on: UTC 2018-06-24 12:59:28
Cumulated computing time: 0.00 second(s)

a
b
c
d
e
f
g
h
i
j
k

Vote N° 0

1 a
2 c
3 d
4 b
5 e
6 g
7 i
8 k
9 f
10 h
11 j

Friday 9th of June 2017, 19:15:29 UTC

Vote N° 1

1 a
2 h
3 e
4 b
5 c
6 d
7 f
8 i
9 g
10 j
11 k

Friday 9th of June 2017, 19:15:29 UTC

Vote N° 2

1 a
2 d
3 c
4 e
5 h
6 b
7 g
8 i
9 j
10 f
11 k

Friday 9th of June 2017, 19:15:29 UTC

Vote N° 3

1 a
2 d
3 f
4 b
5 j
6 c
7 e
8 h
9 g
10 k
11 i

Friday 9th of June 2017, 19:15:29 UTC

Vote N° 4

1 b
2 c
3 g
4 f
5 a
6 i
7 h
8 e
9 k
10 j
11 d

Friday 9th of June 2017, 19:15:29 UTC

Vote N° 5

1 a
2 b
3 c
4 d
5 k
6 e
7 f
8 i
9 g
10 j
11 h

Friday 9th of June 2017, 19:15:29 UTC

Vote N° 6

1 a
2 b
3 g
4 c
5 e
6 d
7 f
8 j
9 k
10 i
11 h

Friday 9th of June 2017, 19:15:29 UTC

Vote N° 7

1 b
2 d
3 e
4 h
5 f
6 j
7 g
8 c
9 i
10 a
11 k

Friday 9th of June 2017, 19:15:29 UTC

Natural Condorcet Winner: a

Natural Condorcet Loser: k

Look PairWise

#	x > a	x > b	x > c	x > d	x > e	x > f	x > g	x > h	x > i	x > j	x > k
a > x	-	6	6	7	7	6	6	7	7	7	8
b > x	2	-	6	5	6	7	8	6	8	8	8
c > x	2	2	-	5	6	6	6	6	8	6	8
d > x	1	3	3	-	5	7	6	6	7	7	7
e > x	1	2	2	3	-	6	6	6	7	7	7
f > x	2	1	2	1	2	-	4	5	6	7	6
g > x	2	0	2	2	2	4	-	4	6	6	7
h > x	1	2	2	2	2	3	4	-	4	5	5
i > x	1	0	0	1	1	2	2	4	-	5	5
j > x	1	0	2	1	1	1	2	3	3	-	5
k > x	0	0	0	1	1	2	1	3	3	3	-

Schulze (Winning variant, recommended by M. Schulze himself)

Ranking
Details

1 a
2 b
3 c
4 d
5 e
6 f / g
7 h / i
8 j
9 k

Array
(
    [a] => Array
        (
            [b] => 6
            [c] => 6
            [d] => 7
            [e] => 7
            [f] => 7
            [g] => 6
            [h] => 7
            [i] => 7
            [j] => 7
            [k] => 8
        )

    [b] => Array
        (
            [a] => 0
            [c] => 6
            [d] => 5
            [e] => 6
            [f] => 7
            [g] => 8
            [h] => 6
            [i] => 8
            [j] => 8
            [k] => 8
        )

    [c] => Array
        (
            [a] => 0
            [b] => 0
            [d] => 5
            [e] => 6
            [f] => 6
            [g] => 6
            [h] => 6
            [i] => 8
            [j] => 6
            [k] => 8
        )

    [d] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [e] => 5
            [f] => 7
            [g] => 6
            [h] => 6
            [i] => 7
            [j] => 7
            [k] => 7
        )

    [e] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [f] => 6
            [g] => 6
            [h] => 6
            [i] => 7
            [j] => 7
            [k] => 7
        )

    [f] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [g] => 0
            [h] => 5
            [i] => 6
            [j] => 7
            [k] => 6
        )

    [g] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [f] => 0
            [h] => 0
            [i] => 6
            [j] => 6
            [k] => 7
        )

    [h] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [f] => 0
            [g] => 0
            [i] => 0
            [j] => 5
            [k] => 5
        )

    [i] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [f] => 0
            [g] => 0
            [h] => 0
            [j] => 5
            [k] => 5
        )

    [j] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [f] => 0
            [g] => 0
            [h] => 0
            [i] => 0
            [k] => 5
        )

    [k] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [f] => 0
            [g] => 0
            [h] => 0
            [i] => 0
            [j] => 0
        )

)

Schulze (Margin variant)

Ranking
Details

1 a
2 b
3 c
4 d
5 e
6 f / g
7 h / i
8 j
9 k

Array
(
    [a] => Array
        (
            [b] => 4
            [c] => 4
            [d] => 6
            [e] => 6
            [f] => 6
            [g] => 4
            [h] => 6
            [i] => 6
            [j] => 6
            [k] => 8
        )

    [b] => Array
        (
            [a] => 0
            [c] => 4
            [d] => 2
            [e] => 4
            [f] => 6
            [g] => 8
            [h] => 4
            [i] => 8
            [j] => 8
            [k] => 8
        )

    [c] => Array
        (
            [a] => 0
            [b] => 0
            [d] => 2
            [e] => 4
            [f] => 4
            [g] => 4
            [h] => 4
            [i] => 8
            [j] => 4
            [k] => 8
        )

    [d] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [e] => 2
            [f] => 6
            [g] => 4
            [h] => 4
            [i] => 6
            [j] => 6
            [k] => 6
        )

    [e] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [f] => 4
            [g] => 4
            [h] => 4
            [i] => 6
            [j] => 6
            [k] => 6
        )

    [f] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [g] => 0
            [h] => 2
            [i] => 4
            [j] => 6
            [k] => 4
        )

    [g] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [f] => 0
            [h] => 0
            [i] => 4
            [j] => 4
            [k] => 6
        )

    [h] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [f] => 0
            [g] => 0
            [i] => 0
            [j] => 2
            [k] => 2
        )

    [i] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [f] => 0
            [g] => 0
            [h] => 0
            [j] => 2
            [k] => 2
        )

    [j] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [f] => 0
            [g] => 0
            [h] => 0
            [i] => 0
            [k] => 2
        )

    [k] => Array
        (
            [a] => 0
            [b] => 0
            [c] => 0
            [d] => 0
            [e] => 0
            [f] => 0
            [g] => 0
            [h] => 0
            [i] => 0
            [j] => 0
        )

)

Kemeny-Young

You have to many candidate to use this method (limit is :