Wikiconcours Vote

  • Compute by Condorcet PHP 4.7
  • Create on: UTC 2020-05-24 20:07:09
  • Update count: 0
  • Cumulated computing time: 0.00 second(s)
  • 5
  • 22
  • 10
  • 13
  • 7
  • 41
  • 1
  • 16
  • 15
  • 20
  • 3
  • 14
  • 11
  • 2
  • 23
  • 6
  • 18

Vote N° 0

  • 1 5
  • 2 22
  • 3 10
  • 4 13
  • 5 7
  • 6 41
  • 7 1
  • 8 16
  • 9 15
  • 10 20
  • 11 3
  • 12 14
  • 13 11
  • 14 2
  • 15 23
  • 16 6
  • 17 18
Sunday 24th of May 2020, 20:07:09 UTC

Vote N° 1

  • 1 22
  • 2 5
  • 3 10
  • 4 13
  • 5 14
  • 6 1
  • 7 3
  • 8 41
  • 9 7
  • 10 15
  • 11 20
  • 12 16
  • 13 11
  • 14 2
  • 15 23
  • 16 18
  • 17 6
Sunday 24th of May 2020, 20:07:09 UTC

Vote N° 2

  • 1 22
  • 2 5
  • 3 1
  • 4 13
  • 5 10
  • 6 14
  • 7 3
  • 8 41
  • 9 16
  • 10 2
  • 11 20
  • 12 7
  • 13 11
  • 14 15
  • 15 18
  • 16 23
  • 17 6
Sunday 24th of May 2020, 20:07:09 UTC

Vote N° 3

  • 1 7
  • 2 22
  • 3 5
  • 4 41
  • 5 3
  • 6 15
  • 7 10
  • 8 13
  • 9 1
  • 10 14
  • 11 11
  • 12 16
  • 13 23
  • 14 20
  • 15 2
  • 16 6
  • 17 18
Sunday 24th of May 2020, 20:07:09 UTC

Vote N° 4

  • 1 5
  • 2 13
  • 3 22
  • 4 1
  • 5 14
  • 6 10
  • 7 16
  • 8 3
  • 9 23
  • 10 2
  • 11 41
  • 12 7
  • 13 20
  • 14 15
  • 15 11
  • 16 6
  • 17 18
Sunday 24th of May 2020, 20:07:09 UTC

Look PairWise

# x > 5 x > 22 x > 10 x > 13 x > 7 x > 41 x > 1 x > 16 x > 15 x > 20 x > 3 x > 14 x > 11 x > 2 x > 23 x > 6 x > 18
5 > x-2554555555555555
22 > x3-544555555555555
10 > x00-34435454455555
13 > x012-4445454555555
7 > x1111-223542253455
41 > x00113-24552254455
1 > x002133-5454455555
16 > x0000210-342145555
15 > x00110012-31243455
20 > x000010012-1143355
3 > x0011331344-255555
14 > x00103314343-55555
11 > x000000011100-3455
2 > x0000210022002-355
23 > x00001100120012-54
6 > x000000000000000-3
18 > x0000000000000012-

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

  • 1 22
  • 2 5
  • 3 10
  • 4 13
  • 5 1
  • 6 14
  • 7 3
  • 8 41
  • 9 7
  • 10 16
  • 11 15
  • 12 20
  • 13 11
  • 14 2
  • 15 23
  • 16 6
  • 17 18
Array
(
    [5] => Array
        (
            [22] => 0
            [10] => 5
            [13] => 5
            [7] => 4
            [41] => 5
            [1] => 5
            [16] => 5
            [15] => 5
            [20] => 5
            [3] => 5
            [14] => 5
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [22] => Array
        (
            [5] => 3
            [10] => 5
            [13] => 4
            [7] => 4
            [41] => 5
            [1] => 5
            [16] => 5
            [15] => 5
            [20] => 5
            [3] => 5
            [14] => 5
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [10] => Array
        (
            [5] => 0
            [22] => 0
            [13] => 3
            [7] => 4
            [41] => 4
            [1] => 3
            [16] => 5
            [15] => 4
            [20] => 5
            [3] => 4
            [14] => 4
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [13] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [7] => 4
            [41] => 4
            [1] => 4
            [16] => 5
            [15] => 4
            [20] => 5
            [3] => 4
            [14] => 5
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [7] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [41] => 0
            [1] => 0
            [16] => 3
            [15] => 5
            [20] => 4
            [3] => 0
            [14] => 0
            [11] => 5
            [2] => 3
            [23] => 4
            [6] => 5
            [18] => 5
        )

    [41] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 3
            [1] => 0
            [16] => 4
            [15] => 5
            [20] => 5
            [3] => 0
            [14] => 0
            [11] => 5
            [2] => 4
            [23] => 4
            [6] => 5
            [18] => 5
        )

    [1] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 3
            [41] => 3
            [16] => 5
            [15] => 4
            [20] => 5
            [3] => 4
            [14] => 4
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [16] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [15] => 3
            [20] => 4
            [3] => 0
            [14] => 0
            [11] => 4
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [15] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [20] => 3
            [3] => 0
            [14] => 0
            [11] => 4
            [2] => 3
            [23] => 4
            [6] => 5
            [18] => 5
        )

    [20] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [3] => 0
            [14] => 0
            [11] => 4
            [2] => 3
            [23] => 4
            [6] => 5
            [18] => 5
        )

    [3] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 3
            [41] => 3
            [1] => 0
            [16] => 3
            [15] => 4
            [20] => 4
            [14] => 0
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [14] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 3
            [41] => 3
            [1] => 0
            [16] => 4
            [15] => 3
            [20] => 4
            [3] => 3
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [11] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [20] => 0
            [3] => 0
            [14] => 0
            [2] => 3
            [23] => 4
            [6] => 5
            [18] => 5
        )

    [2] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [20] => 0
            [3] => 0
            [14] => 0
            [11] => 0
            [23] => 3
            [6] => 5
            [18] => 5
        )

    [23] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [20] => 0
            [3] => 0
            [14] => 0
            [11] => 0
            [2] => 0
            [6] => 5
            [18] => 4
        )

    [6] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [20] => 0
            [3] => 0
            [14] => 0
            [11] => 0
            [2] => 0
            [23] => 0
            [18] => 3
        )

    [18] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [20] => 0
            [3] => 0
            [14] => 0
            [11] => 0
            [2] => 0
            [23] => 0
            [6] => 0
        )

)

Schulze (Margin variant)

  • 1 22
  • 2 5
  • 3 10
  • 4 13
  • 5 1
  • 6 14
  • 7 3
  • 8 41
  • 9 7
  • 10 16
  • 11 15
  • 12 20
  • 13 11
  • 14 2
  • 15 23
  • 16 6
  • 17 18
Array
(
    [5] => Array
        (
            [22] => 0
            [10] => 5
            [13] => 5
            [7] => 3
            [41] => 5
            [1] => 5
            [16] => 5
            [15] => 5
            [20] => 5
            [3] => 5
            [14] => 5
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [22] => Array
        (
            [5] => 1
            [10] => 5
            [13] => 3
            [7] => 3
            [41] => 5
            [1] => 5
            [16] => 5
            [15] => 5
            [20] => 5
            [3] => 5
            [14] => 5
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [10] => Array
        (
            [5] => 0
            [22] => 0
            [13] => 1
            [7] => 3
            [41] => 3
            [1] => 1
            [16] => 5
            [15] => 3
            [20] => 5
            [3] => 3
            [14] => 3
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [13] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [7] => 3
            [41] => 3
            [1] => 3
            [16] => 5
            [15] => 3
            [20] => 5
            [3] => 3
            [14] => 5
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [7] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [41] => 0
            [1] => 0
            [16] => 1
            [15] => 5
            [20] => 3
            [3] => 0
            [14] => 0
            [11] => 5
            [2] => 1
            [23] => 3
            [6] => 5
            [18] => 5
        )

    [41] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 1
            [1] => 0
            [16] => 3
            [15] => 5
            [20] => 5
            [3] => 0
            [14] => 0
            [11] => 5
            [2] => 3
            [23] => 3
            [6] => 5
            [18] => 5
        )

    [1] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 1
            [41] => 1
            [16] => 5
            [15] => 3
            [20] => 5
            [3] => 3
            [14] => 3
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [16] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [15] => 1
            [20] => 3
            [3] => 0
            [14] => 0
            [11] => 3
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [15] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [20] => 1
            [3] => 0
            [14] => 0
            [11] => 3
            [2] => 1
            [23] => 3
            [6] => 5
            [18] => 5
        )

    [20] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [3] => 0
            [14] => 0
            [11] => 3
            [2] => 1
            [23] => 3
            [6] => 5
            [18] => 5
        )

    [3] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 1
            [41] => 1
            [1] => 0
            [16] => 1
            [15] => 3
            [20] => 3
            [14] => 0
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [14] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 1
            [41] => 1
            [1] => 0
            [16] => 3
            [15] => 1
            [20] => 3
            [3] => 1
            [11] => 5
            [2] => 5
            [23] => 5
            [6] => 5
            [18] => 5
        )

    [11] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [20] => 0
            [3] => 0
            [14] => 0
            [2] => 1
            [23] => 3
            [6] => 5
            [18] => 5
        )

    [2] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [20] => 0
            [3] => 0
            [14] => 0
            [11] => 0
            [23] => 1
            [6] => 5
            [18] => 5
        )

    [23] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [20] => 0
            [3] => 0
            [14] => 0
            [11] => 0
            [2] => 0
            [6] => 5
            [18] => 3
        )

    [6] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [20] => 0
            [3] => 0
            [14] => 0
            [11] => 0
            [2] => 0
            [23] => 0
            [18] => 1
        )

    [18] => Array
        (
            [5] => 0
            [22] => 0
            [10] => 0
            [13] => 0
            [7] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [20] => 0
            [3] => 0
            [14] => 0
            [11] => 0
            [2] => 0
            [23] => 0
            [6] => 0
        )

)

Kemeny-Young

You have to many candidate to use this method (limit is : 10 candidates)

Ranked Pairs Margin

  • 1 22
  • 2 5
  • 3 10
  • 4 13
  • 5 1
  • 6 14
  • 7 3
  • 8 41
  • 9 7
  • 10 16
  • 11 15
  • 12 20
  • 13 11
  • 14 2
  • 15 23
  • 16 6
  • 17 18
Array
(
    [tally] => Array
        (
            [0] => Array
                (
                    [0] => Array
                        (
                            [from] => 5
                            [to] => 10
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [1] => Array
                        (
                            [from] => 5
                            [to] => 13
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [2] => Array
                        (
                            [from] => 5
                            [to] => 41
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [3] => Array
                        (
                            [from] => 5
                            [to] => 1
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [4] => Array
                        (
                            [from] => 5
                            [to] => 16
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [5] => Array
                        (
                            [from] => 5
                            [to] => 15
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [6] => Array
                        (
                            [from] => 5
                            [to] => 20
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [7] => Array
                        (
                            [from] => 5
                            [to] => 3
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [8] => Array
                        (
                            [from] => 5
                            [to] => 14
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [9] => Array
                        (
                            [from] => 5
                            [to] => 11
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [10] => Array
                        (
                            [from] => 5
                            [to] => 2
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [11] => Array
                        (
                            [from] => 5
                            [to] => 23
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [12] => Array
                        (
                            [from] => 5
                            [to] => 6
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [13] => Array
                        (
                            [from] => 5
                            [to] => 18
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [14] => Array
                        (
                            [from] => 22
                            [to] => 10
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [15] => Array
                        (
                            [from] => 22
                            [to] => 41
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [16] => Array
                        (
                            [from] => 22
                            [to] => 1
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [17] => Array
                        (
                            [from] => 22
                            [to] => 16
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [18] => Array
                        (
                            [from] => 22
                            [to] => 15
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [19] => Array
                        (
                            [from] => 22
                            [to] => 20
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [20] => Array
                        (
                            [from] => 22
                            [to] => 3
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [21] => Array
                        (
                            [from] => 22
                            [to] => 14
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [22] => Array
                        (
                            [from] => 22
                            [to] => 11
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [23] => Array
                        (
                            [from] => 22
                            [to] => 2
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [24] => Array
                        (
                            [from] => 22
                            [to] => 23
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [25] => Array
                        (
                            [from] => 22
                            [to] => 6
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [26] => Array
                        (
                            [from] => 22
                            [to] => 18
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

                    [27] => Array
                        (
                            [from] => 10
                            [to] => 16
                            [WINNING] => 5
                            [MINORITY] => 0
                            [MARGIN] => 5
                        )

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Ranked Pairs Winning

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  • 2 5
  • 3 10
  • 4 13
  • 5 1
  • 6 14
  • 7 3
  • 8 41
  • 9 7
  • 10 16
  • 11 15
  • 12 20
  • 13 11
  • 14 2
  • 15 23
  • 16 6
  • 17 18
Array
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                (
                    [from] => 41
                    [to] => 7
                )

            [119] => Array
                (
                    [from] => 1
                    [to] => 7
                )

            [120] => Array
                (
                    [from] => 1
                    [to] => 41
                )

            [121] => Array
                (
                    [from] => 16
                    [to] => 15
                )

            [122] => Array
                (
                    [from] => 15
                    [to] => 20
                )

            [123] => Array
                (
                    [from] => 15
                    [to] => 2
                )

            [124] => Array
                (
                    [from] => 20
                    [to] => 2
                )

            [125] => Array
                (
                    [from] => 20
                    [to] => 23
                )

            [126] => Array
                (
                    [from] => 3
                    [to] => 7
                )

            [127] => Array
                (
                    [from] => 3
                    [to] => 41
                )

            [128] => Array
                (
                    [from] => 3
                    [to] => 16
                )

            [129] => Array
                (
                    [from] => 14
                    [to] => 7
                )

            [130] => Array
                (
                    [from] => 14
                    [to] => 41
                )

            [131] => Array
                (
                    [from] => 14
                    [to] => 15
                )

            [132] => Array
                (
                    [from] => 14
                    [to] => 3
                )

            [133] => Array
                (
                    [from] => 11
                    [to] => 2
                )

            [134] => Array
                (
                    [from] => 2
                    [to] => 23
                )

            [135] => Array
                (
                    [from] => 6
                    [to] => 18
                )

        )

)

Copeland

  • 1 22
  • 2 5
  • 3 10
  • 4 13
  • 5 1
  • 6 14
  • 7 3
  • 8 41
  • 9 7
  • 10 16
  • 11 15
  • 12 20
  • 13 11
  • 14 2
  • 15 23
  • 16 6
  • 17 18
Array
(
    [5] => Array
        (
            [balance] => 14
        )

    [22] => Array
        (
            [balance] => 16
        )

    [10] => Array
        (
            [balance] => 12
        )

    [13] => Array
        (
            [balance] => 10
        )

    [7] => Array
        (
            [balance] => 0
        )

    [41] => Array
        (
            [balance] => 2
        )

    [1] => Array
        (
            [balance] => 8
        )

    [16] => Array
        (
            [balance] => -2
        )

    [15] => Array
        (
            [balance] => -4
        )

    [20] => Array
        (
            [balance] => -6
        )

    [3] => Array
        (
            [balance] => 4
        )

    [14] => Array
        (
            [balance] => 6
        )

    [11] => Array
        (
            [balance] => -8
        )

    [2] => Array
        (
            [balance] => -10
        )

    [23] => Array
        (
            [balance] => -12
        )

    [6] => Array
        (
            [balance] => -14
        )

    [18] => Array
        (
            [balance] => -16
        )

)

Minimax (Winning variant)

  • 1 22
  • 2 5
  • 3 7
  • 4 1 / 10 / 11 / 13 / 14 / 15 / 16 / 18 / 2 / 20 / 23 / 3 / 41 / 6
Array
(
    [5] => Array
        (
            [worst_pairwise_defeat_winning] => 3
        )

    [22] => Array
        (
            [worst_pairwise_defeat_winning] => 0
        )

    [10] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [13] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [7] => Array
        (
            [worst_pairwise_defeat_winning] => 4
        )

    [41] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [1] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [16] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [15] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [20] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [3] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [14] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [11] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [2] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [23] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [6] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

    [18] => Array
        (
            [worst_pairwise_defeat_winning] => 5
        )

)

Minimax (Margin variant)

  • 1 22
  • 2 5
  • 3 7
  • 4 1 / 10 / 11 / 13 / 14 / 15 / 16 / 18 / 2 / 20 / 23 / 3 / 41 / 6
Array
(
    [5] => Array
        (
            [worst_pairwise_defeat_margin] => 1
        )

    [22] => Array
        (
            [worst_pairwise_defeat_margin] => -1
        )

    [10] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [13] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [7] => Array
        (
            [worst_pairwise_defeat_margin] => 3
        )

    [41] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [1] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [16] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [15] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [20] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [3] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [14] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [11] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [2] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [23] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [6] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

    [18] => Array
        (
            [worst_pairwise_defeat_margin] => 5
        )

)

Minimax (Opposition variant)

  • 1 22
  • 2 5
  • 3 7
  • 4 1 / 10 / 11 / 13 / 14 / 15 / 16 / 18 / 2 / 20 / 23 / 3 / 41 / 6
Array
(
    [5] => Array
        (
            [worst_pairwise_opposition] => 3
        )

    [22] => Array
        (
            [worst_pairwise_opposition] => 2
        )

    [10] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [13] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [7] => Array
        (
            [worst_pairwise_opposition] => 4
        )

    [41] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [1] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [16] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [15] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [20] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [3] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [14] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [11] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [2] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [23] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [6] => Array
        (
            [worst_pairwise_opposition] => 5
        )

    [18] => Array
        (
            [worst_pairwise_opposition] => 5
        )

)

Dodgson Quick

  • 1 22
  • 2 5
  • 3 10 / 13
  • 4 1
  • 5 7
  • 6 14 / 3 / 41
  • 7 16
  • 8 15
  • 9 20
  • 10 2
  • 11 11
  • 12 23
  • 13 18 / 6
Array
(
    [5] => 1
    [10] => 6
    [13] => 6
    [1] => 9
    [7] => 12
    [41] => 13
    [3] => 13
    [14] => 13
    [16] => 21
    [15] => 22
    [20] => 27
    [2] => 30
    [11] => 33
    [23] => 34
    [6] => 45
    [18] => 45
)

Borda Count

  • 1 22 / 5
  • 2 13
  • 3 10
  • 4 1
  • 5 41
  • 6 14 / 3
  • 7 7
  • 8 16
  • 9 15
  • 10 20
  • 11 2
  • 12 11
  • 13 23
  • 14 18 / 6
Array
(
    [5] => 81
    [22] => 81
    [13] => 68
    [10] => 66
    [1] => 61
    [41] => 53
    [3] => 52
    [14] => 52
    [7] => 51
    [16] => 42
    [15] => 37
    [20] => 31
    [2] => 27
    [11] => 25
    [23] => 22
    [6] => 8
    [18] => 8
)

Dowdall system

  • 1 22 / 5
  • 2 7
  • 3 13
  • 4 10
  • 5 1
  • 6 41
  • 7 14
  • 8 3
  • 9 16
  • 10 15
  • 11 20
  • 12 2
  • 13 11
  • 14 23
  • 15 18
  • 16 6
Array
(
    [5] => 3.333333333
    [22] => 3.333333333
    [7] => 1.477777778
    [13] => 1.375
    [10] => 1.176190476
    [1] => 1.003968254
    [41] => 0.757575758
    [14] => 0.75
    [3] => 0.701623377
    [16] => 0.545634921
    [15] => 0.520634921
    [20] => 0.43016983
    [2] => 0.40952381
    [11] => 0.388344988
    [23] => 0.383867521
    [18] => 0.305637255
    [6] => 0.305147059
)

First-past-the-post

  • 1 22 / 5
  • 2 7
  • 3 1 / 10 / 11 / 13 / 14 / 15 / 16 / 18 / 2 / 20 / 23 / 3 / 41 / 6
Array
(
    [1] => Array
        (
            [5] => 2
            [22] => 2
            [7] => 1
            [10] => 0
            [13] => 0
            [41] => 0
            [1] => 0
            [16] => 0
            [15] => 0
            [20] => 0
            [3] => 0
            [14] => 0
            [11] => 0
            [2] => 0
            [23] => 0
            [6] => 0
            [18] => 0
        )

)

Instant-Runoff - Alternative Vote

  • 1 22
  • 2 5
  • 3 7
  • 4 10
  • 5 13
  • 6 1
  • 7 14
  • 8 3
  • 9 41
  • 10 16
  • 11 15
  • 12 20
  • 13 11
  • 14 2
  • 15 23
  • 16 6
  • 17 18
Array
(
    [majority] => 2.5
    [rounds] => Array
        (
            [1] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [41] => 0
                    [1] => 0
                    [16] => 0
                    [15] => 0
                    [20] => 0
                    [3] => 0
                    [14] => 0
                    [11] => 0
                    [2] => 0
                    [23] => 0
                    [6] => 0
                    [18] => 0
                )

            [2] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [41] => 0
                    [1] => 0
                    [16] => 0
                    [15] => 0
                    [20] => 0
                    [3] => 0
                    [14] => 0
                    [11] => 0
                    [2] => 0
                    [23] => 0
                    [6] => 0
                )

            [3] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [41] => 0
                    [1] => 0
                    [16] => 0
                    [15] => 0
                    [20] => 0
                    [3] => 0
                    [14] => 0
                    [11] => 0
                    [2] => 0
                    [23] => 0
                )

            [4] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [41] => 0
                    [1] => 0
                    [16] => 0
                    [15] => 0
                    [20] => 0
                    [3] => 0
                    [14] => 0
                    [11] => 0
                    [2] => 0
                )

            [5] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [41] => 0
                    [1] => 0
                    [16] => 0
                    [15] => 0
                    [20] => 0
                    [3] => 0
                    [14] => 0
                    [11] => 0
                )

            [6] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [41] => 0
                    [1] => 0
                    [16] => 0
                    [15] => 0
                    [20] => 0
                    [3] => 0
                    [14] => 0
                )

            [7] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [41] => 0
                    [1] => 0
                    [16] => 0
                    [15] => 0
                    [3] => 0
                    [14] => 0
                )

            [8] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [41] => 0
                    [1] => 0
                    [16] => 0
                    [3] => 0
                    [14] => 0
                )

            [9] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [41] => 0
                    [1] => 0
                    [3] => 0
                    [14] => 0
                )

            [10] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [1] => 0
                    [3] => 0
                    [14] => 0
                )

            [11] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [1] => 0
                    [14] => 0
                )

            [12] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                    [1] => 0
                )

            [13] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [13] => 0
                    [7] => 1
                )

            [14] => Array
                (
                    [5] => 2
                    [22] => 2
                    [10] => 0
                    [7] => 1
                )

            [15] => Array
                (
                    [5] => 2
                    [22] => 2
                    [7] => 1
                )

            [16] => Array
                (
                    [5] => 2
                    [22] => 3
                )

        )

)