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* [gentoo-dev-announce] Gentoo Council Election Results for term 2015/2016
@ 2015-07-12 16:14 Jorge Manuel B. S. Vicetto
  0 siblings, 0 replies; only message in thread
From: Jorge Manuel B. S. Vicetto @ 2015-07-12 16:14 UTC (permalink / raw
  To: gentoo-project; +Cc: gentoo-dev-announce


[-- Attachment #1.1: Type: text/plain, Size: 1216 bytes --]

Dear Gentoo Community,

Here are your verified and long-awaited results.

The Gentoo Council for the term 2015/2016 will be:

Ulrich Müller (ulm)
Anthony G. Basile (blueness)
Andreas K. Hüttel (dilfridge)
Richard Freeman (rich0)
Kristian Fiskerstrand (k_f)
Justin Lecher (jlec)
William Hubbs (williamh)


Congratulations and good luck!

Full ranked list of candidates:

ulm
blueness dilfridge
rich0
k_f
jlec
williamh
patrick
lu_zero
_reopen_nominations


The master ballot file is attached to this e-mail. Please use the ID
sent to  you in the confirmation email to verify that your vote was
included in the  master ballot file. If you didn't get your ID or you
can't find your vote inside the ballot file, please contact the
election officials (elections@g.o or #gentoo-elections on freenode).

The turnout for this election was 30.638. We received 72 valid votes out
from a total of 235 eligible voters. There were 2 ballots that weren't
submitted and thus didn't count.

Thank you all for participating in this election by nominating,
accepting to run and voting on this election.

On behalf of the election officials,

Jorge Manuel B. S. Vicetto
Gentoo Developer

[-- Attachment #1.2: master-council-201506.txt --]
[-- Type: text/plain, Size: 8510 bytes --]

--------- confirmation 29a5 ---------
rich0
dilfridge
williamh
jlec
blueness
k_f
_reopen_nominations
ulm
lu_zero
patrick
--------- confirmation 2a45 ---------
ulm
williamh blueness
rich0 jlec k_f
dilfridge
lu_zero patrick
_reopen_nominations
--------- confirmation 2ba1 ---------
patrick
dilfridge ulm lu_zero blueness
k_f jlec
_reopen_nominations
williamh rich0
--------- confirmation 2f1f ---------
patrick
k_f
_reopen_nominations
ulm blueness lu_zero williamh dilfridge rich0 jlec
--------- confirmation 32df ---------
rich0
ulm
jlec
dilfridge
blueness
williamh
k_f
lu_zero
patrick
--------- confirmation 346f ---------
rich0
ulm
k_f
dilfridge
jlec
williamh
blueness
lu_zero
patrick
_reopen_nominations
--------- confirmation 38a4 ---------
k_f williamh ulm dilfridge blueness rich0 jlec
lu_zero
patrick
_reopen_nominations
--------- confirmation 3d1b ---------
ulm blueness lu_zero
rich0 williamh
patrick
dilfridge jlec
k_f
_reopen_nominations
--------- confirmation 3f9d ---------
patrick rich0 blueness dilfridge
jlec k_f
_reopen_nominations
williamh
ulm
lu_zero
--------- confirmation 43a1 ---------
blueness
k_f
jlec patrick
dilfridge
rich0
williamh
ulm
lu_zero
_reopen_nominations
--------- confirmation 43f3 ---------
williamh ulm dilfridge rich0 blueness
jlec
_reopen_nominations
patrick lu_zero k_f
--------- confirmation 446e ---------
ulm jlec blueness williamh lu_zero
k_f patrick dilfridge rich0
--------- confirmation 467a ---------
_reopen_nominations
dilfridge k_f rich0 williamh ulm patrick lu_zero blueness jlec
--------- confirmation 4c23 ---------
dilfridge
ulm
blueness
rich0
k_f
_reopen_nominations
williamh
jlec
patrick
lu_zero
--------- confirmation 07b1 ---------
jlec ulm
dilfridge rich0 lu_zero patrick
k_f williamh blueness
--------- confirmation 55b1 ---------
ulm dilfridge williamh blueness rich0
k_f
jlec
_reopen_nominations
lu_zero
patrick
--------- confirmation 571d ---------
dilfridge
jlec
williamh
patrick
lu_zero
k_f
ulm
blueness
rich0
_reopen_nominations
--------- confirmation 5cce ---------
ulm
dilfridge
rich0
blueness
jlec
williamh
k_f
patrick
lu_zero
_reopen_nominations
--------- confirmation 5e02 ---------
jlec blueness
williamh
patrick
_reopen_nominations
rich0 k_f lu_zero ulm dilfridge
--------- confirmation 62f8 ---------
jlec blueness ulm
williamh lu_zero
dilfridge
patrick rich0 k_f
_reopen_nominations
--------- confirmation 0a2d ---------
williamh
jlec
blueness
dilfridge
k_f
rich0
ulm
_reopen_nominations
patrick
lu_zero
--------- confirmation 66b7 ---------
k_f
ulm
lu_zero
dilfridge
williamh
rich0
blueness
jlec
_reopen_nominations
patrick
--------- confirmation 6a0e ---------
blueness
k_f
patrick
williamh
ulm
jlec
dilfridge
rich0
lu_zero
_reopen_nominations
--------- confirmation 6a14 ---------
blueness ulm dilfridge jlec
williamh
k_f
lu_zero
_reopen_nominations
rich0 patrick
--------- confirmation 71db ---------
ulm
williamh
blueness
dilfridge
rich0
patrick
lu_zero
k_f
jlec
_reopen_nominations
--------- confirmation 7892 ---------
ulm
rich0
patrick
k_f
lu_zero
blueness
_reopen_nominations
williamh
jlec
dilfridge
--------- confirmation 798b ---------
blueness
k_f dilfridge ulm jlec
rich0 williamh patrick
lu_zero
_reopen_nominations
--------- confirmation 799d ---------
ulm
williamh
k_f
dilfridge
blueness
jlec
_reopen_nominations
rich0
patrick lu_zero
--------- confirmation 7ce7 ---------
rich0 blueness k_f dilfridge ulm
williamh jlec
_reopen_nominations
lu_zero patrick
--------- confirmation 7e6d ---------
jlec
dilfridge
ulm
rich0
williamh
k_f
patrick
blueness
lu_zero
_reopen_nominations
--------- confirmation 82bd ---------
k_f
lu_zero patrick
williamh dilfridge ulm rich0 jlec blueness
_reopen_nominations
--------- confirmation 83c7 ---------
rich0
jlec
blueness ulm
williamh dilfridge k_f
lu_zero patrick
_reopen_nominations
--------- confirmation 879c ---------
blueness
rich0
k_f
williamh
jlec lu_zero
patrick dilfridge ulm
_reopen_nominations
--------- confirmation 8bcf ---------
patrick
blueness
dilfridge
k_f
lu_zero
jlec
ulm
rich0
_reopen_nominations
williamh
--------- confirmation 0e1a ---------
k_f
rich0
ulm
williamh
patrick
lu_zero
blueness jlec dilfridge
_reopen_nominations
--------- confirmation 902b ---------
jlec
rich0
dilfridge
ulm
patrick
_reopen_nominations
lu_zero
blueness
williamh
k_f
--------- confirmation 90c7 ---------
rich0 ulm
--------- confirmation 9b5e ---------
jlec dilfridge rich0
k_f williamh lu_zero
ulm blueness
_reopen_nominations
patrick
--------- confirmation 9ba9 ---------
rich0 blueness dilfridge ulm patrick
lu_zero
_reopen_nominations
k_f williamh jlec
--------- confirmation 106b ---------
rich0 ulm
jlec
patrick
blueness
dilfridge
lu_zero
k_f
williamh
_reopen_nominations
--------- confirmation a8d0 ---------
patrick
lu_zero
dilfridge
blueness
jlec
k_f
rich0
_reopen_nominations
--------- confirmation ab11 ---------
rich0
dilfridge
ulm
k_f
blueness
williamh
jlec
patrick
lu_zero
_reopen_nominations
--------- confirmation aba0 ---------
ulm
rich0
k_f
williamh
dilfridge
jlec
blueness
lu_zero
patrick
_reopen_nominations
--------- confirmation b31a ---------
blueness
williamh
lu_zero
patrick
dilfridge
rich0
ulm
jlec
_reopen_nominations
k_f
--------- confirmation ba11 ---------
patrick
blueness dilfridge
k_f
lu_zero ulm rich0 jlec
_reopen_nominations
williamh
--------- confirmation 1324 ---------
_reopen_nominations
ulm dilfridge blueness williamh
rich0 k_f jlec
lu_zero
patrick
--------- confirmation ca42 ---------
dilfridge
ulm rich0 k_f blueness jlec
patrick
_reopen_nominations
williamh lu_zero
--------- confirmation cd89 ---------
ulm k_f jlec rich0 williamh lu_zero blueness patrick dilfridge
_reopen_nominations
--------- confirmation cde0 ---------
jlec k_f
blueness rich0 ulm dilfridge
patrick williamh
lu_zero
_reopen_nominations
--------- confirmation d1f0 ---------
dilfridge
ulm
williamh
jlec
rich0
blueness
patrick k_f lu_zero
_reopen_nominations
--------- confirmation d49e ---------
ulm
k_f
blueness
dilfridge
rich0
jlec
patrick
lu_zero
williamh
_reopen_nominations
--------- confirmation 1570 ---------
rich0
ulm
dilfridge
williamh
blueness
k_f jlec
lu_zero
_reopen_nominations
patrick
--------- confirmation d85b ---------
ulm
dilfridge
rich0
patrick
lu_zero
k_f
blueness
jlec
williamh
_reopen_nominations
--------- confirmation dc2a ---------
k_f rich0 williamh dilfridge blueness jlec ulm
--------- confirmation dd24 ---------
dilfridge ulm
rich0
jlec williamh
blueness
lu_zero k_f patrick
_reopen_nominations
--------- confirmation dd45 ---------
ulm
blueness
dilfridge
k_f
jlec
patrick
lu_zero
rich0
williamh
_reopen_nominations
--------- confirmation 163c ---------
lu_zero blueness
k_f rich0 jlec dilfridge
ulm
patrick
williamh
_reopen_nominations
--------- confirmation dee5 ---------
blueness
ulm
jlec
rich0
patrick
dilfridge
k_f lu_zero williamh
_reopen_nominations
--------- confirmation e33a ---------
patrick rich0 jlec ulm dilfridge williamh lu_zero blueness k_f
_reopen_nominations
--------- confirmation e43b ---------
ulm
blueness
lu_zero
rich0
jlec patrick williamh
_reopen_nominations
dilfridge
k_f
--------- confirmation e628 ---------
blueness rich0 dilfridge patrick williamh ulm
k_f
jlec
_reopen_nominations
lu_zero
--------- confirmation e710 ---------
k_f dilfridge
williamh ulm blueness
patrick
lu_zero
rich0 jlec
_reopen_nominations
--------- confirmation e7ba ---------
rich0
dilfridge
blueness
ulm
lu_zero
patrick
k_f
jlec
williamh
_reopen_nominations
--------- confirmation ead6 ---------
ulm blueness dilfridge
k_f williamh rich0
lu_zero jlec
patrick
_reopen_nominations
--------- confirmation 17d6 ---------
jlec k_f williamh
blueness dilfridge
patrick rich0
ulm
lu_zero
_reopen_nominations
--------- confirmation f2bc ---------
patrick
lu_zero blueness ulm williamh
k_f dilfridge jlec rich0
_reopen_nominations
--------- confirmation fbeb ---------
patrick ulm
k_f rich0 williamh
dilfridge
blueness
jlec
lu_zero
--------- confirmation fc9e ---------
ulm williamh jlec rich0 blueness dilfridge
k_f
_reopen_nominations
patrick lu_zero
--------- confirmation fddd ---------
patrick ulm blueness rich0 williamh dilfridge jlec
lu_zero k_f
_reopen_nominations
--------- confirmation 02f6 ---------
lu_zero
ulm williamh
patrick
jlec
blueness
rich0
dilfridge
k_f
_reopen_nominations
--------- confirmation 21db ---------
dilfridge
rich0 williamh blueness
k_f
lu_zero jlec ulm
_reopen_nominations
patrick
--------- confirmation 240a ---------
blueness
k_f
dilfridge
ulm
jlec
rich0
williamh lu_zero patrick
_reopen_nominations

[-- Attachment #1.3: council-201506-results.txt --]
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_reopen_nominations
blueness
dilfridge
lu_zero
patrick
rich0
williamh

                     _reop  bluen  dilfr   jlec    k_f  lu_ze  patri  rich0    ulm  willi
_reopen_nominations    ***      4      6      6      8     16     15      7      7     13
           blueness     67    ***     24     39     45     51     47     32     18     35
          dilfridge     65     24    ***     35     41     50     42     30     22     38
               jlec     65     17     20    ***     26     44     44     23     16     29
                k_f     63     18     17     28    ***     43     38     21     21     29
            lu_zero     54     11     14     18     18    ***     22     17      9     19
            patrick     55     17     19     21     25     34    ***     16     14     23
              rich0     65     22     20     32     35     48     43    ***     19     36
                ulm     65     27     27     39     42     52     50     33    ***     42
           williamh     58     17     19     27     29     41     39     18     12    ***

option _reopen_nominations is eliminated (blueness trans-defeats _reopen_nominations, and _reopen_nominations does not trans-defeat blueness)
option blueness is eliminated (ulm trans-defeats blueness, and blueness does not trans-defeat ulm)
option dilfridge is eliminated (ulm trans-defeats dilfridge, and dilfridge does not trans-defeat ulm)
option jlec is eliminated (blueness trans-defeats jlec, and jlec does not trans-defeat blueness)
option k_f is eliminated (blueness trans-defeats k_f, and k_f does not trans-defeat blueness)
option lu_zero is eliminated (blueness trans-defeats lu_zero, and lu_zero does not trans-defeat blueness)
option patrick is eliminated (blueness trans-defeats patrick, and patrick does not trans-defeat blueness)
option rich0 is eliminated (blueness trans-defeats rich0, and rich0 does not trans-defeat blueness)
option williamh is eliminated (blueness trans-defeats williamh, and williamh does not trans-defeat blueness)
the Schwartz set is {ulm}

result: option ulm wins

*** Running another pass to find the next winners... ***

                     _reop  bluen  dilfr   jlec    k_f  lu_ze  patri  rich0    ulm  willi
_reopen_nominations    ***      4      6      6      8     16     15      7      7     13
           blueness     67    ***     24     39     45     51     47     32     18     35
          dilfridge     65     24    ***     35     41     50     42     30     22     38
               jlec     65     17     20    ***     26     44     44     23     16     29
                k_f     63     18     17     28    ***     43     38     21     21     29
            lu_zero     54     11     14     18     18    ***     22     17      9     19
            patrick     55     17     19     21     25     34    ***     16     14     23
              rich0     65     22     20     32     35     48     43    ***     19     36
                ulm     -1     -1     -1     -1     -1     -1     -1     -1    +++     -1
           williamh     58     17     19     27     29     41     39     18     12    ***

option _reopen_nominations is eliminated (blueness trans-defeats _reopen_nominations, and _reopen_nominations does not trans-defeat blueness)
option jlec is eliminated (blueness trans-defeats jlec, and jlec does not trans-defeat blueness)
option k_f is eliminated (blueness trans-defeats k_f, and k_f does not trans-defeat blueness)
option lu_zero is eliminated (blueness trans-defeats lu_zero, and lu_zero does not trans-defeat blueness)
option patrick is eliminated (blueness trans-defeats patrick, and patrick does not trans-defeat blueness)
option rich0 is eliminated (blueness trans-defeats rich0, and rich0 does not trans-defeat blueness)
option williamh is eliminated (blueness trans-defeats williamh, and williamh does not trans-defeat blueness)
the Schwartz set is {blueness, dilfridge}

result: tie between options blueness, dilfridge

*** Running another pass to find the next winners... ***

                     _reop  bluen  dilfr   jlec    k_f  lu_ze  patri  rich0    ulm  willi
_reopen_nominations    ***      4      6      6      8     16     15      7      7     13
           blueness     -1    +++     -1     -1     -1     -1     -1     -1     -1     -1
          dilfridge     -1     -1    +++     -1     -1     -1     -1     -1     -1     -1
               jlec     65     17     20    ***     26     44     44     23     16     29
                k_f     63     18     17     28    ***     43     38     21     21     29
            lu_zero     54     11     14     18     18    ***     22     17      9     19
            patrick     55     17     19     21     25     34    ***     16     14     23
              rich0     65     22     20     32     35     48     43    ***     19     36
                ulm     -1     -1     -1     -1     -1     -1     -1     -1    +++     -1
           williamh     58     17     19     27     29     41     39     18     12    ***

option _reopen_nominations is eliminated (jlec trans-defeats _reopen_nominations, and _reopen_nominations does not trans-defeat jlec)
option jlec is eliminated (k_f trans-defeats jlec, and jlec does not trans-defeat k_f)
option k_f is eliminated (rich0 trans-defeats k_f, and k_f does not trans-defeat rich0)
option lu_zero is eliminated (jlec trans-defeats lu_zero, and lu_zero does not trans-defeat jlec)
option patrick is eliminated (jlec trans-defeats patrick, and patrick does not trans-defeat jlec)
option williamh is eliminated (jlec trans-defeats williamh, and williamh does not trans-defeat jlec)
the Schwartz set is {rich0}

result: option rich0 wins

*** Running another pass to find the next winners... ***

                     _reop  bluen  dilfr   jlec    k_f  lu_ze  patri  rich0    ulm  willi
_reopen_nominations    ***      4      6      6      8     16     15      7      7     13
           blueness     -1    +++     -1     -1     -1     -1     -1     -1     -1     -1
          dilfridge     -1     -1    +++     -1     -1     -1     -1     -1     -1     -1
               jlec     65     17     20    ***     26     44     44     23     16     29
                k_f     63     18     17     28    ***     43     38     21     21     29
            lu_zero     54     11     14     18     18    ***     22     17      9     19
            patrick     55     17     19     21     25     34    ***     16     14     23
              rich0     -1     -1     -1     -1     -1     -1     -1    +++     -1     -1
                ulm     -1     -1     -1     -1     -1     -1     -1     -1    +++     -1
           williamh     58     17     19     27     29     41     39     18     12    ***

option _reopen_nominations is eliminated (jlec trans-defeats _reopen_nominations, and _reopen_nominations does not trans-defeat jlec)
option jlec is eliminated (k_f trans-defeats jlec, and jlec does not trans-defeat k_f)
option lu_zero is eliminated (jlec trans-defeats lu_zero, and lu_zero does not trans-defeat jlec)
option patrick is eliminated (jlec trans-defeats patrick, and patrick does not trans-defeat jlec)
option williamh is eliminated (jlec trans-defeats williamh, and williamh does not trans-defeat jlec)
the Schwartz set is {k_f}

result: option k_f wins

*** Running another pass to find the next winners... ***

                     _reop  bluen  dilfr   jlec    k_f  lu_ze  patri  rich0    ulm  willi
_reopen_nominations    ***      4      6      6      8     16     15      7      7     13
           blueness     -1    +++     -1     -1     -1     -1     -1     -1     -1     -1
          dilfridge     -1     -1    +++     -1     -1     -1     -1     -1     -1     -1
               jlec     65     17     20    ***     26     44     44     23     16     29
                k_f     -1     -1     -1     -1    +++     -1     -1     -1     -1     -1
            lu_zero     54     11     14     18     18    ***     22     17      9     19
            patrick     55     17     19     21     25     34    ***     16     14     23
              rich0     -1     -1     -1     -1     -1     -1     -1    +++     -1     -1
                ulm     -1     -1     -1     -1     -1     -1     -1     -1    +++     -1
           williamh     58     17     19     27     29     41     39     18     12    ***

option _reopen_nominations is eliminated (jlec trans-defeats _reopen_nominations, and _reopen_nominations does not trans-defeat jlec)
option lu_zero is eliminated (jlec trans-defeats lu_zero, and lu_zero does not trans-defeat jlec)
option patrick is eliminated (jlec trans-defeats patrick, and patrick does not trans-defeat jlec)
option williamh is eliminated (jlec trans-defeats williamh, and williamh does not trans-defeat jlec)
the Schwartz set is {jlec}

result: option jlec wins

*** Running another pass to find the next winners... ***

                     _reop  bluen  dilfr   jlec    k_f  lu_ze  patri  rich0    ulm  willi
_reopen_nominations    ***      4      6      6      8     16     15      7      7     13
           blueness     -1    +++     -1     -1     -1     -1     -1     -1     -1     -1
          dilfridge     -1     -1    +++     -1     -1     -1     -1     -1     -1     -1
               jlec     -1     -1     -1    +++     -1     -1     -1     -1     -1     -1
                k_f     -1     -1     -1     -1    +++     -1     -1     -1     -1     -1
            lu_zero     54     11     14     18     18    ***     22     17      9     19
            patrick     55     17     19     21     25     34    ***     16     14     23
              rich0     -1     -1     -1     -1     -1     -1     -1    +++     -1     -1
                ulm     -1     -1     -1     -1     -1     -1     -1     -1    +++     -1
           williamh     58     17     19     27     29     41     39     18     12    ***

option _reopen_nominations is eliminated (lu_zero trans-defeats _reopen_nominations, and _reopen_nominations does not trans-defeat lu_zero)
option lu_zero is eliminated (patrick trans-defeats lu_zero, and lu_zero does not trans-defeat patrick)
option patrick is eliminated (williamh trans-defeats patrick, and patrick does not trans-defeat williamh)
the Schwartz set is {williamh}

result: option williamh wins

*** Running another pass to find the next winners... ***

                     _reop  bluen  dilfr   jlec    k_f  lu_ze  patri  rich0    ulm  willi
_reopen_nominations    ***      4      6      6      8     16     15      7      7     13
           blueness     -1    +++     -1     -1     -1     -1     -1     -1     -1     -1
          dilfridge     -1     -1    +++     -1     -1     -1     -1     -1     -1     -1
               jlec     -1     -1     -1    +++     -1     -1     -1     -1     -1     -1
                k_f     -1     -1     -1     -1    +++     -1     -1     -1     -1     -1
            lu_zero     54     11     14     18     18    ***     22     17      9     19
            patrick     55     17     19     21     25     34    ***     16     14     23
              rich0     -1     -1     -1     -1     -1     -1     -1    +++     -1     -1
                ulm     -1     -1     -1     -1     -1     -1     -1     -1    +++     -1
           williamh     -1     -1     -1     -1     -1     -1     -1     -1     -1    +++

option _reopen_nominations is eliminated (lu_zero trans-defeats _reopen_nominations, and _reopen_nominations does not trans-defeat lu_zero)
option lu_zero is eliminated (patrick trans-defeats lu_zero, and lu_zero does not trans-defeat patrick)
the Schwartz set is {patrick}

result: option patrick wins

*** Running another pass to find the next winners... ***

                     _reop  bluen  dilfr   jlec    k_f  lu_ze  patri  rich0    ulm  willi
_reopen_nominations    ***      4      6      6      8     16     15      7      7     13
           blueness     -1    +++     -1     -1     -1     -1     -1     -1     -1     -1
          dilfridge     -1     -1    +++     -1     -1     -1     -1     -1     -1     -1
               jlec     -1     -1     -1    +++     -1     -1     -1     -1     -1     -1
                k_f     -1     -1     -1     -1    +++     -1     -1     -1     -1     -1
            lu_zero     54     11     14     18     18    ***     22     17      9     19
            patrick     -1     -1     -1     -1     -1     -1    +++     -1     -1     -1
              rich0     -1     -1     -1     -1     -1     -1     -1    +++     -1     -1
                ulm     -1     -1     -1     -1     -1     -1     -1     -1    +++     -1
           williamh     -1     -1     -1     -1     -1     -1     -1     -1     -1    +++

option _reopen_nominations is eliminated (lu_zero trans-defeats _reopen_nominations, and _reopen_nominations does not trans-defeat lu_zero)
the Schwartz set is {lu_zero}

result: option lu_zero wins

*** Running another pass to find the next winners... ***

                     _reop  bluen  dilfr   jlec    k_f  lu_ze  patri  rich0    ulm  willi
_reopen_nominations    ***      4      6      6      8     16     15      7      7     13
           blueness     -1    +++     -1     -1     -1     -1     -1     -1     -1     -1
          dilfridge     -1     -1    +++     -1     -1     -1     -1     -1     -1     -1
               jlec     -1     -1     -1    +++     -1     -1     -1     -1     -1     -1
                k_f     -1     -1     -1     -1    +++     -1     -1     -1     -1     -1
            lu_zero     -1     -1     -1     -1     -1    +++     -1     -1     -1     -1
            patrick     -1     -1     -1     -1     -1     -1    +++     -1     -1     -1
              rich0     -1     -1     -1     -1     -1     -1     -1    +++     -1     -1
                ulm     -1     -1     -1     -1     -1     -1     -1     -1    +++     -1
           williamh     -1     -1     -1     -1     -1     -1     -1     -1     -1    +++

the Schwartz set is {_reopen_nominations}

result: option _reopen_nominations wins

*** Finished ranking candidates ***

Final ranked list:
ulm
blueness dilfridge
rich0
k_f
jlec
williamh
patrick
lu_zero
_reopen_nominations

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2015-07-12 16:14 [gentoo-dev-announce] Gentoo Council Election Results for term 2015/2016 Jorge Manuel B. S. Vicetto

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