_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