boys 2004 Indiana                   
 
CHAMPIONSHIP PROBABILITIES
 PR        = Power Ratings
 RPI       = Ratings Percentage Index
 SOS       = Strength of Schedule
 QWF       = Quality Wins Factor
    
                                                     SOS & QWF       SOS & QWF  
                                                    based on PR     based on RPI  Probabilities (%)         
 Rnk Team Name           Conference       W  L     PR   SOS  QWF    RPI  SOS  QWF  Tot    Champ % 
   
   1 Zionsville                          14  4      3    3    3      4    1    3     8     7.00
   2 Culver Military                     24  8      5    7    1      3    6    1    10     2.00
   3 Cathedral                           12  5      1    1    4      2    4    5    11    27.00
   4 Brebeuf Jesuit                      13  5      4    4    5      5    5    4    14     3.00
   5 Carmel                              15  8      2    2    2      1   15    2    18    60.00
   6 Westfield                            9  9      8   11    9      8    2    9    19     0.10
   7 Park Tudor                          11  9      7    8    6      6    8    6    20     0.10
   8 Bishop Luers                         8  9     11    5    7      7    7    7    21     0.10
   9 Concord                              5 10     13    9   13     12    3   13    28     0.10
  10 North Central                        8  6      6   13    8     10   11    8    29     1.00
  11 Bishop Chatard                       5  7     10   10   11     11   10   11    32     0.10
  12 St Joseph South                      7  8      9   12   10      9   16   10    35     0.10
  13 Pike Township                        6 11     12   17   15     15    9   15    39     0.10
  14 Hamilton SouthEa                     2  8     15    6   14     13   13   14    40     0.10
  15 Lafayette                            3  3     14   18   12     14   18   12    44     0.10
  16 Noblesville                          2 12     17   14   17     16   14   17    47     0.10
  17 LaPorte                              1 13     18   15   19     17   12   19    48     0.10
  18 Snider                               1 11     16   16   18     18   17   18    53     0.10
  19 Bloomington                          0  6     19   19   16     19   19   16    54     0.10
 
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