Persisted season-final ratings
Historical Rankings
Each season was rated independently on the same standardized scale. Divisions and Oregon varsity eligibility follow OSAA’s published boys soccer rankings roster for that year; before 2026, OSAA grouped 3A, 2A and 1A. Out-of-state opponents and teams absent from that season’s published roster are omitted. Program strength uses only exact or explicitly mapped identities. See the rating methodology for the 2024 reconstruction.
Compare the 2017 divisions with OSAA’s 2017 boys soccer rankings. Rankings and Power here are Oregon Sports Ranking calculations, not official OSAA rankings.
| Rank | Team | Soccer Division | Division Rank | Games | Power |
|---|---|---|---|---|---|
| #1 | 6A | #1 | 19 | 128.528 | |
| #2 | 6A | #2 | 19 | 123.365 | |
| #3 | 6A | #3 | 17 | 122.666 | |
| #4 | 6A | #4 | 15 | 121.548 | |
| #5 | 6A | #5 | 15 | 120.876 | |
| #6 | 3A/2A/1A | #1 | 18 | 120.580 | |
| #7 | 5A | #1 | 18 | 120.400 | |
| #8 | 6A | #6 | 18 | 120.018 | |
| #9 | 6A | #7 | 15 | 119.844 | |
| #10 | 6A | #8 | 14 | 118.808 | |
| #11 | 6A | #9 | 17 | 118.697 | |
| #12 | 4A | #1 | 17 | 118.270 | |
| #13 | 6A | #10 | 15 | 118.069 | |
| #14 | 6A | #11 | 15 | 117.947 | |
| #15 | 6A | #12 | 15 | 117.614 | |
| #16 | 6A | #13 | 17 | 117.462 | |
| #17 | 5A | #2 | 19 | 117.389 | |
| #18 | 6A | #14 | 16 | 117.144 | |
| #19 | 5A | #3 | 17 | 116.964 | |
| #20 | 6A | #15 | 16 | 116.631 | |
| #21 | 3A/2A/1A | #2 | 18 | 116.629 | |
| #22 | 6A | #16 | 16 | 116.614 | |
| #23 | 6A | #17 | 15 | 116.500 | |
| #24 | 5A | #4 | 15 | 116.347 | |
| #25 | 6A | #18 | 15 | 116.174 | |
| #26 | 5A | #5 | 16 | 116.097 | |
| #27 | 6A | #19 | 17 | 115.991 | |
| #28 | 5A | #6 | 15 | 115.830 | |
| #29 | 5A | #7 | 16 | 115.713 | |
| #30 | 6A | #20 | 15 | 115.437 | |
| #31 | 5A | #8 | 17 | 115.407 | |
| #32 | MA Madison | 6A | #21 | 15 | 115.157 |
| #33 | 6A | #22 | 17 | 114.956 | |
| #34 | 5A | #9 | 16 | 114.936 | |
| #35 | 6A | #23 | 15 | 114.873 | |
| #36 | 6A | #24 | 16 | 114.753 | |
| #37 | 6A | #25 | 15 | 114.632 | |
| #38 | 6A | #26 | 16 | 114.256 | |
| #39 | 4A | #2 | 14 | 114.192 | |
| #40 | 6A | #27 | 14 | 113.960 | |
| #41 | 6A | #28 | 15 | 113.585 | |
| #42 | 5A | #10 | 15 | 113.189 | |
| #43 | 5A | #11 | 17 | 113.138 | |
| #44 | 4A | #3 | 15 | 112.973 | |
| #45 | 6A | #29 | 15 | 112.681 | |
| #46 | 4A | #4 | 16 | 112.549 | |
| #47 | 6A | #30 | 15 | 112.412 | |
| #48 | CE Central | 5A | #12 | 14 | 112.391 |
| #49 | 6A | #31 | 15 | 112.225 | |
| #50 | 4A | #5 | 16 | 111.840 | |
| #51 | 6A | #32 | 14 | 111.760 | |
| #52 | 6A | #33 | 15 | 111.564 | |
| #53 | 4A | #6 | 19 | 111.361 | |
| #54 | 6A | #34 | 10 | 110.843 | |
| #55 | 6A | #35 | 15 | 110.634 | |
| #56 | 5A | #13 | 15 | 110.290 | |
| #57 | 6A | #36 | 14 | 110.076 | |
| #58 | 5A | #14 | 15 | 110.047 | |
| #59 | 3A/2A/1A | #3 | 18 | 109.913 | |
| #60 | 6A | #37 | 14 | 109.726 | |
| #61 | 6A | #38 | 14 | 109.630 | |
| #62 | 5A | #15 | 13 | 109.416 | |
| #63 | 6A | #39 | 14 | 109.349 | |
| #64 | 3A/2A/1A | #4 | 16 | 108.957 | |
| #65 | 4A | #7 | 16 | 108.878 | |
| #66 | 3A/2A/1A | #5 | 15 | 108.553 | |
| #67 | 3A/2A/1A | #6 | 17 | 108.446 | |
| #68 | 6A | #40 | 14 | 107.996 | |
| #69 | 6A | #41 | 14 | 107.736 | |
| #70 | 4A | #8 | 16 | 107.510 | |
| #71 | 5A | #16 | 16 | 107.465 | |
| #72 | 3A/2A/1A | #7 | 17 | 107.389 | |
| #73 | 4A | #9 | 14 | 107.251 | |
| #74 | 6A | #42 | 14 | 107.140 | |
| #75 | 5A | #17 | 14 | 106.972 | |
| #76 | 6A | #43 | 13 | 106.839 | |
| #77 | 4A | #10 | 14 | 106.621 | |
| #78 | 6A | #44 | 14 | 106.067 | |
| #79 | 5A | #18 | 6 | 105.525 | |
| #80 | 5A | #19 | 15 | 105.465 | |
| #81 | 4A | #11 | 16 | 104.910 | |
| #82 | 5A | #20 | 15 | 104.705 | |
| #83 | 4A | #12 | 14 | 104.538 | |
| #84 | 3A/2A/1A | #8 | 13 | 104.526 | |
| #85 | 4A | #13 | 15 | 104.088 | |
| #86 | 4A | #14 | 15 | 103.836 | |
| #87 | 4A | #15 | 16 | 103.077 | |
| #88 | 4A | #16 | 14 | 102.993 | |
| #89 | 4A | #17 | 16 | 102.743 | |
| #90 | 4A | #18 | 14 | 102.624 | |
| #91 | 6A | #45 | 14 | 102.447 | |
| #92 | 3A/2A/1A | #9 | 17 | 102.082 | |
| #93 | 3A/2A/1A | #10 | 17 | 101.766 | |
| #94 | 4A | #19 | 13 | 101.101 | |
| #95 | 5A | #21 | 14 | 101.014 | |
| #96 | 6A | #46 | 14 | 100.848 | |
| #97 | 3A/2A/1A | #11 | 14 | 100.646 | |
| #98 | 4A | #20 | 14 | 100.581 | |
| #99 | 3A/2A/1A | #12 | 18 | 100.419 | |
| #100 | 3A/2A/1A | #13 | 13 | 100.201 | |
| #101 | 3A/2A/1A | #14 | 14 | 100.180 | |
| #102 | 3A/2A/1A | #15 | 15 | 99.850 | |
| #103 | 3A/2A/1A | #16 | 12 | 99.784 | |
| #104 | 6A | #47 | 14 | 99.760 | |
| #105 | 5A | #22 | 15 | 99.673 | |
| #106 | 5A | #23 | 15 | 98.429 | |
| #107 | 5A | #24 | 14 | 98.401 | |
| #108 | 4A | #21 | 15 | 98.237 | |
| #109 | 4A | #22 | 12 | 97.903 | |
| #110 | 5A | #25 | 14 | 97.356 | |
| #111 | 4A | #23 | 14 | 96.088 | |
| #112 | 4A | #24 | 13 | 94.998 | |
| #113 | 3A/2A/1A | #17 | 13 | 94.790 | |
| #114 | 4A | #25 | 13 | 94.561 | |
| #115 | 3A/2A/1A | #18 | 16 | 94.541 | |
| #116 | 3A/2A/1A | #19 | 14 | 93.373 | |
| #117 | 5A | #26 | 14 | 93.198 | |
| #118 | 4A | #26 | 14 | 91.984 | |
| #119 | 3A/2A/1A | #20 | 14 | 90.917 | |
| #120 | 4A | #27 | 13 | 90.839 | |
| #121 | 3A/2A/1A | #21 | 16 | 90.807 | |
| #122 | 5A | #27 | 13 | 90.774 | |
| #123 | 5A | #28 | 14 | 90.359 | |
| #124 | 3A/2A/1A | #22 | 16 | 90.050 | |
| #125 | 4A | #28 | 13 | 89.938 | |
| #126 | 6A | #48 | 14 | 89.349 | |
| #127 | 6A | #49 | 12 | 89.217 | |
| #128 | 5A | #29 | 13 | 89.003 | |
| #129 | 3A/2A/1A | #23 | 13 | 88.841 | |
| #130 | 3A/2A/1A | #24 | 15 | 88.035 | |
| #131 | 3A/2A/1A | #25 | 14 | 87.901 | |
| #132 | 4A | #29 | 14 | 86.842 | |
| #133 | 4A | #30 | 13 | 86.694 | |
| #134 | 3A/2A/1A | #26 | 15 | 86.659 | |
| #135 | 3A/2A/1A | #27 | 14 | 85.994 | |
| #136 | 4A | #31 | 13 | 85.137 | |
| #137 | 3A/2A/1A | #28 | 13 | 84.960 | |
| #138 | 3A/2A/1A | #29 | 12 | 84.909 | |
| #139 | 3A/2A/1A | #30 | 15 | 84.604 | |
| #140 | 4A | #32 | 13 | 84.093 | |
| #141 | 5A | #30 | 13 | 83.605 | |
| #142 | 3A/2A/1A | #31 | 13 | 83.360 | |
| #143 | 4A | #33 | 13 | 83.359 | |
| #144 | 4A | #34 | 14 | 83.228 | |
| #145 | 5A | #31 | 12 | 83.219 | |
| #146 | 3A/2A/1A | #32 | 14 | 83.178 | |
| #147 | 4A | #35 | 12 | 82.834 | |
| #148 | 4A | #36 | 12 | 81.309 | |
| #149 | 3A/2A/1A | #33 | 14 | 80.746 | |
| #150 | 3A/2A/1A | #34 | 15 | 80.241 | |
| #151 | 5A | #32 | 14 | 79.349 | |
| #152 | 3A/2A/1A | #35 | 16 | 79.225 | |
| #153 | 4A | #37 | 12 | 78.529 | |
| #154 | 5A | #33 | 12 | 78.066 | |
| #155 | 3A/2A/1A | #36 | 10 | 77.720 | |
| #156 | 3A/2A/1A | #37 | 14 | 75.560 | |
| #157 | 3A/2A/1A | #38 | 14 | 75.478 | |
| #158 | 4A | #38 | 15 | 75.240 | |
| #159 | 4A | #39 | 14 | 73.715 | |
| #160 | 3A/2A/1A | #39 | 13 | 72.214 | |
| #161 | 3A/2A/1A | #40 | 13 | 70.662 | |
| #162 | 3A/2A/1A | #41 | 11 | 70.385 | |
| #163 | 3A/2A/1A | #42 | 12 | 69.309 | |
| #164 | 3A/2A/1A | #43 | 12 | 62.717 | |
| #165 | 4A | #40 | 14 | 62.369 | |
| #166 | 3A/2A/1A | #44 | 12 | 58.876 | |
| #167 | 3A/2A/1A | #45 | 13 | 57.539 | |
| #168 | 3A/2A/1A | #46 | 13 | 45.707 |