College Football · 2026 · Week 1
StatboyPower Rankings.
What it's based on
Who is the best team right now?
How well each team plays on every snap, not its record. The computer measures offense and defense play by play (points added per play and success rate), adjusts every number for the quality of the opponent and its conference, and adds special teams (field goals and punting) plus a small credit for Record Strength. Blowout garbage time is thrown out. Last season's numbers count a little early in the year and are gone by Week 8.
- Points added per play
- Success rate
- Opponent adjusted
- Special teams
- Record Strength
- No garbage time
100% computer. No human votes or hand adjustments. Results through games of September 7. Updated every morning.
| Team | Move | Compare | Last Wk | |||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 1 | — | Compare | +16.3 | — | +29.2#1 | +9.7#2 | +6.5#11 | +0.1#70 | 0.0#50 | 0.30 | -0.02 | 48% | 36% | |
| 2 | — | Compare | +15.3 | — | +26.6#5 | +9.4#3 | +5.3#17 | +0.6#31 | 0.0#75 | 0.28 | 0.01 | 50% | 36% | |
| 3 | — | Compare | +15.3 | — | +26.9#2 | +8.3#7 | +6.6#9 | +0.4#47 | +0.1#36 | 0.26 | -0.01 | 48% | 34% | |
| 4 | — | Compare | +15.0 | — | +26.7#3 | +6.7#17 | +8.1#3 | +0.2#66 | +0.1#11 | 0.26 | -0.07 | 44% | 36% | |
| 5 | — | Compare | +15.0 | — | +26.7#4 | +8.0#8 | +6.7#8 | +0.2#65 | +0.1#14 | 0.27 | -0.03 | 47% | 36% | |
| 6 | — | Compare | +14.2 | — | +24.9#7 | +11.8#1 | +2.0#49 | +0.3#52 | +0.1#6 | 0.29 | 0.07 | 54% | 39% | |
| 7 | — | Compare | +14.1 | — | +22.6#10 | +6.3#21 | +6.1#12 | +1.6#5 | 0.0#42 | 0.21 | -0.06 | 47% | 40% | |
| 8 | — | Compare | +13.4 | — | +25.8#6 | +4.4#32 | +9.8#1 | -1.0#134 | +0.1#25 | 0.17 | -0.08 | 47% | 33% | |
| 9 | — | Compare | +13.2 | — | +23.1#8 | +6.0#25 | +6.7#7 | +0.5#38 | 0.0#81 | 0.20 | -0.01 | 47% | 34% | |
| 10 | — | Compare | +13.0 | — | +22.2#12 | +8.8#4 | +3.4#33 | +0.6#28 | +0.1#9 | 0.31 | 0.04 | 44% | 39% | |
| 11 | — | Compare | +12.8 | — | +23.0#9 | +7.8#11 | +4.9#19 | +0.1#79 | 0.0#57 | 0.28 | 0.02 | 45% | 36% | |
| 12 | — | Compare | +12.0 | — | +20.7#14 | +2.2#57 | +9.3#2 | +0.6#29 | 0.0#52 | 0.14 | -0.13 | 43% | 39% | |
| 13 | — | Compare | +12.0 | — | +22.5#11 | +7.7#12 | +4.8#20 | -0.5#118 | 0.0#39 | 0.23 | 0.03 | 49% | 36% | |
| 14 | — | Compare | +11.9 | — | +22.0#13 | +8.7#5 | +3.5#30 | -0.4#109 | +0.1#17 | 0.27 | 0.02 | 48% | 39% | |
| 15 | — | Compare | +11.6 | — | +20.5#15 | +4.3#33 | +7.0#6 | +0.3#57 | 0.0#84 | 0.18 | -0.06 | 45% | 38% | |
| 16 | — | Compare | +11.5 | — | +19.5#18 | +4.3#35 | +6.5#10 | +0.8#22 | 0.0#44 | 0.19 | 0.01 | 44% | 33% | |
| 17 | — | Compare | +11.2 | — | +19.5#17 | +7.4#13 | +3.3#35 | +0.3#50 | +0.1#26 | 0.22 | 0.07 | 49% | 35% | |
| 18 | — | Compare | +10.6 | — | +18.8#20 | +7.9#9 | +2.5#44 | +0.1#72 | +0.1#27 | 0.27 | 0.07 | 46% | 38% | |
| 19 | — | Compare | +10.4 | — | +16.4#27 | +7.8#10 | +1.2#64 | +1.3#8 | 0.0#45 | 0.31 | 0.07 | 42% | 40% | |
| 20 | — | Compare | +10.4 | — | +20.0#16 | +7.3#14 | +3.7#27 | -0.7#123 | 0.0#46 | 0.21 | 0.03 | 50% | 38% | |
| 21 | — | Compare | +10.2 | — | +18.2#21 | +7.0#16 | +3.0#38 | +0.1#73 | +0.1#29 | 0.23 | 0.03 | 48% | 40% | |
| 22 | — | Compare | +10.2 | — | +18.0#22 | +8.4#6 | +1.5#57 | +0.1#81 | +0.2#2 | 0.28 | 0.07 | 46% | 40% | |
| 23 | — | Compare | +10.1 | — | +19.4#19 | +7.3#15 | +3.4#34 | -0.7#127 | +0.1#8 | 0.23 | 0.04 | 49% | 39% | |
| 24 | — | Compare | +10.0 | — | +17.1#23 | +6.0#24 | +3.4#32 | +0.4#42 | +0.1#22 | 0.23 | 0.01 | 45% | 41% | |
| 25 | — | Compare | +9.6 | — | +16.7#24 | +6.5#20 | +2.8#39 | +0.3#58 | +0.1#10 | 0.27 | 0.04 | 42% | 40% | |
| 26 | — | Compare | +9.4 | — | +16.6#25 | +1.9#63 | +7.3#4 | +0.2#60 | 0.0#69 | 0.10 | -0.04 | 46% | 35% | |
| 27 | — | Compare | +9.4 | — | +12.7#34 | +6.6#18 | +0.4#75 | +2.4#1 | 0.0#85 | 0.20 | 0.12 | 49% | 38% | |
| 28 | — | Compare | +9.3 | — | +14.0#30 | +2.2#55 | +5.5#13 | +1.6#4 | 0.0#60 | 0.14 | -0.00 | 44% | 37% | |
| 29 | — | Compare | +9.0 | — | +16.2#28 | +4.7#31 | +4.3#24 | 0.0#84 | 0.0#72 | 0.15 | 0.00 | 48% | 40% | |
| 30 | — | Compare | +8.7 | — | +14.6#29 | +6.5#19 | +1.5#58 | +0.5#33 | 0.0#38 | 0.19 | 0.05 | 50% | 42% | |
| 31 | — | Compare | +8.6 | — | +16.6#26 | +3.8#41 | +5.4#15 | -0.7#126 | +0.2#3 | 0.18 | -0.01 | 44% | 38% | |
| 32 | — | Compare | +8.0 | — | +11.5#37 | +5.0#29 | +1.3#62 | +1.7#3 | 0.0#78 | 0.18 | 0.13 | 47% | 35% | |
| 33 | — | Compare | +7.6 | — | +12.4#35 | +6.3#22 | +0.6#74 | +0.5#34 | +0.2#1 | 0.21 | 0.09 | 47% | 41% | |
| 34 | — | Compare | +7.4 | — | +13.4#32 | +4.3#34 | +3.1#37 | -0.1#93 | +0.1#24 | 0.20 | 0.05 | 43% | 38% | |
| 35 | — | Compare | +7.4 | — | +13.7#31 | +4.0#38 | +3.6#28 | -0.2#102 | 0.0#56 | 0.21 | 0.00 | 42% | 41% | |
| 36 | — | Compare | +7.2 | — | +12.8#33 | -0.1#91 | +7.2#5 | 0.0#87 | +0.1#19 | 0.13 | -0.06 | 39% | 37% | |
| 37 | — | Compare | +7.1 | — | +10.7#39 | +5.2#28 | +0.7#72 | +1.2#12 | 0.0#53 | 0.19 | 0.11 | 47% | 39% | |
| 38 | — | Compare | +7.0 | — | +12.0#36 | +3.9#39 | +2.7#40 | +0.3#51 | 0.0#79 | 0.19 | 0.08 | 43% | 36% | |
| 39 | — | Compare | +6.9 | — | +10.6#40 | +2.3#54 | +3.6#29 | +1.0#14 | 0.0#66 | 0.15 | 0.06 | 43% | 36% | |
| 40 | — | Compare | +6.4 | — | +8.6#50 | +3.1#47 | +1.7#56 | +1.7#2 | 0.0#82 | 0.16 | 0.11 | 44% | 36% | |
| 41 | — | Compare | +6.2 | — | +9.7#46 | +3.7#42 | +1.7#55 | +0.8#20 | 0.0#40 | 0.19 | 0.07 | 43% | 40% | |
| 42 | — | Compare | +6.2 | — | +11.0#38 | +4.1#37 | +2.0#48 | +0.4#46 | -0.3#108 | 0.19 | 0.04 | 44% | 42% | |
| 43 | — | Compare | +6.2 | — | +10.1#42 | +4.2#36 | +1.4#60 | +0.5#36 | +0.1#28 | 0.20 | 0.08 | 42% | 39% | |
| 44 | — | Compare | +6.1 | — | +9.9#45 | +2.9#49 | +2.5#43 | +0.7#26 | 0.0#71 | 0.19 | 0.09 | 40% | 36% | |
| 45 | — | Compare | +6.0 | — | +8.6#49 | -0.7#96 | +5.5#14 | +1.2#9 | 0.0#77 | 0.06 | 0.01 | 43% | 35% | |
| 46 | — | Compare | +5.5 | — | +9.2#48 | +6.1#23 | -1.1#97 | +0.4#48 | +0.1#33 | 0.22 | 0.14 | 46% | 41% | |
| 47 | — | Compare | +5.5 | — | +7.2#55 | +1.7#66 | +2.3#46 | +1.4#6 | +0.1#23 | 0.17 | 0.05 | 39% | 40% | |
| 48 | — | Compare | +5.4 | — | +10.1#43 | +2.9#48 | +2.6#42 | -0.2#97 | 0.0#59 | 0.14 | 0.09 | 46% | 36% | |
| 49 | — | Compare | +5.2 | — | +7.1#57 | +2.2#56 | +1.7#54 | +1.2#10 | +0.1#13 | 0.16 | 0.04 | 41% | 42% | |
| 50 | — | Compare | +5.2 | — | +10.0#44 | +3.1#46 | +2.4#45 | -0.4#113 | +0.1#16 | 0.17 | 0.04 | 43% | 40% | |
| 51 | — | Compare | +5.2 | — | +9.6#47 | +0.7#78 | +4.6#22 | +0.2#67 | -0.3#111 | 0.12 | 0.02 | 42% | 37% | |
| 52 | — | Compare | +4.6 | — | +10.3#41 | +0.3#81 | +5.4#16 | -0.7#125 | -0.4#125 | 0.12 | 0.01 | 40% | 36% | |
| 53 | — | Compare | +4.5 | — | +8.5#51 | -0.4#95 | +5.2#18 | -0.3#104 | 0.0#41 | 0.08 | -0.00 | 42% | 37% | |
| 54 | — | Compare | +4.3 | — | +7.5#53 | +1.9#62 | +2.2#47 | +0.2#64 | 0.0#68 | 0.13 | 0.09 | 43% | 37% | |
| 55 | — | Compare | +4.2 | — | +7.8#52 | +5.0#30 | -0.7#93 | -0.2#99 | 0.0#37 | 0.20 | 0.13 | 45% | 40% | |
| 56 | — | Compare | +4.1 | — | +6.2#61 | -0.4#94 | +3.9#26 | +0.7#25 | 0.0#47 | 0.10 | 0.03 | 40% | 38% | |
| 57 | — | Compare | +3.9 | — | +5.4#63 | +1.0#76 | +2.0#51 | +0.8#18 | +0.1#21 | 0.15 | 0.05 | 39% | 41% | |
| 58 | — | Compare | +3.9 | — | +6.5#60 | +3.7#43 | -0.1#82 | +0.3#55 | 0.0#70 | 0.15 | 0.10 | 46% | 42% | |
| 59 | — | Compare | +3.8 | — | +7.2#54 | -0.2#93 | +4.2#25 | -0.3#105 | +0.1#4 | 0.09 | 0.04 | 42% | 37% | |
| 60 | — | Compare | +3.6 | — | +6.5#59 | -1.1#99 | +4.6#21 | 0.0#92 | 0.0#55 | 0.12 | -0.01 | 37% | 39% | |
| 61 | — | Compare | +3.4 | — | +6.2#62 | +3.5#45 | -0.1#83 | 0.0#88 | 0.0#49 | 0.14 | 0.08 | 46% | 43% | |
| 62 | — | Compare | +3.4 | — | +7.1#56 | +5.3#27 | -1.4#101 | -0.3#108 | -0.2#93 | 0.24 | 0.13 | 42% | 43% | |
| 63 | — | Compare | +3.3 | — | +6.6#58 | +5.4#26 | -1.8#106 | -0.3#107 | 0.0#61 | 0.19 | 0.14 | 47% | 42% | |
| 64 | — | Compare | +3.2 | — | +4.0#67 | +2.6#50 | -0.4#87 | +1.0#15 | 0.0#67 | 0.16 | 0.15 | 43% | 37% | |
| 65 | — | Compare | +2.8 | — | +4.5#65 | +1.3#73 | +1.2#65 | +0.3#54 | 0.0#43 | 0.14 | 0.04 | 40% | 44% | |
| 66 | — | Compare | +2.7 | — | +4.7#64 | +0.7#77 | +1.9#53 | +0.3#49 | -0.2#101 | 0.12 | 0.05 | 41% | 41% | |
| 67 | — | Compare | +2.5 | — | +4.1#66 | +0.3#84 | +2.0#50 | +0.2#63 | +0.1#34 | 0.09 | 0.05 | 43% | 41% | |
| 68 | — | Compare | +2.3 | — | +2.0#75 | +1.8#64 | -0.7#94 | +1.2#11 | 0.0#74 | 0.11 | 0.12 | 45% | 41% | |
| 69 | — | Compare | +2.2 | — | +3.8#70 | +2.1#60 | 0.0#79 | +0.5#37 | -0.4#126 | 0.13 | 0.13 | 44% | 39% | |
| 70 | — | Compare | +2.1 | — | +3.4#71 | -1.3#102 | +3.2#36 | +0.6#30 | -0.4#128 | 0.09 | 0.01 | 39% | 41% | |
| 71 | — | Compare | +1.6 | — | +3.8#69 | +1.3#71 | +0.7#71 | -0.6#122 | +0.1#5 | 0.11 | 0.11 | 44% | 38% | |
| 72 | — | Compare | +1.4 | — | +3.9#68 | -1.3#101 | +3.5#31 | -0.4#116 | -0.3#115 | 0.07 | 0.02 | 41% | 40% | |
| 73 | — | Compare | +1.3 | — | +3.1#73 | +1.7#68 | 0.0#78 | -0.4#111 | 0.0#80 | 0.13 | 0.14 | 43% | 37% | |
| 74 | — | Compare | +1.2 | — | +0.5#85 | +0.3#82 | 0.0#81 | +0.8#19 | +0.1#15 | 0.13 | 0.14 | 40% | 38% | |
| 75 | — | Compare | +1.2 | — | +1.8#78 | +1.3#72 | -0.3#85 | +0.2#61 | 0.0#73 | 0.12 | 0.13 | 43% | 39% | |
| 76 | — | Compare | +1.2 | — | -0.4#89 | +2.1#59 | -2.3#110 | +1.4#7 | 0.0#83 | 0.13 | 0.18 | 44% | 40% | |
| 77 | — | Compare | +1.2 | — | +1.9#76 | +1.1#74 | 0.0#80 | +0.3#56 | -0.2#89 | 0.14 | 0.08 | 40% | 43% | |
| 78 | — | Compare | +1.0 | — | +3.1#72 | -2.7#116 | +4.4#23 | -0.4#112 | -0.4#122 | 0.07 | 0.02 | 37% | 37% | |
| 79 | — | Compare | +0.8 | — | +2.8#74 | +3.9#40 | -2.3#111 | -0.8#129 | +0.1#35 | 0.18 | 0.14 | 44% | 43% | |
| 80 | — | Compare | +0.5 | — | 0.0#87 | +2.4#52 | -2.4#112 | +0.8#21 | -0.3#116 | 0.17 | 0.15 | 41% | 43% | |
| 81 | — | Compare | +0.3 | — | +1.5#82 | +2.5#51 | -1.7#104 | -0.2#101 | -0.3#106 | 0.10 | 0.17 | 48% | 40% | |
| 82 | — | Compare | +0.3 | — | +0.7#84 | -1.5#105 | +1.9#52 | 0.0#86 | -0.1#86 | 0.08 | 0.06 | 39% | 41% | |
| 83 | — | Compare | -0.1 | — | +1.6#80 | +2.3#53 | -1.4#100 | -1.0#135 | 0.0#65 | 0.14 | 0.19 | 43% | 37% | |
| 84 | — | Compare | -0.2 | — | +1.7#79 | +2.1#61 | -1.1#98 | -0.8#128 | -0.4#130 | 0.18 | 0.13 | 40% | 41% | |
| 85 | — | Compare | -0.3 | — | -0.9#92 | 0.0#87 | -0.5#90 | +0.5#39 | -0.2#94 | 0.11 | 0.12 | 41% | 41% | |
| 86 | — | Compare | -0.3 | — | -0.8#91 | 0.0#88 | -0.5#88 | +0.1#74 | 0.0#64 | 0.12 | 0.13 | 40% | 39% | |
| 87 | — | Compare | -0.4 | — | -1.7#96 | -1.7#107 | +0.8#70 | +0.4#44 | +0.1#32 | 0.05 | 0.07 | 42% | 42% | |
| 88 | — | Compare | -0.5 | — | 0.0#88 | +0.1#85 | -0.1#84 | -0.2#96 | -0.3#119 | 0.10 | 0.14 | 42% | 38% | |
| 89 | — | Compare | -0.6 | — | +1.5#81 | +3.5#44 | -2.7#118 | -1.2#136 | -0.2#100 | 0.18 | 0.17 | 43% | 42% | |
| 90 | — | Compare | -0.6 | — | -1.1#93 | -0.1#90 | -0.5#91 | +0.3#53 | -0.3#104 | 0.09 | 0.10 | 43% | 42% | |
| 91 | — | Compare | -0.6 | — | +0.1#86 | -1.1#100 | +1.1#68 | -0.3#103 | -0.4#132 | 0.03 | 0.12 | 45% | 36% | |
| 92 | — | Compare | -0.7 | — | +0.8#83 | -2.2#110 | +2.7#41 | -0.9#132 | -0.3#107 | 0.06 | 0.02 | 40% | 42% | |
| 93 | — | Compare | -0.7 | — | +1.9#77 | +1.7#67 | -0.6#92 | -1.5#137 | -0.3#113 | 0.13 | 0.15 | 43% | 39% | |
| 94 | — | Compare | -0.8 | — | -1.8#97 | -1.3#104 | +0.3#76 | +0.1#76 | +0.1#7 | 0.13 | 0.12 | 35% | 39% | |
| 95 | — | Compare | -0.9 | — | -1.5#95 | -2.0#108 | +1.2#67 | -0.2#94 | +0.1#12 | 0.05 | 0.07 | 41% | 42% | |
| 96 | — | Compare | -1.0 | — | -0.7#90 | -1.0#98 | +0.6#73 | -0.7#124 | +0.1#31 | 0.07 | 0.08 | 41% | 41% | |
| 97 | — | Compare | -1.0 | — | -3.2#99 | -1.3#103 | -0.5#89 | +0.9#16 | -0.2#92 | 0.12 | 0.10 | 36% | 42% | |
| 98 | — | Compare | -1.2 | — | -1.3#94 | -2.2#109 | +1.5#59 | -0.2#95 | -0.3#103 | 0.10 | 0.07 | 35% | 41% | |
| 99 | — | Compare | -1.2 | — | -3.4#100 | +2.1#58 | -4.0#129 | +0.9#17 | -0.3#105 | 0.19 | 0.16 | 38% | 46% | |
| 100 | — | Compare | -2.1 | — | -2.7#98 | +0.5#79 | -2.0#108 | -0.4#110 | -0.2#97 | 0.12 | 0.15 | 41% | 42% | |
| 101 | — | Compare | -2.3 | — | -5.0#108 | -0.1#92 | -2.6#115 | +0.4#43 | 0.0#54 | 0.09 | 0.14 | 42% | 45% | |
| 102 | — | Compare | -2.5 | — | -4.4#103 | -3.9#121 | +1.4#61 | +0.2#62 | -0.3#110 | 0.03 | 0.07 | 38% | 40% | |
| 103 | — | Compare | -2.5 | — | -4.9#106 | +1.0#75 | -3.7#126 | +0.2#68 | 0.0#51 | 0.14 | 0.17 | 40% | 44% | |
| 104 | — | Compare | -2.7 | — | -4.6#104 | +1.6#69 | -4.1#130 | +0.1#77 | -0.2#99 | 0.12 | 0.19 | 44% | 44% | |
| 105 | — | Compare | -3.0 | — | -4.9#107 | -4.0#122 | +1.3#63 | +0.1#75 | -0.4#127 | -0.01 | 0.10 | 41% | 38% | |
| 106 | — | Compare | -3.0 | — | -5.7#111 | -4.4#123 | +1.2#66 | +0.6#32 | -0.4#131 | -0.02 | 0.06 | 41% | 42% | |
| 107 | — | Compare | -3.1 | — | -4.2#101 | +0.3#83 | -2.6#116 | -0.4#114 | -0.4#123 | 0.09 | 0.15 | 43% | 43% | |
| 108 | — | Compare | -3.2 | — | -5.3#110 | +1.4#70 | -4.3#131 | +0.1#82 | -0.3#112 | 0.11 | 0.19 | 44% | 44% | |
| 109 | — | Compare | -3.3 | — | -4.4#102 | -0.9#97 | -1.5#103 | -0.9#131 | 0.0#62 | 0.06 | 0.14 | 43% | 42% | |
| 110 | — | Compare | -3.3 | — | -4.8#105 | 0.0#86 | -2.7#117 | -0.3#106 | -0.3#121 | 0.09 | 0.15 | 43% | 43% | |
| 111 | — | Compare | -3.3 | — | -8.1#114 | -3.0#119 | -1.4#102 | +1.1#13 | 0.0#63 | 0.06 | 0.09 | 37% | 46% | |
| 112 | — | Compare | -3.4 | — | -5.2#109 | 0.0#89 | -2.8#121 | -0.6#121 | +0.1#30 | 0.09 | 0.15 | 42% | 44% | |
| 113 | — | Compare | -3.8 | — | -6.4#112 | -2.5#115 | -1.0#96 | 0.0#91 | -0.2#88 | 0.08 | 0.12 | 37% | 42% | |
| 114 | — | Compare | -3.9 | — | -8.0#113 | -2.5#114 | -1.9#107 | +0.4#40 | +0.1#18 | -0.01 | 0.18 | 45% | 39% | |
| 115 | — | Compare | -4.3 | — | -8.6#115 | -2.2#111 | -2.5#114 | +0.4#45 | +0.1#20 | 0.08 | 0.14 | 37% | 44% | |
| 116 | — | Compare | -5.2 | — | -9.7#119 | -1.6#106 | -3.8#127 | +0.1#71 | 0.0#76 | 0.07 | 0.17 | 40% | 45% | |
| 117 | — | Compare | -5.3 | — | -8.7#116 | +0.5#80 | -5.3#135 | -0.2#100 | -0.3#102 | 0.14 | 0.18 | 39% | 48% | |
| 118 | — | Compare | -5.4 | — | -10.7#123 | -3.0#118 | -2.9#122 | +0.5#35 | 0.0#48 | 0.06 | 0.17 | 37% | 43% | |
| 119 | — | Compare | -5.7 | — | -9.5#118 | +1.8#65 | -7.0#138 | 0.0#83 | -0.4#133 | 0.15 | 0.24 | 41% | 46% | |
| 120 | — | Compare | -5.7 | — | -10.0#120 | -2.3#112 | -3.2#124 | +0.1#69 | -0.3#118 | 0.06 | 0.18 | 39% | 42% | |
| 121 | — | Compare | -5.8 | — | -10.3#122 | -5.3#130 | -0.4#86 | +0.1#80 | -0.2#90 | 0.00 | 0.09 | 37% | 43% | |
| 122 | — | Compare | -6.5 | — | -12.7#127 | -2.4#113 | -4.6#133 | +0.7#24 | -0.2#95 | 0.06 | 0.20 | 39% | 44% | |
| 123 | — | Compare | -6.6 | — | -11.0#124 | -3.1#120 | -3.0#123 | 0.0#89 | -0.5#136 | 0.04 | 0.14 | 39% | 45% | |
| 124 | — | Compare | -6.9 | — | -10.2#121 | -4.5#126 | -1.2#99 | -0.9#133 | -0.4#124 | 0.04 | 0.10 | 36% | 44% | |
| 125 | — | Compare | -7.3 | — | -11.6#125 | -4.4#125 | -2.0#109 | -0.6#120 | -0.3#109 | 0.03 | 0.15 | 36% | 42% | |
| 126 | — | Compare | -7.4 | — | -12.3#126 | -6.0#131 | -0.8#95 | +0.3#59 | -0.8#138 | 0.02 | 0.10 | 34% | 44% | |
| 127 | — | Compare | -7.5 | — | -12.9#128 | -2.7#117 | -4.4#132 | 0.0#90 | -0.3#114 | 0.06 | 0.17 | 38% | 47% | |
| 128 | — | Compare | -7.6 | — | -9.1#117 | -6.0#132 | +1.0#69 | -2.4#138 | -0.2#91 | -0.06 | 0.07 | 41% | 42% | |
| 129 | — | Compare | -7.7 | — | -14.1#131 | -5.1#128 | -2.7#119 | +0.4#41 | -0.3#117 | 0.03 | 0.14 | 35% | 45% | |
| 130 | — | Compare | -8.3 | — | -14.1#130 | -4.5#127 | -3.2#125 | -0.2#98 | -0.3#120 | -0.01 | 0.20 | 40% | 40% | |
| 131 | — | Compare | -8.3 | — | -13.2#129 | -7.6#136 | +0.3#77 | -0.8#130 | -0.2#96 | -0.02 | 0.10 | 33% | 40% | |
| 132 | — | Compare | -9.3 | — | -17.4#132 | -6.8#133 | -2.8#120 | +0.8#23 | -0.5#135 | -0.03 | 0.19 | 35% | 40% | |
| 133 | — | Compare | -10.3 | — | -17.9#133 | -7.4#135 | -2.5#113 | -0.4#115 | 0.0#58 | -0.04 | 0.17 | 35% | 42% | |
| 134 | — | Compare | -10.8 | — | -20.3#135 | -4.4#124 | -6.8#137 | +0.7#27 | -0.2#98 | 0.02 | 0.24 | 38% | 46% | |
| 135 | — | Compare | -11.9 | — | -19.9#134 | -7.2#134 | -3.8#128 | -0.6#119 | -0.4#129 | -0.02 | 0.20 | 33% | 42% | |
| 136 | — | Compare | -12.2 | — | -21.2#137 | -10.0#138 | -1.7#105 | 0.0#85 | -0.4#134 | -0.10 | 0.15 | 34% | 42% | |
| 137 | — | Compare | -12.7 | — | -21.2#136 | -5.1#129 | -6.6#136 | -0.5#117 | -0.5#137 | -0.00 | 0.21 | 38% | 48% | |
| 138 | — | Compare | -12.8 | — | -23.1#138 | -8.1#137 | -4.7#134 | +0.1#78 | -0.2#87 | -0.05 | 0.19 | 35% | 45% |
Tap a column name to sort. Small numbers next to each value are that team's national rank.
How to read the rating
+30.6 means about 30 points better than an average FBS team on a neutral field. Compare two teams' ratings to see who the computer thinks is better, and by about how much. Last Wk shows last week's rating, so you can tell whether a team actually improved or just passed a team that dropped.
Offense + defense + special teams + record
Each part is in points per game versus average, so they add up to the Power rating. A big defense number means opponents score far less than usual against them. Record (how impressive the record is for its schedule) gets only a small say, because in testing more weight made the rating worse at telling who's better.
Why it can differ from the résumé
A team can play great and still lose close games, or win ugly against a soft schedule. The Power Rankings judge how good a team is; the Résumé Rankings judge what it has earned.