What defenses allow
2026 · per game · 138 FBS teams · rank #1 = stingiest
| Rank | Team | GP | PTS | YDS | PASS YDS | RUSH YDS | PASS TD | RUSH TD | 1ST DN | INT |
|---|---|---|---|---|---|---|---|---|---|---|
| #1 | 8 | 11.9 #1 | 258.1 #4 | 176.5 #18 | 81.6 #5 | 1.0 #22 | 0.2 #1 | 14.2 #3 | 2.1 #1 | |
| #2 | 9 | 11.9 #2 | 248.8 #2 | 124.4 #2 | 124.3 #38 | 0.4 #1 | 0.8 #22 | 14.0 #2 | 1.6 #4 | |
| #3 | 9 | 12.4 #3 | 259.2 #6 | 183.7 #31 | 75.6 #3 | 0.7 #6 | 0.6 #12 | 14.8 #8 | 0.8 #57 | |
| #4 | 8 | 12.5 #4 | 275.5 #12 | 196.5 #42 | 79.0 #4 | 1.1 #37 | 0.2 #1 | 14.4 #4 | 0.8 #62 | |
| #5 | 8 | 13.4 #5 | 236.2 #1 | 150.9 #6 | 85.4 #7 | 1.0 #22 | 0.5 #6 | 14.4 #4 | 1.0 #22 | |
| #5 | 8 | 13.4 #5 | 260.8 #7 | 173.5 #14 | 87.2 #10 | 1.0 #22 | 0.6 #13 | 14.9 #9 | 2.0 #2 | |
| #7 | 8 | 13.5 #7 | 282.1 #13 | 177.0 #19 | 105.1 #26 | 0.8 #7 | 0.5 #6 | 16.5 #20 | 1.0 #22 | |
| #8 | 8 | 14.1 #8 | 287.6 #14 | 174.6 #15 | 113.0 #29 | 0.5 #2 | 1.0 #31 | 16.2 #16 | 0.6 #78 | |
| #9 | 8 | 14.2 #9 | 290.2 #17 | 186.8 #33 | 103.5 #25 | 0.9 #15 | 0.8 #17 | 16.8 #23 | 0.2 #128 | |
| #10 | 8 | 14.5 #10 | 306.6 #24 | 178.4 #22 | 128.2 #49 | 0.9 #15 | 0.8 #17 | 17.0 #25 | 0.5 #93 | |
| #11 | 8 | 14.9 #11 | 273.4 #10 | 186.6 #32 | 86.8 #9 | 1.0 #22 | 0.9 #24 | 16.1 #14 | 0.9 #35 | |
| #12 | 8 | 15.2 #12 | 332.8 #44 | 233.4 #98 | 99.4 #17 | 0.9 #15 | 0.6 #13 | 19.9 #85 | 1.1 #14 | |
| #13 | 8 | 15.5 #13 | 273.5 #11 | 177.8 #20 | 95.8 #15 | 0.5 #2 | 1.0 #31 | 15.8 #13 | 0.5 #93 | |
| #14 | 8 | 15.6 #14 | 270.8 #8 | 179.6 #24 | 91.1 #11 | 1.0 #22 | 0.4 #3 | 15.2 #10 | 0.9 #35 | |
| #15 | 8 | 15.9 #15 | 330.4 #40 | 229.0 #96 | 101.4 #22 | 0.8 #7 | 1.0 #31 | 17.4 #31 | 1.1 #14 | |
| #16 | 8 | 16.0 #16 | 258.1 #4 | 172.8 #13 | 85.4 #7 | 0.5 #2 | 1.1 #43 | 13.9 #1 | 0.9 #35 | |
| #17 | 8 | 16.2 #17 | 288.4 #15 | 165.6 #9 | 122.8 #36 | 0.5 #2 | 1.1 #43 | 16.5 #20 | 1.0 #22 | |
| #18 | 8 | 16.4 #18 | 250.0 #3 | 150.6 #5 | 99.4 #17 | 1.0 #22 | 0.5 #6 | 14.8 #7 | 0.9 #35 | |
| #19 | 8 | 17.1 #19 | 273.1 #9 | 170.8 #12 | 102.4 #24 | 0.8 #7 | 0.5 #6 | 17.2 #27 | 0.8 #62 | |
| #19 | 8 | 17.1 #19 | 290.1 #16 | 188.2 #34 | 101.9 #23 | 1.0 #22 | 0.8 #17 | 17.9 #37 | 0.9 #35 | |
| #21 | 8 | 17.8 #21 | 312.6 #28 | 251.9 #122 | 60.8 #1 | 1.6 #92 | 0.5 #6 | 17.1 #26 | 0.5 #93 | |
| #22 | 8 | 17.9 #22 | 323.5 #35 | 240.6 #108 | 82.9 #6 | 1.4 #62 | 0.8 #17 | 20.4 #95 | 0.4 #115 | |
| #23 | 8 | 18.4 #23 | 325.1 #37 | 226.9 #92 | 98.2 #16 | 1.6 #92 | 0.5 #6 | 18.8 #56 | 0.9 #35 | |
| #24 | 8 | 18.6 #24 | 296.2 #18 | 141.4 #3 | 154.9 #88 | 0.8 #7 | 1.4 #63 | 16.2 #16 | 1.1 #14 | |
| #25 | 8 | 18.8 #25 | 298.8 #19 | 198.8 #48 | 100.0 #20 | 1.2 #53 | 0.9 #24 | 18.0 #39 | 0.8 #62 | |
| #25 | 8 | 18.8 #25 | 374.1 #84 | 227.4 #94 | 146.8 #75 | 1.1 #37 | 1.0 #31 | 20.1 #91 | 1.0 #22 | |
| #27 | 8 | 18.9 #27 | 334.5 #47 | 199.8 #49 | 134.8 #60 | 0.9 #15 | 1.2 #51 | 18.0 #39 | 0.2 #128 | |
| #27 | 8 | 18.9 #27 | 315.0 #30 | 182.5 #30 | 132.5 #55 | 1.4 #62 | 0.9 #24 | 15.5 #12 | 0.8 #62 | |
| #29 | 9 | 18.9 #29 | 352.2 #63 | 235.4 #103 | 116.8 #33 | 1.2 #50 | 0.8 #22 | 18.9 #64 | 0.8 #57 | |
| #30 | 9 | 19.2 #30 | 358.1 #67 | 208.9 #65 | 149.2 #77 | 1.4 #74 | 1.1 #41 | 20.8 #106 | 0.8 #57 | |
| #31 | 9 | 19.8 #31 | 320.9 #34 | 252.6 #124 | 68.3 #2 | 1.4 #74 | 1.1 #41 | 17.4 #34 | 1.0 #22 | |
| #32 | 8 | 19.9 #32 | 330.4 #40 | 169.5 #11 | 160.9 #96 | 1.0 #22 | 1.0 #31 | 18.6 #49 | 0.9 #35 | |
| #33 | 8 | 20.0 #33 | 369.0 #77 | 180.4 #27 | 188.6 #122 | 1.1 #37 | 1.0 #31 | 20.5 #97 | 0.4 #115 | |
| #34 | 8 | 20.4 #34 | 305.1 #22 | 180.2 #26 | 124.9 #40 | 0.8 #7 | 1.2 #51 | 16.2 #16 | 0.8 #62 | |
| #35 | 8 | 20.5 #35 | 313.6 #29 | 202.4 #51 | 111.2 #28 | 1.8 #102 | 0.4 #3 | 18.5 #45 | 0.5 #93 | |
| #35 | 8 | 20.5 #35 | 305.0 #21 | 178.9 #23 | 126.1 #44 | 1.2 #53 | 1.1 #43 | 17.4 #31 | 1.0 #22 | |
| #35 | 8 | 20.5 #35 | 311.4 #27 | 218.0 #78 | 93.4 #12 | 1.1 #37 | 1.4 #63 | 16.4 #19 | 0.2 #128 | |
| #38 | 8 | 20.8 #38 | 304.6 #20 | 175.4 #16 | 129.2 #51 | 1.4 #62 | 1.0 #31 | 14.6 #6 | 0.9 #35 | |
| #39 | 8 | 20.9 #39 | 332.6 #43 | 197.2 #44 | 135.4 #62 | 1.0 #22 | 1.6 #81 | 18.9 #60 | 1.4 #8 | |
| #40 | 8 | 21.0 #40 | 392.5 #106 | 233.5 #99 | 159.0 #92 | 1.2 #53 | 0.9 #24 | 19.8 #83 | 0.9 #35 | |
| #40 | 8 | 21.0 #40 | 357.9 #65 | 257.4 #126 | 100.5 #21 | 1.5 #78 | 1.4 #63 | 18.6 #49 | 1.1 #14 | |
| #42 | 8 | 21.1 #42 | 324.1 #36 | 181.9 #29 | 142.2 #70 | 1.4 #62 | 1.0 #31 | 18.5 #45 | 0.9 #35 | |
| #42 | 8 | 21.1 #42 | 379.9 #94 | 285.0 #135 | 94.9 #13 | 2.1 #124 | 0.4 #3 | 19.4 #70 | 1.6 #3 | |
| #42 | 8 | 21.1 #42 | 342.5 #54 | 211.2 #71 | 131.2 #54 | 1.4 #62 | 0.9 #24 | 19.4 #70 | 1.5 #5 | |
| #45 | 8 | 21.2 #45 | 330.4 #40 | 222.4 #86 | 108.0 #27 | 1.2 #53 | 1.0 #31 | 17.2 #27 | 1.5 #5 | |
| #45 | 8 | 21.2 #45 | 317.4 #31 | 190.2 #38 | 127.1 #46 | 1.1 #37 | 1.2 #51 | 17.2 #27 | 0.8 #62 | |
| #47 | 8 | 21.4 #47 | 341.8 #52 | 208.0 #61 | 133.8 #58 | 1.5 #78 | 0.9 #24 | 17.8 #36 | 1.1 #14 | |
| #48 | 8 | 21.5 #48 | 305.4 #23 | 176.2 #17 | 129.1 #50 | 1.1 #37 | 1.6 #81 | 15.4 #11 | 0.6 #78 | |
| #49 | 8 | 21.6 #49 | 329.2 #39 | 206.2 #57 | 123.0 #37 | 1.1 #37 | 1.1 #43 | 19.4 #70 | 0.9 #35 | |
| #50 | 8 | 21.9 #50 | 318.0 #32 | 151.9 #7 | 166.1 #103 | 1.0 #22 | 1.6 #81 | 16.9 #24 | 0.1 #137 | |
| #50 | 8 | 21.9 #50 | 333.4 #45 | 198.2 #45 | 135.1 #61 | 1.0 #22 | 1.6 #81 | 17.5 #35 | 0.5 #93 | |
| #50 | 8 | 21.9 #50 | 333.9 #46 | 208.2 #63 | 125.6 #41 | 0.9 #15 | 1.1 #43 | 19.2 #68 | 0.4 #115 | |
| #53 | 8 | 22.2 #53 | 307.6 #26 | 181.8 #28 | 125.9 #42 | 1.2 #53 | 1.2 #51 | 16.5 #20 | 0.2 #128 | |
| #54 | 9 | 22.3 #54 | 375.7 #85 | 223.1 #87 | 152.6 #82 | 1.2 #50 | 1.3 #62 | 19.9 #86 | 1.2 #12 | |
| #55 | 8 | 22.6 #55 | 371.6 #81 | 244.0 #111 | 127.6 #48 | 1.1 #37 | 1.4 #63 | 19.5 #75 | 1.2 #10 | |
| #55 | 8 | 22.6 #55 | 318.1 #33 | 156.1 #8 | 162.0 #98 | 1.1 #37 | 1.2 #51 | 17.2 #27 | 0.1 #137 | |
| #57 | 8 | 23.0 #57 | 378.1 #93 | 225.0 #89 | 153.1 #84 | 1.4 #62 | 1.2 #51 | 21.2 #110 | 0.6 #78 | |
| #58 | 9 | 23.1 #58 | 350.1 #61 | 189.7 #37 | 160.4 #95 | 0.9 #21 | 1.8 #106 | 18.7 #55 | 0.9 #34 | |
| #59 | 9 | 23.6 #59 | 377.0 #88 | 189.1 #36 | 187.9 #121 | 1.0 #22 | 1.6 #80 | 18.6 #47 | 1.2 #12 | |
| #60 | 8 | 23.6 #60 | 360.2 #69 | 260.8 #127 | 99.5 #19 | 2.0 #112 | 0.8 #17 | 16.1 #14 | 0.9 #35 | |
| #61 | 8 | 23.8 #61 | 342.0 #53 | 177.9 #21 | 164.1 #99 | 1.1 #37 | 1.4 #63 | 17.9 #37 | 0.2 #128 | |
| #61 | 8 | 23.8 #61 | 395.2 #108 | 205.5 #56 | 189.8 #123 | 1.2 #53 | 1.5 #73 | 21.1 #109 | 1.1 #14 | |
| #63 | 8 | 24.0 #63 | 383.9 #97 | 235.0 #101 | 148.9 #76 | 0.9 #15 | 1.9 #107 | 20.8 #104 | 0.9 #35 | |
| #64 | 8 | 24.1 #64 | 336.4 #48 | 196.6 #43 | 139.8 #67 | 0.8 #7 | 1.5 #73 | 18.8 #56 | 1.0 #22 | |
| #65 | 9 | 24.2 #65 | 346.0 #57 | 221.2 #84 | 124.8 #39 | 1.4 #74 | 1.4 #72 | 18.8 #59 | 0.3 #126 | |
| #66 | 8 | 24.2 #66 | 370.6 #80 | 240.8 #109 | 129.9 #52 | 1.5 #78 | 1.4 #63 | 20.5 #97 | 0.4 #115 | |
| #67 | 8 | 24.4 #67 | 343.9 #55 | 210.6 #70 | 133.2 #56 | 1.9 #107 | 1.1 #43 | 19.5 #75 | 0.9 #35 | |
| #67 | 8 | 24.4 #67 | 405.5 #114 | 203.4 #53 | 202.1 #130 | 1.1 #37 | 1.8 #93 | 21.5 #114 | 0.9 #35 | |
| #69 | 8 | 24.5 #69 | 370.1 #79 | 198.2 #45 | 170.0 #105 | 1.0 #22 | 2.0 #117 | 19.0 #65 | 0.8 #62 | |
| #70 | 8 | 24.8 #70 | 362.6 #72 | 249.4 #116 | 113.2 #30 | 1.6 #92 | 1.2 #51 | 20.5 #97 | 1.5 #5 | |
| #71 | 8 | 25.0 #71 | 351.1 #62 | 204.5 #55 | 146.6 #74 | 1.5 #78 | 1.8 #93 | 19.0 #65 | 0.9 #35 | |
| #72 | 8 | 25.1 #72 | 412.0 #118 | 218.1 #79 | 193.9 #126 | 1.9 #107 | 1.4 #63 | 20.6 #102 | 0.8 #62 | |
| #72 | 8 | 25.1 #72 | 338.1 #49 | 146.4 #4 | 191.8 #125 | 1.4 #62 | 1.6 #81 | 18.2 #41 | 0.8 #62 | |
| #74 | 8 | 25.2 #74 | 345.8 #56 | 209.8 #68 | 136.0 #63 | 0.8 #7 | 2.2 #130 | 17.4 #31 | 1.0 #22 | |
| #74 | 8 | 25.2 #74 | 340.5 #51 | 225.4 #91 | 115.1 #31 | 2.0 #112 | 0.9 #24 | 18.9 #60 | 0.5 #93 | |
| #74 | 8 | 25.2 #74 | 306.6 #24 | 116.0 #1 | 190.6 #124 | 1.0 #22 | 1.6 #81 | 19.1 #67 | 0.6 #78 | |
| #74 | 8 | 25.2 #74 | 375.9 #86 | 249.6 #117 | 126.2 #45 | 1.4 #62 | 1.4 #63 | 18.6 #49 | 0.9 #35 | |
| #74 | 8 | 25.2 #74 | 388.2 #100 | 249.1 #115 | 140.0 #69 | 1.6 #92 | 1.6 #81 | 21.9 #119 | 0.5 #93 | |
| #79 | 8 | 25.4 #79 | 377.0 #88 | 227.8 #95 | 149.2 #78 | 1.5 #78 | 1.5 #73 | 18.8 #56 | 0.5 #93 | |
| #79 | 8 | 25.4 #79 | 380.0 #95 | 221.2 #85 | 158.8 #91 | 0.8 #7 | 1.9 #107 | 21.8 #116 | 0.6 #78 | |
| #79 | 8 | 25.4 #79 | 325.6 #38 | 198.2 #45 | 127.4 #47 | 1.5 #78 | 1.2 #51 | 18.6 #49 | 0.6 #78 | |
| #79 | 8 | 25.4 #79 | 421.9 #125 | 207.6 #58 | 214.2 #132 | 1.1 #37 | 2.1 #123 | 22.1 #125 | 0.6 #78 | |
| #83 | 8 | 25.5 #83 | 396.5 #111 | 244.1 #112 | 152.4 #81 | 1.9 #107 | 1.5 #73 | 19.6 #80 | 0.4 #115 | |
| #84 | 9 | 25.7 #84 | 376.3 #87 | 240.2 #107 | 136.4 #65 | 1.6 #90 | 1.2 #50 | 18.3 #43 | 0.4 #113 | |
| #85 | 8 | 25.8 #85 | 365.0 #74 | 269.9 #132 | 95.1 #14 | 2.0 #112 | 1.2 #51 | 19.2 #68 | 0.6 #78 | |
| #85 | 8 | 25.8 #85 | 355.1 #64 | 201.4 #50 | 153.8 #86 | 1.4 #62 | 1.8 #93 | 19.4 #70 | 0.2 #128 | |
| #87 | 8 | 25.9 #87 | 358.8 #68 | 180.1 #25 | 178.6 #113 | 1.2 #53 | 1.9 #107 | 21.8 #116 | 1.0 #22 | |
| #87 | 8 | 25.9 #87 | 366.1 #75 | 235.1 #102 | 131.0 #53 | 2.1 #124 | 1.1 #43 | 18.6 #49 | 0.5 #93 | |
| #89 | 8 | 26.0 #89 | 391.5 #105 | 207.9 #60 | 183.6 #116 | 1.1 #37 | 1.8 #93 | 20.5 #97 | 0.9 #35 | |
| #90 | 8 | 26.4 #90 | 346.9 #58 | 220.9 #83 | 126.0 #43 | 1.4 #62 | 1.9 #107 | 19.5 #75 | 0.5 #93 | |
| #91 | 8 | 26.5 #91 | 339.4 #50 | 188.5 #35 | 150.9 #80 | 1.8 #102 | 1.9 #107 | 20.4 #95 | 1.4 #8 | |
| #92 | 8 | 26.6 #92 | 358.0 #66 | 218.2 #80 | 139.8 #67 | 1.5 #78 | 1.8 #93 | 18.6 #49 | 0.5 #93 | |
| #92 | 8 | 26.6 #92 | 398.0 #112 | 225.1 #90 | 172.9 #107 | 1.2 #53 | 2.1 #123 | 21.9 #119 | 0.4 #115 | |
| #94 | 8 | 26.8 #94 | 408.1 #115 | 252.4 #123 | 155.8 #89 | 1.6 #92 | 1.9 #107 | 23.2 #131 | 1.2 #10 | |
| #95 | 8 | 27.0 #95 | 411.2 #117 | 269.0 #130 | 142.2 #70 | 1.9 #107 | 1.2 #51 | 21.9 #119 | 1.0 #22 | |
| #96 | 8 | 27.1 #96 | 391.1 #103 | 236.8 #105 | 154.4 #87 | 2.1 #124 | 1.2 #51 | 19.4 #70 | 1.0 #22 | |
| #97 | 8 | 27.2 #97 | 386.0 #98 | 190.5 #39 | 195.5 #128 | 1.4 #62 | 2.1 #123 | 19.8 #83 | 1.1 #14 | |
| #97 | 8 | 27.2 #97 | 390.5 #102 | 231.2 #97 | 159.2 #93 | 1.8 #102 | 1.8 #93 | 18.2 #41 | 0.5 #93 | |
| #99 | 9 | 27.4 #99 | 377.8 #90 | 202.6 #52 | 175.2 #109 | 1.6 #90 | 1.7 #91 | 18.6 #47 | 0.4 #113 | |
| #100 | 8 | 27.5 #100 | 408.4 #116 | 269.0 #130 | 139.4 #66 | 1.8 #102 | 1.6 #81 | 22.0 #124 | 0.9 #35 | |
| #101 | 8 | 27.6 #101 | 361.8 #71 | 208.8 #64 | 153.0 #83 | 1.0 #22 | 2.5 #133 | 18.9 #60 | 0.6 #78 | |
| #102 | 9 | 27.8 #102 | 347.4 #59 | 203.7 #54 | 143.8 #72 | 1.7 #100 | 1.0 #31 | 19.7 #81 | 0.7 #77 | |
| #103 | 8 | 28.1 #103 | 369.2 #78 | 235.8 #104 | 133.5 #57 | 1.5 #78 | 1.6 #81 | 20.1 #91 | 0.5 #93 | |
| #103 | 8 | 28.1 #103 | 378.0 #92 | 261.5 #128 | 116.5 #32 | 2.2 #130 | 0.6 #13 | 20.0 #87 | 0.2 #128 | |
| #105 | 8 | 28.9 #105 | 424.4 #127 | 247.9 #114 | 176.5 #111 | 1.8 #102 | 1.8 #93 | 21.8 #116 | 0.5 #93 | |
| #106 | 9 | 29.0 #106 | 377.9 #91 | 165.9 #10 | 212.0 #131 | 1.4 #74 | 1.7 #91 | 20.0 #87 | 0.2 #136 | |
| #107 | 8 | 29.2 #107 | 442.5 #132 | 282.1 #134 | 160.4 #94 | 1.4 #62 | 1.8 #93 | 23.5 #135 | 0.8 #62 | |
| #108 | 8 | 29.4 #108 | 386.0 #98 | 249.6 #117 | 136.4 #64 | 2.4 #134 | 0.6 #13 | 21.9 #119 | 0.5 #93 | |
| #109 | 8 | 29.5 #109 | 350.0 #60 | 216.0 #75 | 134.0 #59 | 1.5 #78 | 1.5 #73 | 18.9 #60 | 0.5 #93 | |
| #110 | 8 | 29.6 #110 | 394.9 #107 | 210.5 #69 | 184.4 #117 | 1.5 #78 | 2.1 #123 | 20.2 #93 | 0.8 #62 | |
| #111 | 8 | 29.8 #111 | 427.4 #128 | 249.8 #119 | 177.6 #112 | 2.0 #112 | 1.4 #63 | 21.2 #110 | 0.9 #35 | |
| #112 | 8 | 29.9 #112 | 372.8 #83 | 251.6 #121 | 121.1 #35 | 2.2 #130 | 1.5 #73 | 19.5 #75 | 0.5 #93 | |
| #113 | 8 | 30.2 #113 | 366.9 #76 | 217.2 #77 | 149.6 #79 | 1.6 #92 | 1.8 #93 | 20.6 #102 | 0.6 #78 | |
| #114 | 9 | 30.3 #114 | 363.8 #73 | 196.1 #41 | 167.7 #104 | 1.2 #50 | 2.4 #131 | 19.7 #81 | 0.6 #91 | |
| #115 | 9 | 30.6 #115 | 360.7 #70 | 216.4 #76 | 144.2 #73 | 1.3 #61 | 2.1 #122 | 20.1 #90 | 0.6 #91 | |
| #116 | 8 | 30.8 #116 | 414.2 #120 | 195.0 #40 | 219.2 #134 | 1.5 #78 | 2.0 #117 | 22.9 #129 | 0.2 #128 | |
| #117 | 8 | 30.9 #117 | 415.8 #122 | 251.1 #120 | 164.6 #100 | 2.0 #112 | 1.9 #107 | 23.4 #133 | 0.4 #115 | |
| #118 | 8 | 31.0 #118 | 432.4 #129 | 209.0 #66 | 223.4 #136 | 1.5 #78 | 2.0 #117 | 23.2 #131 | 0.8 #62 | |
| #119 | 8 | 31.1 #119 | 390.0 #101 | 218.8 #82 | 171.2 #106 | 2.0 #112 | 1.8 #93 | 18.4 #44 | 0.5 #93 | |
| #120 | 9 | 31.6 #120 | 391.3 #104 | 208.0 #61 | 183.3 #115 | 1.7 #100 | 2.4 #131 | 21.9 #123 | 0.8 #57 | |
| #121 | 8 | 31.6 #121 | 371.6 #81 | 218.5 #81 | 153.1 #84 | 2.1 #124 | 1.8 #93 | 20.2 #93 | 0.9 #35 | |
| #122 | 8 | 31.8 #122 | 383.5 #96 | 207.8 #59 | 175.8 #110 | 2.0 #112 | 1.9 #107 | 20.9 #107 | 0.4 #115 | |
| #123 | 8 | 31.9 #123 | 395.5 #109 | 234.2 #100 | 161.2 #97 | 2.4 #134 | 1.8 #93 | 21.2 #110 | 0.8 #62 | |
| #124 | 8 | 32.0 #124 | 415.2 #121 | 296.2 #137 | 119.0 #34 | 2.1 #124 | 1.8 #93 | 23.0 #130 | 0.6 #78 | |
| #125 | 8 | 32.1 #125 | 418.6 #124 | 243.6 #110 | 175.0 #108 | 2.0 #112 | 1.9 #107 | 21.6 #115 | 0.9 #35 | |
| #126 | 8 | 32.2 #126 | 483.9 #137 | 317.9 #138 | 166.0 #102 | 2.2 #130 | 1.6 #81 | 23.6 #136 | 0.6 #78 | |
| #127 | 8 | 32.6 #127 | 418.0 #123 | 223.6 #88 | 194.4 #127 | 2.0 #112 | 2.0 #117 | 20.8 #104 | 0.6 #78 | |
| #128 | 8 | 32.8 #128 | 412.5 #119 | 226.9 #92 | 185.6 #118 | 2.6 #138 | 1.5 #73 | 19.5 #75 | 0.4 #115 | |
| #128 | 8 | 32.8 #128 | 402.1 #113 | 245.5 #113 | 156.6 #90 | 2.4 #134 | 2.1 #123 | 20.0 #87 | 0.8 #62 | |
| #130 | 9 | 34.3 #130 | 451.0 #133 | 285.3 #136 | 165.7 #101 | 2.0 #112 | 2.2 #129 | 24.1 #137 | 0.8 #57 | |
| #131 | 8 | 35.2 #131 | 422.9 #126 | 239.8 #106 | 183.1 #114 | 2.4 #134 | 1.9 #107 | 22.1 #125 | 0.5 #93 | |
| #132 | 8 | 35.8 #132 | 468.9 #136 | 212.9 #73 | 256.0 #137 | 1.6 #92 | 3.1 #137 | 21.2 #110 | 0.8 #62 | |
| #133 | 8 | 36.5 #133 | 396.1 #110 | 209.2 #67 | 186.9 #120 | 1.9 #107 | 2.0 #117 | 20.5 #97 | 0.5 #93 | |
| #134 | 8 | 37.0 #134 | 434.8 #131 | 212.2 #72 | 222.5 #135 | 2.0 #112 | 2.1 #123 | 20.9 #107 | 0.4 #115 | |
| #135 | 9 | 37.3 #135 | 454.1 #134 | 254.8 #125 | 199.7 #129 | 2.1 #123 | 2.9 #136 | 22.6 #127 | 0.3 #126 | |
| #136 | 8 | 37.6 #136 | 433.0 #130 | 215.0 #74 | 218.8 #133 | 2.1 #124 | 2.5 #133 | 22.6 #128 | 1.0 #22 | |
| #137 | 8 | 40.2 #137 | 465.4 #135 | 278.8 #133 | 186.6 #119 | 2.2 #130 | 2.8 #135 | 23.4 #133 | 0.4 #115 | |
| #138 | 8 | 42.4 #138 | 526.4 #138 | 265.2 #129 | 261.1 #138 | 1.6 #92 | 3.8 #138 | 24.5 #138 | 1.1 #14 |
Ranks among 138 FBS teams:▲top 10%▲top thirdmiddle▼bottom third▼bottom 10%For defense, a good rank means it allows less.
Positions come from the box score or roster; unlisted players are placed by their stat line that game (main passer = QB, 3+ carries = RB, other pass-catchers = WR/TE). College tight ends are grouped with receivers.