Drew |
---|
(Penalties: 0) | 1 | 36.704 [9] | 2 | 35.961 [9] | 3 | 36.26 [9] | 4 | 35.709 [9] | 5 | 35.933 [9] | 6 | 35.581 [9] | 7 | 35.461 [9] | 8 | 35.696 [8] | 9 | 35.677 [8] | 10 | 35.682 [8] |
| E. Vanwagner - P |
---|
(Penalties: 0) | 1 | 36.29 [8] | 2 | 36.212 [8] | 3 | 36.008 [8] | 4 | 35.649 [8] | 5 | 35.863 [8] | 6 | 35.52 [8] | 7 | 35.337 [8] | 8 | 35.897 [7] | 9 | 34.751 [7] | 10 | 35.048 [7] |
| C. Wheeler - N |
---|
(Penalties: 0) | 1 | 36.331 [7] | 2 | 36.238 [7] | 3 | 35.982 [7] | 4 | 35.708 [7] | 5 | 35.846 [7] | 6 | 35.436 [7] | 7 | 35.298 [7] | 8 | 40.325 [9] | 9 | 34.524 [9] | 10 | 34.887 [9] |
| Lucas |
---|
(Penalties: 0) | 1 | 36.339 [6] | 2 | 36.21 [6] | 3 | 35.568 [6] | 4 | 36.183 [6] | 5 | 35.794 [6] | 6 | 35.457 [6] | 7 | 35.357 [6] | 8 | 35.372 [6] | 9 | 35.505 [6] | 10 | 34.997 [6] |
| T. Lloyd - P |
---|
(Penalties: 0) | 1 | 34.926 [1] | 2 | 34.398 [1] | 3 | 34.318 [1] | 4 | 34.246 [1] | 5 | 34.134 [1] | 6 | 34.265 [1] | 7 | 33.914 [1] | 8 | 33.984 [1] | 9 | 34.312 [1] | 10 | 33.555 [1] |
| B. Reim - P |
---|
(Penalties: 0) | 1 | 35.681 [4] | 2 | 34.927 [4] | 3 | 35.053 [4] | 4 | 34.533 [4] | 5 | 35.101 [4] | 6 | 34.593 [4] | 7 | 34.557 [4] | 8 | 34.055 [4] | 9 | 34.735 [4] | 10 | 35.022 [4] |
| T. Prosser |
---|
(Penalties: 0) | 1 | 35.348 [2] | 2 | 34.588 [2] | 3 | 34.325 [2] | 4 | 34.354 [2] | 5 | 34.431 [2] | 6 | 34.674 [2] | 7 | 34.137 [2] | 8 | 34.649 [2] | 9 | 34.85 [2] | 10 | 34.371 [2] |
| Conor |
---|
(Penalties: 0) | 1 | 35.707 [5] | 2 | 34.841 [5] | 3 | 35.264 [5] | 4 | 34.358 [5] | 5 | 35.117 [5] | 6 | 34.528 [5] | 7 | 34.558 [5] | 8 | 34.232 [5] | 9 | 34.797 [5] | 10 | 34.866 [5] |
| Tanner |
---|
(Penalties: 0) | 1 | 35.692 [3] | 2 | 35.01 [3] | 3 | 34.786 [3] | 4 | 34.655 [3] | 5 | 35.139 [3] | 6 | 34.545 [3] | 7 | 34.668 [3] | 8 | 34.084 [3] | 9 | 34.749 [3] | 10 | 34.821 [3] |
| Dogelord911 |
---|
(Penalties: 0) | 1 | 38.456 [10] | 2 | 37.486 [10] | 3 | 37.201 [10] | 4 | 37.053 [10] | 5 | 36.423 [10] | 6 | 37.454 [10] | 7 | 37.928 [10] | 8 | 55.032 [10] | 9 | 36.817 [10] | 10 | |
|