| Justin Baustert |
|---|
| (Penalties: 0) | | 1 | 41.831 [3] | | 2 | 35.736 [1] | | 3 | 35.573 [1] | | 4 | 35.374 [1] | | 5 | 35.487 [1] | | 6 | 35.483 [1] | | 7 | 35.447 [1] | | 8 | 35.44 [1] | | 9 | 35.558 [1] | | 10 | 35.381 [1] | | 11 | 35.445 [1] | | 12 | 35.399 [1] | | 13 | 35.433 [1] | | 14 | 35.665 [1] | | 15 | 364.051 [1] | | 16 | 35.542 [1] | | 17 | 35.358 [1] | | 18 | 35.263 [1] | | 19 | 35.321 [1] | | 20 | 36.609 [2] | | 21 | 35.331 [2] | | 22 | 35.353 [2] | | 23 | 35.581 [2] | | 24 | 35.32 [2] | | 25 | 35.118 [1] | | 26 | 38.188 [1] | | 27 | 35.111 [1] | | 28 | 35.143 [1] | | 29 | 35.158 [1] | | 30 | 34.973 [1] | | 31 | 35.241 [1] | | 32 | 37.183 [1] | | 33 | 35.201 [1] | | 34 | | | 35 | | | 36 | | | 37 | | | 38 | | | 39 | | | 40 | | | 41 | | | 42 | | | 43 | | | 44 | | | 45 | | | 46 | | | 47 | | | 48 | |
| | Austin Freeman |
|---|
| (Penalties: 0) | | 1 | 36.383 [1] | | 2 | 36.287 [2] | | 3 | 35.895 [2] | | 4 | 35.775 [2] | | 5 | 35.764 [2] | | 6 | 35.797 [2] | | 7 | 35.893 [2] | | 8 | 35.684 [2] | | 9 | 35.706 [2] | | 10 | 35.726 [2] | | 11 | 35.628 [2] | | 12 | 35.576 [2] | | 13 | 35.538 [2] | | 14 | 35.48 [2] | | 15 | 35.532 [2] | | 16 | 35.52 [2] | | 17 | 35.662 [2] | | 18 | 35.511 [2] | | 19 | 35.448 [2] | | 20 | 35.248 [1] | | 21 | 35.417 [1] | | 22 | 35.913 [1] | | 23 | 35.72 [1] | | 24 | 35.543 [1] | | 25 | 35.518 [2] | | 26 | 35.796 [2] | | 27 | 92.502 [2] | | 28 | 35.94 [2] | | 29 | 35.677 [2] | | 30 | 35.632 [2] | | 31 | 35.784 [2] | | 32 | 40.864 [2] | | 33 | 35.57 [2] | | 34 | 35.617 [2] | | 35 | 35.57 [2] | | 36 | 38.176 [2] | | 37 | 35.769 [2] | | 38 | 35.37 [2] | | 39 | 35.417 [2] | | 40 | 35.417 [2] | | 41 | 35.268 [2] | | 42 | 35.379 [2] | | 43 | 35.467 [2] | | 44 | 35.461 [2] | | 45 | 35.391 [2] | | 46 | 35.27 [2] | | 47 | 35.359 [2] | | 48 | 35.426 [2] |
| | Peyton Petersen |
|---|
| (Penalties: 0) | | 1 | 38.928 [2] | | 2 | 36.532 [3] | | 3 | 36.365 [3] | | 4 | 36.162 [3] | | 5 | 35.957 [3] | | 6 | 36.026 [3] | | 7 | 36.023 [3] | | 8 | 35.98 [3] | | 9 | 35.782 [3] | | 10 | 35.96 [3] | | 11 | 35.707 [3] | | 12 | 35.755 [3] | | 13 | 35.693 [3] | | 14 | 35.486 [3] | | 15 | 35.665 [3] | | 16 | 35.823 [3] | | 17 | 35.625 [3] | | 18 | 35.94 [3] | | 19 | 35.621 [3] | | 20 | 35.516 [3] | | 21 | 35.584 [3] | | 22 | 35.647 [3] | | 23 | 35.442 [3] | | 24 | 35.707 [3] | | 25 | 35.522 [3] | | 26 | 130.217 [3] | | 27 | 35.954 [3] | | 28 | 35.507 [3] | | 29 | 35.586 [3] | | 30 | 35.386 [3] | | 31 | 35.648 [3] | | 32 | 35.668 [3] | | 33 | 35.801 [3] | | 34 | 35.635 [3] | | 35 | 35.486 [3] | | 36 | 35.572 [3] | | 37 | 35.679 [3] | | 38 | 35.611 [3] | | 39 | 35.421 [3] | | 40 | 35.67 [3] | | 41 | 35.548 [3] | | 42 | 35.752 [3] | | 43 | 35.563 [3] | | 44 | 35.303 [3] | | 45 | 35.763 [3] | | 46 | 35.383 [3] | | 47 | 35.404 [3] | | 48 | |
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