| | Logan Allerding | 
|---|
 | (Penalties: 0) |  | 1 | 71.103 [8] |  | 2 | 35.556 [1] |  | 3 | 34.588 [1] |  | 4 | 34.254 [1] |  | 5 | 37.873 [2] |  | 6 | 37.826 [2] |  | 7 | 64.03 [2] |  | 8 | 37.244 [2] |  | 9 | 37.087 [2] |  | 10 | 36.075 [2] |  | 11 | 35.846 [2] | 
 | | Ed Campbell | 
|---|
 | (Penalties: 0) |  | 1 | 42.656 [2] |  | 2 | 45.694 [5] |  | 3 | 39.335 [6] |  | 4 | 36.482 [4] |  | 5 | 36.52 [5] |  | 6 | 54.668 [5] |  | 7 | 37.235 [5] |  | 8 | 36.879 [7] |  | 9 | 36.577 [7] |  | 10 | 35.977 [8] |  | 11 |  | 
 | | Berkley | 
|---|
 | (Penalties: 0) |  | 1 | 53.601 [3] |  | 2 | 44.84 [6] |  | 3 | 39.429 [8] |  | 4 | 37.782 [6] |  | 5 | 37.087 [7] |  | 6 | 56.896 [7] |  | 7 | 39.603 [7] |  | 8 | 36.267 [5] |  | 9 | 37.025 [5] |  | 10 | 35.872 [7] |  | 11 |  | 
 | | Nate | 
|---|
 | (Penalties: 0) |  | 1 | 63.12 [7] |  | 2 | 36.345 [3] |  | 3 | 35.687 [2] |  | 4 | 35.054 [2] |  | 5 | 35.225 [3] |  | 6 | 34.625 [3] |  | 7 | 54.64 [3] |  | 8 | 39.963 [3] |  | 9 | 36.04 [3] |  | 10 | 36.88 [3] |  | 11 | 36.433 [3] | 
 | | Isaiah scott | 
|---|
 | (Penalties: 0) |  | 1 | 58.598 [4] |  | 2 | 36.007 [2] |  | 3 | 35.764 [3] |  | 4 | 35.117 [3] |  | 5 | 33.82 [1] |  | 6 | 34.875 [1] |  | 7 | 55.657 [1] |  | 8 | 37.072 [1] |  | 9 | 33.965 [1] |  | 10 | 35.593 [1] |  | 11 | 34.94 [1] | 
 | | Matthew | 
|---|
 | (Penalties: 0) |  | 1 | 59.586 [6] |  | 2 | 47.161 [8] |  | 3 | 39.407 [7] |  | 4 | 36.839 [5] |  | 5 | 36.479 [4] |  | 6 | 54.975 [4] |  | 7 | 36.886 [4] |  | 8 | 36.469 [6] |  | 9 | 36.448 [6] |  | 10 | 35.861 [6] |  | 11 |  | 
 | | Corey | 
|---|
 | (Penalties: 0) |  | 1 | 58.652 [5] |  | 2 | 44.87 [7] |  | 3 | 39.073 [5] |  | 4 | 38.058 [8] |  | 5 | 37.079 [6] |  | 6 | 56.492 [6] |  | 7 | 36.79 [6] |  | 8 | 35.666 [4] |  | 9 | 35.652 [4] |  | 10 | 34.859 [4] |  | 11 |  | 
 | | Mario | 
|---|
 | (Penalties: 0) |  | 1 | 42.131 [1] |  | 2 | 45.422 [4] |  | 3 | 38.779 [4] |  | 4 | 37.849 [7] |  | 5 | 37.993 [8] |  | 6 | 63.719 [8] |  | 7 | 37.363 [8] |  | 8 | 36.634 [8] |  | 9 | 36.631 [8] |  | 10 | 35.778 [5] |  | 11 |  | 
 |