| lazy1 |
|---|
| (Penalties: 0) | | 1 | 58.453 [10] | | 2 | 35.005 [4] | | 3 | 60.786 [4] | | 4 | 36.976 [5] | | 5 | 35.31 [5] | | 6 | 35.248 [5] | | 7 | |
| | YT@Reverb_25 |
|---|
| (Penalties: 0) | | 1 | 54.608 [7] | | 2 | 32.427 [1] | | 3 | 32.561 [1] | | 4 | 55.246 [1] | | 5 | 31.762 [1] | | 6 | 31.04 [1] | | 7 | 34.578 [1] |
| | Austen Taylor |
|---|
| (Penalties: 0) | | 1 | 57.359 [9] | | 2 | 33.285 [2] | | 3 | 55.827 [2] | | 4 | 36.717 [2] | | 5 | 35.359 [2] | | 6 | 34.967 [2] | | 7 | |
| | Ayden Taylor |
|---|
| (Penalties: 0) | | 1 | 41.671 [4] | | 2 | 35.757 [8] | | 3 | 57.266 [8] | | 4 | 37.599 [8] | | 5 | 35.439 [8] | | 6 | | | 7 | |
| | Jillian |
|---|
| (Penalties: 0) | | 1 | 68.516 [13] | | 2 | 42.638 [13] | | 3 | 76.961 [13] | | 4 | 44.098 [13] | | 5 | 42.749 [13] | | 6 | | | 7 | |
| | Gabriel Barhorst |
|---|
| (Penalties: 0) | | 1 | 42.076 [5] | | 2 | 35.37 [7] | | 3 | 57.088 [7] | | 4 | 37.801 [7] | | 5 | 35.453 [7] | | 6 | | | 7 | |
| | Connor George |
|---|
| (Penalties: 0) | | 1 | 61.695 [12] | | 2 | 38.415 [11] | | 3 | 58.313 [12] | | 4 | 36.208 [9] | | 5 | 35.755 [9] | | 6 | 35.63 [9] | | 7 | |
| | Wyatt Gilliam |
|---|
| (Penalties: 0) | | 1 | 56.792 [8] | | 2 | 35.106 [5] | | 3 | 59.298 [5] | | 4 | 34.774 [4] | | 5 | 43.516 [4] | | 6 | | | 7 | |
| | Evan Lowe |
|---|
| (Penalties: 0) | | 1 | 42.316 [6] | | 2 | 69.124 [12] | | 3 | 37.81 [11] | | 4 | 39.232 [12] | | 5 | 38.74 [12] | | 6 | | | 7 | |
| | Aiden Dyess |
|---|
| (Penalties: 0) | | 1 | 58.692 [11] | | 2 | 37.175 [10] | | 3 | 60.121 [10] | | 4 | 37.514 [11] | | 5 | 45.235 [11] | | 6 | | | 7 | |
| | Lucas Moore |
|---|
| (Penalties: 0) | | 1 | 41.416 [3] | | 2 | 36.263 [9] | | 3 | 64.646 [9] | | 4 | 36.656 [10] | | 5 | 35.985 [10] | | 6 | | | 7 | |
| | Owen Redman |
|---|
| (Penalties: 0) | | 1 | 35.202 [1] | | 2 | 36.359 [6] | | 3 | 60.471 [6] | | 4 | 36.203 [6] | | 5 | 36.775 [6] | | 6 | | | 7 | |
| | Cohen Rogers |
|---|
| (Penalties: 0) | | 1 | 36.283 [2] | | 2 | 34.182 [3] | | 3 | 63.461 [3] | | 4 | 37.837 [3] | | 5 | 36.113 [3] | | 6 | | | 7 | |
|