david |
---|
(Penalties: 0) | 1 | 79.954 [4] | 2 | 76.85 [6] | 3 | 78.572 [8] | 4 | 75.337 [8] | 5 | 82.107 [8] | 6 | 69.702 [6] | 7 | 67.393 [6] | 8 | 79.153 [6] | 9 | | 10 | |
| SingleJingle |
---|
(Penalties: 0) | 1 | 71.683 [1] | 2 | 63.917 [1] | 3 | 62.653 [1] | 4 | 61.837 [1] | 5 | 60.563 [1] | 6 | 61.782 [1] | 7 | 59.391 [1] | 8 | 59.964 [1] | 9 | 60.229 [1] | 10 | 59.678 [1] |
| John"Rowdy"Cau... |
---|
(Penalties: 0) | 1 | 80.808 [5] | 2 | 96.342 [9] | 3 | 66.703 [3] | 4 | 111.559 [3] | 5 | 76.428 [3] | 6 | 66.789 [3] | 7 | 75.762 [3] | 8 | 72.377 [4] | 9 | | 10 | |
| Matthew Koehler |
---|
(Penalties: 0) | 1 | 87.771 [9] | 2 | 64.904 [2] | 3 | 82.105 [2] | 4 | 76.65 [2] | 5 | 63.646 [2] | 6 | 88.662 [2] | 7 | 62.643 [2] | 8 | 77.379 [2] | 9 | | 10 | |
| Cam |
---|
(Penalties: 0) | 1 | 96.403 [11] | 2 | 78.523 [8] | 3 | 74.747 [7] | 4 | 83.406 [7] | 5 | 87.285 [7] | 6 | 78.744 [8] | 7 | 94.478 [9] | 8 | 71.998 [8] | 9 | | 10 | |
| ImagineKid |
---|
(Penalties: 0) | 1 | 87.192 [7] | 2 | 81.499 [10] | 3 | 81.727 [10] | 4 | 80.286 [10] | 5 | 76.046 [9] | 6 | 84.259 [9] | 7 | 86.498 [10] | 8 | 77.117 [10] | 9 | | 10 | |
| Saige |
---|
(Penalties: 0) | 1 | 87.229 [8] | 2 | 77.071 [7] | 3 | 100.849 [9] | 4 | 78.775 [9] | 5 | 89.848 [10] | 6 | 77.022 [10] | 7 | 74.668 [8] | 8 | 73.578 [9] | 9 | | 10 | |
| Newman Dogan |
---|
(Penalties: 0) | 1 | 79.488 [3] | 2 | 73.019 [5] | 3 | 70.492 [4] | 4 | 71.419 [5] | 5 | 67.187 [4] | 6 | 68.072 [4] | 7 | 76.995 [4] | 8 | 65.69 [3] | 9 | 63.748 [3] | 10 | |
| Austin |
---|
(Penalties: 0) | 1 | 82.339 [6] | 2 | 71.091 [4] | 3 | 76.392 [6] | 4 | 67.787 [4] | 5 | 77.021 [5] | 6 | 76.081 [5] | 7 | 67.66 [7] | 8 | 71.024 [7] | 9 | | 10 | |
| Jen Shook |
---|
(Penalties: 0) | 1 | 88.464 [10] | 2 | 84.391 [11] | 3 | 84.308 [11] | 4 | 86.546 [11] | 5 | 86.526 [11] | 6 | 83.759 [11] | 7 | 83.176 [11] | 8 | | 9 | | 10 | |
| Duncan |
---|
(Penalties: 0) | 1 | 76.674 [2] | 2 | 70.954 [3] | 3 | 85.463 [5] | 4 | 79.422 [6] | 5 | 74.875 [6] | 6 | 70.307 [7] | 7 | 67.284 [5] | 8 | 68.613 [5] | 9 | | 10 | |
|