Logan |
---|
(Penalties: 0) | 1 | 38.226 [1] | 2 | 37.398 [7] | 3 | 36.954 [6] | 4 | 37.979 [7] | 5 | 35.665 [3] | 6 | 39.617 [3] | 7 | 36.604 [3] | 8 | 35.563 [3] | 9 | 35.736 [3] | 10 | 35.017 [3] | 11 | 36.42 [3] | 12 | |
| Escobar |
---|
(Penalties: 0) | 1 | 84.999 [9] | 2 | 35.51 [1] | 3 | 34.965 [1] | 4 | 35.082 [2] | 5 | 35.956 [2] | 6 | 35.578 [2] | 7 | 36.632 [2] | 8 | 37.661 [2] | 9 | 35.507 [2] | 10 | 35.176 [2] | 11 | 35.052 [2] | 12 | 35.678 [2] |
| Eli Auker |
---|
(Penalties: 0) | 1 | 79.26 [8] | 2 | 35.679 [2] | 3 | 35.074 [2] | 4 | 34.946 [1] | 5 | 35.14 [1] | 6 | 34.998 [1] | 7 | 36.551 [1] | 8 | 36.239 [1] | 9 | 34.862 [1] | 10 | 35.432 [1] | 11 | 34.711 [1] | 12 | 34.574 [1] |
| ISHUAN |
---|
(Penalties: 0) | 1 | 72.524 [7] | 2 | 36.924 [4] | 3 | 37.947 [5] | 4 | 37.644 [6] | 5 | 36.969 [7] | 6 | 37.093 [8] | 7 | 38.597 [8] | 8 | 37.209 [8] | 9 | 36.996 [8] | 10 | 36.427 [8] | 11 | 36 [7] | 12 | |
| johnny'sFast |
---|
(Penalties: 0) | 1 | 58.173 [5] | 2 | 37.161 [5] | 3 | 36.395 [4] | 4 | 48.935 [4] | 5 | 35.878 [4] | 6 | 36.716 [4] | 7 | 36.032 [4] | 8 | 35.881 [5] | 9 | 35.654 [4] | 10 | 35.655 [4] | 11 | 35.963 [4] | 12 | |
| Tappy3 |
---|
(Penalties: 0) | 1 | 52.839 [4] | 2 | 35.887 [3] | 3 | 36.094 [3] | 4 | 37.348 [3] | 5 | 36.156 [5] | 6 | 36.168 [5] | 7 | 36.417 [5] | 8 | 35.904 [6] | 9 | 37.232 [6] | 10 | 38.571 [6] | 11 | 41.906 [6] | 12 | |
| lukas |
---|
(Penalties: 0) | 1 | 50.738 [3] | 2 | 41.528 [9] | 3 | 39.75 [9] | 4 | 40.052 [9] | 5 | 40.073 [9] | 6 | 41.748 [9] | 7 | 39.389 [9] | 8 | 37.914 [9] | 9 | 38.832 [9] | 10 | 38.074 [9] | 11 | | 12 | |
| Lydia |
---|
(Penalties: 0) | 1 | 66.609 [6] | 2 | 37.244 [6] | 3 | 38.174 [7] | 4 | 39.402 [8] | 5 | 37.046 [8] | 6 | 36.435 [7] | 7 | 36.166 [7] | 8 | 37.212 [7] | 9 | 37.24 [7] | 10 | 36.794 [7] | 11 | 37.632 [8] | 12 | |
| dave |
---|
(Penalties: 0) | 1 | 45.105 [2] | 2 | 38.228 [8] | 3 | 38.748 [8] | 4 | 36.672 [5] | 5 | 35.97 [6] | 6 | 38.211 [6] | 7 | 37.258 [6] | 8 | 35.85 [4] | 9 | 36.518 [5] | 10 | 36.232 [5] | 11 | 36.312 [5] | 12 | |
|