Dillan Dosanjh |
---|
(Penalties: 0) | 1 | 47.269 [5] | 2 | 43.954 [5] | 3 | 47.121 [6] | 4 | 54.328 [7] | 5 | 33.61 [2] | 6 | 33.97 [3] | 7 | 33.746 [4] | 8 | 30.792 [1] | 9 | 30.327 [1] | 10 | 31.92 [1] | 11 | 29.862 [2] | 12 | 30.439 [3] |
| Ainara Dosanjh |
---|
(Penalties: 0) | 1 | 55.477 [7] | 2 | 43.696 [4] | 3 | 62.809 [5] | 4 | 43.802 [6] | 5 | 37.679 [6] | 6 | 37.592 [7] | 7 | 34.924 [5] | 8 | 41.116 [5] | 9 | 35.139 [6] | 10 | 36.631 [7] | 11 | | 12 | |
| Miles Hodgson |
---|
(Penalties: 0) | 1 | 42.059 [1] | 2 | 42.154 [1] | 3 | 55.539 [1] | 4 | 45.008 [3] | 5 | 33.086 [1] | 6 | 35.176 [1] | 7 | 33.726 [1] | 8 | 33.786 [3] | 9 | 32.847 [3] | 10 | 33.234 [3] | 11 | 27.757 [1] | 12 | 27.534 [1] |
| Nadav Netaneli |
---|
(Penalties: 0) | 1 | 46.738 [4] | 2 | 65.701 [6] | 3 | 43.386 [3] | 4 | 40.444 [2] | 5 | 38.187 [7] | 6 | 35.314 [5] | 7 | 38.165 [7] | 8 | 35.549 [7] | 9 | 34.04 [5] | 10 | 34.647 [6] | 11 | | 12 | |
| Legacy Bobb |
---|
(Penalties: 0) | 1 | 43.445 [2] | 2 | 42.746 [2] | 3 | 56.589 [2] | 4 | 44.831 [4] | 5 | 34.352 [3] | 6 | 35.259 [4] | 7 | 33.601 [3] | 8 | 32.151 [2] | 9 | 35.53 [2] | 10 | 34.115 [2] | 11 | 31.505 [4] | 12 | 29.299 [2] |
| Keaton Planert |
---|
(Penalties: 0) | 1 | 60.407 [8] | 2 | 65.238 [9] | 3 | 60.584 [9] | 4 | 46.399 [8] | 5 | 52.079 [8] | 6 | 46.709 [8] | 7 | 47.431 [8] | 8 | 44.236 [8] | 9 | 42.677 [8] | 10 | | 11 | | 12 | |
| Grayson Planert |
---|
(Penalties: 0) | 1 | 44.025 [3] | 2 | 43.579 [3] | 3 | 59.219 [4] | 4 | 43.609 [5] | 5 | 34.587 [4] | 6 | 33.21 [2] | 7 | 33.334 [2] | 8 | 35.625 [4] | 9 | 32.903 [4] | 10 | 34.806 [4] | 11 | 31.015 [3] | 12 | 31.379 [4] |
| Harold Yim |
---|
(Penalties: 0) | 1 | 102.814 [9] | 2 | 54.898 [8] | 3 | 55.024 [8] | 4 | 52.642 [9] | 5 | 59.782 [9] | 6 | 66.358 [9] | 7 | | 8 | | 9 | | 10 | | 11 | | 12 | |
| Jayson Puri |
---|
(Penalties: 0) | 1 | 47.495 [6] | 2 | 57.968 [7] | 3 | 51.743 [7] | 4 | 36.676 [1] | 5 | 36.469 [5] | 6 | 35.488 [6] | 7 | 35.004 [6] | 8 | 35.669 [6] | 9 | 36.636 [7] | 10 | 33.832 [5] | 11 | 34.437 [5] | 12 | |
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