| JS - Damien Du... |
|---|
| (Penalties: 0) | | 1 | 73.856 [3] | | 2 | 35.977 [2] | | 3 | 30.14 [2] | | 4 | 29.303 [2] | | 5 | 27.955 [2] | | 6 | 28.614 [2] | | 7 | 28.495 [2] | | 8 | 33.81 [2] | | 9 | 53.252 [2] | | 10 | 28.509 [2] | | 11 | 27.184 [2] | | 12 | 47.479 [2] | | 13 | 27.771 [2] | | 14 | 26.006 [2] | | 15 | 26.163 [2] | | 16 | 24.618 [2] | | 17 | 25.571 [2] | | 18 | 33.641 [2] | | 19 | 29.479 [2] | | 20 | 24.431 [2] | | 21 | 23.266 [2] | | 22 | 24.092 [2] | | 23 | 24.174 [2] | | 24 | 24.769 [2] | | 25 | 25.509 [2] | | 26 | 28.349 [2] | | 27 | 24.244 [2] | | 28 | 29.746 [2] | | 29 | 24.507 [2] | | 30 | 23.771 [2] | | 31 | 25.295 [2] | | 32 | 26.842 [2] | | 33 | 23.893 [2] | | 34 | 23.627 [2] | | 35 | 23.846 [2] | | 36 | 26.092 [2] | | 37 | 24.648 [2] | | 38 | 23.127 [2] | | 39 | 29.646 [2] | | 40 | 23.635 [2] | | 41 | 23.564 [2] | | 42 | | | 43 | | | 44 | | | 45 | | | 46 | |
| | J - Malachi Ne... |
|---|
| (Penalties: 0) | | 1 | 37.74 [2] | | 2 | 73.686 [3] | | 3 | 28.454 [1] | | 4 | 27.468 [1] | | 5 | 27.064 [1] | | 6 | 26.197 [1] | | 7 | 26.222 [1] | | 8 | 26.756 [1] | | 9 | 27.192 [1] | | 10 | 27.857 [1] | | 11 | 29.606 [1] | | 12 | 25.528 [1] | | 13 | 25.014 [1] | | 14 | 26.167 [1] | | 15 | 27.011 [1] | | 16 | 23.663 [1] | | 17 | 25.323 [1] | | 18 | 23.456 [1] | | 19 | 23.121 [1] | | 20 | 24.484 [1] | | 21 | 23.746 [1] | | 22 | 22.779 [1] | | 23 | 22.782 [1] | | 24 | 23.308 [1] | | 25 | 24.933 [1] | | 26 | 23.322 [1] | | 27 | 22.805 [1] | | 28 | 22.399 [1] | | 29 | 23.237 [1] | | 30 | 23.301 [1] | | 31 | 23.743 [1] | | 32 | 22.264 [1] | | 33 | 23.382 [1] | | 34 | 26.043 [1] | | 35 | 24.724 [1] | | 36 | 24.094 [1] | | 37 | 23.316 [1] | | 38 | 23.327 [1] | | 39 | 23.091 [1] | | 40 | 23.208 [1] | | 41 | 22.465 [1] | | 42 | 22.056 [1] | | 43 | 22.669 [1] | | 44 | 30.248 [1] | | 45 | 23.475 [1] | | 46 | 25.331 [1] |
| | Oscar Dyderski |
|---|
| (Penalties: 0) | | 1 | 35.543 [1] | | 2 | 33.789 [1] | | 3 | 35.67 [3] | | 4 | 32.334 [3] | | 5 | 31.972 [3] | | 6 | 30.424 [3] | | 7 | 29.315 [3] | | 8 | 30.168 [3] | | 9 | 30.281 [3] | | 10 | 62.345 [3] | | 11 | 28.905 [3] | | 12 | 30.275 [3] | | 13 | 29.36 [3] | | 14 | 28.539 [3] | | 15 | 28.498 [3] | | 16 | 28.713 [3] | | 17 | 27.965 [3] | | 18 | 28.079 [3] | | 19 | 25.846 [3] | | 20 | 26.206 [3] | | 21 | 26.059 [3] | | 22 | 26.583 [3] | | 23 | 25.288 [3] | | 24 | 26.152 [3] | | 25 | 26.994 [3] | | 26 | 26.49 [3] | | 27 | 25.62 [3] | | 28 | 26.516 [3] | | 29 | 26.198 [3] | | 30 | 26.234 [3] | | 31 | 24.689 [3] | | 32 | 26.552 [3] | | 33 | 25.009 [3] | | 34 | 25.897 [3] | | 35 | 25.407 [3] | | 36 | 25.791 [3] | | 37 | 25.789 [3] | | 38 | 24.473 [3] | | 39 | 24.487 [3] | | 40 | 24.439 [3] | | 41 | 25.579 [3] | | 42 | | | 43 | | | 44 | | | 45 | | | 46 | |
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