| Hochie Pochie | 
|---|
 | (Penalties: 0) |  | 1 | 74.059 [2] |  | 2 | 67.782 [2] |  | 3 | 78.464 [2] |  | 4 | 66.257 [1] |  | 5 | 66.354 [1] |  | 6 | 66.612 [1] |  | 7 | 65.313 [1] |  | 8 | 66.305 [1] |  | 9 | 66.364 [2] |  
  | | Angel | 
|---|
 | (Penalties: 0) |  | 1 | 75.365 [3] |  | 2 | 67.82 [3] |  | 3 | 69.72 [3] |  | 4 | 67.884 [3] |  | 5 | 67.255 [2] |  | 6 | 69.234 [2] |  | 7 | 68.018 [3] |  | 8 | 67.055 [2] |  | 9 | 64.782 [1] |  
  | | Perrin Huggins | 
|---|
 | (Penalties: 0) |  | 1 | 72.555 [1] |  | 2 | 68.311 [5] |  | 3 | 68.266 [5] |  | 4 | 68.045 [5] |  | 5 | 67.742 [4] |  | 6 | 68.957 [5] |  | 7 | 68.357 [5] |  | 8 | 68.021 [5] |  | 9 | 66.664 [3] |  
  | | Ricardo Cabrini | 
|---|
 | (Penalties: 0) |  | 1 | 80.19 [6] |  | 2 | 69.422 [6] |  | 3 | 81.663 [6] |  | 4 | 68.211 [6] |  | 5 | 70.082 [6] |  | 6 | 68.017 [7] |  | 7 | 69.142 [7] |  | 8 | 68.526 [7] |  | 9 | 67.749 [7] |  
  | | Victor De Oliv... | 
|---|
 | (Penalties: 0) |  | 1 | 95.926 [9] |  | 2 | 72.904 [7] |  | 3 | 72.745 [8] |  | 4 | 72.434 [9] |  | 5 | 89.346 [9] |  | 6 | 73.482 [9] |  | 7 | 72.539 [9] |  | 8 | 78.66 [9] |  | 9 |   |  
  | | Raymond Damitio | 
|---|
 | (Penalties: 0) |  | 1 | 76.436 [4] |  | 2 | 77.668 [9] |  | 3 | 70.216 [7] |  | 4 | 68.348 [7] |  | 5 | 68.472 [7] |  | 6 | 67.79 [6] |  | 7 | 68.17 [6] |  | 8 | 69.992 [6] |  | 9 | 67.691 [6] |  
  | | Mackenzie Andr... | 
|---|
 | (Penalties: 0) |  | 1 | 79.503 [5] |  | 2 | 74.579 [8] |  | 3 | 73.554 [9] |  | 4 | 72.23 [8] |  | 5 | 73.83 [8] |  | 6 | 72.544 [8] |  | 7 | 71.868 [8] |  | 8 | 72.004 [8] |  | 9 | 71.802 [8] |  
  | | Thomas Deal | 
|---|
 | (Penalties: 0) |  | 1 | 83.033 [8] |  | 2 | 67.626 [1] |  | 3 | 70.316 [1] |  | 4 | 68.024 [2] |  | 5 | 68.865 [3] |  | 6 | 67.35 [4] |  | 7 | 67.127 [2] |  | 8 | 78.688 [3] |  | 9 | 67.765 [4] |  
  | | Steven Smith | 
|---|
 | (Penalties: 0) |  | 1 | 80.732 [7] |  | 2 | 68.04 [4] |  | 3 | 70.261 [4] |  | 4 | 68.168 [4] |  | 5 | 68.934 [5] |  | 6 | 67.297 [3] |  | 7 | 67.652 [4] |  | 8 | 76.939 [4] |  | 9 | 68.958 [5] |  
  |