| | Arron Persaud | 
|---|
 | (Penalties: 0) |  | 1 | 84.405 [4] |  | 2 | 61.224 [4] |  | 3 | 60.79 [5] | 
 | | Fernand  Vixamar | 
|---|
 | (Penalties: 0) |  | 1 | 96.492 [11] |  | 2 | 66.137 [16] |  | 3 | 63.554 [14] | 
 | | Brandon Chhaidan | 
|---|
 | (Penalties: 0) |  | 1 | 92.915 [9] |  | 2 | 59.289 [1] |  | 3 | 59.822 [2] | 
 | | Can Cakar | 
|---|
 | (Penalties: 0) |  | 1 | 98.765 [13] |  | 2 | 62.761 [8] |  | 3 | 61.059 [8] | 
 | | Jeremy Chhaidan | 
|---|
 | (Penalties: 0) |  | 1 | 98.42 [12] |  | 2 | 62.924 [9] |  | 3 | 60.855 [6] | 
 | | Faith Lipoczky | 
|---|
 | (Penalties: 0) |  | 1 | 92.004 [8] |  | 2 | 60.732 [3] |  | 3 | 61.258 [4] | 
 | | Juan Palacio | 
|---|
 | (Penalties: 0) |  | 1 | 81.437 [2] |  | 2 | 64.673 [13] |  | 3 | 62.135 [11] | 
 | | Ziheng Zu | 
|---|
 | (Penalties: 0) |  | 1 | 100.318 [18] |  | 2 | 61.269 [5] |  | 3 | 60.602 [3] | 
 | | Sage Yin | 
|---|
 | (Penalties: 0) |  | 1 | 100.018 [17] |  | 2 | 65.718 [15] |  | 3 | 67.498 [16] | 
 | | Shaun  Nieuwoudt | 
|---|
 | (Penalties: 0) |  | 1 | 99.976 [16] |  | 2 | 60.615 [2] |  | 3 | 59.09 [1] | 
 | | JoJo Alexandre | 
|---|
 | (Penalties: 0) |  | 1 | 113.383 [19] |  | 2 | 64.017 [12] |  | 3 | 63.775 [15] | 
 | | Drake Pifer | 
|---|
 | (Penalties: 0) |  | 1 | 98.823 [14] |  | 2 | 61.871 [7] |  | 3 | 62.514 [10] | 
 | | Sara Elharar | 
|---|
 | (Penalties: 0) |  | 1 | 74.004 [1] |  | 2 | 66.603 [17] |  | 3 |  | 
 | | Shirel Elharrar | 
|---|
 | (Penalties: 0) |  | 1 | 86.73 [6] |  | 2 | 85.816 [19] |  | 3 |  | 
 | | Shmuel Elharrar | 
|---|
 | (Penalties: 0) |  | 1 | 86.397 [5] |  | 2 | 65.461 [14] |  | 3 | 60.92 [7] | 
 | | Edley Reeves | 
|---|
 | (Penalties: 0) |  | 1 | 99.883 [15] |  | 2 | 61.673 [6] |  | 3 | 66.336 [9] | 
 | | Michael Williams | 
|---|
 | (Penalties: 0) |  | 1 | 94.664 [10] |  | 2 | 63.059 [10] |  | 3 | 62.988 [13] | 
 | | Shaun Ajodha | 
|---|
 | (Penalties: 0) |  | 1 | 81.591 [3] |  | 2 |  |  | 3 |  | 
 | | Dynasty Esposito | 
|---|
 | (Penalties: 0) |  | 1 | 87.686 [7] |  | 2 | 63.135 [11] |  | 3 | 62.953 [12] | 
 |