Division 3
No qualifiers found.
Direct Acceptance | |||||
---|---|---|---|---|---|
Seed | Name | Nationality | Club | Alternate | Replaced |
[1] | Sam McKindlay | Adelaide Uni Squash Club | No | - | |
[8] | Finlay Watson | AU | Whyalla Squash Club | No | - |
[5] | Paul Lediaev | Campbelltown Squash Club | No | - | |
[4] | Aryan Madan | AU | Naracoorte & District Squash Club | No | - |
[3] | Kate Winters | AU | Rackets and Strings | No | - |
[6] | Jasper Stokoe | AU | Barossa Valley Squash Club (at the Rex) | No | - |
[7] | Chathula Kiripitige | AU | Next Generation | No | - |
[2] | Ciaran Shouksmith | AU | Naracoorte & District Squash Club | No | - |
Date / Time | Position ID | Location | Player 1 | Player 2 | Result |
---|---|---|---|---|---|
2019-02-22 6:50pm | A1 | IFSC - Court 1 |
Sam McKindlay [1]
|
Finlay Watson [8]
|
11-6, 11-8, 11-6 |
2019-02-22 6:50pm | A2 | IFSC - Court 4 |
Paul Lediaev [5]
|
Aryan Madan [4]
|
7-11, 4-11, 6-11 |
2019-02-22 7:25pm | A3 | IFSC - Court 1 |
Kate Winters [3]
|
Jasper Stokoe [6]
|
9-11, 11-4, 11-5, 11-5 Normal |
2019-02-22 7:25pm | A4 | IFSC - Court 4 |
Chathula Kiripitige [7]
|
Ciaran Shouksmith [2]
|
6-11, 6-11, 3-11 |
2019-02-23 10:35am | A5 | IFSC - Court 1 |
Sam McKindlay [1]
|
Aryan Madan [4]
|
5-11, 11-2, 5-11, 11-3, 3-11 |
2019-02-23 10:35am | A6 | IFSC - Court 4 |
Kate Winters [3]
|
Ciaran Shouksmith [2]
|
6-11, 11-3, 15-13, 10-12, 11-8 |
2019-02-23 1:00pm | A7 | IFSC - Court 2 |
Aryan Madan [4]
|
Kate Winters [3]
|
8-11, 5-11, 3-11 Normal |
2019-02-23 1:00pm | B1 | IFSC - Court 3 |
Sam McKindlay [1]
|
Ciaran Shouksmith [2]
|
11-7, 6-11, 8-11, 4-11 Normal |
2019-02-23 10:35am | C1 | IFSC - Court 3 |
Finlay Watson [8]
|
Paul Lediaev [5]
|
8-11, 11-1, 8-11, 7-11 Normal |
2019-02-23 10:00am | C2 | IFSC - Court 3 |
Jasper Stokoe [6]
|
Chathula Kiripitige [7]
|
5-11, 6-11, 5-11 |
2019-02-23 12:20pm | C3 | IFSC - Court 2 |
Paul Lediaev [5]
|
Chathula Kiripitige [7]
|
12-10, 11-8, 2-11, 4-11, 14-12 |
2019-02-23 12:20pm | D1 | IFSC - Court 3 |
Finlay Watson [8]
|
Jasper Stokoe [6]
|
11-9, 11-9, 11-7 |