March 5, 2024
The final standings are below. Only sets where the winning score was at least 11 points counted:
TEAM | WINS | LOSSES | PCT | PLACE |
5 | 17 | 0 | 1.000 | 1 |
8 | 12 | 4 | 0.750 | 2 |
1 | 11 | 5 | 0.688 | 3 |
3 | 10 | 7 | 0.588 | 4 |
2 | 7 | 7 | 0.500 | 5 |
6 | 9 | 11 | 0.450 | 6 |
7 | 3 | 11 | 0.214 | 7 |
4 | 2 | 19 | 0.095 | 8 |
Format for playoffs on Friday, March 8th:
* Only the top six teams qualify, Teams 4 and 7 didn't make it.
* The top 2 teams, Team 5 and Team 8, have a bye for the first round
* The first round will be 1 set to 25 points with each team getting a 4-minute warmup
* The second round will also be 1 set to 25 points, with each team getting a 3-minute warmup
* The final will be a best 2 of 3 with sets 1 and 2 being 25 pts and set 3 if needed, being 15 pts
Playoff Schedule:
Round 1
7:30 pm Match 1: Team 1 vs Team 6
7:30 pm Match 2: Team 3 vs Team 6
Round 2
Match 3: Team 5 versus winner of Match 1
Match 4: Team 8 versus winner of Match 2
Finals
Match 5: Winner of Match 3 versus winner of Match 4
The first place team will receive medals.
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March 1
Tonight's schedule will be a makeup for the snow day cancellation from January 19th. Next week will playoffs for the top 6 teams.
February 2nd
New start time for HS PAL VB is 7:15pm, with a new finish time of 9pm. This is at the direction of the school.
January 11, 2024
The high School schedule is below:
| 7:15 | 8:00 | 8:30 | | 7:15 | 8:00 | 8:30 | BYE |
12-Jan | 1 v 3 | 2 v 3 | 1 v 2 | | 4 v 5 | 5 v 6 | 4 v 6 | 7, 8 |
19-Jan | 1 v 7 | 7 v 8 | 1 v 8 | | 2 v 5 | 5 v 6 | 2 v 6 | 3, 4 |
26-Jan | 3 v 5 | 5 v 7 | 3 v 7 | | 4 v 1 | 1 v 8 | 4 v 8 | 2, 6 |
2-Feb | 2 v 3 | 3 v 8 | 2 v 8 | | 6 v 7 | 4 v 7 | 6 v 4 | 1, 5 |
9-Feb | 1 v 5 | 5 v 7 | 1 v 7 | | 2 v 4 | 4 v 6 | 2 v 6 | 3, 8 |
16-Feb | 1 v 3 | 3 v 6 | 1 v 6 |
| 5 v 8 | 4 v 8 | 4 v 5 | 2, 7 |
23-Feb | 2 v 7 | 7 v 8 | 2 v 8 | | 3 v 4 | 4 v 6 | 3 v 6 | 1, 5 |
1-Mar | 1 v 7 | 7 v 8 | 1 v 8 | | 2 v 5 | 5 v 6 | 2 v 6 | 3, 4 |
8-Mar | Playoffs |
The team rosters are below:
Alexandrea | Thomas | 1 |
Angesca | Rojas | 1 |
Ayani | Torres | 1 |
Hayley | Burns | 1 |
Jane | Chen | 1 |
Angelina | Previti | 1 |
Kaitlyn | Ho | 1 |
Madison | Wimbish | 1 |
Stephanie | Austria | 1 |
Kylee | Snyder | 1 |
Sophia | Ramos | 1 |
Brooklyn | Habermehl | 2 |
Cassie | McCarthy | 2 |
Harmonie | Rawlings | 2 |
Icylin | Simpson | 2 |
Jamie | Chiao | 2 |
Nahudjie | Cineus | 2 |
Poonam | Patel | 2 |
Rhealynn | Ronas | 2 |
Vivian | Broadbent | 2 |
Madelena | Erman | 2 |
Annie | Semet | 3 |
Ashley | Piereth | 3 |
Ella | Barsotti | 3 |
Kiley | Johnson | 3 |
Kyiie | Hennelly | 3 |
Mackenzie | Hornig | 3 |
Rowynn | Shevlin | 3 |
Zayda | Shevlin | 3 |
Breana | Francis | 3 |
Laney | Yates | 3 |
Alessia | Cartagena | 4 |
Analise | Lugo | 4 |
Diya | Patel | 4 |
Diya | Vadnerker | 4 |
Joelle | Glenn | 4 |
Maliah | Moseley | 4 |
Madeleine | Hewitt | 4 |
Sia | Patel | 4 |
Sydney | Harvey | 4 |
Valerie | Mata | 4 |
Adrianna | Fodera | 5 |
Aowyn | Phillips | 5 |
Audreyanna | Phillips | 5 |
DaMya | Key | 5 |
Haisly | Man | 5 |
Josephine | Buxton | 5 |
Laloni | Lopez | 5 |
Mackenzie | McDonnell | 5 |
Suzan | Pawlowski | 5 |
Amanda | Macchione | 5 |
Yanitza | Visciglia | 5 |
Charleigh | Thompson | 6 |
Gianna | Lee | 6 |
Hallie | Buddy | 6 |
Julianna | Mahieu | 6 |
Kaitlyn | Sullivan | 6 |
Kylee | Thomas | 6 |
Lucia | Werz | 6 |
Madison | Ha | 6 |
Mallory | Figley | 6 |
Taylor | Hutton | 6 |
Angelica | Shafman | 7 |
Gabriela | Carucho | 7 |
Kailyn | Kelly | 7 |
Lily | Robert | 7 |
Olivia | Stone | 7 |
Rebekah | Long | 7 |
Sarah | Hoffman | 7 |
Tayton | Heap | 7 |
Noelia | Shaffer | 7 |
Mia | Fisher | 8 |
Yariliz | Flores | 8 |
Cielo | Villaflor | 8 |
Elizabeth | Flores | 8 |
Joan | Liu | 8 |
Samantha Ysabel | Bianzon | 8 |
Christina | Tran | 8 |
Grace | Sheridan | 8 |
Jennifer | Tran | 8 |
PAL volleyball for all ages is off for the Winter Break school closing and will return as follows:
- 4th - 6th: Monday, January 8th
- 7/8 Grade: Wednesday, January 3rd
- High School: Friday, January 12th
December 14, 2023
For tomorrow, December 15th, we will play according to this schedule:
Teams 1 - 4: 7:30 pm- 8:30 pm
Teams 5- 8: 8:30 pm - 9:30 pm
This is the last night of practice before we begin league play after we come back from Winter Break on January 12th. We will post the complete weekly schedule shortly.
![](https://dt5602vnjxv0c.cloudfront.net/portals/9750/images/2023-hs-champs_vb.jpg)
3/25/23
Congratulations to our 2023 girl's high school champions, Oakcrest 2 (team 5) team, who beat the runner-up Absegami (Team 1) team 2 - 1 in a tough, three set final. Thank you to the 70 girls who participated on our 7 teams this year and made for some fun Friday nights. I'd also like to thank our two referees, Ariana and Raniyah Torres, who did a great job of running the matches.
Winter 2023/2024 Girls HS League
The first night will be Friday, December 1st. The format will be league play in a tri-match format. There will be 8 total teams, and 6 will play each night, with 2 teams receiving a bye. That is how we can accommodate up to the 72 girls. We have done that for the last 5 seasons and it has worked out well. We spend the first two sessions making up the teams and giving each some practice time. After that, it's all scheduled league play until the last week when it's a tournament.
There is very little spectator room at GTMS, so parents are asked to drop their athlete off and come back to get them promptly at 9:15, it would be appreciated.
The Head Referee and supervisor for this age group is Ariana Torres, who is an Assistant Coach at Oakcrest HS and a player at ACCC. I will be there on most nights to pitch in and assist Ariana as necessary. This is her 3rd year of working with this age group, and it's our 25th year of doing PAL Volleyball.
Winter 2022/2023 High School Girls Volleyball League
Final Standings and Playoff Bracket
Friday, March 10th was the final night of regular season play for our 2023 High School Girls Volleyball League. There is no volleyball on Friday, March 17th. The top 6 teams will take part in a single-elimination tournament on Friday, March 24th starting at 7:30 pm at GTMS. The tournament will be single elimination format with the first round being a single set to 25 and the semi-finals and final being a best 2 out of 3. The standings are below, and the tournament bracket and pairings follows:
![](https://dt5602vnjxv0c.cloudfront.net/portals/9750/images/hs_playoff_brackets2.jpg)
Team | Won | Lost | Pct | Place |
Team 3 | 16 | 8 | 0.667 | 1 |
Team 4 | 13 | 11 | 0.542 | 2 |
Team 7 | 13 | 11 | 0.542 | 3 |
Team 5 | 12 | 11 | 0.522 | 4 |
Team 2 | 12 | 12 | 0.500 | 5 |
Team 1 | 9 | 14 | 0.391 | 6 |
Team 6 | 8 | 16 | 0.333 | 7 |
Playoff Brackets
Schedule
2/22/2023: Please note changes to schedule, we got March 3rd back from Basketball, so revised schedule is below:
| Court 1 | | Court 2 | |
| 7:30 | 8:00 | 8:30 | | 7:30 | 8:00 | 8:30 | BYE |
Jan 13 | 1 v 2 | 2 v 3 | 1 v 3 | | 4 v 5 | 5 v 6 | 4 v 6 | 7 |
Jan 20 | Off for GTMS event |
Jan 27 | 2 v 3 | 3 v 5 | 2 v 5 | | 1 v 4 | 4 v 7 | 1 v 7 | 6 |
Feb 3 | 1 v 4 | 4 v 5 | 1 v 5 | | 2 v 6 | 6 v 7 | 2 v 7 | 3 |
Feb 17 | 1 v 5 | 5 v 7 | 1 v 7 | | 2 v 3 | 3 v 6 | 2 v 6 | 4 |
Feb 24 | 2 v 4 | 4 v 7 | 2 v 7 | | 1 v 6 | 3 v 6 | 1 v 3 | 5 |
Mar 3 | 3 v 5 | 3 v 6 | 5 v 6 | | 2 v 7 | 4 v 7 | 2 v 4 | 1 |
Mar 10 | 5 v 6 | 1 v 6 | 1 v 5 | | 4 v 7 | 3 v 7 | 3 v 4 | 2 |
Mar 17 | Playoffs – Top 6 teams TBD |
2/3/2023: Please note that PAL HS Volleyball has been canceled for Friday, Feb. 10th
Below is the league schedule for Friday, January 13th through Friday, March 17th. If the school is closed for a weather issue, we will reschedule for the following week. Scroll down below the schedule to see the team rosters.
- If viewing on your phone, use landscape mode
| Court 1 | | Court 2 | |
| 7:30 | 8:00 | 8:30 | | 7:30 | 8:00 | 8:30 | BYE |
13-Jan | 1 v 2 | 2 v 3 | 1 v 3 | | 4 v 5 | 5 v 6 | 4 v 6 | 7 |
20-Jan | Off for GTMS event |
27-Jan | 2 v 3 | 3 v 5 | 2 v 5 | | 1 v 4 | 4 v 7 | 1 v 7 | 6 |
3-Feb | 1 v 4 | 4 v 5 | 1 v 5 | | 2 v 6 | 6 v 7 | 2 v 7 | 3 |
10-Feb | Off for GTMS event |
17-Feb | 1 v 5 | 5 v 7 | 1 v 7 | | 2 v 3 | 3 v 6 | 2 v 6 | 4 |
24-Feb | 2 v 4 | 4 v 7 | 2 v 7 | | 1 v 6 | 4 v 6 | 1 v 6 | 5 |
3-Mar | Off for PAL Basketball Playoffs |
10-Mar | 3 v 5 | 3 v 6 | 5 v 6 | | 2 v 7 | 4 v 7 | 2 v 7 | 1 |
17-Mar | Playoffs – Top 6 teams TBD |
Team Rosters
First Name | Last Name | Team | Team # |
Josephine | Buxton | A1 | 1 |
Elizabeth | Frank | A1 | 1 |
Jaidah | Garrett | A1 | 1 |
Sydney | Harvey | A1 | 1 |
Da'Mya | Key | A1 | 1 |
Amanda | Macchione | A1 | 1 |
Haisly | Man | A1 | 1 |
Mackenzie | McDonnell | A1 | 1 |
Audreyanna | Phillips | A1 | 1 |
Aowyn | Phillips | A1 | 1 |
| | | |
Corianna | Caucci | CC | 2 |
Emalyn | Christopher | CC | 2 |
Gabrielle | Kienzle | CC | 2 |
Maria | Maione | CC | 2 |
Malanie | Pagan | CC | 2 |
Evita | Yanusz | CC | 2 |
Mia | Foy | CC | 2 |
Katie | Colella | CC | 2 |
Amelia | Ireland | CC | 2 |
| | | |
Elena | Bernal | ML | 3 |
Bella | Cocchi | ML | 3 |
Cady | DeMarco | ML | 3 |
Sage | Geubtner | ML | 3 |
Kylie | Hennelly | ML | 3 |
Kiley | Johnson | ML | 3 |
Annie | Semet | ML | 3 |
Rowynn | Shevlin | ML | 3 |
Zayda | Shevlin | ML | 3 |
| | | |
Hayley | Burns | Oak 1 | 4 |
adrienne | conrey | Oak 1 | 4 |
Kaitlyn | Ho | OAK 1 | 4 |
Taylor | Marker | OAK 1 | 4 |
Ashley | Marker | OAK 1 | 4 |
Angelina | Previti | OAK 1 | 4 |
Alixandra | Richards | OAK 1 | 4 |
hailie | seitz | OAK 1 | 4 |
Jadalyn | Ocasio | OAK 1 | 4 |
| | | |
Caroline | ODonnell | OAK 2 | 5 |
Angela | Post | OAK 2 | 5 |
Stephanie | Austria | Oak 2 | 5 |
Jolianette | Pizarro | OAK 2 | 5 |
Emily | Santos | OAK 2 | 5 |
Kylee | Snyder | OAK 2 | 5 |
Alexandrea | Thomas | OAK 2 | 5 |
Ayla | VanSickle | OAK 2 | 5 |
Madison | Wimbish | OAK 2 | 5 |
| | | |
Angelica | Shafman | OC 1 | 6 |
Olivia | Stone | OC 1 | 6 |
Gabriela | Carucho | OC1 | 6 |
Madeleine | Hewitt | OC1 | 6 |
Kailyn | Kelly | OC1 | 6 |
Rebekah | Long | OC1 | 6 |
Jessica | Mooney | OC1 | 6 |
Brooke | Panico | OC1 | 6 |
Chloe | Pinkerton | OC1 | 6 |
Daniela | Ritzel | OC1 | 6 |
| | | |
Marlie | Chiarello | OC2 | 7 |
Reagan | DeVlieger | OC2 | 7 |
Mia | Dimondo | OC2 | 7 |
Olivia | Heap | OC2 | 7 |
Sarah | Hoffman | OC2 | 7 |
Sarah | McAlister | OC2 | 7 |
Miranda | Petersen | OC2 | 7 |
Lily | Robert | OC2 | 7 |
Victoria | Sakhno | OC2 | 7 |
| | | |
Unassigned | | | |
Kayla | Bach | | |
Julia | Goos | | |
Ava | Hopely | | |
Abigail | Lahey | | |
Allison | Thomas | | |
Off for Winter Break until January 13th
December 22, 2022
We are off for Winter Break and then for NJ Special Olympics event on Jan. 6th and will return on January 13th. At that time, we will begin league play. I will post rosters and schedules here and also email the parents sometime shortly after New Years.
December 1, 2022
Galloway PAL volleyball begins tomorrow, December 2nd at 7:30pm for our High School girls group. Please bring your athletes to Galloway Township Middle School (GTMS) a few minutes before 7:30pm, dressed and ready to begin training. The address for GTMS is 100 S. Reeds Road, Galloway, NJ and you pass two other schools before you get to GTMS at the very end of Reeds Road. The gym entrance is on the left side of the building as you are driving in.
Tee shirts, sweats or volleyball spandex (girls) and gym shoes are required. Knee pads are recommended; an example of the type of kneepad used for volleyball is below:
Jewelry is not allowed for safety reasons so have your kids leave their earrings, necklaces, watches, wrist bands, etc. at home. Also, have them bring a water bottle, there is a filling station outside the gym in the hallway. Other than water, no food or drink is allowed in the gym.
Drop your athlete off in the GTMS gym a few minutes before 7:30pm and you can return to pick them up promptly at 9:15. They will play on Fridays when the school is open until mid- March. We are off for Winter Break, MLK and Presidents Day and a schedule will be posted on the
www.gallowaypal.org website at this location:
The format will be league play in a tri-match format. There will be 8 total teams, and 6 will play each night, with 2 teams receiving a bye. That is how we can accomodate the 72 girls. We have done that for the last 4 seasons and it has worked out well. We spend the first two sessions making up the teams and giving each some practice time. After that, it's all scheduled league play until the last week when it's a tournament.
There is very little spectator room at GTMS, so if you are able to drop your athlete off and come back to get them promptly at 9:15, it would be appreciated.
The Head Referee and supervisor for this age group is Ariana Torres, who is an Assistant Coach at Oakcrest HS and a player at ACCC. I will be there on most nights to pitch in and assist Ariana as necessary. This is her 3rd year of working with this age group, and it's our 25th year of doing PAL Volleyball.
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Winter 2021/2022 High School Volleyball League
March 14, 2022
Congratulations to Hitting Hedgehogs, who took first place in our championship tournament last Friday. Also, thank you to Ariana Torres and Isabelle "Sab" Felix for helping me run the league this winter. Shout out to Absegami, ACIT, Cedar Creek, EHT, Lower Township, Mainland and Oakcrest girls from our area high schools who participated and made it so much fun.
![2022 HS Volleyball Champs - Hitting Hedgehogs](https://dt5602vnjxv0c.cloudfront.net/portals/9750/images/hs-winners-2022.jpg)
Above: Hitting Hedgehogs, 2022 PAL HS Volleyball Champions
![](https://dt5602vnjxv0c.cloudfront.net/portals/9750/images/hs-pic.jpg)
Abobe: The 2022 PAL High School Volleyball girls who made playoffs on March 10th
March 8, 2022
Based on the final standings, the tournament brackets for Friday, March 11th are shown below. First round will consist of one set played to 25 points. The semi finals and the final round matches will be a best 2 of 3 sets, played to 21 points for the first two sets and the 3rd set if needed will be 15 points. First place medals will be given to the champions.
![](https://dt5602vnjxv0c.cloudfront.net/portals/9750/images/hs_playoff_bracket.jpg)
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)
The final standings are posted below, and the top 6 teams qualified for the championship tournament this Friday, Mar. 11th at 7:30. Unfortunately, Team 7 and Team 8 - Goofy Goobers and Willie - season is over and they will have to wait until next year.
| W | L | Pct |
5. Passing Pigeons | 17 | 5 | 0.773 |
4. Defending Dinos | 13 | 6 | 0.684 |
6. Spike Girls | 13 | 7 | 0.650 |
1. Hitting Hedgehogs | 13 | 11 | 0.542 |
2. Gold Diggers | 13 | 14 | 0.481 |
3. Kiss My Ace | 10 | 16 | 0.385 |
8. Goofy Goobers | 9 | 16 | 0.360 |
7. Willie | 6 | 18 | 0.250 |
| | | |
As of week 8, March 4th | | |
The match order and playoff brackets are shown below:
March 5, 2022
Going in to our final night of regular season play, Passing Pigeons and Defending Dinos are the top 2 teams. Next Friday, we will have the championship playoffs with the top 6 teams playing in a single elimination tournament format. We will post the final standings and tournament brackets here on Sunday, March 6th. Current standings are below:
| W | L | Pct |
5. Passing Pigeons | 13 | 5 | 0.722 |
4. Defending Dinos | 13 | 6 | 0.684 |
6. Spike Girls | 10 | 6 | 0.625 |
1. Hitting Hedgehogs | 12 | 8 | 0.600 |
2. Gold Diggers | 13 | 14 | 0.481 |
8. Goofy Goobers | 8 | 13 | 0.381 |
3. Kiss My Ace | 8 | 15 | 0.348 |
7. Willie | 5 | 15 | 0.250 |
| | | |
As of week 7, Feb. 25th | | |
<end>
We have organized our girls into an 8 team league with play starting on Friday, December 17th. Each week, 6 of the 8 teams will play, and 2 teams will have a bye (off-week). The scheduled teams will play in a 2-set tri-match format each week. The team that is off in each of the 3 matches will be expected to assist the referees by being line judges and score keepers. At the end of the season, the top 6 teams will make the playoffs with the winner getting trophies or medals (TBD). The teams are listed below and the team numbers is used in the schedules.
Teams | |
1. Hitting Hedgehogs |
2. Gold Diggers |
3. Kiss My Ace |
4. Defending Dinos |
5. Passing Pigeons |
6. Spike Girls |
7. Willie | |
8. Goofy Goobers |
Attendance and Forfeit Rules
Each week that you are scheduled to play, your team is expected to be there. The minimum number of girls that must be present, is 4, any less than that will be considered a forfeit. If a team forfeits twice, they will be removed from the league and no longer allowed to play. The only exception to this rule is based on Covid protocols, where the girls have been forced to quarantine, and there aren't enough to make a team of 4.
REVISED SCHEDULE:
` | | Court 1 | | Court 2 |
| | Team 1 | Team 2 | Works | | Team 1 | Team 2 | Works |
Dec. 17 | 740 | 3 | 4 | 1 | | 5 | 6 | 2 |
Week 1 | 810 | 4 | 1 | 3 | | 6 | 2 | 5 |
| 840 | 1 | 3 | 4 | | 2 | 5 | 6 |
Bye | 7,8 | | | | | | | |
| | | | | | | | |
| | Court 1 | | Court 2 |
| | Team 1 | Team 2 | Works | | Team 1 | Team 2 | Works |
Jan. 14 | 740 | 6 | 1 | 8 | | 7 | 4 | 2 |
Week 2 | 810 | 1 | 8 | 6 | | 4 | 2 | 7 |
| 840 | 8 | 6 | 1 | | 7 | 2 | 4 |
Bye | 3,5 | | | | | | | |
| | | | | | | | |
| | Court 1 | | Court 2 |
| | Team 1 | Team 2 | Works | | Team 1 | Team 2 | Works |
Jan. 21 | 740 | 5 | 8 | 7 | | 3 | 2 | 4 |
Week 3 | 810 | 8 | 7 | 5 | | 2 | 4 | 3 |
| 840 | 5 | 7 | 8 | | 3 | 4 | 2 |
Bye | 1,6 | | | | | | | |
| | | | | | | | |
| | Court 1 | | Court 2 |
Canceled | | Team 1 | Team 2 | Works | | Team 1 | Team 2 | Works |
Jan. 28 | 740 | 7 | 3 | 6 | | 1 | 5 | 8 |
Week 4 | 810 | 3 | 6 | 7 | | 5 | 8 | 1 |
| 840 | 3 | 7 | 6 | | 5 | 1 | 8 |
Bye | 2,4 | | | | | | | |
| | | | | | | | |
| | Court 1 | | Court 2 |
| | Team 1 | Team 2 | Works | | Team 1 | Team 2 | Works |
Feb. 4 | 740 | 4 | 8 | 1 | | 2 | 6 | 3 |
Week 5 | 810 | 8 | 1 | 4 | | 6 | 3 | 2 |
| 840 | 4 | 1 | 8 | | 2 | 3 | 6 |
Bye | 7,5 | | | | | | | |
| | | | | | | | |
| | Court 1 | | Court 2 |
| | Team 1 | Team 2 | Works | | Team 1 | Team 2 | Works |
Feb. 11 | 740 | 5 | 3 | 2 | | 1 | 7 | 8 |
Week 6 | 810 | 3 | 2 | 5 | | 7 | 8 | 1 |
| 840 | 5 | 2 | 3 | | 1 | 8 | 7 |
Bye | 4,6 | | | | | | | |
| | | | | | | | |
| | Court 1 | | Court 2 |
| | Team 1 | Team 2 | Works | | Team 1 | Team 2 | Works |
Feb. 18 | 740 | 6 | 5 | 7 | | 2 | 4 | 3 |
Week 7 | 810 | 5 | 7 | 6 | | 4 | 3 | 2 |
| 840 | 6 | 7 | 5 | | 2 | 3 | 4 |
Bye | 1, 8 | | | | | | | |
| | | | | | | | |
| | Court 1 | | Team 1 |
| | Team 1 | Team 2 | Works | | Team 1 | Team 2 | Works |
Feb. 25 | 740 | 8 | 3 | 5 | | 7 | 2 | 1 |
Week 8 | 810 | 3 | 5 | 8 | | 2 | 1 | 7 |
| 840 | 8 | 5 | 3 | | 7 | 1 | 2 |
Bye | 6,4 | | | | | | | |
| | | | | | | | |
| | Court 1 | | Court 2 |
| | Team 1 | Team 2 | Works | | Team 1 | Team 2 | Works |
Mar. 4 | 740 | 7 | 3 | 6 | | 1 | 5 | 8 |
Week 4 | 810 | 3 | 6 | 7 | | 5 | 8 | 1 |
| 840 | 3 | 7 | 6 | | 5 | 1 | 8 |
Bye | 2,4 | | | | | | | |