This project is now in update mode. Check back regularly to see how things are progressing.
Debbie
Rockwell
$52.50
Nov 27, 2023
Bryan
Close
$100
Nov 22, 2023
Christy Barnett
In Honor of Oklahoma State Women’s Club Basketball
$105
Nov 18, 2023
Hilary
Bolduc
$52.50
Nov 17, 2023
Reagan Colaw
In Honor of I’m broke but I still wanted to support my girls❤️
$20
Nov 15, 2023
Lisa Skinner
In Memory of Patsy Whitford
$100
Nov 14, 2023
Jerome Langosch
In Honor of Rachael
$150
Nov 03, 2023
kate goldberg
In Honor of Good luck this season Kimber! Love, KGB
$25
Nov 01, 2023
Tammi
Monzingo
$100
Nov 01, 2023
Jeanie
Smith
$20
Oct 30, 2023
Liz
Borger
$250
Oct 30, 2023
Kelsey
Parkhill
$52.50
Oct 25, 2023
Jennifer
Griffin
$200
Oct 25, 2023
Marsha Gore
In Memory of Jimmie H Blair
$52.50
Oct 24, 2023
Kaylee
Grant
$20
Oct 24, 2023
Kevin
Grant
$52.50
Oct 24, 2023
Glenda
Ronan
$100
Oct 24, 2023
Lisa
Grant
$500
Oct 24, 2023
$10
Ball Pump
The donation of $10 allows the club to buy a new ball pump so that we can ensure our basketballs stay inflated and in their best shape.
$20
Duffle Bag
We are looking to buy duffle bags to transport jerseys and practice pennies from tournaments and practices. Each bag costs $20 and this would allow our team to have an easier time traveling and a more professional appearance at tournaments.
$35
New Basketball
Each new basketball purchased for the club costs at least $35. It is important that we are able to replace old balls with higher quality ones for our practices and to host tournaments.
$52.50
New Jersey
Each new jersey we buy costs $52.50. A donation of this amount can help the club to ensure that high-performance uniforms are available for each travel player.
$250
Sponsor an Athlete
A donation of $250 covers the cost of dues for one player for one semester. Sponsoring an athlete would break the cost barrier that may keep some women off the court.
$800
One Night of Hotel Rooms
Each weekend that we travel (about 6 times a year) we need about 4 hotel rooms. These costs add up quickly and a donation of $800 would cover the costs of all hotel rooms for one night.