- Dec 31, 2019 - Jan 1, 2020
- Ardmore, Oklahoma, United States
- 710 Premier Pkwy, Ardmore, Oklahoma, 73401, USA
- Vincent Chen
- WCA Delegates
- Jae Park, Joshua Feran, and Zachary White
- Download all the competition's details as PDF .
Please note that this schedule is subject to change, as we may hold events slightly earlier or later than shown depending on whether the competition is running ahead of schedule or behind schedule.
This competition is recognized as an official World Cube Association competition. Therefore, all competitors should be familiar with the WCA regulations. If you are new to competing, you may want to look at CubingUSA's Competitor Tutorial.
- Main event
- Registration period
Online registration opened and closed .
- Registration requirements
This competition is over, click here to display the registration requirements it used.Create a WCA account here if you don't have one.
If this is not your first competition, associate your WCA ID to your WCA account here.
Register for this competition here.
There is a competitor limit of 75 competitors.
The base registration fee for this competition is $35 (United States Dollar).
If your registration is cancelled before you will be refunded 50% of your registration fee.
No on the spot registrations will be accepted.
Please follow all instructions or else your registration may be delayed.
In 48 hours, if you do NOT see your name on the competitors list (the tab on the left side of the screen thay says "Competitors") then please send an email to the contact on the General Info tab.
If the competitor limit is filled, you may still register and pay the registration fee if you wish, but you will be placed on a waitlist. Your registration will not be accepted unless a spot opens up.
Any requested changes to registration before registration closes will be honored.
Click here to display the highlights of the competition.
Aaron Huynh won with an average of 8.24 seconds in the 3x3x3 Cube event. Jeff Park finished second (9.25) and Zachary White finished third (9.93).