Antelope Valley Fall 2014
- Date
- Oct 4, 2014
- City
- Palmdale, California, United States
- Venue
- Address
- 38256 Sierra Highway, Palmdale California 93550
- Details
See website for travel information
- Website
- Antelope Valley Fall 2014 website
- Contact
- Organizer
- James Hamory
- WCA Delegate
- James Hamory
- Information
The cost of registration is $6 for the first event, plus $2 for each event past the first. If not pre-registered by Saturday, September 27th, the cost of registration is increased to $6 for the first event, plus $4 for each event past the first.
- Events
- Main event
- Competitors
- 59
- Registration requirements
-
This competition is over, click here to display the registration requirements it used.
- Highlights
-
Click here to display the highlights of the competition.
Everett Kelly won with an average of 10.08 seconds in the 3x3x3 Cube event. James Hamory finished second (10.86) and Nathan Soria finished third (11.30).
Event | Name | Best | Average | Representing | Solves | |||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|
3x3x3 Cube | Everett Kelly | 8.88 | 10.08 | United States | 10.70 | 8.96 | 11.40 | 10.58 | 8.88 | |||
4x4x4 Cube | Nathan Soria | 34.79 | 37.14 | United States | 35.93 | 34.79 | 37.25 | 38.93 | 38.24 | |||
6x6x6 Cube | Max Park | 2:24.60 | 2:37.97 | United States | 2:24.60 | 2:40.26 | 2:49.05 | |||||
7x7x7 Cube | Max Park | 3:44.97 | 3:49.52 | United States | 3:44.97 | 3:54.69 | 3:48.90 | |||||
3x3x3 One-Handed | Nathan Soria | 15.45 | 16.16 | United States | 15.84 | 15.92 | 16.73 | 18.20 | 15.45 | |||
3x3x3 With Feet | Steven Turner | 1:02.01 | 1:02.54 | United States | 1:03.38 | 1:02.01 | 1:02.22 |
Time limit
If you reach the time limit during your solve, the judge will stop you and your result will be DNF (see Regulation A1a4).
Cutoff
The result to beat to proceed to the second phase of a cutoff round (see Regulation 9g).
Format
The format describes how to determine the ranking of competitors based on their results. The list of allowed formats per event is described in Regulation 9b. See Regulation 9f for a description of each format.