August Bank Holiday Celebration 2019


Date
Aug 24 - 25, 2019
City
Crawley, West Sussex, United Kingdom
Venue

Hazelwick School

Address
Hazelwick Mill Ln, Crawley RH10 1SX
Details

Main Hall

Contact
Organization team
Organizers
AJ Nicholls, Adam Greenwood, Tom Dooley, and Zak Walters
WCA Delegates
Daniel Sheppard, James Molloy, Sebastian Robbins, and Thaynara Santana de Oliveira
Download all the competition's details as PDF here.
Information

Please make sure to read all the information in the tabs above.

PLEASE NOTE: For this competition, there will be a competitor limit of 24 for Multi-Blind on a first come first serve basis. If you register for Multi-Blind and are not within the first 24 people registered, your registration for the event will be removed. However we will be keeping a waiting list for this specific event in the case of dropouts either before the competition or on the day. Please only consider registering for this event if you are certain you would like to compete in it.

Events
Main event
Competitors
128
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 135 competitors.
The base registration fee for this competition is £15 (British Pound).
If your registration is cancelled before you will be refunded 100% of your registration fee.
No on the spot registrations will be accepted.


Make sure to register and pay for the competition to be accepted. We will not accept any registrations at the competition.

If registration is full by the time you pay you will be on the waiting list. If you do not make the competitor list by the time the competition happens then you will get a full refund.

PLEASE NOTE: For this competition, there will be a competitor limit of 24 for Multi-Blind on a first come first serve basis. If you register for Multi-Blind and are not within the first 24, your registration for the event will be removed. However we will be keeping a waiting list for this specific event in the case of dropouts either before the competition or on the day. Please only consider registering for this event if you are certain you would like to compete in it.

If you can no longer attend, let us know as soon as possible through the contact link on the General Info page. We often have waiting lists so letting us know you cannot attend allows us to add another person to the competition. By not telling us you are denying someone a chance to compete.

If you inform us you are no longer attending and registration is still open, we will issue a full refund. If registration is closed we will offer a 50% refund. If you do not tell us you are not attending then you will receive no refund.

If you have any problems check out the FAQ, or feel free to contact us.

Highlights
Click here to display the highlights of the competition.

Sebastian Weyer won with an average of 6.62 seconds in the 3x3x3 Cube event. Philipp Weyer finished second (6.82) and George Scholey finished third (7.92).

3x3x3 Cube

# Name Best Average Representing Solves
1 Sebastian Weyer 6.05 6.62 Germany 6.846.266.056.77DNF
2 Philipp Weyer 6.38 6.82 Germany 7.346.806.386.996.68
3 George Scholey 7.04 7.92 United Kingdom 7.968.127.048.427.68

2x2x2 Cube

# Name Best Average Representing Solves
1 Fabio Schwandt 1.59 2.23 United Kingdom 1.592.012.292.392.42
2 George Scholey 1.77 2.29 United Kingdom 2.631.775.032.112.13
3 Eli Jay 1.82 2.63 United Kingdom 3.182.314.812.401.82

4x4x4 Cube

# Name Best Average Representing Solves
1 Sebastian Weyer 21.70 25.43 Germany 26.7824.0325.4921.7026.98
2 Robert Yau 24.17 30.69 United Kingdom 34.5036.5128.2229.3624.17
3 Leon Schmidtchen 29.33 31.86 Germany 36.9133.7930.8930.9129.33

5x5x5 Cube

# Name Best Average Representing Solves
1 Sebastian Weyer 45.20 46.99 Germany 48.0947.6445.2059.2245.25
2 Eli Jay 48.14 55.97 United Kingdom 1:01.4655.8952.8959.1248.14
3 Robert Yau 57.63 1:00.03 United Kingdom 57.631:04.0559.231:02.8258.03

6x6x6 Cube

# Name Best Average Representing Solves
1 Sebastian Weyer 1:35.60 1:42.79 Germany 1:44.201:48.581:35.60
2 Eli Jay 1:35.73 1:47.03 NR United Kingdom 2:01.321:44.041:35.73
3 Robert Yau 1:53.70 1:57.64 United Kingdom 1:55.351:53.702:03.86

7x7x7 Cube

# Name Best Average Representing Solves
1 Eli Jay 2:29.66 2:32.79 NR United Kingdom 2:32.782:29.662:35.94
2 Robert Yau 2:44.38 2:50.71 United Kingdom 2:58.522:49.222:44.38
3 Daniel Evans 2:43.12 2:54.38 United Kingdom 2:48.213:11.812:43.12

3x3x3 Blindfolded

# Name Best Average Representing Solves
1 Christopher Morris 20.98 24.50 NR United Kingdom 22.8029.7220.98
2 Steven Kearns 35.51 DNF United Kingdom 35.5159.57DNF
3 Callum Hales-Jepp 1:04.10 DNF United Kingdom DNFDNF1:04.10

3x3x3 One-Handed

# Name Best Average Representing Solves
1 Philipp Weyer 12.67 13.99 Germany 13.0215.4812.6714.3714.57
2 George Scholey 10.25 14.19 United Kingdom 13.2314.7814.5514.8810.25
3 Fabio Schwandt 14.71 15.74 United Kingdom 14.7115.1216.7417.2815.35

Clock

# Name Best Average Representing Solves
1 Sam Shaw 6.20 7.08 United Kingdom 8.287.217.516.206.52
2 Przemysław Rogalski 6.34 7.53 Poland 6.466.589.556.34DNF
3 James Molloy 6.92 7.86 United Kingdom 7.7711.587.596.928.23

Megaminx

# Name Best Average Representing Solves
1 Sean Moran 41.99 46.24 United Kingdom 49.4941.9946.9346.1345.65
2 Eli Jay 45.59 46.72 United Kingdom 45.5947.2757.9647.1845.72
3 Cormac Farrell 46.80 49.94 United Kingdom 46.8049.0652.9548.8151.96

Pyraminx

# Name Best Average Representing Solves
1 Piotr Olszewski 2.04 2.68 Poland 2.762.362.912.044.25
2 Jason Harley 2.65 3.47 United Kingdom 3.415.323.623.372.65
3 Kai Roff 3.47 3.88 United Kingdom 3.478.503.493.624.54

3x3x3 Multi-Blind

# Name Best Average Representing Solves
1 Bertie Longden 24/33 56:20 United Kingdom 24/33 56:20
2 Steven Kearns 21/30 59:30 United Kingdom 21/30 59:30
3 James McCambridge 10/10 53:55 NR Ireland 10/10 53:55
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