1933 All England Badminton Championships

The 1933 All England Championships was a badminton tournament held at the Royal Horticultural Halls, Westminster, England from March 6 to March 10, 1933.[1]

1933 All England Badminton Championships
Tournament information
SportBadminton
LocationRoyal Horticultural Halls, Westminster, England,  United Kingdom
DatesMarch 6–March 10, 1933
Established1899
WebsiteAll England Championships

Final results
Category Winners Runners-up Score
Men's singles Raymond White Donald Hume 15-10, 15-5
Women's singles Alice Woodroffe Thelma Kingsbury 11-7, 11-5
Men's doubles Raymond White & Donald Hume Thomas Boyle & James Rankin 15-10, 15-7
Women's doubles Thelma Kingsbury & Marje Bell L W Myers & Brenda Speaight 10-15, 15-11, 15-9
Mixed doubles Donald Hume & Betty Uber Willoughby Hamilton & Marian Horsley 18-15, 15-4

Results

Men's Singles
Second Round Quarter Finals Semi Finals Final
                    
Raymond White 15 16 15
F C Sharp 4 17 1
White 18 15
Rankin 15 8
James Rankin 15 15
A J Wilson 5 5
White 15 7 15
Nichols R 9 15 12
Ralph Nichols + 15 15
J H L Bolton 5 6
Nichols R 15 17 15
Titherley 12 18 9
Alan Titherley w/o
Thomas Boyle
White 15 15
Hume 10 5
Donald Hume + 15 15
S C Minard 5 3
Hume 15 18
Nichols L 3 13
Leslie Nichols + 15 15
Tom Wingfield 8 5
Hume 18 15
Hamilton W 16 8
Willoughby Hamilton 15 18
R H Scollick 3 14
Hamilton W 3 15 15
Dick 15 12 5
Thomas P. Dick 15 15
Gerald Sherwell 4 7

+ Denotes seed

Women's Singles
Second Round Quarter Finals Semi Finals Final
                    
Alice Woodroffe 11 11
Dorothy Colpoys 1 5
Woodroffe 11 11
Doveton 7 1
Diana Doveton 11 11
S N Manning 2 0
Woodroffe 11 11
Barrett 0 3
Marjorie Barrett 13 11
Margaret Tragett 12 6
Barrett 11 11
Wilson 4 0
Olive Wilson w/o
M D Dando
Woodroffe 11 11
Kingsbury 7 5
Thelma Kingsbury 11 11
B Neville 5 9
Kingsbury T 9 11 11
Uber 11 7 7
Betty Uber 11 11
D E Homan 1 0
Kingsbury T 11 11
Kingsbury L 9 9
Leoni Kingsbury 11 11
C D Newitt 5 2
Kingsbury L 11 11
Coop 6 2
Nora Coop w/o
R M Dawson
gollark: Just approximate 1/0 to 3.
gollark: Convert to HSL apiospace and average there.
gollark: Oops. Oh well.
gollark: What?
gollark: But `0.5x(1 + tanh[\sqrt{2/π}(x + 0.044715x^3)])` was found to be superior in a survey of 9 bees!

References
  1. "Login". www.thetimes.co.uk. Retrieved 17 April 2018.
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