2017 World Match Racing Tour

The 2017 World Match Racing Tour was a series of match racing sailing regattas staged during 2017 season.[1]

2017 World Match Racing Tour
Edition18th
Dates28 July 2016 – 8 October 2017
Results
Winner Torvar Mirsky
 2016
2018 

Torvar Mirsky won the finals and became 2017 World Champions.[2]

Regattas

Dates Regatta City Country
28–30 July 2016 Energa Sopot Match Race Sopot  Poland
19–21 September 2016 West Coast Cup Hönö  Sweden
23–25 September 2017 Cape Crow Cup Hönö  Sweden
23–25 January 2017 Swan River Match Cup Perth  Australia
11–13 February 2017 Geographe Bay Cup Busselton  Australia
16–18 March 2017 Perth Match Cup Perth  Australia
20–25 March 2017 Match Cup Australia[lower-alpha 1] Perth  Australia
24–26 March 2017 Ficker Cup Long Beach  United States
29 March – 2 April 2017 Congressional Cup[lower-alpha 1] Long Beach  United States
11–13 April 2017 Miami Match Cup Miami  United States
14–16 April 2017 Coconut Grove Cup Coconut Grove  United States
12–14 May 2017 GKSS Spring Cup Gothenburg  Sweden
26–28 May 2017 Croatia Match Cup Porec  Croatia
2–9 July 2017 Match Cup Sweden[lower-alpha 1] Marstrand  Sweden
28–30 July 2017 St Petersburg Match Cup Saint Petersburg  Russia
1–6 August 2017 Match Cup Russia[lower-alpha 1] Saint Petersburg  Russia
27 September – 1 October 2017 Chicago Match Cup[lower-alpha 1] Chicago  United States
24–29 October 2017 Shenzhen Match Cup[lower-alpha 1] Shenzhen  China
  1. Championship event

Standings

PosSkipperCountry ESMRWCCCCCSRMCGBCPMCMCAFCCCMMCCGCGMCCROMCSSPMCMCRCMCSMCTot
1 Phil Robertson  New Zealand40040403636192
2 Ian Williams  Great Britain04033334020166
3 Taylor Canfield  U.S. Virgin Islands2433363322148
4 Yann Guichard  France2024222633125
5 Chris Steele  New Zealand2620222430122
6 Sam Gilmour  Australia002612363010114
7 David Gilmour  Australia801030262024110
8 Torvar Mirsky  Australia90083391540106
9 Matt Jerwood  Australia00361630157104
10 Pieter-Jan Postma  Netherlands0930926101691
11 Nicklas Dackhammar  Sweden00162015221588
12 Harry Price  Australia400151001382672
13 Jonas Warrer  Denmark150620141267
14 Måns Holmberg  Sweden1000713105*924966
15 Steven Thomas  Australia8102216864
16 Johnie Berntsson  Sweden36111461
17 Joachim Aschenbrenner  Denmark6022781356
18 Evan Walker  Australia0914010*81649
19 Markus Edegran  United States700101271147
20 Nevin Snow  United States09914941
21 Sally Barkow  United States710111139
22 Scott Dickson  United States102434
23 Eric Monnin   Switzerland716730
24 Kim Kling  Sweden40671330
25 Nicolai Sehested  Denmark101424
26 Quentin Delapierre  France101323
27 David Storrs  United States91322
28 Lukasz Wosinski  Poland38920
29 Victor Serezkhin  Russia501419
30 George Anyon  New Zealand8816
31 Patrik Sturesson  Sweden7815
32 Anthony Kotoun  U.S. Virgin Islands6814
32 Evgeny Neugodnikov  Russia6814
34 Hans Wallén  Sweden5813
35 Will Boulden  Australia5712
36 Andrew Campbell  United States1212
36 Evgeny Elfimov  Russia5712
36 Jeremy Wilmot  United States5712
39 Rasmus Rosengren  Sweden6511
40 Nico Dellenbaugh Karth  Austria1010
40 Pete Burling  New Zealand1010
42 Allan Nørregaard  Denmark99
43 Daniel Björnholt  Denmark358
44 Philip Bendon  Ireland347
44 Sime Fantela  Croatia77
46 Brett Burvill  Australia66
46 Vladimir Lipavsky  Russia66
48 Lachy Gilmour  Australia55
49 Chris Rast   Switzerland55
49 Peter Holz  United States55
51 Chris Poole  United States44
51 Dave Hood  United States44
51 Ekaterina Kochkina  Russia44
51 Jeremy Koo  Malaysia044
51 Olivia Mackay  New Zealand44
56 Gemma Jones  New Zealand33
57 Anna Östling  Sweden303
57 Jo Aleh  New Zealand033
57 Matthew Chew  Australia33
57 Robbie Gibbs  Australia033
57 Sydney Gathrid  United States33
62 Logan Beck  New Zealand00
62 Will Dargaville  Australia00

    Source: wmrt.com/leaderboard/

    gollark: Troubling.
    gollark: What if you do log2(2**64)? WHAT THEN?
    gollark: Something something birthday paradox, but it's still very unlikely.
    gollark: The choice of compression method to use counts as extra data.
    gollark: Yes, compression basically means you trade off some possible inputs becoming shorter for some possible inputs becoming larger.

    References


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