7 round Swiss System, Rapid Chess
14.01.2012 Victoria College, Great Hall
Main Referee: Boxall Graham
Second referees: Jouault Louis, Khan Tito, Mazurkiewicz Marcin, Ruff Steve
Table calculations: Mazurkiewicz Marcin
No | Name | R1 | R2 | R3 | R4 | R5 | R6 | R7 | Pts | Bu/Mb/Ns | Place | ||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|
27 | Rondel Joshua | 1 B10 |
0.5 W7 |
1 B12 |
1 W17 |
1 B9 |
1 W15 |
1 B13 |
6.5 | 32.5 | 1 | ||
15 | Haynes Jakob | 1 W32 |
1 B3 |
1 W6 |
1 B13 |
1 W28 |
0 B27 |
1 W29 |
6.0 | 30.0 | 2 | ||
28 | Ruff Andrew | 1 B11 |
1 W8 |
1 B7 |
1 W2 |
0 B15 |
0 W13 |
1 B12 |
5.0 | 31.0 | 3 | ||
13 | Greenfield Luke | 1 W30 |
1 B33 |
1 B4 |
0 W15 |
1 B12 |
1 B28 |
0 W27 |
5.0 | 30.5 | 4 | ||
6 | Le Breton Isaac | 1 W23 |
1 B26 |
0 B15 |
1 W5 |
1 B2 |
1 W31 |
0 B8 |
5.0 | 30.0 | 5 | ||
26 | Pirouet Cameron | 1 B9 |
0 W6 |
1 B1 |
1 W4 |
1 B7 |
0 W8 |
1 B31 |
5.0 | 29.5 | 6 | ||
8 | Brown Jared | 1 W25 |
0 B28 |
1 W29 |
0 B31 |
1 W32 |
1 B26 |
1 W6 |
5.0 | 27.0 | 7 | ||
7 | Le Breton James | 1 W24 |
0.5 B27 |
0 W28 |
1 B34 |
0 W26 |
1 B21 |
1 W33 |
4.5 | 28.0 | 8 | ||
9 | Carroll Aiden | 0 W26 |
1 B23 |
1 W30 |
1 B32 |
0 W27 |
0.5 B33 |
1 W24 |
4.5 | 26.5 | 9 | ||
17 | Lipavsky Tomas | 1 W34 |
1 W1 |
0.5 B2 |
0 B27 |
0 W31 |
1 B32 |
1 W14 |
4.5 | 24.0 | 10 | ||
31 | Tiefenthal Thor | 1 B14 |
0 W12 |
1 B10 |
1 W8 |
1 B17 |
0 B6 |
0 W26 |
4.0 | 30.5/22.5 | 11 | ||
12 | Foster Callum | 1 W29 |
1 B31 |
0 W27 |
1 B33 |
0 W13 |
1 B34 |
0 W28 |
4.0 | 30.5/21.5 | 12 | ||
29 | Le Sueur Ruben | 0 B12 |
1 W14 |
0 B8 |
1 W3 |
1 B4 |
1 W23 |
0 B15 |
4.0 | 28.0 | 13 | ||
4 | Billet-Masters Tanguy | 1 W21 |
1 B22 |
0 W13 |
0 B26 |
0 W29 |
1 W5 |
1 B1 |
4.0 | 24.5/17.5 | 14 | ||
10 | Chesnay Antoine | 0 W27 |
1 B24 |
0 W31 |
1 B30 |
0 W33 |
1 W22 |
1 B3 |
4.0 | 24.5/16.5 | 15 | ||
33 | Weaver Gabriel | 1 B16 |
0 W13 |
1 B20 |
0 W12 |
1 B10 |
0.5 W9 |
0 B7 |
3.5 | 26.0 | 16 | ||
24 | Patel Niam | 0 B7 |
0 W10 |
1 B21 |
0.5 W1 |
1 B20 |
1 W2 |
0 B9 |
3.5 | 23.5/17/9.25 | 17 | ||
23 | O’Sullivan Sean | 0 B6 |
0 W9 |
1 B16 |
1 W22 |
0.5 W14 |
0 B29 |
1 B34 |
3.5 | 23.5/17/8.5 | 18 | ||
2 | Andrade Steven | 1 W19 |
1 B20 |
0.5 W17 |
0 B28 |
0 W6 |
0 B24 |
1 B32 |
3.5 | 23.0 | 19 | ||
14 | Haynes Oliver | 0 W31 |
0 B29 |
0.5 W25 |
1 B18 |
0.5 B23 |
1 W11 |
0 B17 |
3.0 | 23.5 | 20 | ||
5 | Bonnar Alfie | 0 W22 |
0.5 W21 |
1 B18 |
0 B6 |
1 W25 |
0 B4 |
0.5 B11 |
3.0 | 21.5 | 21 | ||
22 | Ogilvie Ben | 1 B5 |
0 W4 |
0 W34 |
0 B23 |
1 W30 |
0 B10 |
1 W21 |
3.0 | 20.5 | 22 | ||
11 | Duval Joshua | 0 W28 |
1 B25 |
0 W32 |
1 B19 |
0.5 W34 |
0 B14 |
0.5 W5 |
3.0 | 18.0 | 23 | ||
34 | Wells Charles | 0 B17 |
1 W19 |
1 B22 |
0 W7 |
0.5 B11 |
0 W12 |
0 W23 |
2.5 | 23.0 | 24 | ||
3 | Andrews Matthew | 0 W20 |
0 W15 |
1 B19 |
0 B29 |
0.5 W16 |
1 B25 |
0 W10 |
2.5 | 20.5 | 25 | ||
1 | Adkin Sean | 1 W18 |
0 B17 |
0 W26 |
0.5 B24 |
0 W21 |
1 B20 |
0 W4 |
2.5 | 20.0 | 26 | ||
20 | Morrison Matthew | 1 B3 |
0 W2 |
0 W33 |
0.5 B21 |
0 W24 |
0 W1 |
1 W30 |
2.5 | 19.0 | 27 | ||
18 | Marques Cindy | 0 B1 |
0 B32 |
0 W5 |
0 W14 |
1 W19 |
0.5 B30 |
1 W16 |
2.5 | 14.0 | 28 | ||
32 | Vinson Rosando | 0 B15 |
1 W18 |
1 B11 |
0 W9 |
0 B8 |
0 W17 |
0 W2 |
2.0 | 29.0 | 29 | ||
21 | Mossop Charlie | 0 B4 |
0.5 B5 |
0 W24 |
0.5 W20 |
1 B1 |
0 W7 |
0 B22 |
2.0 | 23.0 | 30 | ||
25 | Peat Tom | 0 B8 |
0 W11 |
0.5 B14 |
0.5 W16 |
0 B5 |
0 W3 |
1 W19 |
2.0 | 18.5 | 31 | ||
30 | Taylor Jack | 0 B13 |
1 W16 |
0 B9 |
0 W10 |
0 B22 |
0.5 W18 |
0 B20 |
1.5 | 23.0 | 32 | ||
16 | Healey Nathan | 0 W33 |
0 B30 |
0 W23 |
0.5 B25 |
0.5 B3 |
0.5 B19 |
0 B18 |
1.5 | 16.0 | 33 | ||
19 | Marques Sunny | 0 B2 |
0 B34 |
0 W3 |
0 W11 |
0 B18 |
0.5 W16 |
0 B25 |
0.5 | 17.5 | 34 |
Bu – The Buchholz system is a ranking system in chess developed by Bruno Buchholz in 1932 in order to determine ranks in a Swiss system tournament where players have the same score. It sums up the score of the players’ opponents and thus favours those who have confronted better opponents.
Mb – In the Median-Buchholz System the best and worst scores of a player’s opponents are discarded, and the remaining scores summed.
Ns – A player’s Neustadtl score is calculated by adding the sum of the conventional scores of the players he/she has defeated to half the sum of the conventional scores of those he/she has drawn against.