Score tables Cumulative Butler ... in team order
10 tables, 20 pairs. Number of boards: 10. Average: 90.
Rank Pair Score % Name Team
1 303 140 77,8 Janet De Botton - Artur Malinowski De Botton
2 2 111 61,7 Kieran Dyke - Michael Byrne Knottenbelt
5 111 61,7 Ola Rimstedt - Mikael Rimstedt Harris (Holders)
4 204 108 60,0 Andrew McIntosh - Tom Paske Black
5 104 107 59,4 Simon Hult - Peter Berthau Black
6 102 106 58,9 John Carroll - Mark Moran Ireland
7 1 98 54,4 Ben Norton - Stefano Tommasini London
8 203 97 53,9 Christian Bakke - Boye Brogeland Gillis
9 301 94 52,2 Kevin Castner - Philip King London
10 105 90 50,0 Piotr Zatorski - Michal Klukowski Edmonds
305 90 50,0 Dennis Bilde - Zia Mahmood Harris (Holders)
12 101 86 47,8 Patrick Lawrence - Oliver Lawrence Periculo
13 3 83 46,1 Tom Townsend - David Bakhshi De Botton
14 201 82 45,6 Alexander Allfrey - Andrew Robson Periculo
15 302 74 41,1 Ollie Burgess - Ben Handley-Pritchard Knottenbelt
16 304 73 40,6 Frances Hinden - Chris Jagger Hinden
17 4 72 40,0 Brian Senior - Sandra Penfold Hinden
18 202 69 38,3 Tom Hanlon - Frederic Volcker Ireland
205 69 38,3 Zach Grossack - Joel Wooldridge Edmonds
20 103 40 22,2 Simon Gillis - Erik Saelensminde Gillis
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Board: 41 Board: 42
Tbl Pair Contr Ld Result Score Tbl Pair Contr Ld Result Score
A 1 1 201 5Sx S = CK 650 18 0 B 2 102 302 2Sx E -1 H4 200 18 0
A 3 3 203 5S N = C7 450 12 6 A 1 1 201 3D N = D6 110 12 6
A 4 4 204 5S S = CA 450 12 6 A 5 5 205 3D N = D2 110 12 6
A 5 5 205 5S S = CA 450 12 6 B 1 101 301 3D N = D6 110 12 6
B 4 104 304 5S S = CK 450 12 6 B 4 104 304 3D N = S4 110 12 6
B 5 105 305 5S N = C7 450 12 6 B 5 105 305 2H N = C2 110 12 6
B 2 102 302 5Cx W -1 SK 200 5 13 A 2 2 202 3D N -1 S7 -100 4 14
B 3 103 303 5Cx W -1 SK 200 5 13 A 3 3 203 3D N -1 HK -100 4 14
A 2 2 202 5C W -1 SK 100 2 16 B 3 103 303 2N N -1 HK -100 4 14
B 1 101 301 5Sx S -1 CA -100 0 18 A 4 4 204 5Dx S -3 H10 -800 0 18
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Board: 43 Board: 44
Tbl Pair Contr Ld Result Score Tbl Pair Contr Ld Result Score
A 2 2 202 5Dx W -4 H8 800 17 1 A 5 5 205 3N S +2 H3 660 18 0
B 5 105 305 5Dx W -4 H5 800 17 1 A 4 4 204 3N N +1 CQ 630 16 2
A 3 3 203 4Hx S +1 DA 690 13 5 A 1 1 201 3N S = H7 600 9 9
B 4 104 304 4Hx S +1 DA 690 13 5 A 2 2 202 3N S = H3 600 9 9
A 1 1 201 4H S +1 DK 450 8 10 A 3 3 203 3N S = H3 600 9 9
A 4 4 204 4H S +1 DA 450 8 10 B 1 101 301 3N S = H3 600 9 9
B 1 101 301 4H S +1 DA 450 8 10 B 2 102 302 3N S = H7 600 9 9
A 5 5 205 4H S = DA 420 2 16 B 5 105 305 3N N = CQ 600 9 9
B 2 102 302 4H S = DA 420 2 16 B 3 103 303 2D W -4 CK 200 2 16
B 3 103 303 4H S = H7 420 2 16 B 4 104 304 3N S -1 H4 -100 0 18
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Board: 45 Board: 46
Tbl Pair Contr Ld Result Score Tbl Pair Contr Ld Result Score
A 5 5 205 3N S = SA 600 16 2 B 1 101 301 3N W -3 H7 150 18 0
B 4 104 304 3N S = SA 600 16 2 A 2 202 2 3N W -2 SK 100 14 4
B 5 105 305 3N S = SA 600 16 2 A 4 4 204 3N E -2 S9 100 14 4
B 2 102 302 4Sx W -2 DQ 500 12 6 B 4 104 304 3N E -2 S9 100 14 4
A 2 2 202 4S W -3 DK 300 10 8 A 3 3 203 3H S -1 S7 -50 10 8
A 3 3 203 3S W -2 DK 200 7 11 A 1 1 201 3D E +2 S2 -150 8 10
A 4 4 204 3S W -2 DK 200 7 11 B 3 103 303 3N E +2 HK -460 6 12
A 1 1 201 3D N +1 HA 130 2 16 A 5 5 205 3N E +3 HJ -490 2 16
B 1 101 301 3D N +1 S3 130 2 16 B 2 302 102 3N E +3 HJ -490 2 16
B 3 103 303 3D N +1 S4 130 2 16 B 5 105 305 3N E +3 HJ -490 2 16
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Board: 47 Board: 48
Tbl Pair Contr Ld Result Score Tbl Pair Contr Ld Result Score
A 2 2 202 6S W -1 D9 50 18 0 B 4 104 304 5C N = CJ 400 18 0
A 1 1 201 4S W +1 HA -450 11 7 A 2 2 202 4C N +1 HQ 150 16 2
A 5 5 205 5S W = HA -450 11 7 A 3 3 203 2S N +1 HQ 140 14 4
B 1 101 301 4S W +1 D9 -450 11 7 A 1 1 201 2S N = H3 110 10 8
B 2 102 302 4S W +1 D9 -450 11 7 A 5 5 205 2S N = HQ 110 10 8
B 4 104 304 4S W +1 D9 -450 11 7 B 2 102 302 2S N = HQ 110 10 8
B 5 105 305 4S W +1 HA -450 11 7 A 4 4 204 5C N -1 HQ -50 4 14
A 3 3 203 4S E +2 H3 -480 3 15 B 3 103 303 2S N -1 HQ -50 4 14
B 3 103 303 4S W +2 D9 -480 3 15 B 5 105 305 5C N -1 CJ -50 4 14
A 4 4 204 3N E +3 H6 -490 0 18 B 1 101 301 6C N -2 CJ -100 0 18
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Board: 49 Board: 50
Tbl Pair Contr Ld Result Score Tbl Pair Contr Ld Result Score
B 2 102 302 3N W -2 CK 100 18 0 A 2 2 202 3N S +1 H10 630 16 2
A 1 1 201 3S E -1 C6 50 15 3 A 5 5 205 3N S +1 C8 630 16 2
A 2 2 202 2N W -1 CJ 50 15 3 B 1 101 301 3N S +1 H10 630 16 2
A 5 5 205 2D W = CA -90 12 6 B 3 103 303 4S S = C8 620 12 6
B 1 101 301 3C S -2 C9 -100 10 8 A 1 1 201 3N S = H10 600 5 13
A 3 3 203 2D W +1 CA -110 6 12 A 3 3 203 3N S = H10 600 5 13
A 4 4 204 2D W +1 CK -110 6 12 A 4 4 204 3N S = H10 600 5 13
B 4 104 304 3D W = CA -110 6 12 B 2 102 302 3N S = H10 600 5 13
B 5 105 305 3H E +1 C7 -170 2 16 B 4 104 304 3N N = H10 600 5 13
B 3 103 303 4H W = CA -420 0 18 B 5 105 305 3N S = H10 600 5 13