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OPEN SWISS TEAMS - MATCH 8

Board No: 18
Dealer: E, Vul: NS, Room Datum: 300
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Teams					Score			Imps
North-South	East-West	Contract	Lead	Tricks	NS	EW		NS	EW
1 VAN JOLE Team	6 KEMPTHORNE Team	5 S	QC	10		100		0	0
2 VINCENT Team	12 TRELOAR Team	3NT S	2S	9	600			0	0
3 ANDREW Team	24 BALDRY Team	4 N	AC	10	620			0	0
4 LEWIN Team	26 MCCONACHIE Team	5 S	5H	10		100		-6	6
5 BROCKWELL Team	14 MCALISTER Team	3 S	QC	9	110			-10	10
6 KEMPTHORNE Team	1 VAN JOLE Team	5 S	QC	10		100		0	0
7 STRONG Team	15 STONEMAN Team	5 N	QC	11	600			12	-12
8 DARLEY Team	17 ALLAN Team	4 N	KC	10	620			12	-12
9 LORRAWAY Team	18 WELLS Team	4 N	KC	10	620			1	-1
10 ALLEN Team	31 SAXTON Team	2 N	6S	9	140			0	0
11 TREDREA Team	22 OTTO Team	4 N	AC	10	620			12	-12
12 TRELOAR Team	2 VINCENT Team	3NT S	2S	9	600			0	0
13 SCHAAF Team	28 POLLOCK Team	3NT N	AC	9	600			10	-10
14 MCALISTER Team	5 BROCKWELL Team	3NT S	8S	9	600			10	-10
15 STONEMAN Team	7 STRONG Team	5 S	QC	10		100		-12	12
16 NOLAN Team	29 TRIGG Team	3NT S	QC	8		100		0	0
17 ALLAN Team	8 DARLEY Team	3 S	QC	8		100		-12	12
18 WELLS Team	9 LORRAWAY Team	3NT S	2D	9	600			-1	1
19 BOURKE Team	21 JANOR Team	2 N	AC	8	110			-11	11
20 SHARP Team	23 WALSH Team	3NT N	AC	9	600			13	-13
21 JANOR Team	19 BOURKE Team	3NT N	2D	10	630			11	-11
22 OTTO Team	11 TREDREA Team	3NT N	4C	8		100		-12	12
23 WALSH Team	20 SHARP Team	3NT S	2S	7		200		-13	13
24 BALDRY Team	3 ANDREW Team	4 N	AC	10	620			0	0
25 WRIGHT Team	27 BROWN Team	5 S	QC	11	600			0	0
26 MCCONACHIE Team	4 LEWIN Team	4 S	QC	10	130			6	-6
27 BROWN Team	25 WRIGHT Team	5 S	QC	11	600			0	0
28 POLLOCK Team	13 SCHAAF Team	2 N	AC	9	140			-10	10
29 TRIGG Team	16 NOLAN Team	4 N	AC	9		100		0	0
30 BUNNETT Team	32 STUART Team	3NT N	AC	10	630			12	-12
31 SAXTON Team	10 ALLEN Team	3 S	QC	11	150			0	0
32 STUART Team	30 BUNNETT Team	5 S	QC	10		100		-12	12

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  Cannot locate hand record file

Replay with Bridge Solver

FREQUENCIES FOR BOARD 18
Contract	Result	Score	Frequency
3NT by NS	+1	630	2
4 by NS	=	620	5
5 by NS	=	600	1
3NT by NS	=	600	2
5 by NS	=	600	2
3NT by NS	=	600	4
3 by NS	+2	150	1
2 by NS	+1	140	2
4 by NS	=	130	1
2 by NS	=	110	1
3 by NS	=	110	1
3NT by NS	-1	-100	1
5 by NS	-1	-100	5
3NT by NS	-1	-100	1
3 by NS	-1	-100	1
4 by NS	-1	-100	1
3NT by NS	-2	-200	1

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