Teams					Score			Imps
North-South	East-West	Contract	Lead	Result	NS	EW		NS	EW
17 Clark Team	35 McArthur Team	6NT S	JH	=	1440			13	-13
25 Sutton Team	7 Hayward Team	6 S	TS	=	1430			13	-13
19 Brewer Team	1 Crichton Team	3NT S	8D	+3	690			0	0
22 Jackson Team	4 Smith Team	3NT S	JH	+3	690			0	0
24 Duncan Team	6 Healy Team	3NT S	JH	+3	690			0	0
11 Yeomans Team	29 Sim Team	3NT S	JH	+3	690			0	0
26 Gray Team	8 Tislevoll Team	4 S	JH	+2	680			10	-10
20 Dick Team	2 Collins Team	4 N	6H	+2	680			0	0
21 McFadyen Team	3 Janisz Team	4 N	5H	+2	680			0	0
23 Moore Team	5 Brown Team	4 N	6H	+2	680			0	0
36 Butler Team	18 Hutton Team	5 N	7D	+1	680			10	-10
28 Gyde Team	10 Wood Team	4 N	6H	+2	680			0	0
29 Sim Team	11 Yeomans Team	4 N	7D	+2	680			0	0
30 Kiss Team	12 Cartner Team	4 N	QH	+2	680			0	0
31 Jurgeleit Team	13 Fermor Team	4 N	QH	+2	680			0	0
33 Gordon Team	15 De Luca Team	4 N	6H	+2	680			0	0
34 Skousgaard Team	16 McAllister Team	4 N	6H	+2	680			0	0
35 McArthur Team	17 Clark Team	4 N	6H	+2	680			-13	13
1 Crichton Team	19 Brewer Team	4 N	6H	+2	680			0	0
16 McAllister Team	34 Skousgaard Team	4 N	7D	+2	680			0	0
3 Janisz Team	21 McFadyen Team	4 N	4H	+2	680			0	0
4 Smith Team	22 Jackson Team	4 N	6H	+2	680			0	0
5 Brown Team	23 Moore Team	4 N	6H	+2	680			0	0
6 Healy Team	24 Duncan Team	4 N	7D	+2	680			0	0
7 Hayward Team	25 Sutton Team	4 N	6H	+2	680			-13	13
9 Campbell Team	27 Ball Team	4 N	6H	+2	680			2	-2
10 Wood Team	28 Gyde Team	4 N	6H	+2	680			0	0
12 Cartner Team	30 Kiss Team	4 S	TS	+2	680			0	0
13 Fermor Team	31 Jurgeleit Team	4 N	6H	+2	680			0	0
14 Melville Team	32 Brookes Team	4 N	6H	+2	680			15	-15
15 De Luca Team	33 Gordon Team	4 N	7D	+2	680			0	0
27 Ball Team	9 Campbell Team	5 S	JH	+1	620			-2	2
8 Tislevoll Team	26 Gray Team	3 S	6D	+3	230			-10	10
18 Hutton Team	36 Butler Team	2 N	3D	+4	230			-10	10
32 Brookes Team	14 Melville Team	4 N	6C	-5		500		-15	15
2 Collins Team	20 Dick Team				Adjusted score			0	0

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FREQUENCIES FOR BOARD 2
Contract	Result	Score	Frequency
6NT by NS	=	1440	1
6 by NS	=	1430	1
3NT by NS	+3	690	4
5 by NS	+1	680	1
4 by NS	+2	680	22
4 by NS	+2	680	2
5 by NS	+1	620	1
3 by NS	+3	230	1
2 by NS	+4	230	1
4 by NS	-5	-500	1
N by NS	=	0	1

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