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ANZAC DAY TEAMS 2017 - MATCH 7

Board No: 24
Dealer: W, Vul: Nil, Room Datum: 0
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Teams					Score			Imps
North-South	East-West	Contract	Lead	Tricks	NS	EW		NS	EW
1 HUTTON Team	4 MILLS Team	3NT N		8		50		-4	4
2 WARD Team	17 QIN Team	5X N		9		300		-10	10
3 LACHMAN Team	14 EVANS Team	4X E		9	100			0	0
4 MILLS Team	1 HUTTON Team	3 S		9	110			4	-4
5 MILLAR Team	12 BRINKWORTH Team	4X E		8	300			8	-8
6 CLAYTON Team	29 WILLIAMS Team	3 E		9		140		-5	5
7 TOUTON Team	11 MOORE Team	3NT N		8		50		3	-3
8 PAGE Team	27 ARGENT Team	2NT N		9	150			8	-8
9 SCHOEN Team	16 MUKHERJEE Team	1 W		7		70		-5	5
10 MARTIN Team	13 BUGLER Team	1 W		7		70		-5	5
11 MOORE Team	7 TOUTON Team	3 E		9		140		-3	3
12 BRINKWORTH Team	5 MILLAR Team	3NT N		8		50		-8	8
13 BUGLER Team	10 MARTIN Team	2 N		9	110			5	-5
14 EVANS Team	3 LACHMAN Team	1 W		5	100			0	0
15 GIBSON Team	19 HOLBROOK Team	3NT N		8		50		3	-3
16 MUKHERJEE Team	9 SCHOEN Team	2 S		10	130			5	-5
17 QIN Team	2 WARD Team	3 S		10	130			10	-10
18 NORMAN Team	28 MCDONALD Team	4 S		9		50		0	0
19 HOLBROOK Team	15 GIBSON Team	3 E		9		140		-3	3
20 FERNON Team	22 BOYCE Team	3NT N		9	400			7	-7
21 ENGLAND Team	34 SKEATE Team	1NT N		8	120			5	-5
22 BOYCE Team	20 FERNON Team	2 N		10	130			-7	7
23 SNOOK Team	30 MCKEOUGH Team	3 E		9		140		7	-7
24 BUGANEY Team	25 GEARING Team	3 E		9		140		-6	6
25 GEARING Team	24 BUGANEY Team	2NT N		8	120			6	-6
26 GOODWIN Team	33 COX Team	3NT N		8		50		-4	4
27 ARGENT Team	8 PAGE Team	3 E		10		170		-8	8
28 MCDONALD Team	18 NORMAN Team	3NT N		8		50		0	0
29 WILLIAMS Team	6 CLAYTON Team	1 W		6	50			5	-5
30 MCKEOUGH Team	23 SNOOK Team	4 W		10		420		-7	7
31 WELCH Team	32 SOLO Team	4 S		10	130			6	-6
32 SOLO Team	31 WELCH Team	3NT N		7		100		-6	6
33 COX Team	26 GOODWIN Team	2 S		9	110			4	-4
34 SKEATE Team	21 ENGLAND Team	3 N		8		50		-5	5

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  Cannot locate hand record file

Replay with Bridge Solver

FREQUENCIES FOR BOARD 24
Contract	Result	Score	Frequency
3NT by NS	=	400	1
4X by EW	-2	300	1
2NT by NS	+1	150	1
4 by NS	=	130	1
3 by NS	+1	130	1
2 by NS	+2	130	1
2 by NS	+2	130	1
2NT by NS	=	120	1
1NT by NS	+1	120	1
3 by NS	=	110	1
2 by NS	+1	110	1
2 by NS	+1	110	1
1 by EW	-2	100	1
4X by EW	-1	100	1
1 by EW	-1	50	1
3NT by NS	-1	-50	6
4 by NS	-1	-50	1
3 by NS	-1	-50	1
1 by EW	=	-70	2
3NT by NS	-2	-100	1
3 by EW	=	-140	5
3 by EW	+1	-170	1
5X by NS	-2	-300	1
4 by EW	=	-420	1

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