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QCBC ANZAC DAY TEAMS - MATCH 1

Board No: 3
Dealer: S, Vul: EW, Room Datum: 300
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Teams					Score			Imps
North-South	East-West	Contract	Lead	Tricks	NS	EW		NS	EW
1 CARTER Team	18 MELDRUM Team	3NT N		10	430			1	-1
2 PARKER Team	19 WOOLER Team	3NT S		9	400			11	-11
3 KEMPTHORNE Team	20 SILVER Team	3NT N		10	430			4	-4
4 COLLINS Team	21 WILLIAMS Team	3NT N		10	430			1	-1
5 JACKMAN Team	22 SNOOK Team	4 N		10	130			-2	2
6 STEFFENSEN Team	23 MCKENNA Team	3NT N		11	460			11	-11
7 WOOD Team	24 HERO Team	1NT N		11	210			2	-2
8 THOMAS Team	25 KENDALL Team	3 N		11	150			8	-8
9 HYNE Team	26 SOLO Team	3NT N		10	430			0	0
10 ELLAWAY Team	27 HAY Team	2NT N		10	180			-1	1
11 STONE Team	28 WELCH Team	3NT N		10	430			11	-11
12 MCLAUCHLAN Team	29 CHOTAI Team	3NT N		11	460			1	-1
13 LI Team	30 TAYLOR Team	2X E		5	800			11	-11
14 CURRIE Team	31 BRAKE Team	5 N		11	400			-14	14
15 ROHDE Team	32 MERCER Team	3NT S		9	400			0	0
16 EVANS Team	33 YOUENS Team	3NT S		9	400			7	-7
17 RUNTING Team	34 DUFF Team	3NT S		11	460			11	-11
18 MELDRUM Team	1 CARTER Team	2 E		4	400			-1	1
19 WOOLER Team	2 PARKER Team	3NT N		7		100		-11	11
20 SILVER Team	3 KEMPTHORNE Team	2 E		5	300			-4	4
21 WILLIAMS Team	4 COLLINS Team	3NT N		9	400			-1	1
22 SNOOK Team	5 JACKMAN Team	2 E		6	200			2	-2
23 MCKENNA Team	6 STEFFENSEN Team	3NT S		7		100		-11	11
24 HERO Team	7 WOOD Team	3 N		11	150			-2	2
25 KENDALL Team	8 THOMAS Team	4 N		6		200		-8	8
26 SOLO Team	9 HYNE Team	3NT N		10	430			0	0
27 HAY Team	10 ELLAWAY Team	2 E		6	200			1	-1
28 WELCH Team	11 STONE Team	3NT S		7		100		-11	11
29 CHOTAI Team	12 MCLAUCHLAN Team	3NT N		10	430			-1	1
30 TAYLOR Team	13 LI Team	2 E		5	300			-11	11
31 BRAKE Team	14 CURRIE Team	5X E		6	1400			14	-14
32 MERCER Team	15 ROHDE Team	5 N		11	400			0	0
33 YOUENS Team	16 EVANS Team	3 N		10	130			-7	7
34 DUFF Team	17 RUNTING Team	5 N		10		50		-11	11

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Replay with Bridge Solver

FREQUENCIES FOR BOARD 3
Contract	Result	Score	Frequency
5X by EW	-5	1400	1
2X by EW	-3	800	1
3NT by NS	+2	460	1
3NT by NS	+2	460	2
3NT by NS	+1	430	7
2 by EW	-4	400	1
3NT by NS	=	400	1
3NT by NS	=	400	3
5 by NS	=	400	2
2 by EW	-3	300	2
1NT by NS	+4	210	1
2 by EW	-2	200	2
2NT by NS	+2	180	1
3 by NS	+2	150	2
4 by NS	=	130	1
3 by NS	+1	130	1
5 by NS	-1	-50	1
3NT by NS	-2	-100	2
3NT by NS	-2	-100	1
4 by NS	-4	-200	1

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