Teams					Score			Imps
North-South	East-West	Contract	Lead	Tricks	NS	EW		NS	EW
1 BARDON Team	4 LUCK Team	5 N	2C	13	640			0	0
2 PERRIN Team	19 THOMAS Team	5 N	3S	11	600			0	0
3 OLSEN Team	21 AVUNDUK Team	3NT S	2C	11	660			2	-2
4 LUCK Team	1 BARDON Team	5 N	9C	13	640			0	0
5 TOUTON Team	15 BEIL Team	5 N	4S	13	640			0	0
6 HARRIS Team	8 GIBSON Team	6 N	4S	12	1370			0	0
7 BROOKES Team	14 BELL Team	5 N	2H	11	600			0	0
8 GIBSON Team	6 HARRIS Team	6 N	JD	12	1370			0	0
9 WANIGARATNE Team	13 RUSK Team	5 N	9H	12	620			0	0
10 FRAZIER Team	11 SCRIVENS Team	5 N	5C	12	620			-13	13
11 SCRIVENS Team	10 FRAZIER Team	6 S	8S	12	1370			13	-13
12 PHILLIPS Team	23 SCHWEGLER Team	6 N	5C	12	1370			16	-16
13 RUSK Team	9 WANIGARATNE Team	5 N	5C	12	620			0	0
14 BELL Team	7 BROOKES Team	5 N	9H	11	600			0	0
15 BEIL Team	5 TOUTON Team	3NT S	5S	10	630			0	0
16 ROGERS Team	20 HYLAND Team	3NT S	3H	11	660			-1	1
17 BALJET Team	26 BLOORE Team	5 N	8S	13	640			12	-12
18 BROWN Team	31 SCOTT Team	5NT S	3H	11	660			2	-2
19 THOMAS Team	2 PERRIN Team	5 N	5C	11	600			0	0
20 HYLAND Team	16 ROGERS Team	3NT S	3C	12	690			1	-1
21 AVUNDUK Team	3 OLSEN Team	5 N	3S	11	600			-2	2
22 BAKER Team	28 NORTHEY Team	6NT S	5S	9		300		-5	5
23 SCHWEGLER Team	12 PHILLIPS Team	6 N	4S	11		100		-16	16
24 DE MAR Team	27 STUART Team	6 N	9H	11		100		0	0
25 MORRIS Team	29 NORTON Team	5 N	2S	12	620			12	-12
26 BLOORE Team	17 BALJET Team	6 N	5C	11		100		-12	12
27 STUART Team	24 DE MAR Team	6 N	9H	11		100		0	0
28 NORTHEY Team	22 BAKER Team	5 N	6S	10		100		5	-5
29 NORTON Team	25 MORRIS Team	7 N	9H	12		100		-12	12
30 TAYLOR-SMITH Team	32 LOVELL Team	6NT N	2S	11		100		-12	12
31 SCOTT Team	18 BROWN Team	5 N	2S	11	600			-2	2
32 LOVELL Team	30 TAYLOR-SMITH Team	5 N	3H	11	600			12	-12

Click on the NS or EW Pair for a full display of that Pair's performance
Click on a column heading to change sort sequence of display.

If the play has been captured, click on the camera to see how the board was played at that table.

FREQUENCIES FOR BOARD 4
Contract	Result	Score	Frequency
6 by NS	=	1370	3
6 by NS	=	1370	1
3NT by NS	+3	690	1
5NT by NS	=	660	1
3NT by NS	+2	660	2
5 by NS	+2	640	4
3NT by NS	+1	630	1
5 by NS	+1	620	4
5 by NS	=	600	7
6 by NS	-1	-100	4
5 by NS	-1	-100	1
7 by NS	-1	-100	1
6NT by NS	-1	-100	1
6NT by NS	-3	-300	1

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