Boards Results

SUNSHINE COAST INTERCLUB TEAMS - A GRADE - MATCH 3

Board No: 20
Dealer: W, Vul: ALL, Room Datum: 160

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Teams    Score Imps

North-South East-West Contract Lead Tricks   NS     EW      NS EW

4 MORRISON Team 1 BROOKES Team 5 N 6S 11 600 12 -12

5 PHILLIPS Team 2 GREEN Team 5 N JS 10 100 -13 13

12 OLSEN Team 3 PERRY Team 3 N JS 11 150 -10 10

1 BROOKES Team 4 MORRISON Team 3NT S 3H 8 100 -12 12

2 GREEN Team 5 PHILLIPS Team 3NT N JS 11 660 13 -13

8 BOURKE Team 6 MIDGLEY Team 4 N QH 10 130 6 -6

9 DUNLOP Team 7 STANTON Team 3 N JS 11 150 -10 10

6 MIDGLEY Team 8 BOURKE Team 3NT S 3H 8 100 -6 6

7 STANTON Team 9 DUNLOP Team 5 N JS 11 600 10 -10

13 MALE Team 10 DALY Team 3 N JS 10 130 0 0

14 GOSNEY Team 11 TOWNEND Team 3NT S 3H 8 100 0 0

3 PERRY Team 12 OLSEN Team 3NT S 7D 9 600 10 -10

10 DALY Team 13 MALE Team 3 N QH 10 130 0 0

11 TOWNEND Team 14 GOSNEY Team 3NT S 3H 8 100 0 0

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FREQUENCIES FOR BOARD 20
Contract Result Score Frequency
3NT by NS +2 660 1
3NT by NS = 600 1
5 by NS = 600 2
3 by NS +2 150 2
4 by NS = 130 1
3 by NS +1 130 2
3NT by NS -1 -100 4
5 by NS -1 -100 1

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Alternative display format

Teams					Score		Imps
North-South	East-West	Contract	Lead	Tricks	NS	EW	NS	EW
4 MORRISON Team	1 BROOKES Team	5 N	6S	11	600		12	-12
5 PHILLIPS Team	2 GREEN Team	5 N	JS	10		100	-13	13
12 OLSEN Team	3 PERRY Team	3 N	JS	11	150		-10	10
1 BROOKES Team	4 MORRISON Team	3NT S	3H	8		100	-12	12
2 GREEN Team	5 PHILLIPS Team	3NT N	JS	11	660		13	-13
8 BOURKE Team	6 MIDGLEY Team	4 N	QH	10	130		6	-6
9 DUNLOP Team	7 STANTON Team	3 N	JS	11	150		-10	10
6 MIDGLEY Team	8 BOURKE Team	3NT S	3H	8		100	-6	6
7 STANTON Team	9 DUNLOP Team	5 N	JS	11	600		10	-10
13 MALE Team	10 DALY Team	3 N	JS	10	130		0	0
14 GOSNEY Team	11 TOWNEND Team	3NT S	3H	8		100	0	0
3 PERRY Team	12 OLSEN Team	3NT S	7D	9	600		10	-10
10 DALY Team	13 MALE Team	3 N	QH	10	130		0	0
11 TOWNEND Team	14 GOSNEY Team	3NT S	3H	8		100	0	0

FREQUENCIES FOR BOARD 20
Contract	Result	Score	Frequency
3NT by NS	+2	660	1
3NT by NS	=	600	1
5 by NS	=	600	2
3 by NS	+2	150	2
4 by NS	=	130	1
3 by NS	+1	130	2
3NT by NS	-1	-100	4
5 by NS	-1	-100	1