Boards Results

HERVEY BAY SPRING TEAMS - MATCH 6

Board No: 27
Dealer: S, Vul: Nil, Room Datum: 490

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Teams    Score Imps

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

2 ALLAN 1 PRIOL 5 S JD 11 450 -11 11

1 PRIOL 2 ALLAN 6 S 6C 12 980 11 -11

7 GIBSON 3 MORRIS 5 N 5C 13 510 2 -2

15 VINCENT 4 SHEEDY 4 S 8D 12 480 -11 11

6 RUNTING 5 BONNICK 5 N AD 13 510 1 -1

5 BONNICK 6 RUNTING 4 N AD 12 480 -1 1

3 MORRIS 7 GIBSON 4 S 8D 11 450 -2 2

12 MAYES 8 KORFGEN 4 N 5C 12 480 -1 1

11 MASON 9 CHANTLER 4 S KS 12 480 -1 1

16 BROWN 10 MOLLOY 4 N 2D 13 510 1 -1

9 CHANTLER 11 MASON 4 S JD 13 510 1 -1

8 KORFGEN 12 MAYES 4 S KS 13 510 1 -1

14 BLOORE 13 ETHELL 4 S 8C 12 480 0 0

13 ETHELL 14 BLOORE 4 S KD 12 480 0 0

4 SHEEDY 15 VINCENT 6 S JD 13 1010 11 -11

10 MOLLOY 16 BROWN 4 S 8D 12 480 -1 1

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Deal file from database

BOARD 27

BD: 27 Q53 Dlr: S

KT87542 Vul: None

QT9

K J9842

93 QJ

KJT854 AQ32

8643 52

AT76

A6

976

AKJ7

NT

N 7 7 4 1 7
S 7 7 4 1 7 10
E 2 16
W 2

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FREQUENCIES FOR BOARD 27
Contract Result Score Frequency
6 by NS +1 1010 1
6 by NS = 980 1
5 by NS +2 510 2
4 by NS +3 510 2
4 by NS +3 510 1
4 by NS +2 480 2
4 by NS +2 480 5
5 by NS = 450 1
4 by NS +1 450 1

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Alternative display format

Teams					Score		Imps
North-South	East-West	Contract	Lead	Tricks	NS	EW	NS	EW
2 ALLAN	1 PRIOL	5 S	JD	11	450		-11	11
1 PRIOL	2 ALLAN	6 S	6C	12	980		11	-11
7 GIBSON	3 MORRIS	5 N	5C	13	510		2	-2
15 VINCENT	4 SHEEDY	4 S	8D	12	480		-11	11
6 RUNTING	5 BONNICK	5 N	AD	13	510		1	-1
5 BONNICK	6 RUNTING	4 N	AD	12	480		-1	1
3 MORRIS	7 GIBSON	4 S	8D	11	450		-2	2
12 MAYES	8 KORFGEN	4 N	5C	12	480		-1	1
11 MASON	9 CHANTLER	4 S	KS	12	480		-1	1
16 BROWN	10 MOLLOY	4 N	2D	13	510		1	-1
9 CHANTLER	11 MASON	4 S	JD	13	510		1	-1
8 KORFGEN	12 MAYES	4 S	KS	13	510		1	-1
14 BLOORE	13 ETHELL	4 S	8C	12	480		0	0
13 ETHELL	14 BLOORE	4 S	KD	12	480		0	0
4 SHEEDY	15 VINCENT	6 S	JD	13	1010		11	-11
10 MOLLOY	16 BROWN	4 S	8D	12	480		-1	1

FREQUENCIES FOR BOARD 27
Contract	Result	Score	Frequency
6 by NS	+1	1010	1
6 by NS	=	980	1
5 by NS	+2	510	2
4 by NS	+3	510	2
4 by NS	+3	510	1
4 by NS	+2	480	2
4 by NS	+2	480	5
5 by NS	=	450	1
4 by NS	+1	450	1

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