Wanaka Bridge Club : Detailed data for Roy Stakes (2011)

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EW pairs

Hand records

Datum value is the average score. Where a bracketed value is included this is calculated without the outliers.

Detailed data for

Roy Stakes (2011) 20 June

EW pair 1

Section a

Mark Harry
Neil Robinson

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	1	4	N	5	=	1	420	0
2	14	2 N	E	5	-3	14	150	30
3	2	2	N	5	+1	2	140	140
4	15	3 x	S	A	+1	15	930	0
6	16	4	N	A	=	16	420	10
7	4	3	E	A	+3	4	-170	120
8	17	3 N	E	9	-3	17	150	10
9	5	2	E	K	+1	5	-110	220
10	22	2 N	W	5	+1	14	-150	140
11	6	1 N	E	4	+2	6	-150	260
12	23	2 N	S	2	-2	15	-200	210
13	7	3	E	A	=	7	-140	230
14	24	2 N	N	3	-2	16	-100	170
15	8	2	S	5	+2	8	170	190
16	25	4	S	A	+1	17	450	200
17	9	4	W	2	=	9	-420	180
18	18	1 N	N	J	+3	1	180	20
19	10	5 x	N	8	-1	10	-100	270
20	19	3 N	E	T	+1	2	-630	160
21	11	3 N	E	Q	-1	11	050	50
23	12	2	S	3	-1	12	-100	60
24	21	3	W	2	-1	4	050	30
25	13	1	N	2	+1	13	090	100

EW pair 2

Section a

Murry E Pryde
Hugh Simmers

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	13	3	N	2	-1	14	-50	280
2	1	4	E	7	-1	2	050	100
3	14	2	W	8	-2	15	200	10
5	15	3	S	5	-1	16	-100	230
6	3	4	E	9	=	4	-620	290
7	16	3	W	T	+2	17	-150	70
8	4	2	N	A	=	5	110	60
9	22	2	E	K	+1	13	-110	220
10	5	3 N	W	8	+1	6	-630	230
11	23	3	E	9	+1	14	-170	300
12	6	3 N	S	3	-3	7	-300	290
13	24	3	E	A	-1	15	100	80
14	7	2	S	J	-3	8	-150	220
15	25	3	N	2	=	16	110	260
16	8	6	N	T	+1	9	1010	0
17	17	3	E	A	+2	1	-200	100
18	9	2	S	7	=	10	090	280
19	18	5	N	A	-1	2	-50	200
20	10	3 N	W	2	+2	11	-660	240
22	11	3	W	4	-1	12	100	120
23	20	4	W	9	=	4	-620	290
24	12	1 N	W	6	=	13	-90	160
25	21	3	N	5	-1	5	-50	190

EW pair 3

Section a

Nan Ottrey
Helen Cornwell

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	21	2	N	2	+1	6	140	150
2	13	4	W	2	-1	15	050	100
4	14	2	S	2	+2	16	170	80
5	2	1 N	N	5	+1	4	120	140
6	15	4	N	A	-1	17	-50	110
7	3	5	W	T	+1	5	-620	250
8	22	2 N	W	5	-2	12	100	120
9	4	2	N	7	-3	6	-150	290
10	23	3 N	W	4	-2	13	200	10
11	5	1 N	E	4	+2	7	-150	260
12	24	2 N	S	Q	-2	14	-200	210
13	6	3	E	5	=	8	-140	230
14	25	2 N	N	2	=	15	120	40
15	7	3 N	N	2	=	9	600	130
16	16	4	N	6	+3	1	510	50
17	8	5 x	S	A	-2	10	-300	140
18	17	2 N	S	A	=	2	120	200
19	9	5	N	A	-2	11	-100	270
21	10	5	W	7	-1	12	050	50
22	19	5	W	4	-1	4	100	120
23	11	3	E	A	=	13	-110	120
24	20	1 N	W	2	=	5	-90	160
25	12	2 N	N	5	-2	14	-100	270

EW pair 4

Section a

Helen Mathewson
Marion Furneaux

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	12	2 N	S	5	=	15	120	180
2	21	2 N	E	5	-4	7	200	0
3	13	1 N	N	T	+2	16	150	90
4	1	3	S	3	=	4	140	190
5	14	3 N	N	8	-1	17	-100	230
6	2	4	N	A	-1	5	-50	110
7	22	2	E	A	+2	11	-130	20
8	3	2	W	A	-1	6	050	170
9	23	2	S	T	-1	12	-50	100
10	4	3 N	W	5	+2	7	-660	300
11	24	4	W	T	-1	13	050	30
12	5	3 N	S	Q	-2	8	-200	210
13	25	2	E	A	+1	14	-140	230
14	6	2 N	N	2	=	9	120	40
15	15	4	S	5	=	1	620	80
16	7	4	S	A	+1	10	450	200
17	16	5	S	A	-4	2	-200	100
18	8	1 N	S	8	+2	11	150	90
20	9	3 N	W	2	+1	12	-630	160
21	18	3 N	E	4	-1	4	050	50
22	10	2	W	4	+2	13	-130	290
23	19	3	N	6	-2	5	-200	200
24	11	1 N	W	2	+1	14	-120	270
25	20	3 N	N	4	=	6	400	20

EW pair 5

Section a

Alan Chisholm
Carol Orbell

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	20	2	N	2	+2	7	170	80
2	12	4	W	K	=	16	-420	290
3	21	2 N	N	T	=	8	120	180
4	13	3	S	2	=	17	140	190
5	1	2 N	N	7	+1	5	150	80
6	22	5 x	N	A	-2	10	-300	250
7	2	2 x	S	5	-3	6	-800	280
8	23	2	W	2	=	11	-110	260
9	3	1	N	Q	-2	7	-100	150
10	24	4	E	A	+1	12	-650	280
11	4	3	W	K	=	8	-140	180
12	25	1 N	S	2	+2	13	150	20
13	5	3	N	K	=	9	110	20
14	14	2	S	5	-2	1	-100	170
15	6	2	S	3	+1	10	140	240
16	15	6	S	A	-1	2	-50	300
17	7	4	W	2	+1	11	-450	260
19	8	3	N	A	+1	12	130	90
20	17	2 N	W	A	+3	4	-210	70
21	9	5	W	T	-1	13	050	50
22	18	2	N	Q	=	5	110	60
23	10	2	S	3	-1	14	-100	60
24	19	1 N	W	6	-1	6	050	30
25	11	3 N	N	3	-2	15	-100	270

EW pair 6

Section a

Denise Bunn
Alan Bunn

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	11	3 N	S	8	-1	16	-50	280
2	20	3	W	K	=	8	-140	220
3	12	2	S	3	=	17	090	230
4	21	4	S	A	-1	9	-100	300
5	22	2 N	N	7	+2	9	180	30
6	1	4	N	6	=	6	420	10
7	23	1	S	3	-2	10	-200	160
8	2	3	E	Q	-3	7	150	10
9	24	PASS	N		=	11	0	50
10	3	2 N	W	4	-1	8	100	60
11	25	3	S	4	-1	12	-50	60
12	4	3 N	N	3	-1	9	-100	130
13	13	3	W	4	=	1	-140	230
14	5	1 N	E	Q	-1	10	050	80
15	14	3 N	N	2	+1	2	630	30
16	6	4	S	A	+1	11	450	200
18	7	2	S	4	=	12	090	280
19	16	4	N	9	=	4	130	90
20	8	4	E	6	=	13	-620	110
21	17	2 N	W	2	+2	5	-180	260
22	9	3	E	A	=	14	-110	230
23	18	3	E	A	+1	6	-130	160
24	10	1 N	W	2	=	15	-90	160
25	19	4	N	5	-1	7	-50	190

EW pair 7

Section a

Lyn Howson
Lesley Hook

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	19	2	N	2	-1	8	-50	280
2	11	2	W	Q	+2	17	-170	260
3	20	2 N	N	3	-1	9	-50	290
4	22	3	S	2	=	8	140	190
5	21	4	S	7	-1	10	-100	230
6	23	4	N	A	-1	9	-50	110
7	1	2	E	3	+2	7	-130	20
8	24	1	W	A	=	10	-80	220
9	2	2	N	J	-2	8	-100	150
10	25	3 N	W	5	+1	11	-630	230
11	3	4	E	K	-2	9	100	0
12	12	1	S	2	-1	1	-100	130
13	4	3	N	J	=	10	110	20
14	13	1 N	N	K	+1	2	120	40
15	5	2	S	5	+2	11	170	190
17	6	3	W	9	+1	12	-170	60
18	15	1 N	N	4	+1	4	120	200
19	7	5	N	A	-2	13	-100	270
20	16	4	E	3	-1	5	100	20
21	8	2	W	4	+2	14	-130	220
22	17	3	N	A	=	6	140	40
23	9	2	N	A	=	15	090	20
24	18	1 N	W	2	=	7	-90	160
25	10	2 N	N	3	=	16	120	60

EW pair 8

Section a

Mary Gibson Collings
Sherrill Catsburg

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	10	1	N	A	+2	17	140	150
2	19	2 N	E	5	-1	9	050	100
3	22	3	N	K	=	7	140	140
4	20	2	W	7	-1	10	100	280
5	23	4	S	5	-2	8	-200	290
6	21	4	N	A	-1	11	-50	110
7	24	1 N	W	T	+4	9	-210	180
8	1	1 N	E	9	=	8	-90	240
9	25	2	E	5	+2	10	-130	260
10	2	4	E	5	-1	9	100	60
11	11	2	E	4	=	1	-110	80
12	3	1 x	E	A	+1	10	-260	260
13	12	2	E	A	=	2	-110	150
14	4	1 N x	E	3	=	11	-180	270
16	5	5	S	A	=	12	450	200
17	14	4	E	A	+1	4	-450	260
18	6	2 N	N	4	+1	13	150	90
19	15	5	N	A	-1	5	-50	200
20	7	4	E	8	=	14	-620	110
21	16	5	W	A	=	6	-400	280
22	8	3	W	4	=	15	-110	230
23	17	3	E	A	=	7	-110	120
24	9	1 N	W	3	=	16	-90	160
25	18	3 N	N	5	-1	8	-50	190

EW pair 9

Section a

Freda A M Ryder
Dawn Wilson

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	18	3 N	S	3	=	9	400	30
2	22	4	W	8	-1	6	050	100
3	19	2	N	K	+1	10	140	140
4	23	3	S	2	=	7	140	190
5	20	2 N	N	5	-2	11	-200	290
6	24	4	S	7	-1	8	-50	110
7	21	3	W	T	+2	12	-150	70
8	25	2	W	A	-1	9	050	170
9	1	2	N	7	-2	9	-100	150
10	10	3 N	W	4	+1	1	-630	230
11	2	3	E	K	=	10	-140	180
12	11	3 N	S	Q	=	2	600	0
13	3	4	E	A	-1	11	100	80
15	4	2 N	N	2	+2	12	180	160
16	13	4	S	A	+1	4	450	200
17	5	5	W	9	-1	13	050	10
18	14	1 N	S	8	+1	5	120	200
19	6	3	E	A	-1	14	100	160
20	15	3 N	W	2	+2	6	-660	240
21	7	2 N	E	K	=	15	-120	160
22	16	2	W	T	+1	7	-110	230
23	8	3	N	A	-2	16	-200	200
24	17	1 N	W	2	=	8	-90	160
25	9	1	N	5	+1	17	090	100

EW pair 10

Section a

Joy Baxter
Linda Sutton

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	22	2 N	S	5	+1	5	150	120
2	18	4	W	T	-1	10	050	100
3	23	3	S	3	-1	6	-50	290
4	19	2	S	2	+1	11	140	190
5	24	3 x	E	4	-1	7	100	180
6	20	4	N	A	-1	12	-50	110
7	25	3 x	S	5	-5	8	-1400	300
8	21	2	W	8	+1	13	-140	280
9	9	2	S	T	-2	1	-100	150
10	1	4	E	5	-1	10	100	60
11	10	2	W	9	-1	2	050	30
12	2	2 N	S	9	-1	11	-100	130
14	3	2	S	J	-3	12	-150	220
15	12	2 N	N	8	+1	4	150	220
16	4	4	N	3	+3	13	510	50
17	13	5	W	9	-1	5	050	10
18	5	1 N	N	9	+1	14	120	200
19	14	4	N	A	=	6	130	90
20	6	2 N	E	6	+3	15	-210	70
21	15	2	E	4	+2	7	-130	220
22	7	3	E	6	-1	16	100	120
23	16	2	S	6	-2	8	-200	200
24	8	1 N	W	7	=	17	-90	160
25	17	3 N	N	8	-2	9	-100	270

EW pair 11

Section a

Maggie Stratford
Bob Menlove

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	17	1	N	A	+3	10	170	80
2	23	2	W	2	+1	5	-140	220
3	18	3	N	3	+1	11	170	50
4	24	3	S	3	+1	6	170	80
5	19	2 N	N	T	+2	12	180	30
6	25	5 x	N	A	-2	7	-300	250
7	20	5	W	2	+1	13	-620	250
8	8	3 N	E	Q	-2	1	100	120
9	21	2	E	2	+1	14	-110	220
10	9	4	E	2	=	2	-620	180
11	1	2	W	3	+1	11	-140	180
13	2	4	N	A	-1	12	-100	120
14	11	2 N	N	2	-1	4	-50	120
15	3	4	S	5	-2	13	-200	280
16	12	4	N	T	+3	5	510	50
17	4	3	E	A	+2	14	-200	100
18	13	3 N	S	A	=	6	600	0
19	5	4	N	A	-1	15	-50	200
20	14	3 N	W	7	+1	7	-630	160
21	6	2 N	E	J	=	16	-120	160
22	15	4	W	A	=	8	-130	290
23	7	4	E	7	=	17	-620	290
24	16	1 N	W	9	=	9	-90	160
25	22	3 N	N	3	=	4	400	20

EW pair 12

Section a

Annette Clements
Shona Watt

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	23	3	N	2	+1	4	170	80
2	17	2	E	T	=	11	-110	170
3	24	2	E	A	-2	5	200	10
4	18	3	S	5	=	12	140	190
5	25	4	S	2	=	6	620	0
6	19	5	S	7	-2	13	-100	210
7	7	2	S	5	-4	1	-400	210
8	20	2	N	K	=	14	110	60
9	8	2	S	9	=	2	090	0
10	21	2 N	W	4	=	15	-120	110
12	1	3 N	S	6	-3	12	-300	290
13	10	3	E	A	=	4	-140	230
14	2	1 N x	E	3	=	13	-180	270
15	11	3 N	N	2	=	5	600	130
16	3	4	N	T	+1	14	450	200
17	12	4	W	4	=	6	-420	180
18	4	1 N	S	5	+2	15	150	90
19	13	4 x	E	A	-3	7	800	0
20	5	4	E	T	-1	16	100	20
21	14	2	E	K	+2	8	-130	220
22	6	2	N	Q	-1	17	-50	180
23	15	3	S	4	-3	9	-300	240
25	16	3 N	N	5	=	10	400	20

EW pair 13

Section a

Trevor Buchanan
Elle Johnston

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	16	3 N	N	3	=	11	400	30
2	24	3	W	2	=	4	-140	220
3	17	1 N	N	T	=	12	090	230
4	25	2	S	A	+1	5	140	190
5	18	4	S	J	-1	13	-100	230
6	6	5	S	9	-2	1	-100	210
7	19	2	S	5	-4	14	-400	210
8	7	2	N	8	-1	2	-50	200
9	20	PASS	N		=	15	0	50
11	21	2	W	K	+1	16	-140	180
12	9	2 N	S	Q	=	4	120	50
13	1	2	E	A	=	13	-110	150
14	10	1 N x	E	3	-2	5	300	0
15	2	3 N	N	2	-3	14	-300	300
16	11	4	S	5	+3	6	510	50
17	3	4	W	9	=	15	-420	180
18	12	1 N	N	4	+2	7	150	90
19	4	4	N	A	=	16	130	90
20	13	4	E	T	-1	8	100	20
21	5	2 N	E	4	-1	17	050	50
22	14	3	E	A	-1	9	100	120
23	22	2	S	6	-1	2	-100	60
24	15	1 N	W	2	+2	10	-150	300

EW pair 14

Section a

Morag Chisholm
Boyd Ottrey

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
2	16	2	W	K	=	12	-110	170
3	25	2	S	7	+2	4	170	50
4	17	4	S	2	=	13	620	40
5	5	3	S	A	=	1	140	120
6	18	4	S	9	-1	14	-50	110
7	6	2	E	A	+2	2	-130	20
8	19	2	W	J	-2	15	100	120
10	20	3 N	W	4	-2	16	200	10
11	8	1 N	E	4	+2	4	-150	260
12	21	1	S	9	-1	17	-100	130
13	9	3	N	A	=	5	110	20
14	1	2	S	J	-3	14	-150	220
15	10	4	S	J	+1	6	650	0
16	2	4	S	K	+1	15	450	200
17	11	4	S	K	-2	7	-100	40
18	3	1 N	S	K	+2	16	150	90
19	12	3	N	A	+1	8	130	90
20	4	3 N	W	J	+2	17	-660	240
21	13	3	E	K	=	9	-110	120
22	22	5	W	4	-2	1	200	10
23	14	3	E	A	=	10	-110	120
24	23	1 N	W	3	=	2	-90	160
25	15	1 N	N	5	=	11	090	100

EW pair 15

Section a

Jenny Barratt
Ena Leckie

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	15	3	N	2	=	12	110	220
3	16	1 N	N	Q	+2	13	150	90
4	4	3	S	5	+1	1	170	80
5	17	2	S	2	=	14	110	160
6	5	4	E	9	=	2	-620	290
7	18	2	W	T	+4	15	-170	120
9	19	2 N	W	3	+1	16	-150	290
10	7	2 N	W	4	=	4	-120	110
11	20	2	W	7	+1	17	-140	180
12	8	2	W	9	-1	5	050	80
13	22	3	E	A	-1	17	100	80
14	9	2 N	N	K	-1	6	-50	120
15	1	3 N	N	2	+1	15	630	30
16	10	5 x	W	8	-2	7	500	100
17	2	5	E	A	=	16	-450	260
18	11	1 N	N	J	+1	8	120	200
19	3	5 x	N	A	-1	17	-100	270
20	12	3 N	W	Q	+2	9	-660	240
21	21	4 N	W	4	=	1	-430	300
22	13	3	E	Q	-1	10	100	120
23	23	3 N	W	T	=	1	-600	260
24	14	1 N	E	2	-1	11	050	30
25	24	3 N	N	3	-2	2	-100	270

EW pair 16

Section a

Margaret Hunt
Pat Ross

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	25	1	N	A	+1	2	110	220
2	15	4	W	T	=	13	-420	290
3	3	1 N	N	T	=	1	090	230
4	16	2 x	S	A	+1	14	870	20
5	4	2 N	N	5	+1	2	150	80
6	17	4	N	A	-1	15	-50	110
8	18	2 N	S	8	-3	16	-150	300
9	6	PASS	N		=	4	0	50
10	19	3 N	W	3	=	17	-600	160
11	7	1 N	E	4	+1	5	-120	110
12	22	3 N	S	T	-2	16	-200	210
13	8	5 x	N	K	-2	6	-500	300
14	23	2	N	K	-1	17	-50	120
15	9	4	S	8	=	7	620	80
16	1	4	N	T	+1	16	450	200
17	10	4	E	A	+1	8	-450	260
18	2	1	S	K	+1	17	090	280
19	11	4	N	9	=	9	130	90
20	20	3 N	W	2	+2	1	-660	240
21	12	5	E	K	-1	10	050	50
22	21	3	E	Q	=	2	-110	230
23	13	4	E	4	-2	11	200	0
24	24	1 N	W	2	+1	1	-120	270
25	14	1	N	5	=	12	070	140

EW pair 17

Section a

Georgie Goodall
Gavin Stevens

Bd	Rd	Con	Dc	Ld	Res	NS	Score	MP
1	14	2	N	5	=	13	110	220
2	2	2 N	E	5	-3	1	150	30
3	15	1 N	N	Q	=	14	090	230
4	3	3	S	2	=	2	140	190
5	16	2 N	N	T	+1	15	150	80
7	17	3	W	T	+3	16	-170	120
8	5	2	N	A	=	4	110	60
9	18	PASS	N		=	17	0	50
10	6	3 N	W	4	+1	5	-630	230
11	22	1 N	E	4	+1	15	-120	110
12	7	2 N	S	Q	=	6	120	50
13	23	3	E	A	=	16	-140	230
14	8	1 N x	E	Q	+2	7	-380	300
15	24	4	S	5	=	17	620	80
16	9	4	S	A	+1	8	450	200
17	1	4	E	J	+1	17	-450	260
18	10	2 N	N	A	+1	9	150	90
19	19	4	N	7	+1	1	150	20
20	11	4 x	W	K	=	10	-790	300
21	20	2 N	E	Q	=	2	-120	160
22	12	3 N	E	6	-2	11	200	10
24	13	1 N	W	3	-1	12	050	30
25	25	4	S	J	-1	1	-50	190