Wanaka Bridge Club        

Back to event

---

View by:

board

NS pairs

EW pairs

---

Hand records



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

Makarora Pairs (2018) 22 October

EW pair 1 Section a Boyd Ottrey Max Shepherd	Bd Rd Con Dc Ld Res NS   Score   MP 1 1 4 S K = 1 420 20 2 1 5 S Q +1 1 620 150 3 7 3 N Q -2 7 -100 70 4 7 2 NT W T = 7 -120 150 5 2 3 S K = 2 140 40 6 2 3 NT N Q +1 2 430 30 7 8 3 NT W 8 +2 8 -660 130 8 8 3 NT E A = 8 -400 160 9 3 4 N T +2 3 480 50 10 3 2 N 9 +2 3 170 170 11 9 2 S J +3 9 200 0 12 9 3 NT S 3 = 9 600 20 13 4 2 N K -2 4 -200 170 14 4 3 NT N 4 +1 4 430 10 15 10 3 E 5 = 10 -140 180 16 10 4 S Q = 10 420 110 17 5 5 x W 5 -3 5 500 0 18 5 3 NT S 3 -1 5 -100 200 19 11 2 S K -1 11 -50 70 20 11 3 N K = 11 140 130 21 6 3 W 7 -3 6 150 10 22 6 3 NT N 7 +1 6 430 20 23 12 6 S K -3 12 -300 200 24 12 5 S A -2 12 -100 200
EW pair 2 Section a Errol Kelly Sandra Simmers	Bd Rd Con Dc Ld Res NS   Score   MP 1 6 4 S -1 7 -50 170 2 6 3 NT N Q +2 7 660 50 3 1 3 N Q -3 2 -150 180 4 1 2 N K -1 2 -100 80 5 7 3 S 3 -1 8 -100 100 6 7 3 NT S 5 = 8 400 130 7 2 4 E A +2 3 -680 190 8 2 5 x W 2 -2 3 300 40 9 8 5 N T = 9 450 110 10 8 3 NT S T +1 9 630 60 11 3 2 S J +1 4 140 110 12 3 3 NT N 3 -2 4 -200 160 13 9 3 S 3 -1 10 -100 100 14 9 3 N K = 10 110 140 15 4 3 E K = 5 -140 180 16 4 3 S K +3 5 230 140 17 10 4 W 4 -2 11 100 100 18 10 3 NT S 3 = 11 600 60 19 5 2 W K +2 6 -130 180 20 5 4 N K = 6 620 20 21 11 3 W 8 -3 12 150 10 22 11 3 NT S J = 12 400 90 23 12 2 W 4 +1 1 -140 120 24 12 2 N J -1 1 -50 160
EW pair 3 Section a Marc Simmonds John Hogg	Bd Rd Con Dc Ld Res NS   Score   MP 1 12 2 NT N 6 = 2 120 120 2 12 6 NT N Q -1 2 -100 200 3 6 2 W K = 8 -110 130 4 6 3 N A -1 8 -100 80 5 1 3 S K = 3 140 40 6 1 3 NT S 5 = 3 400 130 7 7 3 NT W 8 +1 9 -630 70 8 7 4 x S J = 9 590 10 9 2 4 N T +2 4 480 50 10 2 4 N J = 4 620 80 11 8 3 W A -3 10 150 60 12 8 3 NT N 3 -1 10 -100 90 13 3 1 NT N 4 +1 5 120 40 14 3 2 NT N 8 = 5 120 100 15 9 3 S A +1 11 130 40 16 9 4 S K +1 11 450 40 17 4 4 W 4 -2 6 100 100 18 4 3 NT S 3 = 6 600 60 19 10 2 NT W 2 +3 12 -210 200 20 10 5 N A = 12 600 40 21 11 1 NT E 5 -1 1 050 150 22 11 3 NT S 3 = 1 400 90 23 5 2 W A = 7 -110 30 24 5 3 W K -1 7 050 110
EW pair 4 Section a Bob Menlove Hans Limacher	Bd Rd Con Dc Ld Res NS   Score   MP 1 5 2 NT N 6 = 8 120 120 2 5 3 NT N 6 +1 8 630 120 3 12 2 W Q -2 3 200 0 4 12 3 N A = 3 140 10 5 6 2 N 4 +1 9 140 40 6 6 3 NT S 4 +1 9 430 30 7 1 6 NT W J -3 4 300 0 8 1 3 S J +1 4 170 60 9 7 4 N T +2 10 480 50 10 7 3 N 7 +1 10 170 170 11 2 3 N K = 5 140 110 12 2 3 NT N 3 -1 5 -100 90 13 8 2 N J -2 11 -200 170 14 8 1 NT N T +1 11 120 100 15 3 4 E K -2 6 100 100 16 3 4 S 4 = 6 420 110 17 9 4 S K = 12 420 30 18 9 1 NT S 2 +2 12 150 160 19 10 2 S A -1 1 -50 70 20 10 5 x E A -4 1 1100 0 21 4 3 W 7 -2 7 100 80 22 4 3 NT N 7 = 7 400 90 23 11 2 W J = 2 -110 30 24 11 2 NT S 5 = 2 120 20
EW pair 5 Section a Jan Anderson Jude Gunn	Bd Rd Con Dc Ld Res NS   Score   MP 1 11 4 S A +1 3 450 0 2 11 5 S K +1 3 620 150 3 5 3 N Q -2 9 -100 70 4 5 2 N A +1 9 140 10 5 12 3 N A -2 4 -200 170 6 12 3 NT S 4 = 4 400 130 7 6 3 NT E 3 +2 10 -660 130 8 6 4 x N K -2 10 -300 130 9 1 6 N 6 -1 5 -50 190 10 1 3 N 7 +2 5 200 120 11 7 2 NT N K +2 11 180 20 12 7 3 NT N 3 -1 11 -100 90 13 2 2 N K -2 6 -200 170 14 2 3 NT S = 6 400 50 15 8 4 x E K -2 12 300 0 16 8 3 S K +1 12 170 160 17 9 4 N 9 -1 1 -50 190 18 9 3 NT S 3 = 1 600 60 19 3 2 W J +1 7 -110 140 20 3 3 E 5 -1 7 100 160 21 10 2 W 9 -2 2 100 80 22 10 5 NT N 7 -2 2 -100 200 23 4 3 W J = 8 -140 120 24 4 3 N J -1 8 -50 160
EW pair 6 Section a Sue Halsted Ian Halsted	Bd Rd Con Dc Ld Res NS   Score   MP 1 4 3 NT N 2 -1 9 -50 170 2 4 5 NT N Q = 9 660 50 3 11 3 N Q -1 4 -50 20 4 11 3 N K -1 4 -100 80 5 5 3 S K = 10 140 40 6 5 3 NT S 4 -2 10 -100 200 7 12 5 NT E 7 -1 5 100 20 8 12 5 x S J -2 5 -300 130 9 6 4 N T +2 11 480 50 10 6 4 N 9 +1 11 650 20 11 1 2 S 5 +1 6 140 110 12 1 2 N 9 +2 6 130 40 13 7 3 NT N T = 12 600 0 14 7 3 NT N K = 12 400 50 15 8 3 N 7 = 1 110 60 16 8 4 S K +1 1 450 40 17 2 4 W K -1 7 050 150 18 2 2 NT N J +1 7 150 160 19 9 5 E J -3 2 300 0 20 9 2 NT S Q -2 2 -200 200 21 3 2 S K -1 8 -100 200 22 3 3 NT N T = 8 400 90 23 10 2 W A +1 3 -140 120 24 10 2 N J = 3 110 50
EW pair 7 Section a Murray Pryde John Lyness	Bd Rd Con Dc Ld Res NS   Score   MP 1 10 2 S 9 +3 4 200 50 2 10 3 NT N Q +2 4 660 50 3 4 3 W K = 10 -140 160 4 4 4 N A -2 10 -200 190 5 11 4 S 3 -2 5 -200 170 6 11 3 NT S 4 +1 5 430 30 7 5 3 NT W 8 +2 11 -660 130 8 5 4 x N K -1 11 -100 100 9 12 3 NT S 8 +3 6 490 0 10 12 3 N 3 +2 6 200 120 11 6 4 N K -1 12 -50 180 12 6 3 NT N 2 -1 12 -100 90 13 7 2 N K = 1 090 60 14 7 3 NT N 8 -1 1 -50 190 15 1 3 E 7 -1 7 050 140 16 1 3 S 4 = 7 140 190 17 8 4 x W 4 -1 2 100 100 18 8 2 NT S 5 +2 2 180 120 19 2 3 E 8 = 8 -110 140 20 2 3 N A = 8 140 130 21 9 3 W A -1 3 050 150 22 9 3 NT S 3 +2 3 460 0 23 3 4 W A -1 9 100 0 24 3 3 S 5 +1 9 130 0
EW pair 8 Section a Joy Baxter Sheryl Strudwick	Bd Rd Con Dc Ld Res NS   Score   MP 1 3 2 NT N 6 -2 10 -100 200 2 3 2 N Q +1 10 140 180 3 10 3 N Q -4 5 -200 200 4 10 3 NT W T -1 5 100 40 5 4 3 E J = 11 -110 120 6 4 3 NT S 2 = 11 400 130 7 11 4 NT W 8 = 6 -630 70 8 11 5 x S J -3 6 -500 190 9 5 6 N 7 -1 12 -50 190 10 5 4 N J +1 12 650 20 11 6 2 S J = 1 110 160 12 6 5 N 9 -2 1 -200 160 13 12 2 N K -1 7 -100 100 14 12 3 NT S 9 +1 7 430 10 15 7 2 W A -2 2 100 100 16 7 4 S 4 +1 2 450 40 17 1 4 N 9 = 8 420 30 18 1 1 NT S 3 +5 8 240 100 19 8 2 S A = 3 110 20 20 8 3 N A +2 3 150 90 21 2 3 S A = 9 110 40 22 2 3 NT S 3 = 9 400 90 23 9 3 W 4 = 4 -140 120 24 9 3 NT S 9 -1 4 -50 160
EW pair 9 Section a Georgie Roberts Jan Lyness	Bd Rd Con Dc Ld Res NS   Score   MP 1 9 2 NT N 6 = 5 120 120 2 9 3 NT N Q +2 5 660 50 3 3 3 N Q -2 11 -100 70 4 3 3 N A -2 11 -200 190 5 10 4 S K -2 6 -200 170 6 10 3 NT S 2 = 6 400 130 7 4 3 NT W J = 12 -600 40 8 4 5 W 7 -3 12 150 80 9 5 4 N 3 +1 1 450 110 10 5 2 N J +1 1 140 200 11 11 3 N K +1 7 170 40 12 11 3 NT N 2 -3 7 -300 200 13 6 2 E J -2 2 200 20 14 6 2 NT N 8 = 2 120 100 15 12 2 NT S J +1 8 150 20 16 12 3 S 6 = 8 140 190 17 7 5 N 9 -1 3 -50 190 18 7 3 NT S 3 +1 3 630 10 19 1 3 S Q -1 9 -50 70 20 1 3 E K -2 9 200 60 21 8 2 E 2 -1 4 050 150 22 8 3 NT N T -1 4 -50 170 23 2 3 W J = 10 -140 120 24 2 3 W J -2 10 100 80
EW pair 10 Section a Lynne Fegan Sherril Harries	Bd Rd Con Dc Ld Res NS   Score   MP 1 2 2 S A +1 11 140 80 2 2 3 NT N Q +2 11 660 50 3 9 2 W K = 6 -110 130 4 9 1 NT W T +1 6 -120 150 5 3 2 S 9 +1 12 140 40 6 3 3 NT S 4 = 12 400 130 7 4 4 E 8 +2 1 -680 190 8 4 5 x S J -3 1 -500 190 9 10 4 N 3 = 7 420 150 10 10 2 N 2 +3 7 200 120 11 5 3 N K = 2 140 110 12 5 3 NT N 3 +1 2 630 0 13 11 2 N K -2 8 -200 170 14 11 1 N A = 8 080 160 15 6 2 W A -2 3 100 100 16 6 4 S 4 +1 3 450 40 17 12 3 E A -1 9 050 150 18 12 2 NT S 3 +1 9 150 160 19 7 3 W K = 4 -110 140 20 7 3 S Q +2 4 150 90 21 1 2 W A -1 10 050 150 22 1 3 NT S J -1 10 -50 170 23 8 2 W A +1 5 -140 120 24 8 3 W A -1 5 050 110
EW pair 11 Section a Vivienne Christie Fran Holmes	Bd Rd Con Dc Ld Res NS   Score   MP 1 8 2 S A +3 6 200 50 2 8 3 NT N Q +2 6 660 50 3 2 3 N Q -2 12 -100 70 4 2 2 E A +1 12 -110 120 5 3 4 S K -2 1 -200 170 6 3 3 NT S 4 +1 1 430 30 7 9 5 NT W 8 = 7 -660 130 8 9 4 x N K = 7 590 10 9 4 4 N 6 = 2 420 150 10 4 4 N 2 +1 2 650 20 11 10 3 N K -2 8 -100 200 12 10 3 NT N 9 -2 8 -200 160 13 5 2 N K -1 3 -100 100 14 5 3 NT N 8 -1 3 -50 190 15 11 3 E K = 9 -140 180 16 11 4 S 6 +1 9 450 40 17 6 4 x W 4 -2 4 300 60 18 6 3 NT S 3 +1 4 630 10 19 12 3 S Q -1 10 -50 70 20 12 3 S Q -1 10 -100 180 21 7 2 E 2 -2 5 100 80 22 7 3 NT N T = 5 400 90 23 1 3 W A = 11 -140 120 24 1 2 N J = 11 110 50
EW pair 12 Section a	Bd Rd Con Dc Ld Res NS   Score   MP 1 1 12 – -9999 2 1 12 – -9999 3 2 1 – -9999 4 2 1 – -9999 5 8 7 – -9999 6 8 7 – -9999 7 3 2 – -9999 8 3 2 – -9999 9 9 8 – -9999 10 9 8 – -9999 11 4 3 – -9999 12 4 3 – -9999 13 10 9 – -9999 14 10 9 – -9999 15 5 4 – -9999 16 5 4 – -9999 17 11 10 – -9999 18 11 10 – -9999 19 6 5 – -9999 20 6 5 – -9999 21 12 11 – -9999 22 12 11 – -9999 23 7 6 – -9999 24 7 6 – -9999