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NS pairs

EW pairs

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Hand records



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

Saturday: Social Bridge (2016) 10 December

EW pair 1 Section a Jean Wallace Mary Jamieson	Bd Rd Con Dc Ld Res NS   Score   MP 1 1 2 E A +1 1 -140 80 2 1 3 N S Q = 1 600 20 3 1 3 N E 3 = 1 -600 120 4 5 5 S K +2 5 640 40 5 5 3 W A = 5 -110 60 6 5 2 N 3 -1 5 -50 37 7 2 5 S J = 2 650 30 8 2 4 N 6 -1 2 -50 110 9 2 3 N E 2 +1 2 -630 110 10 6 3 E Q +1 6 -130 40 11 6 3 E Q +1 6 -170 40 12 6 3 N E 4 -1 6 050 10 13 3 4 S 4 = 3 620 90 14 3 3 E 7 -1 3 050 30 15 3 2 N E 2 -2 3 100 20 16 7 4 x W 2 -3 7 800 0 17 7 2 N W 6 = 7 -120 50 18 7 4 N K +1 7 650 60 19 4 3 N N 5 +2 4 460 0 20 4 2 W A +1 4 -110 100 21 4 2 N 6 -1 4 -100 20 22 8 2 N E 5 +2 8 -180 60 23 8 2 N W 4 = 8 -120 70 24 8 3 W 3 +1 8 -170 70
EW pair 2 Section a Bob Gillanders Alec Weavers	Bd Rd Con Dc Ld Res NS   Score   MP 1 4 3 S 5 +1 5 130 0 2 4 2 E A -2 5 100 100 3 4 1 N E 2 +1 5 -120 90 4 1 4 S 9 +2 2 170 100 5 1 2 E 2 -1 2 050 10 6 1 3 N T -2 2 -100 83 7 5 3 S 4 +2 6 200 90 8 5 5 x E A -2 6 300 0 9 5 3 N E 2 +1 6 -630 110 10 2 5 E 5 = 3 -600 100 11 2 4 E A = 3 -420 80 12 2 3 N E T = 3 -400 50 13 6 5 S K = 7 650 20 14 6 3 E 7 -1 7 050 30 15 6 2 N E J = 7 -120 100 16 3 2 W 6 -2 4 200 40 17 3 2 N W 5 +2 4 -180 120 18 3 6 x W A -1 4 100 100 19 7 3 N N J -1 8 -50 110 20 7 3 W 4 = 8 -110 100 21 7 1 N N J -3 8 -300 120 22 8 3 N W 4 = 1 -600 100 23 8 2 x S 5 -2 1 -500 120 24 8 3 W 4 +1 1 -170 70
EW pair 3 Section a Rose Markby Jan Palmer	Bd Rd Con Dc Ld Res NS   Score   MP 1 8 2 E A +1 2 -140 80 2 8 5 N A -1 2 -100 120 3 8 1 N E Q = 2 -90 50 4 4 4 N Q -1 6 -100 120 5 4 3 W A -1 6 050 10 6 4 3 N 4 -1 6 -50 37 7 1 4 N A +1 3 650 30 8 1 2 N J +1 3 140 60 9 1 3 N W 3 = 3 -600 50 10 5 5 E Q = 7 -600 100 11 5 4 E 4 -1 7 050 10 12 5 4 x W Q = 7 -590 120 13 2 4 N 3 = 4 620 90 14 2 4 E A -1 4 050 30 15 2 2 N T = 4 110 0 16 6 3 E 5 = 8 -110 100 17 6 2 E 2 +1 8 -110 0 18 6 4 W A = 8 -420 120 19 7 3 N N 2 = 1 400 50 20 7 3 N W T -2 1 200 20 21 7 1 N N 5 -2 1 -200 80 22 3 3 N E 5 = 5 -600 100 23 3 3 E 6 -3 5 300 0 24 3 4 E A +1 5 -150 0
EW pair 4 Section a Alice Thomson Moira Law	Bd Rd Con Dc Ld Res NS   Score   MP 1 3 3 W T = 6 -140 80 2 3 1 N N 4 +1 6 120 60 3 3 1 N E Q = 6 -90 50 4 8 5 N Q +2 3 640 40 5 8 2 W A = 3 -90 40 7 4 4 N A -3 7 -300 120 8 4 3 S A = 7 140 60 9 4 3 N E 3 = 7 -600 50 10 1 3 N E 5 = 4 -600 100 11 1 4 E Q = 4 -420 80 12 1 3 N E 3 +1 4 -430 100 13 5 4 S 9 +1 8 650 20 14 5 2 N E 4 -1 8 050 30 15 5 2 N E J +1 8 -150 120 16 6 4 W K -6 1 600 20 17 6 1 N W 7 +2 1 -150 100 18 6 6 x N K = 1 1660 0 19 2 3 N N 2 = 5 400 50 20 2 5 W T -3 5 300 0 21 2 2 S A -2 5 -200 80 22 7 2 N E 5 -1 2 100 10 23 7 2 N W 3 -1 2 100 30 24 7 3 W 3 +1 2 -170 70
EW pair 5 Section a Jenny Magee Alison Kerr	Bd Rd Con Dc Ld Res NS   Score   MP 1 7 3 S 4 = 3 110 20 2 7 3 S 5 +1 3 130 40 3 7 2 W 8 -1 3 100 10 4 3 5 S 2 = 7 600 80 5 3 2 N N 5 -2 7 -200 90 6 3 2 N T -2 7 -100 83 7 8 3 N A +2 4 200 90 8 8 3 N T = 4 140 60 9 8 3 N E 2 = 4 -600 50 10 4 3 W 3 -2 8 200 0 11 4 4 E T +1 8 -450 120 12 4 4 W 5 -1 8 050 10 13 5 4 N 8 = 1 620 90 14 5 3 S 2 -3 1 -150 120 15 5 PASS N = 1 0 60 16 1 3 E A = 5 -110 100 17 1 1 N E 4 +1 5 -120 50 18 1 6 x W A -2 5 300 80 19 6 3 N N J = 2 400 50 20 6 3 E K -1 2 100 50 21 6 2 N A -1 2 -100 20 22 2 3 W 4 = 6 -110 40 23 2 3 S 3 -2 6 -200 100 24 2 3 W J +1 6 -170 70
EW pair 6 Section a Linda Withers Pat Scanlan	Bd Rd Con Dc Ld Res NS   Score   MP 1 2 2 W J +2 7 -170 120 2 2 3 S 9 = 7 110 80 3 2 1 N E 3 +1 7 -120 90 4 7 5 N 3 +2 4 640 40 5 7 1 N N 5 -2 4 -200 90 6 7 PASS N = 4 110 2 7 3 4 N A +1 8 650 30 8 3 4 N T -1 8 -50 110 9 3 3 N E 3 = 8 -600 50 10 4 2 N W J +2 1 -180 60 11 4 4 E Q -1 1 050 10 12 4 4 W Q = 1 -420 80 13 8 4 N Q = 5 620 90 14 8 3 S 2 -2 5 -100 90 15 8 3 E J -1 5 050 40 16 5 3 E A = 2 -110 100 17 5 2 N E 2 = 2 -120 50 18 5 5 N K +1 2 680 40 19 1 3 N N 4 = 6 400 50 20 1 3 W 4 -1 6 100 50 21 1 1 N N 4 -1 6 -100 20 22 6 3 N W 5 = 3 -600 100 23 6 2 N W 8 = 3 -120 70 24 6 2 W 2 +2 3 -170 70
EW pair 7 Section a Shirley Sheldon Enid Sincock	Bd Rd Con Dc Ld Res NS   Score   MP 1 6 4 x E A -1 4 100 40 2 6 2 N x N K = 4 690 0 3 6 3 N E 3 -1 4 100 10 4 2 3 N S T +2 8 660 0 5 2 2 N N 3 -4 8 -400 120 6 2 4 E K = 8 -130 118 7 3 4 S A +1 1 650 30 8 3 2 N 6 +2 1 170 20 9 3 5 N E 3 -3 1 300 0 10 7 3 N E 5 -1 5 100 20 11 7 4 W 5 = 5 -420 80 12 7 3 N E 3 = 5 -400 50 13 4 4 N 6 +1 2 650 20 14 4 2 S 3 -2 2 -100 90 15 4 2 W A = 2 -110 80 16 8 1 N x N A -1 6 -100 60 17 8 2 N E 4 = 6 -120 50 18 8 4 S 4 +3 6 710 20 19 5 5 N A -1 3 -50 110 20 5 2 W 6 +1 3 -110 100 21 5 2 N A -2 3 -200 80 22 1 1 E 5 -1 7 100 10 23 1 2 N W 3 -1 7 100 30 24 1 1 W 8 +3 7 -170 70