Te Anau Bridge Club        

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Hand records



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

Luxmore Pairs (2022) 20 April

Pair 1 Section b Marg Hughes Brian McCandless	Bd Rd Pos Con Dc Ld Res NS Pair 1 scr MPs 1 1 EW 3 N T = 8 -140 3 2 1 EW 2 W A = 8 110 4 3 1 EW 2 S 8 -2 8 100 2 4 7 EW 2 N K = 3 -110 3 5 7 EW 4 S A = 3 -620 1 6 7 EW 5 S J = 3 -450 2 7 6 EW 5 x W A -2 5 -500 0 8 6 EW 4 N K = 5 -130 2 9 6 EW 3 NT E 4 = 5 600 4 10 3 NS 2 E 4 -1 1 100 2 11 3 NS 2 E 9 +2 1 -130 3 12 3 NS 5 S A -1 1 -100 0 13 4 EW 3 NT S 2 +1 2 -630 3 14 4 EW 2 S 3 +1 2 -140 3 15 4 EW 2 E A = 2 110 2 16 2 NS 1 – 17 2 NS 1 – 18 2 NS 1 – 19 5 NS 3 S K -1 1 -50 3 20 5 NS 4 N A +1 1 650 2 21 5 NS 3 NT S 9 +3 1 690 4
Pair 2 Section b Johnny Angell Roy Reid	Bd Rd Pos Con Dc Ld Res NS Pair 2 scr MPs 1 6 NS 4 N Q = 2 420 4 2 6 NS 3 W A -2 2 100 2 3 6 NS 1 W T -1 2 100 4 4 2 EW 2 S T = 8 -110 3 5 2 EW 4 S A = 8 -620 1 6 2 EW 4 S 5 +1 8 -450 2 7 1 EW 4 – 8 1 EW 4 – 9 1 EW 4 – 10 7 EW 2 E 4 = 6 110 4 11 7 EW 1 W 9 +2 6 140 4 12 7 EW 3 NT S 2 +3 6 -690 1 13 4 NS 3 NT S 2 +1 2 630 1 14 4 NS 2 S 3 +1 2 140 1 15 4 NS 2 E A = 2 -110 2 16 5 EW 4 W 4 = 3 620 2 17 5 EW 3 N K -1 3 050 2 18 5 EW 5 E 4 -2 3 -100 1 19 3 NS 3 S 9 -1 2 -50 3 20 3 NS 4 N A +1 2 650 2 21 3 NS 3 NT N 7 +1 2 630 0
Pair 3 Section b Phil O'Sullivan Bruce Campbell	Bd Rd Pos Con Dc Ld Res NS Pair 3 scr MPs 1 4 NS 2 N Q +1 3 140 1 2 4 NS 3 N 4 +1 3 130 4 3 4 NS 2 N A -3 3 -150 0 4 7 NS 2 N K = 3 110 1 5 7 NS 4 S A = 3 620 3 6 7 NS 5 S J = 3 450 2 7 3 EW 3 S 9 = 8 -140 2 8 3 EW 4 x W A -2 8 -300 0 9 3 EW 3 NT W 4 -1 8 -100 0 10 2 EW 3 NT E J -4 5 -400 0 11 2 EW 4 E 5 = 5 130 1 12 2 EW 3 NT N 6 +3 5 -690 1 13 1 EW 4 S 6 +1 7 -650 0 14 1 EW 2 S T +1 7 -140 3 15 1 EW 3 E A -1 7 -50 0 16 5 NS 4 W 4 = 3 -620 2 17 5 NS 3 N K -1 3 -50 2 18 5 NS 5 E 4 -2 3 100 3 19 6 EW 4 – 20 6 EW 4 – 21 6 EW 4 –
Pair 4 Section b	Bd Rd Pos Con Dc Ld Res NS Pair 4 scr MPs 1 7 EW 5 – 2 7 EW 5 – 3 7 EW 5 – 4 5 NS 4 – 5 5 NS 4 – 6 5 NS 4 – 7 1 NS 4 – 8 1 NS 4 – 9 1 NS 4 – 10 4 EW 8 – 11 4 EW 8 – 12 4 EW 8 – 13 3 EW 6 – 14 3 EW 6 – 15 3 EW 6 – 16 2 EW 1 – 17 2 EW 1 – 18 2 EW 1 – 19 6 NS 4 – 20 6 NS 4 – 21 6 NS 4 –
Pair 5 Section b Glenda Chalmers Marg Cockburn	Bd Rd Pos Con Dc Ld Res NS Pair 5 scr MPs 1 7 NS 5 – 2 7 NS 5 – 3 7 NS 5 – 4 1 EW 2 S Q +1 6 -140 0 5 1 EW 2 S T +2 6 -170 4 6 1 EW 4 S J +1 6 -450 2 7 6 NS 5 x W A -2 5 500 4 8 6 NS 4 N K = 5 130 2 9 6 NS 3 NT E 4 = 5 -600 0 10 2 NS 3 NT E J -4 5 400 4 11 2 NS 4 E 5 = 5 -130 3 12 2 NS 3 NT N 6 +3 5 690 3 13 5 EW 3 NT N 4 +1 8 -630 3 14 5 EW 2 NT N J +1 8 -150 0 15 5 EW 2 E 6 +1 8 140 4 16 4 EW 5 W 4 = 7 650 4 17 4 EW 2 W Q +1 7 140 4 18 4 EW 4 E 4 -2 7 -100 1 19 3 EW 3 S 9 -1 2 050 1 20 3 EW 4 N A +1 2 -650 2 21 3 EW 3 NT N 7 +1 2 -630 4
Pair 6 Section b Garth Stewart Caryl Marshall	Bd Rd Pos Con Dc Ld Res NS Pair 6 scr MPs 1 4 EW 2 N Q +1 3 -140 3 2 4 EW 3 N 4 +1 3 -130 0 3 4 EW 2 N A -3 3 150 4 4 1 NS 2 S Q +1 6 140 4 5 1 NS 2 S T +2 6 170 0 6 1 NS 4 S J +1 6 450 2 7 2 EW 4 S 5 -1 7 100 4 8 2 EW 2 W A = 7 110 4 9 2 EW 2 W 2 = 7 090 2 10 7 NS 2 E 4 = 6 -110 0 11 7 NS 1 W 9 +2 6 -140 0 12 7 NS 3 NT S 2 +3 6 690 3 13 3 NS 6 – 14 3 NS 6 – 15 3 NS 6 – 16 6 EW 3 N A = 8 -140 0 17 6 EW 2 N A = 8 -90 0 18 6 EW 5 W T -1 8 -50 4 19 5 EW 3 S K -1 1 050 1 20 5 EW 4 N A +1 1 -650 2 21 5 EW 3 NT S 9 +3 1 -690 0
Pair 7 Section b Rex Cockburn Tim Smith	Bd Rd Pos Con Dc Ld Res NS Pair 7 scr MPs 1 6 EW 4 N Q = 2 -420 0 2 6 EW 3 W A -2 2 -100 2 3 6 EW 1 W T -1 2 -100 0 4 5 EW 4 – 5 5 EW 4 – 6 5 EW 4 – 7 2 NS 4 S 5 -1 7 -100 0 8 2 NS 2 W A = 7 -110 0 9 2 NS 2 W 2 = 7 -90 2 10 3 EW 2 E 4 -1 1 -100 2 11 3 EW 2 E 9 +2 1 130 1 12 3 EW 5 S A -1 1 100 4 13 1 NS 4 S 6 +1 7 650 4 14 1 NS 2 S T +1 7 140 1 15 1 NS 3 E A -1 7 050 4 16 4 NS 5 W 4 = 7 -650 0 17 4 NS 2 W Q +1 7 -140 0 18 4 NS 4 E 4 -2 7 100 3 19 7 EW 3 x E Q = 8 730 4 20 7 EW 4 N A +1 8 -650 2 21 7 EW 4 N 8 +1 8 -650 2
Pair 8 Section b Richard Mundie Trevor Lyall	Bd Rd Pos Con Dc Ld Res NS Pair 8 scr MPs 1 1 NS 3 N T = 8 140 1 2 1 NS 2 W A = 8 -110 0 3 1 NS 2 S 8 -2 8 -100 2 4 2 NS 2 S T = 8 110 1 5 2 NS 4 S A = 8 620 3 6 2 NS 4 S 5 +1 8 450 2 7 3 NS 3 S 9 = 8 140 2 8 3 NS 4 x W A -2 8 300 4 9 3 NS 3 NT W 4 -1 8 100 4 10 4 NS 8 – 11 4 NS 8 – 12 4 NS 8 – 13 5 NS 3 NT N 4 +1 8 630 1 14 5 NS 2 NT N J +1 8 150 4 15 5 NS 2 E 6 +1 8 -140 0 16 6 NS 3 N A = 8 140 4 17 6 NS 2 N A = 8 090 4 18 6 NS 5 W T -1 8 050 0 19 7 NS 3 x E Q = 8 -730 0 20 7 NS 4 N A +1 8 650 2 21 7 NS 4 N 8 +1 8 650 2