Sunday Twilight 5:30 PM
1
N
None
Q62
Void
QJ8764
AQ73
NØ:4; :A
E:A; :5
SØ:T; :2
W:3; :9
T954
J94
K9532
9
11
4#20
5
2
1+1
1
2
1^7
2
5
94
9
K87
AKQT8
A
KJ85
-140 AJ3
76532
T
T642
  Ø
N       1 1
E/W 2 1 3    
S       1  
2
E
NS
KQT65
AJT6
542
6
N2
E3
S9
W8
A92
K943
KJ8
842
10
11#6
13
1
0+2
3
3
4^2
3
7
97
4
8743
8
AQT763
75
+650 J
Q752
9
AKQJT93
  Ø
N/S   2 5   5
E/W       1  
3
S
EW
632
Q98
83
QT653
N3
S4
QT4
AT
AQ962
AK2
4
19#13
4
1
1+0
0
0
7^4
1
9
58
11
AJ75
K642
KJ7
J8
-1440 K98
J753
T54
974
  Ø
E/W 6 6 4 6 3
4
W
All
JT2
J6
J73
K6542
N:2; :2
S:4; :8
AK97
A975
Q4
AT7
6
17#12
5
1
0+2
1
1
7^4
0
10
75
9
5
KQT32
AK862
93
-2220 Q8643
84
T95
QJ8
  Ø
E/W 7 3 7 7 3
5
N
NS
QJ4
Void
A9872
AKQ42
N2
EØ:8; :3
S5
WA
A
AQT954
T
JT965
16
11#5
8
2
3+2
1
5
4^1
2
4
59
7
K76532
J83
J6
83
+800 T98
K762
KQ543
7
  Ø
N   2   6 3
E/W     2    
S 3 2   6 3
6
E
EW
KQ3
J764
JT9
QT4
N4
EØ:6; :A; :4
SA
WØ:3; :9
J9
953
K52
J9873
9
5#9
17
0
1+0
0
1
1^3
7
9
108
6
AT52
T2
Q643
K65
+400 8764
AKQ8
A87
A2
  Ø
N/S 3 3 3 2 1
7
S
All
K7
KQJ987
532
92
N3
EA
SØ:4; :T
WA
J54
AT3
AKQJ
A73
9
19#4
8
2
0+0
0
2
7^2
1
7
710
7
A862
652
T9
8654
-120 QT93
4
8764
KQJT
  Ø
N/S     1    
E 2 2   2 1
W 2 2   2 2
8
W
None
43
876542
K74
KJ
N4
E5
S5
W6
AT6
AQJ
JT98
QT3
7
14#7
12
2
0+1
0
2
4^3
3
8
88
8
K985
T
632
A6542
-120 QJ72
K93
AQ5
987
  Ø
N/S     1    
E/W 2 2   2 3
9
N
EW
9532
98432
Q9
76
N9
S3
AQ4
Q
AKT
AJ8432
2
20#16
2
1
2+2
3
0
7^5
0
10
55
9
KT6
AKJT65
4
KQ5
-2220 J87
7
J876532
T9
  Ø
E/W 7 6 7 3 7
10
E
All
J93
K9
KJ85
AQT4
EØ:A; :2
WØ:6; :2
T876
Q6
Q43
J752
14
5#8
13
0
0+1
0
4
0^3
5
7
108
7
42
AJ543
T962
K3
+630 AKQ5
T872
A7
986
  Ø
N 4 4 3 4 4
S 4 4 2 2 4
11
S
None
KQ
AQ743
T75
KQ8
NK
EA
SØ:4; :2
W3
T
K5
Q9863
A9654
16
9#10
5
1
2+2
1
4
3^3
2
6
67
9
J9765
JT986
AK
J
+90 A8432
2
J42
T732
  Ø
N/S 1 1      
E       1 1
W     1 1 1
12
W
NS
J76
A42
KJ64
A82
NØ:2; :4
E3
SJ
WØ:3; :2
42
KQT87
T32
Q96
13
7#12
8
0
1+1
0
5
1^3
3
9
87
10
KQT83
J3
AQ9
754
-110 A95
965
875
KJT3
  Ø
N 1       1
E/W   1 2    
http://www.sjbridge.org/H180311A.html
Sunday Twilight 5:30 PM
13
N
All
6
AJ9742
AQ84
64
NA
EA
S3
W4
432
85
KJ63
8532
11
4#17
8
2
0+2
0
4
1^4
3
6
105
10
AKQT95
KQ
T2
QJT
+620 J87
T63
975
AK97
  Ø
N/S     4 2 1
E/W 1 1      
14
E
None
QJ96
Q976
K64
73
N4
EJ
S8
WØ:3; :A
532
Void
J53
AQT8642
8
7#12
13
0
3+2
1
1
2^5
4
8
76
7
AK84
AT8432
92
J
-100 T7
KJ5
AQT87
K95
  Ø
N/S 2        
E/W   2 1   3
15
S
NS
QT853
973
T7
A94
NØ:3; :T; :A
SØ:4; :3
WA
9
AQJ52
AQJ6
K62
6
17#8
9
1
1+0
0
2
5^3
2
9
510
8
AK72
864
932
JT7
-450 J64
KT
K854
Q853
  Ø
E/W 4 1 5 4 3
16
W
EW
KJ84
T3
K6
AK842
NØ:4; :A
EØ:3; :2; :A
S2
W4
A5
K954
9743
QJ7
14
10#10
6
1
0+0
1
5
3^2
2
6
88
10
Q3
Q872
AQT8
653
+140 T9762
AJ6
J52
T9
  Ø
N/S 1 3     2
E/W     1 1  
17
N
None
Q9875
84
T4
J652
N5
S4
AJ62
AT972
K932
Void
3
12#18
7
1
1+2
0
0
5^6
1
9
63
10
T
K3
AQ76
AKQ974
-1440 K43
QJ65
J85
T83
  Ø
E/W 5 4 6 7 6
18
E
NS
K83
J93
A943
QJ6
N3
E:5; :A
SØ:5; :5
W:A; :2
AT64
872
QJ62
T9
11
7#17
5
0
0+0
0
3
2^5
2
9
96
10
Q75
KQ6
KT8
AK52
-120 J92
AT54
75
8743
  Ø
E/W 2 2 1 3 1
19
S
EW
Q763
KQJ532
K
98
NØ:3; :K; :K
E:A; :7
SØ:2; :7; :2
W:3; :A
T
T964
973
AT653
11
4#14
11
2
1+1
0
2
2^6
2
6
97
6
A984
A8
AJT54
J7
-120 KJ52
7
Q862
KQ42
  Ø
N/S   1      
E/W 2     3 3
20
W
All
84
A8765
T3
A984
NØ:3; :A
EØ:3; :8
S2
WØ:4; :Q
Q
Q32
K964
KJT73
8
11#10
11
1
1+3
1
4
2^4
2
8
76
8
KT76532
K94
A8
6
-140 AJ9
JT
QJ752
Q52
  Ø
E/W 1 3 1 1 1
21
N
NS
KQ832
KJ
KQ743
3
N4
E5
SJ
W6
A5
T9654
965
KJ6
14
8#2
16
2
1+2
0
3
3^0
6
4
99
8
964
82
82
Q98754
+1430 JT7
AQ73
AJT
AT2
  Ø
N/S 4 6 4 6 1
22
E
EW
K9
Q98643
A632
A
EØ:7; :T; :2
WØ:2; :3
T853
52
QJ984
65
13
3#13
11
2
1+0
3
5
0^2
5
5
97
6
QJ72
KJT7
KT
QJ7
+130 A64
A
75
KT98432
  Ø
N/S   1 2 2 4
23
S
All
Q75
QJ85
AQ943
9
NA
EØ:4; :4
S2
WØ:6; :A
AJ93
942
86
AQ65
11
11#7
11
1
0+1
0
2
4^2
4
6
89
9
T84
763
KJ
KT874
+140 K62
AKT
T752
J32
  Ø
N/S     3 3  
E/W 1       2
24
W
None
943
J3
A32
Q8765
N3
EØ:5; :8; :K
SA
WØ:7; :K; :6
QJT65
Q
K76
JT92
7
9#7
17
1
1+1
2
2
1^2
7
9
88
6
K8
8542
J9854
K4
+460 A72
AKT976
QT
A3
  Ø
N/S 5 1 4   2
E/W       1  
http://www.sjbridge.org/H180311A.html
The numbers in green with a central "#" are the number of Work High Card Points for each hand. These are headed "HCP" in the summary
The numbers in black with a central "+" are the number of Consortium Long Suit Points. This gives one point for each card in suits beyond 4. These are headed "LSP" in the summary
The numbers in blue with a central "^" are Blue Club Team Controls or "2-1" points. This counts two controls for each ace and one control for each king These are headed "2-1" in the summary
The numbers in red with a central "-" are the Losing Trick Count. These count one loser for each singleton that isnít an ace, one loser for Ace or King that is missing from a doubleton, and one loser for each Ace, King, or Queen that is missing from a suit of three or more cards. These are headed "LTC" in the summary
The Black numbers in the lower right of each board show the highest number of odd tricks that can be made at each strain with perfect knowledge of the location of all of the cards as they lie. The Blue Ø heads the column for no trump
The Table in the upper right of each board shows one of the opening leads that makes it possible to defeat all higher contracts in that strain. Leads for Strains in which opponents cannot take at least 6 tricks are not shown.
The number in the lower left of each board shows the score from the N-S point of view that will result from perfect knowledge, bidding, and play and assumes that any contract that can be defeated will be doubled.
Statistics
Boards 1-24 Boards 1-4 Boards 5-8 Boards 9-12 Boards 13-16 Boards 17-20 Boards 21-24
SeatHCP LSP 2-1 LTC HCP LSP 2-1 LTC HCP LSP 2-1 LTC HCP LSP 2-1 LTC HCP LSP 2-1 LTC HCP LSP 2-1 LTC HCP LSP 2-1 LTC
N9.75 1.13 2.58 7.33 7.75 1.25 1.5 7.75 10.3 1.5 2.5 7 11.3 0.5 3.25 8 9.75 1 3 7.25 8.25 1 2.25 8 11.3 1.5 3 6
E10.7 1.17 3.38 7.08 12.8 1.25 4.25 6 6.25 0.75 2.25 8.75 11.5 1.5 3.5 6.75 11.8 1 3.5 7.25 14.8 1.5 5.25 5.5 7.25 1 1.5 8.25
S9.38 0.75 2.88 8.08 6.75 1.25 1.5 8.25 11.3 0.25 3.25 7 7 1 2.5 8.75 9 0.5 2.75 8.75 8.5 0.25 1.75 8.5 13.8 1.25 5.5 7.25
W10.2 0.875 3.17 7.67 12.8 0.5 4.75 7.5 12.3 1 4 7.5 10.3 1.25 2.75 7.25 9.5 1 2.75 7.5 8.5 0.75 2.75 7.75 7.75 0.75 2 8.5
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