Simulated probabilities of each card in each hand
NSEW NSEW NSEW NSEW
AS0.250.250.250.25AH0.250.250.250.25AD0.250.250.250.25AC0.250.250.250.25
KS0.250.250.250.25KH0.250.250.250.25KD0.250.250.250.25KC0.250.250.250.25
QS0.250.250.250.25QH0.250.250.250.25QD0.250.250.250.25QC0.250.250.250.25
JS0.250.250.250.25JH0.250.250.250.25JD0.250.250.250.25JC0.250.250.250.25
TS0.250.250.250.25TH0.250.250.250.25TD0.250.250.250.25TC0.250.250.250.25
9S0.250.250.250.259H0.250.250.250.259D0.250.250.250.259C0.250.250.250.25
8S0.240.250.250.258H0.250.250.250.258D0.250.250.250.258C0.250.250.250.25
7S0.250.250.250.257H0.250.250.250.257D0.250.250.250.257C0.250.250.250.25
6S0.250.250.250.256H0.250.250.250.256D0.250.250.250.256C0.250.250.250.25
5S0.250.250.250.255H0.250.250.250.255D0.250.250.250.255C0.250.250.250.25
4S0.250.250.250.254H0.250.250.250.254D0.250.250.250.254C0.250.250.250.25
3S0.250.250.250.253H0.250.250.250.253D0.250.250.250.253C0.250.250.250.25
2S0.250.250.250.252H0.250.250.250.252D0.250.250.250.252C0.250.250.250.25
Simulated probabilities of each colour length in each hand
NSEW NSEW NSEW NSEW
0S0.010.010.010.01 0H0.010.010.010.01 0D0.010.010.010.01 0C0.010.010.010.01
1S0.080.080.080.08 1H0.080.080.080.08 1D0.080.080.080.08 1C0.080.080.080.08
2S0.210.210.210.20 2H0.200.200.210.21 2D0.210.210.200.21 2C0.200.210.210.21
3S0.290.280.290.29 3H0.290.290.290.29 3D0.290.290.290.28 3C0.290.280.290.29
4S0.240.240.240.24 4H0.240.240.240.24 4D0.240.240.240.24 4C0.240.240.240.24
5S0.120.120.120.13 5H0.120.130.130.13 5D0.130.120.130.12 5C0.120.130.120.12
6S0.040.040.040.04 6H0.040.040.040.04 6D0.040.040.040.04 6C0.040.040.040.04
7S0.010.010.010.01 7H0.010.010.010.01 7D0.010.010.010.01 7C0.010.010.010.01
8S0.000.000.000.00 8H0.000.000.000.00 8D0.000.000.000.00 8C0.000.000.000.00
9S0.000.000.000.00 9H0.000.000.000.00 9D0.000.000.000.00 9C0.000.000.000.00
10S0 0 0 0 10H0 0 0.000.00 10D0.000 0 0 10C0 0 0 0.00
11S0 0 0 0 11H0 0 0 0 11D0 0 0 0 11C0 0 0 0
12S0 0 0 0 12H0 0 0 0 12D0 0 0 0 12C0 0 0 0
13S0 0 0 0 13H0 0 0 0 13D0 0 0 0 13C0 0 0 0
Simulated probabilities of honor point numbers in each hand
NSEW
00.000.000.000.00
10.010.010.010.01
20.010.010.010.01
30.030.030.030.03
40.040.040.040.04
50.050.050.050.05
60.070.060.070.07
70.080.080.080.08
80.090.090.090.09
90.090.090.090.09
100.090.090.090.09
110.090.090.090.09
120.080.080.080.08
130.070.070.070.07
140.060.060.060.06
150.040.040.040.04
160.030.030.030.03
170.020.020.020.02
180.020.020.020.02
190.010.010.010.01
200.010.010.010.01
210.000.000.000.00
220.000.000.000.00
230.000.000.000.00
240.000.000.000.00
250.000.000.000.00
260.000.000.000.00
270.000.000.000.00
280.000.000 0.00
290.000 0.000.00
300 0.000 0
310.000 0 0
320 0 0 0
330 0 0 0
340 0 0 0
350 0 0 0
360 0 0 0
370 0 0 0
380 0 0 0
390 0 0 0
400 0 0 0
Simulated sample distributions

1

N S E W
S2 SA63 ST84 SKQJ975
HAKQJ652 H4 HT93 H87
DAK62 DT4 DJ8753 DQ9
C3 CKJT7642 CA5 CQ98

2

N S E W
SK83 SQJT9765 S2 SA4
HJ9842 H65 HQT3 HAK7
D3 D2 DJ98765 DAKQT4
CT973 CAJ8 CQ54 CK62

3

N S E W
SJT32 SAK754 S9 SQ86
HQT8 HK5 H9764 HAJ32
D865 DKQ DAJ7432 DT9
CK83 CQT64 CJ7 CA952

4

N S E W
S983 SA72 SQJ4 SKT65
HQT82 HK653 HJ HA974
D9875 DKJ DQT4 DA632
CK4 CQ862 CAJT953 C7

5

N S E W
SKJ972 SQ86 S4 SAT53
HQ65 HAK9842 HT3 HJ7
DT9 D2 DAQJ764 DK853
CK72 CT85 CQ963 CAJ4

6

N S E W
SA732 SJ9 SQ865 SKT4
H643 HKJ92 H8 HAQT75
DKJ4 DT963 DQ82 DA75
C963 CQT7 CKJ852 CA4

7

N S E W
SQ83 S2 SAKT975 SJ64
HKQ65 HJ987 HA4 HT32
D9752 DKJ43 DQT86 DA
C93 CAQ62 CK CJT8754

8

N S E W
SAK7 ST852 S643 SQJ9
H983 HAQ5 HKJT7 H642
DA7 DJT42 D63 DKQ985
CK9764 CAT CJ853 CQ2

9

N S E W
S52 SKQJ4 SA6 ST9873
HAK H9653 HQT42 HJ87
DA87543 DT DQJ96 DK2
CK83 CAQ76 CJ54 CT92

10

N S E W
SA52 SK983 SJT64 SQ7
HQT82 HKJ3 H976 HA54
DA97 DQJ DT5 DK86432
C987 CAQ54 CKJ32 CT6

Found 100000 distributions from 100000 tries