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
8S0.250.250.250.258H0.250.250.250.258D0.250.250.250.258C0.250.250.250.25
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
2S0.210.210.210.21 2H0.210.210.210.21 2D0.210.210.210.21 2C0.210.210.210.21
3S0.290.290.290.29 3H0.290.290.290.28 3D0.280.290.290.29 3C0.290.290.290.29
4S0.240.240.240.24 4H0.240.240.240.24 4D0.240.240.240.24 4C0.240.240.240.24
5S0.120.130.120.13 5H0.130.120.130.12 5D0.120.120.120.12 5C0.130.130.130.12
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 0.00 10D0 0.000 0.00 10C0 0.000 0
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
30.020.020.030.02
40.040.040.040.04
50.050.050.050.05
60.060.060.070.07
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
280.000.000.000
290 0.000.000.00
300 0 0 0.00
310 0.000 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
S943 SA852 SQT76 SKJ
HAJ854 H732 H HKQT96
DQJ92 DKT5 DA8643 D7
C4 CA83 CJ762 CKQT95

2

N S E W
SA8652 SJT S4 SKQ973
H43 HKQ9 HAJ862 HT75
DAK4 DQ82 DJT75 D963
CJT4 CAQ952 C873 CK6

3

N S E W
SK974 S532 SJT SAQ86
HQJT9 H876 HAK42 H53
D2 DQ65 DAKJ7 DT9843
CT532 CK984 CAJ6 CQ7

4

N S E W
SK4 SAQJ98 ST S76532
HAK32 HQ75 HJ964 HT8
DA3 DQT DK765 DJ9842
CJ6532 CAT7 CKQ94 C8

5

N S E W
SAKT4 SJ7 SQ953 S862
HQJ42 H86 HKT95 HA73
D97 DAK543 DJ62 DQT8
C873 CA654 CK9 CQJT2

6

N S E W
S32 SAQ4 SJ98 SKT765
H532 HKQJ87 HA94 HT6
DK97 D642 DQJT5 DA83
CJ8632 CA9 CKQ7 CT54

7

N S E W
S4 SQT763 SA985 SKJ2
HK HQJ4 H87652 HAT93
DAJ87432 DT5 DKQ D96
CJ642 CKQ9 CT5 CA873

8

N S E W
SAK75 ST6 S98432 SQJ
HAKQ8 H62 H95 HJT743
DJ52 D987643 DAQ DKT
C85 CAT4 CKQ92 CJ763

9

N S E W
SJ43 SQ985 S76 SAKT2
HAQT HKJ982 H53 H764
DAK853 DJ6 DT97 DQ42
C97 CA5 CK86432 CQJT

10

N S E W
SA SQT932 SJ765 SK84
H864 HJT3 HAK9752 HQ
DAKJ84 DQ65 D3 DT972
CQJT8 C64 C73 CAK952

Found 100000 distributions from 100000 tries