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
2S0.210.210.210.20 2H0.210.210.200.20 2D0.210.210.210.21 2C0.210.210.200.21
3S0.290.290.280.29 3H0.290.280.290.29 3D0.280.290.280.28 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
5S0.120.120.130.12 5H0.120.130.120.12 5D0.120.120.130.12 5C0.120.120.120.12
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 0.00 10H0.000 0 0 10D0 0 0 0.00 10C0 0 0 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
30.020.020.030.03
40.040.040.040.04
50.050.050.050.05
60.070.070.070.07
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
280.000.000.000.00
290.000 0 0
300 0 0 0
310 0 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
SQJT7 S984 SK632 SA5
HA43 HJ5 H986 HKQT72
D65 DQJ9872 DAK4 DT3
CA853 CT2 CKJ7 CQ964

2

N S E W
S85 SQJT742 S9 SAK63
H2 HAKJ865 HQ74 HT93
DJ76543 D DKQT92 DA8
CAKT8 C2 CJ743 CQ965

3

N S E W
S64 SJT9753 SAKQ S82
HJ95 HQ84 HT72 HAK63
DQJ2 D3 DT754 DAK986
CAJT87 CQ92 C643 CK5

4

N S E W
SK8532 S7 SJT64 SAQ9
H5 HK932 H6 HAQJT874
DA8 DKJ64 D9532 DQT7
CAQ876 CJ952 CKT43 C

5

N S E W
SJ98732 S6 SK5 SAQT4
HT5 HKJ943 H82 HAQ76
DQ8532 DA7 DT94 DKJ6
C CK9532 CJT8764 CAQ

6

N S E W
SA9 ST632 SJ85 SKQ74
H52 HAJ4 HQ86 HKT973
DAT632 DQJ9 D875 DK4
CKJ84 CQT2 C9765 CA3

7

N S E W
SAJ874 ST5 SK93 SQ62
HAKQT H43 HJ87 H9652
D74 DAKQJ53 D962 DT8
CQ4 CAK3 CT985 CJ762

8

N S E W
SAK74 SJ932 ST SQ865
HJ875 H432 HKQT9 HA6
DT6 DQ72 DAK843 DJ95
CKQT C853 CJ72 CA964

9

N S E W
SA5 SKJT74 S963 SQ82
HQ94 HT75 HA6 HKJ832
DQ52 DT83 DAK9 DJ764
CQ8763 CAJ CKT542 C9

10

N S E W
S4 SKT5 SJ98632 SAQ7
H8432 HJ5 HQ7 HAKT96
DAT3 DKQJ976 D852 D4
CKQ963 CJ2 CT4 CA875

Found 100000 distributions from 100000 tries