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 2H0.210.210.210.20 2D0.210.200.210.21 2C0.200.210.210.21
3S0.290.290.290.28 3H0.290.290.280.29 3D0.290.290.290.29 3C0.290.290.290.29
4S0.240.240.240.24 4H0.240.240.240.24 4D0.240.240.240.23 4C0.240.240.240.24
5S0.120.120.130.12 5H0.120.120.120.13 5D0.120.120.120.13 5C0.120.120.120.13
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 0.000 0 10D0 0 0.000.00 10C0 0 0.000.00
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
30.020.020.020.03
40.040.040.040.04
50.050.050.050.05
60.070.070.060.07
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 0.00
300 0 0 0
310 0 0 0
320 0 0 0.00
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
SKT6 S7543 SAJ82 SQ9
HKJ4 HQT9873 HA65 H2
DKJT875 D D42 DAQ963
C6 CQT5 CKJ74 CA9832

2

N S E W
S52 SAJT SKQ9863 S74
HKQJ87 H54 HA9 HT632
D86 DQ9532 DA4 DKJT7
CAKJ6 CQ43 CT92 C875

3

N S E W
SJT98 S63 SAK752 SQ4
HQ94 HJ872 HT5 HAK63
D854 D6 DAJ9732 DKQT
CJ76 CAT9542 C CKQ83

4

N S E W
SQ874 SAKJ65 S2 ST93
HK8 HQ3 HJ7654 HAT92
DKQ6 DT543 DA8 DJ972
CQ732 CT4 CA9865 CKJ

5

N S E W
SAJT752 S86 SKQ3 S94
H7 HAK5 H862 HQJT943
DAT98 D754 DKQJ6 D32
CT8 C76432 CQJ9 CAK5

6

N S E W
SK64 SAQJ3 S72 ST985
HQ865 HA94 HJT72 HK3
DAQ983 D754 D6 DKJT2
C7 CK63 CQJT942 CA85

7

N S E W
SQJ843 SA S62 SKT975
HKJT85 H42 HAQ763 H9
DT2 DJ43 D985 DAKQ76
C6 CKT98532 CA74 CQJ

8

N S E W
SQT8 S9 SAK765 SJ432
HKJT753 H8 HQ94 HA62
DA4 DJ97632 DT5 DKQ8
C94 CKQT32 CJ65 CA87

9

N S E W
SJ5 SA94 SKQ32 ST876
HT954 HAQ832 H HKJ76
DAQ D8643 DT752 DKJ9
CJ8543 CK CAQ962 CT7

10

N S E W
SK53 ST42 SAJ87 SQ96
H65 H2 HAKQJ74 HT983
DJT5 DAQ732 D9 DK864
CK7642 CA985 CQT CJ3

Found 100000 distributions from 100000 tries