| 2314567890E |
6 |
7 |
10 |
18 |
19 |
| 312456789E0 |
|
|
a |
|
|
| 31425678E90 |
|
|
s |
|
–s |
| 412356 |
– |
|
|
|
s–s |
| 213456 |
– |
|
|
|
s–s |
| 123456E9780 |
|
|
b |
|
|
| 2143568709E |
|
|
c |
|
|
| 213456 |
|
|
|
|
–s |
| 314256 |
– |
|
|
|
s–s |
| 1234568790E |
|
s |
s |
– |
|
| 1234567809E |
|
|
d |
|
|
| 21346578E90 |
|
|
e |
|
|
| 214365 |
|
|
|
|
–s |
| 413265 |
– |
|
|
|
s–s |
| 312465 |
– |
|
|
|
s–s |
| 315246E9780 |
|
|
f |
|
|
| 31527486E90 |
|
|
g |
|
|
| 1342758609E |
|
|
h |
|
|
| 41526387 |
|
|
i |
|
|
| 413265 |
|
|
|
|
s |
| 312465 |
– |
|
|
|
s–s |
| 2143658709E |
– |
|
|
|
s–s |
a = 1.6.s7.s10.s19
b = 3.7.8.s12.21
c = 1-3.s7.8.9.s12.18.21
d = 1.2.s13.s15
e = 2.s4.5.7-10.s14.s20 (20)
f = 3.8.10.s12.18.21
g = s1.3.s10.s12.21
h = 2.6.7.s15
i = s3.6.8.12.s21
14 56s (0f,14b), 12 65s (0f,12b), 72 4-bell runs (19f,53b), Single Whittingtons, Double Whittingtons.