Dixon's and Dixonoids

Properties
Description
This collection mostly covers Dixon's Bob Minor; other similar rule-based constructions may be included, but they are often tedious to represent in terms of methods as currently defined. For a good overview see https://www.cantabgold.net/users/pje24/dixonoids.html. For more on the history of Dixon's see the 4-part article by John Eisel commencing in https://bb.ringingworld.co.uk/issues/5734 (19 March 2021).
Collection type
Mixed
Chapter



5 entries

40320 20-Spliced Major Op. Major Dixonoid, 1
Arranged by Michael E Ovenden
23456 5 10 13 14 15 16 17 18 19 21 Methods
62345 – – – – – – – – – C0B9A7A0A1.A3B7B8A2A6.A8B5B1.B0.A9.B3.B4.A5.A4.B2B6 AAAAs B
56234 – – – – – – – – – C0B9A7A0A1.A3B7B8A2A6.A8B5B1.B0.A9.B3.B4.A5.A4.B2B6
45623 – – – – – – – – – C0B9A7A0A1.A3B7B8A2A6.A8B5B1.B0.A9.B3.B4.A5.A4.B2B6
35462 – – – – – – – – – s C0B9A7A0A1.A3B7B8A2A6.A8B5B1.B0.A9.B3.B4.A5.A4.B2B6.
52346 – – – – – – – – – – C0B9A7A0A1.A3B7B8A2A6.A8B5B1.B0.A9.B3.B4.A5.A4.B2B6.
45236 B
53264 AAAAs S
43526 – – – – – – – – – s C0B9A7A0A1.A3B7B8A2A6.A8B5B1.B0.A9.B3.B4.A5.A4.B2B6.
32564 AAAAs
43256 – – – – – – – – – [–]1 C0B9A7A0A1.A3B7B8A2A6.A8B5B1.B0.A9.B3.B4.A5.A4.B2B6
6 part.
1 Include in parts 2, 4 and 6.
Contains 2880 Gainsborough Little Bob (A8, B5); 2400 Unnamed Dix28888866 B6 (B6), Unnamed Dix28888866 B7 Alliance (B7), Unnamed Dix28888866 C0 (C0); 2160 Unnamed Dix28888866 A2 Differential (A2), Unnamed Dix28888866 A5 Differential (A5), Unnamed Dix28888866 A6 Differential (A6), Unnamed Dix28888866 A9 (A9), Unnamed Dix28888866 B0 Differential (B0), Unnamed Dix28888866 B4 (B4); 1920 Single Cambridge Cyclic [Dix28888866 A1] Bob (A1), Unnamed Dix28888866 A0 Bob (A0), Unnamed Dix28888866 A4 Bob (A4), Unnamed Dix28888866 A7 Bob (A7), Unnamed Dix28888866 B1 Bob (B1), Unnamed Dix28888866 B3 Bob (B3); 1440 Unnamed Dix28888866 A3 Differential Little Bob (A3), Unnamed Dix28888866 B2 Differential Little Bob (B2), Unnamed Dix28888866 B8 Differential Little Bob (B8), Unnamed Dix28888866 B9 Differential Little Bob (B9); 2399 com.
40320 20-Spliced Major Op. Major Dixonoid, 2
Arranged by Michael E Ovenden
23456 21 Methods
56234 a C0B9.B1A5.A9.B3.B4.B0A4A8B5.A2A6A3B7B8.A7A0A1B2B6 C
(34562) C
53462 – .
(62534) C
65234 s .
52346 2C
52346 [–]1[s]2
24 part.

a = s2.s4.5.s6.s7.11.16
1 Include in parts 4, 8, 16 and 20.
2 Include in parts 12 and 24.
Contains 2880 Gainsborough Little Bob (A8, B5); 2400 Unnamed Dix28888866 B6 (B6), Unnamed Dix28888866 B7 Alliance (B7), Unnamed Dix28888866 C0 (C0); 2160 Unnamed Dix28888866 A2 Differential (A2), Unnamed Dix28888866 A5 Differential (A5), Unnamed Dix28888866 A6 Differential (A6), Unnamed Dix28888866 A9 (A9), Unnamed Dix28888866 B0 Differential (B0), Unnamed Dix28888866 B4 (B4); 1920 Single Cambridge Cyclic [Dix28888866 A1] Bob (A1), Unnamed Dix28888866 A0 Bob (A0), Unnamed Dix28888866 A4 Bob (A4), Unnamed Dix28888866 A7 Bob (A7), Unnamed Dix28888866 B1 Bob (B1), Unnamed Dix28888866 B3 Bob (B3); 1440 Unnamed Dix28888866 A3 Differential Little Bob (A3), Unnamed Dix28888866 B2 Differential Little Bob (B2), Unnamed Dix28888866 B8 Differential Little Bob (B8), Unnamed Dix28888866 B9 Differential Little Bob (B9); 2399 com.
40320 Original Major Op. "Monster Major" (working title) Dixonoid, #1
Arranged by Michael E Ovenden
2345678 1 2 3 4 5 6
3586742 a PlainA Lp Cp Dp
2578436 b BobB Crem
6834725 c PlainC
47386 d PlainD
5826734 z z p PlainE
2653847 e BobF
6487352 f PlainG
8475623 g PlainH
2356784 z z p PlainI
76352 h BobJ
8472536 z z p PlainK
5438726 i PlainL
43758 j PlainM
87435 k PlainN
5348627 l PlainO
3726845 z z p PlainP
8647523 m BobQ
54678 n PlainR
48675 o BobS
2348756 q PlainT
5763284 r SingleU
7452863 t PlainV
3875642 u PlainW
4326785 v SingleX
8465237 w PlainY
4732685 x PlainZ
5246837 y PlainZa
4673285 aa PlainZb
5382674 z z p PlainZc
7456283 z z p PlainZd
8362457 z p PlainZe
3754268 z z p PlainZf
6482537 z z s SingleZg
2463758 ab BobZh
6528437 ac PlainZi
6325478 3Cp
43652 Dp
8352764 ad BobA Lb Cb Db
2345687 Crem
2843675 3Cp
48632 2Dp
2548673 Db
45682 2Dp
5382764 ae SingleA Ls Cs Ds
2348657 Crem
2543678 3Cp
45632 2Dp
2845673 Db
48652 2Dp
2348675 Db
43682 2Dp
2345678 Ds
Near calls; z = 16 Bob; p = 12 Big bob.

a = z1.z2.z3.p6
b = z4.z5.z6.11 (11)
c = z1.z3.z5.p6
d = z1.z4.z6.z7.z10.p11 (11)
e = z2.z4.z8.9 (9)
f = z1.z6.z7.p8 (8)
g = z1.z5.z7.p9 (9)
h = z1.z4.z5.z7.z10.11 (11)
i = z4.z6.z8.p10 (10)
j = z4.z5.z9.p10 (10)
k = z1.z5.z6.p10 (10)
l = z2.z4.z6.p10 (10)
m = z2.z6.z7.8 (8)
n = z2.z5.z6.z8.p10 (10)
o = z2.z5.z6.z8.10 (10)
q = z1.z2.z7.p8 (8)
r = z1.z2.z6.s8 (8)
t = z2.z3.z4.p6
u = z5.z6.z7.p11 (11)
v = z3.z4.z5.s6
w = z1.z2.z4.z7.p9 (9)
x = z2.z3.z5.p6
y = z1.z3.z4.p6
aa = z2.z5.z7.z8.p9 (9)
ab = z1.z4.z7.z8.9 (9)
ac = z1.z2.z5.z8.p9 (9)
ad = z1.z2.z3.6
ae = z1.z2.z3.s6
40320 Original Major Op. "Monster Major" (working title) Dixonoid, #2
Arranged by Michael E Ovenden
2345678 1 2 3 4 5 6
7826435 a PlainA Crem Cp Dp
6873542 b BobB
7642835 c SingleC
5238647 z z p PlainD
4756832 z z p PlainE
3268754 z p PlainF
2457863 z z p PlainG
6378524 z z p PlainH
2684735 d PlainI
6537824 e PlainJ
4768235 f PlainK
6583724 g SingleL
5347286 h PlainM
6324857 i BobN
7458263 j PlainO
82547 k PlainP
3467258 z z p PlainQ
6735482 l BobR
7842536 m PlainS
4823765 n PlainT
6537248 z z p PlainU
27536 o BobV
4826357 z z p PlainW
3854267 q PlainX
85234 r PlainY
42853 t PlainZ
3584762 u PlainZa
5267483 z z p PlainZb
4782365 v BobZc
38724 w PlainZd
84723 x BobZe
6584237 y PlainZf
3275648 aa SingleZg
2836475 ab PlainZh
5423786 ac PlainZi Lp
2345786 3Cp
2345867 Dp
4532867 3Cp Db
4758362 Crem Cb
4235678 ad BobZi Lb
4235867 2Dp
3425678 Db
3425867 2Dp
2543867 3Cp Ds
2758463 Crem Cs
3245678 ae SingleZi Ls
3245867 2Dp
4325678 Db
4325867 2Dp
2435678 Db
2435867 2Dp
2345678 Ds
Near calls; z = 16 Bob; p = 12 Big bob.

a = z3.z4.z5.p6
b = z1.z4.z7.z8.9 (9)
c = z1.z2.z5.z8.s9 (9)
d = z1.z2.z4.z7.p9 (9)
e = z2.z3.z5.p6
f = z1.z3.z4.p6
g = z2.z5.z7.z8.s9 (9)
h = z1.z2.z3.p6
i = z4.z5.z6.11 (11)
j = z1.z3.z5.p6
k = z1.z4.z6.z7.z10.p11 (11)
l = z2.z4.z8.9 (9)
m = z1.z6.z7.p8 (8)
n = z1.z5.z7.p9 (9)
o = z1.z4.z5.z7.z10.11 (11)
q = z4.z6.z8.p10 (10)
r = z4.z5.z9.p10 (10)
t = z1.z5.z6.p10 (10)
u = z2.z4.z6.p10 (10)
v = z2.z6.z7.8 (8)
w = z2.z5.z6.z8.p10 (10)
x = z2.z5.z6.z8.10 (10)
y = z1.z2.z7.p8 (8)
aa = z1.z2.z6.s8 (8)
ab = z2.z3.z4.p6
ac = z5.z6.z7.p11 (11)
ad = z5.z6.z7.11 (11)
ae = z5.z6.z7.s11 (11)
1296 Original Major
Arranged by Michael E Ovenden
2345678 1 2 3 4 5 6
4278356 a SingleFifths CourseA
6853274 z z p
6742358 z z – BobHome
7853246 z z p CourseB
4362578 z z s SingleHomeB
3427856 b CourseC
2536478 c OmitHomeC
5684732 d CourseD
6728354 e
7463528 f OmitHomeD
8576243 g CourseE
4382756 h
3245678 i SingleHomeE
4738256 c CourseF
7862534 d
8546372 e
5283746 f
6758423 g
2364578 h OmitHomeF
3247856 b CourseG
4536278 c OmitHomeG
5682734 d CourseH
6748352 e
7263548 f OmitHomeH
8576423 g CourseI
2384756 h
3425678 i SingleHomeI
3 part; Near calls; z = 16 Bob; p = 12 Big bob.

a = z1.z2.z5.z8.s9 (9)
b = z1.z4.z7.z8.p9 (9)
c = z1.z2.z5.z8.p9 (9)
d = z1.z2.z3.p6
e = z4.z5.z6.p11 (11)
f = z2.z3.z4.p6
g = z5.z6.z7.p11 (11)
h = z3.z4.z5.p6
i = z1.z4.z7.z8.s9 (9)

Library Details
Library
Public
Notes
Collection Id
10911
Created on
Sat 21-Nov-20 17:22 by Michael E Ovenden
Modified on
Thu 15-Sept-22 09:48 by Michael E Ovenden