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



12 entries

5040 Dixonoid-210 (working title) Triples Op. 1
Composed by Alexander E Holroyd
234567 2 3
327456 o od
324765 oo [o]1
6 part; o = 7 Mid Omit; d = 34567 Mid Double.
1 Omit in parts 2, 4 and 6.
Not atw.
5040 Dixonoid-210 (working title) Triples Op. 2
Composed by Alexander E Holroyd
234567 2 3
235476 oo o
235647 ooo o
235764 ooo o
234756 o o
324576 ooo d
2 part; o = 7 Mid Omit; d = 34567 Mid Double.
Not atw.
5040 Dixonoid-420 (working title) Triples Op. 1
Composed by Alexander E Holroyd
234567 1 2
326475 d– 2
325467 3 –
2 part; d = 34567 Two Double; – = 5 Two Bob.
Not atw.
5040 Dixonoid-420 (working title) Triples Op. 2
Composed by Alexander E Holroyd
234567 1 2
237546 d–d– –
3 part; d = 34567 Two Double; – = 5 Two Bob.
Not atw.
5040 Dixonoid-420 (working title) Triples Op. 3
Composed by Alexander E Holroyd
234567 1 2
236745 e e
235647 d e
234756 e e
236457 d e
325467 e ee
2 part; e = 34567 Eight Double; d = 34567 Two Double.
Not atw.
5040 Original Triples Op. Dixonoid, watching 7 and treble, #1 (bobs only)
Composed by Michael E Ovenden
234567 1 2 3 4 5 6 7 9  
346275 v v p (9)
762345 v v p v vp (5,7)
547623 v v p (7)
634257 v v pv v p (5,9)
345672 v v p (9)
756342 v v p v vp (5,7)
247563 v v p (7)
453627 v v pv v – (5,9)
532476 v v p (9)
724536 v v p v vp (5,7)
637245 v v p (7)
325467 v v pv v – (5,9)
256374 v v p (9)
763254 v v p v vp (5,7)
457632 v v p (7)
562347 v v pv v – (5,9)
624573 v v p (9)
745623 v v p v vp (5,7)
327456 v v p (7)
462537 v v pv v p (5,9)
623475 v v p (9)
734625 v v p v vp (5,7)
527346 v v p (7)
362457 v v pv v p (5,9)
625374 v v p (9)
375624 v v p v v– (5,7)
762543 v vp (7)
347625 v v p (7)
465237 v v pv v – (5,9)
653472 v v p (9)
734652 v v p v vp (5,7)
257346 v v p (7)
536427 v v pv v – (5,9)
362574 v v p (9)
725364 v v p v vp (5,7)
467253 v v p (7)
236547 v v pv v p (5,9)
364275 v v p (9)
742365 v v p v vp (5,7)
567423 v v p (7)
436257 v v pv v p (5,9)
365472 v v p (9)
754362 v v p v vp (5,7)
267543 v v p (7)
653427 v v pv v – (5,9)
532674 v v p (9)
726534 v v p v vp (5,7)
437265 v v p (7)
253647 v v pv v p (5,9)
534276 v v p (9)
742536 v v p v vp (5,7)
637425 v v p (7)
453267 v v pv v p (5,9)
536472 v v p (9)
527643 v v – (5)
632457 v v pv v p (5,9)
325674 v v p (9)
756324 v v p v vp (5,7)
427563 v v p (7)
532647 v v pv v p (5,9)
324576 v v p (9)
745326 v v p v vp (5,7)
627453 v v p (7)
432567 v v pv v p (5,9)
326475 v v p (9)
764325 v v p v vp (5,7)
752643 v v – (7)
347526 v v p (7)
456237 v v pv v – (5,9)
563472 v v p (9)
734562 v v p v vp (5,7)
267345 v v p (7)
635427 v v pv v – (5,9)
352674 v v p (9)
726354 v v p v vp (5,7)
457263 v v p (7)
523647 v v pv v – (5,9)
234576 v v p (9)
745236 v v p v vp (5,7)
637452 v v p (7)
423567 v v pv v p (5,9)
3 part; v = 5 SE Bob; p = 127 HS Extreme; – = 147 HS Bob.
5040 6-Spliced Triples Op. Dixonoid, watching 7 and treble, #1 (bobs only)
Composed by Michael E Ovenden
234567 F I O H Methods
634257 L1L3L4L5L6L7
462537 3 L1L3L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7
362457 L1L3L4L5L6L7
236547 – 2 L1L3L4.L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7
436257 L1L3L4L5L6L7
253647 – L1L3L4L5L6L7.L1L3L4L5L6L7
453267 L1L3L4L5L6L7
632457 – L1L3.L6L7
532647 L1L3L4L5L6L7
432567 L1L3L4L5L6L7
423567 – 3 L1L3L4L5.L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7
3 part.
Contains 1080 L1, L7; 840 Single L4 Bob (L4), Single L5 Bob (L5); 600 L3 Little Bob, L6 Little Bob; 353 com.
Alternative representation of c98307 (above)
5040 Original Triples Op. Dixonoid, watching 7 and treble, #2
Composed by Michael E Ovenden
234567 1 2 3 4 5 6 7 9  
346275 v v p (9)
762345 v v p v vp (5,7)
547623 v v p (7)
634257 v v pv v p (5,9)
345672 v v p (9)
756342 v v p v vp (5,7)
247563 v v p (7)
453627 v v pv v – (5,9)
532476 v v p (9)
724536 v v p v vp (5,7)
637245 v v p (7)
325467 v v pv v – (5,9)
256374 v v p (9)
763254 v v p v vp (5,7)
457632 v v p (7)
562347 v v pv v – (5,9)
624573 v v p (9)
745623 v v p v vp (5,7)
327456 v v p (7)
462537 v v pv v p (5,9)
623475 v v p (9)
734625 v v p v vp (5,7)
527346 v v p (7)
362457 v v pv v p (5,9)
625374 v v p (9)
753624 v v p v vp (5,7)
427536 v v p (7)
256347 v v pv v – (5,9)
564273 v v p (9)
742563 v v p v vp (5,7)
367425 v v p (7)
645237 v v pv v – (5,9)
453672 v v p (9)
736452 v v p v vp (5,7)
257364 v v p (7)
534627 v v pv v – (5,9)
342576 v v p (9)
725346 v v p v vp (5,7)
647253 v v p (7)
423567 v v pv v [–]1 (5,9)
6 part; v = 5 SE Bob; p = 127 HS Extreme; – = 147 HS Bob; s = 12347 HS Single.
1 Replace bracketed calls with s9:9 in parts 3 and 6.
5040 6-Spliced Triples Op. Dixonoid, watching 7 and treble, #2
Composed by Michael E Ovenden
234567 H Methods
423567 o–––oo–––[–]1 L1L3L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7.L1L3L4L5L6L7.
6 part; o = 127 Omit.
1 Replace bracketed calls with sH in parts 3 and 6.
Contains 1080 L1, L7; 840 Single L4 Bob (L4), Single L5 Bob (L5); 600 L3 Little Bob, L6 Little Bob; 359 com.
Alternative representation of c98308 (above)
5040 6-Spliced Triples Op. Dixonoid, watching 7 and treble, #6
Arranged by Michael E Ovenden
234567 B W H Methods
654237 s s s– L1L3L4.L5L6.L7.L1L3L4L5L6L7.
465327 s – L1L3L4.L5L6L7.
254637 s s L1L3L4L5L6.L7.
245367 s [s]1 L1L3L4.L5L6L7.
12 part.
1 Replace bracketed calls with –H in parts 2, 3, 6, 7, 10 and 11.
Contains 1080 L1, L7; 840 Single L4 Bob (L4), Single L5 Bob (L5); 600 L3 Little Bob, L6 Little Bob; 359 com.
5040 Original Triples Op. Dixonoid, watching 6, 7 and treble
Composed by Michael E Ovenden
234567 2 3 4 5 6 7 10  
762345 v v vp  
637524 a  
235746 b  
364572 c  
273456 v v p  
734625 d  
367425 e  
623475 f  
643527 g  
725346 h  
364527 i  
645732 d  
476532 e  
734562 f  
547236 j  
436725 v v p  
325674 v v p  
473562 v v p  
426357 v v –  
257634 v v p  
534762 v v p  
265473 v v p  
372546 v v p  
725634 d  
267534 e  
632574 f  
652437 g  
734256 h  
265437 i  
654723 d  
576423 e  
725463 f  
457326 j  
526734 v v p  
234675 v v p  
572463 v v p  
536247 v v –  
347625 v v p  
425763 v v p  
436572 v v –  
352467 k  
763524 v v vp  
657432 a  
543726 l  
426375 m  
235467 k  
762354 v v vp  
637425 a  
342756 l  
456273 m  
523467 k  
765234 v v vp  
627453 a  
254736 n  
536472 m  
423567 v v v pv v v [p]1 (5,10)
6 part; p = 127 HS Extreme; v = 5 SE Bob; – = 147 HS Bob; s = 12347 HS Single.

a = v1.v2.v4.v5.v6.v7.v9.v10.v11.v12.v14.v15.p15 (15)
b = v1.v2.v3.5
c = v4.v5.v6.s10 (10)
d = v4.v5.v8.v9.p9 (9)
e = v1.v2.v3.v4.p5
f = v2.v3.v4.v5.p5
g = v1.v2.v5.v6.9 (9)
h = v1.v2.v6.v7.p7 (7)
i = v1.v2.v6.v7.7 (7)
j = v1.v2.v5.v6.p9 (9)
k = v2.v3.v4.p5.v5.v6.v7.10 (5,10)
l = v1.v2.v3.p5
m = v4.v5.v6.p10 (10)
n = v1.v2.v3.s5
1 Replace bracketed calls with s10:10 in parts 3 and 6.
5040 6-Spliced Triples Op. Dixonoid313-127 (working title)
Arranged by Michael E Ovenden
234567 M W H Methods
634527 s 3 ABCDE.F.ABCDEF.ABCDEF.
564327 – 3 A.BCDEF.ABCDEF.ABCDEF.
354627 – 3 A.BCDEF.ABCDEF.ABCDEF.
423567 – s [–]1 A.BCDE.F.
6 part.
1 Replace bracketed calls with sH in parts 3 and 6.
Contains 1080 Dixonoid313-127-A (working title) (A), Dixonoid313-127-B (working title) (B), Dixonoid313-127-E (working title) (E), Dixonoid313-127-F (working title) (F); 360 Dixonoid313-127-C (working title) Little Bob (C), Dixonoid313-127-D (working title) Little Bob; 359 com.

Library Details
Library
Public
Notes
Collection Id
10911
Created on
by Michael E Ovenden
Modified on
by Alexander E Holroyd