Clavis Campanalogia

Properties
Description
or A Key to the Art of Ringing
Collection type
Mixed
Publication year
1788
ISBN
https://books.google.co.uk/books?id=qDVkAAAAcAAJ
Chapter



13 entries

5544 Plain Bob Maximus
23456 W M H
42635 – – 3
34625 – 3
23645 –
3 part.
Page: 349
5016 Plain Bob Maximus
23456 W M H
42635 – – [3]1
34625 – 3
23645 –
3 part.
1 Omit in part 1.
Page: 349
5280 Plain Bob Maximus
23456 W M H
36452 – 2
34562 – 2
5 part.
Page: 350
5016 Plain Bob Maximus
23456 W M H
26435 – – 2
24365 – 2
25463 2 –
23564 2 –
52436 – –
43526 – –
32546 2 3
35426 – 2
23456 – 3
Page: 350
5280 Plain Bob Maximus
23456 W M H
26435 – – 2
32465 – 3
35426 – – 2
34256 – 2
32546 – 2
36524 – – 2
52436 2 –
43526 – –
53246 2 –
23456 2 –
Page: 351
6072 Plain Bob Maximus
23456 W M H
26435 – – 2
25463 – – 2
45362 – 3
42563 2 –
43265 2 –
23564 –
52436 – –
43526 – –
32546 2 3
35426 – 2
23456 – 3
Page: 351
6072 Plain Bob Maximus
23456 W M H
64235 – – –
24365 2 –
32465 3 –
35426 – – 2
34256 – 2
32546 – 2
36524 – – 2
23564 – 3
52436 – –
43526 – –
53246 2 –
23456 2 –
Page: 352
6336 Plain Bob Maximus
23456 W M H
43652 –
65432 – –
45236 – 3
25634 –
42356 – 2
3 part.
Page: 352
Double Bob Maximus
Page: 353
5280 Double Bob Maximus
23456 1 5 6 11
42635 h –
64523 h –
56342 h –
52364 h – h –
5 part; h = 9T HL Bob.
Page: 353
5160 Double Bob Maximus
Composed by John Povey
23456 6 7 8 9 10 11  
64523 h– h– h– (10)
35264 h– h– h– (10)
56234 h– h– h– h– (10) A
46253 h– h–  
52643 h– h–h–  
32654 h– h–  
42635 h– h–  
23456 2A  
h = 9T HL Bob.
Page: 354
5328 Double Bob Maximus
23456 6 11
64352 h–
53462 h– h–h–
45362 a
25346 h– h–
42356 2b
3 part; h = 9T HL Bob.

a = h6.6.h7.7.h8.8.h9.9.h10.10 (10)
b = h7.7.h8.8.h9.9.h10.10 (10)
Page: 355
6048 Double Bob Maximus
23456 6 11  
63254 a  
52364 h– h–h– (11,11)
35264 b  
45236 h– h– (11)
52436 2b  
34256 h– (11)
3 part; h = 9T HL Bob.

a = h6.6.h7.7.h8.8.h9.9 (10)
b = h6.6.h7.7.h8.8.h9.9.h10.10 (10)
Page: 355

Library Details
Library
Public
Notes
Collection Id
10550
Created on
Sun 04-Mar-18 21:27 by Richard A Smith
Modified on
Tue 28-May-24 10:22 by Richard A Smith