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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
Chapter IV
No Chapter
Appendix
Chapter II
Chapter III
Chapter IV
Chapter IX
Chapter V
Chapter VI
Chapter VII
Chapter VIII
Chapter X
Chapter XI
Chapter XII
Chapter XIII
Chapter XIV
Chapter XIX
Chapter XV
Chapter XVI
Chapter XVII
Chapter XVIII Of Changes on Eleven Bells
Chapter XX Of Changes on Twelve Bells
Chapter XXI
×
Composition Layout Options
Single Method Options
Spliced Options
Lay out composition
by courses
by leads
Columns
Courseheads
Calls
Calling positions
in observation order
in plain course order
in concise layout order
Coursing orders
Method mnemonics
Mid-lead finish in parentheses
Course lengths
Auto
All
Rows
Show all parts
Show all courseheads
Show all coursing orders
Show all leadheads
Expand named blocks
Expand twin bobs
Expand turning courses
Minimum turning course length
×
Blue Line Layout Options for Methods
Blue Line Layout Options for Compositions
Display
Plain course
Grid
Leads across the page
Courses across the page
Allow lead split
Allow course split
Choose working bells from smallest
Maximum columns
Maximum rows per column
Number of rows to display
Starting after row
Column display
Place notation
Calls
Plains
Lead numbers
Bell numbers
Lines
Show falseness
Show music
Row nature
Show handstroke / backstroke
Method mnemonics
Place bells
Leadend underline
Hunt bell weight
0
1
2
3
Working bell weight
0
1
2
3
Line styles
Bell number
Line weight
0
1
2
3
Line colour
5
entries
Stedman Doubles
Stedman's Principle Page:
21
120 Stedman Doubles
23145
10
(23154)
s
2 part; s = 145 Quick Single.
[Usual modern singles] Page:
23
120 Stedman Doubles
23145
10
(32145)
s
2 part; s = 123 Quick Single.
Singles rung 'in the grandsire method' Page:
23
Mermaid Doubles
[Spliced Cloister and Reverse Erin] Page:
23
Success Doubles
[Spliced Stedman and Reverse Stedman] Page:
23
Library Details
Library
Public
Notes
Collection Id
10550
Created on
Sun 04-Mar-18 21:27
by
Richard A Smith
Modified on
Tue 11-Feb-25 13:23
by
Graham A C John