Hopton Heath Place Doubles

Changes
  • Adjacent
  • Identity
  • Jump
  • Static
  • Dynamic
Hunt bells
  • Principle
  • Hunter
    • One
    • Multiple
    • All
Working bell cycles
  • Monocyclic
  • Isocyclic
  • Differential
Hunter classes
  • Plain
    • Place
    • Bob
    • Single
  • Treble Dodging
    • Treble Bob
    • Delight
    • Surprise
  • Alliance
  • Treble Place
  • Hybrid
  • Little
Symmetry
  • Asymmetric
  • Palindromic
  • Double
  • Rotational
  • Offset
Leadheads
  • Plain Bob
  • Grandsire
  • Original
  • Cyclic
  • Rounds
Course properties
  • True plain course
  • True leads
  • Right place
  • Uneven parity
  • Layered
Place notation
345.1.125.123.5.123.125.145.5.123
Leadhead
13452
Divisions
None
Default calls
None
Method above
Hopton Heath Place Doubles
Method below
FCH Groups
Extension construction
Compositions designed for this method
None
Leads in course
4
Lead length
10
Plain course length
40
Hunt bells
1
Working bells
4
Stationary bells
0
Maximum blows in one place
4
Method Place Notation
Alfred Poulton Bob Doubles 3.145.125.123.5.3.5.145.5.123
Arthur W Davis Bob Doubles 3.145.125.3.5.123.5.145.5.123
E Charles Biggs Bob Doubles 3.145.5.123.5.123.5.145.5.123
E Peter Rock Bob Doubles 3.145.125.123.5.123.125.145.5.123
Genie Bob Doubles 345.1.5.3.5.3.5.145.5.123
Leonard Colley Place Doubles 345.1.5.123.5.123.5.145.5.123
Leslie Evans Bob Doubles 3.145.5.3.5.123.125.145.5.123
Mr Thompson with a "P" Bob Doubles 3.145.5.3.5.3.5.145.5.123
Percy Watkins Bob Doubles 345.1.125.3.5.123.5.145.5.123
Rowland L Price Bob Doubles 345.1.5.3.5.123.125.145.5.123
Thomas Cooper Bob Doubles 345.1.125.123.5.3.5.145.5.123
Wilfred A Stokes Bob Doubles 345.1.125.3.5.3.125.145.5.123
Collection Page Reference
Ringing World (2011) 364
Library
CCCBR
Notes
Method Id
10820
Created on
Thu 17-May-12 19:32 by Method Importer
Modified on
Tue 28-Jan-20 19:38 by Graham A C John
Published on
Thu 17-May-12 19:32