Zouche Surprise Royal

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
-30-14-50-16-70-18-14-50.78.36-90,12
Leadhead
b 1573920486
Divisions
None
Default calls
Near
Method below
Zouche Surprise Royal
FCH Groups
E/Bc
Accepted extension path
Compositions designed for this method
1
Leads in course
9
Lead length
40
Plain course length
360
Hunt bells
1
Working bells
9
Stationary bells
0
Maximum blows in one place
2
Method Place Notation
Adelachestone Surprise Royal -30-14-50-16-70-18-14-50.1278.36.1278.90,12
Ardessie Surprise Royal -30-14-50-16-70-18-14-1250-36-90,12
Burley Surprise Royal -30-14-50-16-70-18-14-50.12.36.12.90,12
Burton Surprise Royal -30-14-50-16-70-18-14-50-36.1278.90,12
Cairngorm Surprise Royal -30-14-50-16-70-18-14-1250-1236-90,12
Cuernavaca Surprise Royal -30-14-50-16-70-18-14-50.78.1236.78.90,12
Cullingworth Surprise Royal -30-14-50-16-70-18-14-50.78.36.12.90,12
Foula Surprise Royal -30-14-50-16-70-18-14-50.12.3678.12.90,12
Funfundsechzig Surprise Royal -30-14-50-16-70-18-14-50.78.36.1278.90,12
Hammerfest Surprise Royal -30-14-50-16-70-18-14-50.12.3678-90,12
Ibestoche Surprise Royal -30-14-50-16-70-18-14-50-36.12.90,12
Irkutsk Surprise Royal -30-14-50-16-70-18-14-50.78.1236-90,12
Irrawaddy Surprise Royal -30-14-50-16-70-18-14-1250.78.36-90,12
Isleworth Surprise Royal -30-14-50-16-70-18-14-50-1236-90,12
Jamboree Surprise Royal -30-14-50-16-70-18-14-1250.78.1236-90,12
Kilworth Surprise Royal -30-14-50-16-70-18-14-50.12.36-90,12
Kinloss Surprise Royal -30-14-50-16-70-18-14-1250-123678-90,12
Knapps Farm Surprise Royal -30-14-50-16-70-18-14-50-3678.78.90,12
Lapwing Surprise Royal -30-14-50-16-70-18-14-1250-3678-90,12
Lilypool Surprise Royal -30-14-50-16-70-18-14-50.1278.36-90,12
Lobenho Surprise Royal -30-14-50-16-70-18-14-50-3678.12.90,12
Lubbesthorpe Surprise Royal -30-14-50-16-70-18-14-50-3678-90,12
Nadur Surprise Royal -30-14-50-16-70-18-14-50.12.36.1278.90,12
Naxxar Surprise Royal -30-14-50-16-70-18-14-50.1278.36.12.90,12
Ottantatre Surprise Royal -30-14-50-16-70-18-14-1250-36.78.90,12
Quinquaginta Surprise Royal -30-14-50-16-70-18-14-50-123678-90,12
Quire Surprise Royal -30-14-50-16-70-18-14-1250.78.36.12.90,12
Ronstim Surprise Royal -30-14-50-16-70-18-14-1250.78.1236.78.90,12
Ross Surprise Royal -30-14-50-16-70-18-14-1250.78.36.78.90,12
Snowdonia Surprise Royal -30-14-50-16-70-18-14.12.1250-36-90,12
Soixantecinq Surprise Royal -30-14-50-16-70-18-14-1250-1236.78.90,12
Swindon Surprise Royal -30-14-50-16-70-18-14-50-36-90,12
Teotihuacan Surprise Royal -30-14-50-16-70-18-14-1250-36.12.90,12
Thassos Surprise Royal -30-14-50-16-70-18-14-50.12.36.78.90,12
Uga Surprise Royal -30-14-50-16-70-18-14-50.1278.36.78.90,12
Ulestorp Surprise Royal -30-14-50-16-70-18-14-1250.78.36.1278.90,12
Ulverscroft Surprise Royal -30-14-50-16-70-18-14-50.78.36.78.90,12
Wibbetofte Surprise Royal -30-14-50-16-70-18-14-1250-3678.12.90,12
Xantha Surprise Royal -30-14-50-16-70-18-14-50-1236.78.90,12
XXV Surprise Royal -30-14-50-16-70-18-14-50-36.78.90,12
Zonzamas Surprise Royal -30-14-50-16-70-18-14-1250-36.1278.90,12
Date Type Details
Mon 13 Feb 1961 First peal on towerbells Zouche Surprise Royal at Bellfoundry, Loughborough by the Leicester Diocesan Guild at Bellfoundry, Loughborough
Mon 16 Mar 2009 First peal on handbells 5040 Zouche Surprise Royal by the Oxford Diocesan Guild at Tilehurst, 15 Lytham End, Reading, conducted by Bernard F L Groves
Library
CCCBR
Notes
Method Id
21563
Created on
Thu 17-May-12 19:32 by Method Importer
Modified on
Fri 31-May-19 23:24 by Method Analyser
Published on
Thu 17-May-12 19:32