Quickcayes Surprise Maximus

Blue Line

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

-3T-14-5T-16-7T-18-9T-50-36-5T-16-ET,12

Leadhead

b 157392E4T608

Divisions

None

Default calls

Near

Method above

Cambridge Surprise Maximus

Method below

Quickcayes Surprise Maximus

FCH Groups

/BEc

Accepted extension path

Compositions designed for this method

None

Leads in course

11

Lead length

48

Plain course length

528

Hunt bells

1

Working bells

11

Stationary bells

0

Maximum blows in one place

2

Related Methods

Relationship	Method(s)
EP3-1AB/3GHIJKL	[Unnamed] Surprise Eighteen, Twenty-Four
EP3-1AB/6BC	[Unnamed] Surprise Fourteen, Sixteen, Eighteen, Twenty, Twenty-Two, Twenty-Four
EP3-1IJ/6LM	[Unnamed] Surprise Eighteen, Twenty-Four
EP3-1JK/11LM	[Unnamed] Surprise Eighteen, Twenty-Four
EP3-6DEFG/6BC	[Unnamed] Surprise Sixteen, Twenty, Twenty-Four
EP3-8FGHI/6BC	[Unnamed] Surprise Sixteen, Twenty, Twenty-Four
EP4-2/21:4:11	[Unnamed] Surprise Eighteen, Twenty-Four

Trivial Variations (0)

None

Date	Type	Details
Sat 27 Dec 2003	First peal on towerbells	5042 Quickcayes Surprise Maximus by the Peterborough Diocesan Guild at SS Peter and Paul, Moulton, Northamptonshire, conducted by Andrew Haseldine

Collection	Chapter	Page	Reference
Ringing World (2004)		58

Library Details

Library

CCCBR

Notes

Method Id

22846

Created on

Thu 17-May-12 19:32 by Method Importer

Modified on

Sat 21-Sept-24 12:19 by Method Analyser

Published on

Thu 17-May-12 19:32