5040 Doubles (126m)

Layout
5040 126-Spliced Doubles
Composed by Stephen J Beckingham
(3524) 6 Methods  
3542 S1S2S3S4B1B2 (7)
2453 S5S6S7S8S9S0  
3524 SaB3B4B5B6B7  
5432 H1H2H3H4H5H6  
3524 H7H8H9H0HaHb  
4235 T1T2T3T4T5T6  
3524 T7T8T9T0TaTb  
4235 M1M2M3M4M5M6  
3524 M7M8M9M0MaMb  
2453 E1E2E3E4E5E6  
3524 E7E8E9E0EaEb  
2453 A1A2A3A4A5A6  
3524 A7A8A9A0AaAb  
2345 N1N2N3N4N5N6  
3524 N7N8N9N0NaNb  
2345 W1W2W3W4W5W6  
3524 W7W8W9W0WaWb  
2345 I1I2I3I4I5I6  
3524 I7I8I9I0IaIb  
2345 O1O2O3O4O5O6  
3524 O7O8O9O0OaOb  
4 part.
Contains 40 Abbey Place (B7), All Hallows Place (B5), Armitage New Bob (A1), Armston Place (E8), Bampton Place (T4), Barnwell Place (Eb), Bedfont Bob (T0), Bedingham Bob (N9), Bilborough Place (Wb), Blackburn Place (W4), Blaisdon Bob (N8), Blatherwycke Place (E6), Blisworth Bob (A2), Boveney Place (Tb), Braunston Place (A0), Braywood Bob (S2), Brecon Place (T7), Broughton Place (W7), Caernarvonshire Bob (M2), Callender Bob (M5), Cardiganshire Bob (M6), Casthorpe Place (T3), Caunton Bob (S7), Chesham Bob (W6), Chevasse Place (M4), Chipstead Bob (N6), Clopton Bob (E0), Coxwell Place (B3), Crick Place (Aa), Deenethorpe Bob (E9), Denbighshire Place (M7), Dragon Place (W8), Dudley Bob (A5), Eaglethorpe Bob (E1), Ellingham Bob (N3), Eton Place (T6), Eynesbury Bob (S8), Fifield Bob (T5), Flintshire Place (M3), Forncett Bob (N2), Fundenhall Bob (I2), Glamorgan Place (M0), Haddiscoe Place (I3), Harecastle Place (A8), Harpley Bob (I9), Hascombe Place (I6), Herefordshire Bob (H5), Hertfordshire Bob (H1), Huntingdonshire Slow Bob (H6), Huntley Place (I8), Huntspill Bob (N4), Husbands Bosworth Bob (A9), Intwood Bob (W9), Itchingfield Slow Bob (N0), Kent Bob (H2), Knapton Bob (W2), Lancashire Bob (H4), Leicestershire Slow Bob (H7), Lincolnshire Bob (H3), Londonthorpe Bob (T2), Longford Bob (I0), Longworth Bob (S9), Luddington in the Brook Bob (E2), Lyng Place (W3), Maltby Bob (M1), Manthorpe Bob (T9), Merionethshire Bob (M9), Merton Bob (S6), Monmouthshire Place (Oa), Montgomeryshire Place (M8), Netherton Place (A4), New Bob (N1), North Cerney Place (E7), Northamptonshire Bob (H0), Northumberland Bob (H9), Norwell Place (I7), Nottinghamshire Bob (H8), Nunthorpe Place (Ta), Oakley Bob (Nb), Ockham Place (W0), Ossington Place (Ia), Oxfordshire Slow Bob (Hb), Pembrokeshire Place (Mb), Radnorshire Place (Ma), Rugby Bob (S0), Rutland Bob (Ha), Saddington Place (A3), Screveton Bob (Na), Shelford Bob (N7), Shortwood Place (Ab), Shrewley Bob (A6), Shropshire Bob (O1), Somerset Slow Bob (O6), Southwick Place (Ea), St Bartholomew's Bob (B4), St Botolph Place (B2), St Hilary Bob (W5), St Martin's Bob (S4), St Nicholas Bob (I1), St Osmund Bob (S5), St Ouen Place (T8), St Remigius Bob (I5), St Sebastian Bob (B6), St Simon's Bob (S1), St Vedast Bob (N5), Staffordshire Bob (O2), Stedman Bob (B1), Strelley Place (Wa), Suffolk Place (O4), Surrey Place (O7), Sussex Place (O3), Sutton-upon-Trent Bob (Sa), Tardebigge Place (A7), Thornborough Place (Ib), Thorpe Waterville Place (E3), Thurning Place (E4), Twineham Bob (T1), Warwickshire Bob (O5), Welford Bob (S3), Westminster II Bob (W1), Westmorland Place (O0), Wigsthorpe Bob (E5), Wiltshire Bob (O9), Winchendon Place (I4), Worcestershire Place (O8), Yorkshire Place (Ob); 503 com; atw.
Blue Line
Properties
Structure
  • Backstroke start
  • Mid lead start
  • Mid lead finish
  • Variable hunt
  • Variable cover
Methods
  • Spliced
  • ATW
  • Mixed stage
  • Change every lead
  • Every lead different
  • Jump method
Calls
  • Standard calls
  • Twin bob
  • Jump calls
  • No calls
  • Tenors together
  • Strictly tenors together
  • Multipart calling
Changes
  • Adjacent changes
  • Identity changes
  • Jump changes
  • Tenors reversed
  • Palindromic
  • Exact multipart
Truth
  • True
  • Round block
  • Single extent block
  • Multi-extent block
  • Repetition between calls
  • Internal rounds
Number of parts
4
Number of methods
126
Changes of method
503
Stage
Doubles
True rows
5040
False rows
0
Complete extents
42
Partial extents
0
Applicable leadhead codes
Date composed
Default calls
Near
Types of call
0
Performances