5040 6-Spliced Triples

Layout
5040 6-Spliced Triples
Composed by John Segar
234567 1 2 Methods  
236574 a C.D.H.D.O.S.H.S.G.  
264735 – – C.H. (2)
246753 b C.S.D.H.D.G.  
243657 c C.O.G.D.H.D.O.  
276354 d C.D.O.G.S.D.H.D.O.G.  
264573 – – C.H. (2)
245736 e C.O.H.O.G.S.H.S.  
273564 b C.G.S.O.H.O.  
234675 – – C.H. (2)
237465 c C.S.G.H.G.S.D.  
246375 a C.S.H.S.D.O.H.O.G.  
256347 f C.S.O.G.  
245673 c C.D.G.O.S.H.S.  
245367 g C.O.S.D.G.O.H.O.D.S.H.S.  
247635 a C.D.S.G.O.H.O.S.D.  
275634 c C.S.G.D.H.D.S.  
254376 – – C.H. (2)
276435 f C.G.H.G.  
263547 c C.S.H.S.G.D.O.  
235647 f C.D.O.S.  
243576 c C.D.S.H.S.G.O.  
253674 h C.G.O.H.O.  
234756 – – C.H. (2)
256473 f C.G.H.G.  
267453 c C.O.G.H.G.O.D.  
257364 i C.O.D.H.D.G.S.H.S.O.D.H.D.  
274653 – – C.H. (2)
243765 e C.O.H.O.D.G.S.O.  
253467 f C.S.D.O.  
235764 b C.D.O.H.O.S.  
254637 – – C.H. (2)
247356 e C.D.H.D.S.O.G.D.  
237654 h C.G.D.H.D.  
274536 – – C.H. (2)
236457 f C.G.H.G.  
263475 e C.D.G.H.G.D.S.O.  
273456 a C.S.H.S.O.G.H.G.O.  
236745 g C.G.O.D.S.G.H.G.S.O.D.G.  
256734 f C.S.D.G.  
264357 – – C.H. (2)
253746 b C.D.H.D.G.O.  
267534 c C.G.O.S.D.H.D.  
274365 – – C.H. (2)
247563 b C.S.O.H.O.D.  
275463 f C.O.D.S.  
265437 c C.O.S.G.H.G.S.  
275346 a C.D.S.O.H.O.G.D.S.  
267345 b C.G.S.H.S.D.  
257643 f C.S.O.D.  
273645 2c C.G.D.S.H.S.O.  
246537 a C.S.G.O.D.H.D.S.G.  
265743 f C.D.G.S.  
276543 i C.O.S.H.S.D.G.H.G.D.O.S.G.  
265374 f C.O.G.S.  
254763 – – C.H. (2)
237546 c C.O.H.O.S.G.D.  
263754 b C.G.D.O.H.O.  
235476 – s C.H. (2)
234567 j C.G.S.D.O.G.H.G.O.S.  
– = 3 Grandsire Bob; s = 3.14567 Holt's Bob single.

a = 1-9 (9)
b = 1-6 (6)
c = 1-7 (7)
d = 1-10 (10)
e = 1-8 (8)
f = 1-4 (4)
g = 1-12 (12)
h = 1-5 (5)
i = 1-13 (13)
j = 1-9.s10 (10)
Contains 840 Double Court Bob, Double Grandsire (G), Hereward Bob, Single Court Bob (C), Single Oxford Bob (O), St Clement's College Bob; 359 com.
24 567s, 24 657s, 144 crus, 96 4-bell runs (48f,48b), 120 46s, Whittingtons, Queens, Tittums, Kings, Backrounds.
Blue Line
Properties
Structure
  • Backstroke start
  • Mid lead start
  • Mid lead finish
  • Variable hunt
  • Variable cover
  • Palindromic
  • Exact multipart
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
  • Pure changes
  • Touching places
  • Tenors reversed
Truth
  • True
  • Round block
  • Single extent block
  • Multi-extent block
  • Repetition between calls
  • Internal rounds
Number of parts
1
Number of methods
6
Changes of method
359
Stage
Triples
True rows
5040
False rows
0
Complete extents
1
Partial extents
0
Applicable leadhead codes
Date composed
Default calls
None
Types of call
2
   3 Grandsire Bob (–)
358
   3.14567 Holt's Bob single (s)
2
Performances