5000 Spliced Triples and Major (2m)

Layout
5000 2-Spliced Triples and Major Op. 6
Composed by Richard B Pullin
12345678 1 2 3 4 5 6 7 Methods  
12756348 a SQS.Q.S.Q.SQ.S.Q.  
12756438 c S.Q.S.Q.S.Q.S.Q.S.Q.  
12746358 d S.Q.S.Q.S.Q.SQ.S.Q.  
12746538 e S.Q.S.Q.S.Q.S.Q.S.Q.  
16425378 xz z P..PP.PP (5)
15742638 zz z P.PPPPPPP.PPPP.PPPP (7,9)
15642378 z z – P.PP.PP. (5)
164352 z – z– P.PPPPP.P.PPPPPPP. (7,7)
145362 2 3 P.PPPPPPP.P.PPPPPPP.PPPPPPP.PPPPP (7,7,7,7)
136452 – – P.PPPPPP. (7)
154362 – z P.PPPPPP. (7)
153462 zz z PP.PPPPPPP.PPPPP. (7,7)
146532 – – P.PPPPPP. (7)
134562 – zz P.PPPPPP.PPPPPPP. (7,7)
142563 f P.PPP.P.P.PPPP.  
124563 z– PPPPPPP.PPPPPPP. (7,7)
15678324 g P.PPPP.P.PP.PPP  
15678234 z PPPP.PPP (7)
13456782 z z PP.P.PPPPP (8)
18234567 z z PP.P.PPPPP (8)
16782345 z z PP.P.PPPPP (8)
12365478 h PP.SQS.QS.Q.SQ.S.Q  
12375648 i SQ.S.QS.Q.SQ.S.Q  
42376518 j SQ.SQ.S.Q.S.Q.S.Q.  
52376148 k S.Q.SQ.S.Q.S.Q.S.Q.  
12354768 l S.Q.SQS.Q.SQ.S.Q  
12476358 m SQ.S.QS.Q.SQ.SQ.  
12476538 n S.Q.S.Q.S.Q.S.Q.S.Q.  
125764 o S.Q.S.Q.S.Q.S.Q.SQ.  
12576348 n S.Q.S.Q.S.Q.S.Q.S.Q.  
12346578 p S.Q.S.Q.S.Q.S.Q.SQ  
12376458 i SQ.S.QS.Q.SQ.S.Q  
12356748 i SQ.S.QS.Q.SQ.S.Q   A
12347658 2q SQ.S.QS.Q.SQ.S.Q  
12357468 i SQ.S.QS.Q.SQ.S.Q  
123457 A  
123754 r SQ.S.QS.Q.SQ.S.Q  
123475 A  
12367458 i SQ.S.QS.Q.SQ.S.Q  
123467 A  
12356478 i SQ.S.QS.Q.SQ.S.Q  
12345678 A  
b = 58 SE Bob single; s = 5678 SE Single; x = 56 lie still Single; z = 1234 Single; Start with rounds as the last row of a quick six.

a = b3.b4.b5.b6.b8.b9.b10
c = b1.b2.b3.b4.b5.b6.s7.b8.b9.b10
d = b1.b2.b3.b4.b5.b6.b8.b9.b10
e = s1.s2.b3.b4.b5.b6.s7.b8.b9.b10
f = 1.z4.z5.6.10
g = z1.z2.z3.z5 (3,8)
h = z2.b3.b5.b6.b8.b9 (2,10)
i = s2.b3.s5.b6.b8.b9
j = b2.b4.b5.b6.b7.b8.b9.b10
k = b1.b2.b4.b5.b6.b7.b8.b9.b10
l = b1.b2.s5.b6.b8.b9
m = b2.b3.s5.b6.b8.s10
n = b1.b2.b3.b4.b5.b6.b7.b8.b9.s10
o = b1.b2.b3.b4.b5.b6.b7.b8.s10
p = b1.b2.b3.b4.b5.b6.b7.b8
q = b2.b3.s5.b6.b8.b9
r = s2.b3.b5.b6.b8.b9
Contains 2960 Plain Bob Major; 2040 Stedman Triples (Q, S); 2 com.
160 crus (16f,144b), 36 5678s (12f,24b), 24 6578s (0f,24b), 198 4-bell runs (95f,103b), 284 5678 combinations (70f,214b), 12 8765s (0f,12b), Whittingtons, Queens, Tittums, Reverse Waterfall, Kings, Waterfall.
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
2
Changes of method
2
Stage
Major
True rows
5000
False rows
0
Complete extents
0
Partial extents
1
Applicable leadhead codes
Date composed
26 Oct 2020
Default calls
Near
Types of call
5
   1234 LE Single (z)
30
   14 LE Bob (–)
18
   56 lie still Single (x)
1
   5678 SE Single (s)
41
   58 SE Bob single (b)
192
Performances
Date Type Details