5007 Stedman Cinques by R.E.H. Woolley (No. 13c)
2314567890E 6 19
41326578E90 a
312465 - 2
3142 s 2 )
4123 - 2 )_T
2134 - 2 )
2143 s 2 )
2143657809E b
4132 T
41326587E90 c
3124 T
3124658709E b
2143 T
a = 1,5,7,8,10,11,13,15s,16
b = 2,15s
c = 2,13s,15s
This is an attempt to get a composition for
cinques which is as easy to write down
as A. Hudson's 5007 of caters given, for
example, in Composition 500 at p51. An
inferior version of this has been rung.
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5043 Stedman Sextuples by R.E.H. Woolley (No. 63a)
2314567890ETA 10 19 21
2143657809AET a
1243 s )
1234 s - }T
2134 s )
2134657809TEA b
2143 T
2143657890AET c
2134 T
2134657890TEA b
2143 T
2143658790AET d
2134 T
2134658790TEA b
2143 T
2143658709AET c
2134 T
2134658709TEA b
2143 T
a = 3,8,9,10s,12,13,14s,19,20s,23,26,28,32s
b = 2,7s,13s,22s OR 1,11s,26
c = 2,7s,11s,13s,22s OR 1,11s,13s,26
d = 2,4,6s,14s,16s,19,20,21,22,24s
Call either b and c both starting '1'
or both '2'
No 63a is an eight part, with almost conventional
turning courses. Note either 'c' must be rung as
1,11s,13s,26 if 'b' is rung as 1,11s,26 or same
for 'b' and 'c' starting 2,..
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5043 Stedman Sextuples by R.E.H. Woolley (No. 63b)
2314567890ETA 7 8 10 21 22
2143657809AET a
1243 - - s )
1234 s - }T
2134 - - s )
2134657809TEA b
:
then as #63a
a,d - as #63a
b = 2,13s
c = 2,11s,13s
T can also be called:
2143657809AET 8 10 21
1234 s s - )
1243 s - }T
2134 s s - )
throughout (or, as far as I
can see, but not checked,
for any occurrence of T.)
Simple variations of #63a with
conventional turning courses.
5103 Stedman Sextuples by R.E.H. Woolley (No. 64)
2314567890ETA 10 21
2143567809AET a
2134 s -
2134567809TEA b )
2143 s - )
2143567890AET c )
2134 s - )
2134567890TEA b )
2143 s - )
2143568790AET d )_V
2134 s - )
2134568790TEA b )
2143 s - )
2143568709AET c )
2134 s - )
2134568709TEA b )
2143 s - )
2143657890ETA e
2143657809 f
2134657809AET 1,10s,21
2143658709TEA V
a = 1,7s,9,11,13,14,15,16,17,18,19,21s
b, c, d as #63b
e = 6,9s,11s,13,14,16s,19,21s
f = 2s,11s,13s
A sixteen part, for which Stedman Sextuples is
almost ideal, given that 32 courses is just eight
changes short of a peal. The only drawback is the
clumsy device required to shift 5-6 round about
half way.
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