Stedman Triples bobs-only peals

Properties
Description
A collection of extents of Stedman Triples composed using only common bobs. See https://ajohnson1.github.io/bobsonly.html based on https://lists.ringingworld.co.uk/pipermail/ringing-theory/2022-March/thread.html https://lists.ringingworld.co.uk/pipermail/ringing-theory/2022-April/thread.html https://lists.ringingworld.co.uk/pipermail/ringing-theory/2022-May/thread.html https://lists.ringingworld.co.uk/pipermail/ringing-theory/2022-June/thread.html
Collection type
Composition
Publication year
2022
Referenced by
Ringing-Theory
Chapter



3 entries

5040 Stedman Triples
Composed by Andrew Johnson
2314567
5314627 a
2316745 b
2376415 c
2576143 d
2576314 e
2176453 f
2315476 g
2314756 h
7314652 i
5614237 j
7356241 k
7134256 g
6134275 l
6134527 m
7136245 n
4536271 o
1756243 p
3756214 l
4756231 q
5137246 r
5164273 s
5174236 t
6172354 u
4152763 v
4157362 w
4157623 x
4357261 y
4357612 2e
4617235 z
4137265 aa
4537216 ab
4657213 ac
4657132 ad
4651372 h
7651324 2l
4652317 ae
4657321 af
3617542 ag
3215467 ah
3217645 ai
3217564 e
5263174 aj
5274631 ak
1275634 al
3274615 am
3254671 an
5271643 ao
4273651 ap
4273516 2e
7243156 aq
6753124 ar
6453172 ab
6453217 e
6412735 as
6315742 at
6314725 au
2614573 av
3714562 aw
3712654 ax
4752613 ay
4367152 az
4365127 ba
4625137 aa
4325176 2ab
4675123 bb
4275136 bc
4175326 bd
4275361 2ab
4175632 d
4325617 be
2314675 bf
2317654 bg
2316574 h
2356471 bh
2576431 aa
2176534 2bi
2376541 bc
(2314567) bj

a = 2.4.5.7-10
b = 1.2.5.6.8.9
c = 3-8.10
d = 2-4.6-10
e = 2.3.5-10
f = 2.3.6.7.9.10
g = 1-4.6.7
h = 2-6.8.9
i = 2.3.5.7-10
j = 1.2.6.7.9.10
k = 1-4.8.10
l = 1.2.4.5.7-10
m = 1.2.5.7-10
n = 1-3.5.8.9
o = 1-5.7.9.10
p = 1-4.7.8.10
q = 1.4-8.10
r = 1.3.4.8-10
s = 1-6.8.10
t = 1-8.10
u = 2-5.7-9
v = 1.5-10
w = 2.3.5-9
x = 1-3.5-10
y = 1-3.5-7.9.10
z = 2.3.5-7.10
aa = 1.3.4.6.7.9.10
ab = 1-4.6.7.9.10
ac = 1-4.6.7.10
ad = 2-10
ae = 1.2.4.5.8.9
af = 1-6.8.9
ag = 5-10
ah = 1-3.5-7.9
ai = 2-9
aj = 5.6.8.10
ak = 1.5.8.9
al = 1.2.4.5.8-10
am = 1-5.7-9
an = 1.3-8.10
ao = 1.4.5.8.9
ap = 1.2.4-6.8-10
aq = 4.5.7.8.10
ar = 1.4.6.7.9.10
as = 2.3.5.6.8.10
at = 1-4.6.8-10
au = 1-6.8-10
av = 1.2.6-10
aw = 1-4.7-10
ax = 2-6.8-10
ay = 1.3-5.7-10
az = 2-4.6-8
ba = 1-9
bb = 1.3.4.6-10
bc = 1-4.6-10
bd = 2-4.6.7.9.10
be = 1-4.6-8.10
bf = 1.4.5.7-9
bg = 2.5.7-9
bh = 2.3.5-8.10
bi = 2.3.6-10
bj = 3.5.6.8.9
5040 Stedman Triples
Composed by Andrew Johnson
2314567
6214537 a
6214375 2b
7324561 c
7354162 d
7324156 e
2364571 f
1364527 g
7314526 h
7351264 i
6341275 j
6541237 k
7245316 l
7215436 m
7265341 n
7651324 o
7621345 2e
2541367 p
2571634 q
6541723 r
7642315 s
7146325 t
7546312 u
1546273 v
2546713 w
2546371 x
1546327 g
3526714 y
3546721 e
1426735 z
1426357 aa
1326754 ab
4526731 ac
3516742 j
1546732 ad
7246351 ae
7215364 af
1265374 ad
1275346 ag
1275463 aa
1247635 i
1235647 ah
1235476 aa
1245736 ai
4265317 f
7241365 aj
7145362 2ak
7142356 al
7541326 t
6541372 g
6741253 am
6371254 an
6574231 ao
6573214 ap
6571432 aq
6573421 2al
6573142 b
6571243 ar
6471235 as
6431257 ag
7356241 at
1357246 au
1457263 as
1653247 av
1453276 as
1754236 t
1356274 av
4356217 g
7354216 aw
7312645 ax
7314652 2al
7324615 ay
7364125 ai
7364512 az
6714523 ba
6314572 k
7364251 bb
7314265 e
2617534 bc
(2314567) ao

a = 1.2.4.6.7.9.10
b = 2.3.5-10
c = 2.3.7.8.10
d = 2.3.5-8.10
e = 1.3-8.10
f = 4.5.7-10
g = 1.2.4.5.7-10
h = 1.2.4.5.7.8.10
i = 3-8
j = 1-5.7.8.10
k = 1-4.6.7.9.10
l = 2.4.6.8.9
m = 1.5.7-10
n = 1-3.5-8.10
o = 1.3-6.10
p = 1.3.4.7-10
q = 3-10
r = 5-10
s = 2.3.5.9.10
t = 1-4.6.8.9
u = 1-6.9
v = 1.2.5-10
w = 2.4.5.7-10
x = 1.2.5.7-10
y = 2.3.5.7.8.10
z = 1.3-5.7.9.10
aa = 2-10
ab = 2.3.6-10
ac = 1-4.7-10
ad = 1.4.5.7-10
ae = 2.4.5.9
af = 1-6.8.10
ag = 1.3-10
ah = 1-8
ai = 3-8.10
aj = 1.2.4.5.7.8
ak = 1-4.6.7.9
al = 1-6.8.9
am = 2.3.6.7.9.10
an = 1-4.6.7.10
ao = 1-7.9
ap = 1-9
aq = 2.3.5.6.8.9
ar = 2.3.5-9
as = 1-4.6-10
at = 1.4-7.9
au = 1.2.4.5.8-10
av = 1-4.6.8-10
aw = 1.2.4.5.7-9
ax = 1.3.5.6.8.9
ay = 3.5-10
az = 1.3.5-8.10
ba = 1.4.5.7.9.10
bb = 1.2.5-8.10
bc = 2.3.5.7.9
5040 Stedman Triples
Composed by Andrew Johnson
2314567
5712643 a
3712654 b
3761542 c
3467512 d
3267541 e
3261574 f
7265413 g
7365421 h
7316254 i
4516237 j
3546721 k
7415263 l
7435216 m
7315246 n
7365214 m
4361257 o
4371526 p
4367215 i
4365271 f
2764135 q
1764532 r
2764513 b
6734125 s
2754163 t
2754316 u
2764351 v
3712546 w
5412637 x
5347621 y
4365127 z
4365712 u
2365741 aa
7261435 ab
7256314 i
4256371 ac
4276315 ad
4517326 ae
4216357 af
4126375 ag
2176345 ah
2134576 ai
2156743 aj
7152436 ak
7156423 f
2456317 al
7456321 ac
7345261 am
4375162 an
4325176 ao
6425173 ap
7425136 aq
7465123 m
2365174 ar
1365472 r
7314265 as
6314725 2at
5316247 au
5716234 h
3216475 al
3215467 av
7615423 j
3716452 aw
4716253 r
5317264 ax
5416273 ay
3716245 j
3716524 u
5314276 ab
7516243 az
4712356 ba
4732516 bb
4712563 2m
4751632 c
4253617 ay
4712635 bc
4512367 bd
7315624 be
7412653 ay
3512647 j
3512764 u
7314652 ab
(2314567) bf

a = 2.4.5.9.10
b = 1.2.4.5.7-10
c = 3-8
d = 1-4.6.8.9
e = 1-6.9
f = 1-6.8.9
g = 1.2.5.6.8.9
h = 1-4.6.7.9.10
i = 3-6.8.9
j = 1-4.7-10
k = 1.2.5-8.10
l = 4.6.8.9
m = 1.3-8.10
n = 1.3-6.9
o = 2.5.6.8.9
p = 3-10
q = 2.3.5.7.9
r = 2.3.5.7-10
s = 3.4.7.9.10
t = 1-5.7.8.10
u = 2.3.5-10
v = 3.5-10
w = 2.4.5.8.10
x = 2.3.5.7.9.10
y = 1-4.6.8.10
z = 1.3.5.7.8
aa = 2.5-10
ab = 2.4.5.7.9
ac = 1-4.7.9.10
ad = 1.3-10
ae = 1.3-7.9
af = 1-7.9
ag = 1.3.4.6.7.10
ah = 1.4.5.7-10
ai = 2.3.5-8
aj = 1-3.5.6.8.10
ak = 2.4.5.8-10
al = 1.2.6.7.9.10
am = 3.4.6.8.10
an = 1.3.5.8
ao = 1-6.8
ap = 1.2.4.5.7.9.10
aq = 1.2.4-10
ar = 1-5.7.9.10
as = 1.2.5-8
at = 2.4.5.7-10
au = 2.4-6.8.9
av = 1-4.6.9.10
aw = 1-4.9.10
ax = 1.2.4.6.8.9
ay = 1-6.9.10
az = 1.2.4-6.9.10
ba = 1.2.6-9
bb = 3-8.10
bc = 1.2.4.8.10
bd = 2-7.9.10
be = 2.4.6.8.9
bf = 2.4-10

Library Details
Library
Public
Notes
Collection Id
11309
Created on
by Andrew Johnson
Modified on
by Simon A Bond