Bob-changes in this, being the same with those in
_Grandsire_, and made by the same Rule.

Paradox on five Bells.

This Peal of _Paradox_ is to be rang on five bells, wherein
are Six-score changes, they are Doubles and Singles; that
is--one change double, and another single; in which course
they are made to the end of the Peal. Every single change
is made in second and thirds places, except only when the
whole Hunt leads, and then 'tis made in third and fourths
places; but the extream Changes are (also single) and made
between the two farthest extream bells from the half Hunt;
the whole Hunt lies before the bells, when every extream
change is made. Every bell lies four times together before,
and four times behind, except only when the extream changes
are made behind. There is a whole Hunt, a half Hunt, and
three extream bells; the course of the whole Hunt is this,
it being before the bells, first it moves up into the second
and thirds places, then it makes a dodge with the bell in
seconds place, and moves out of the thirds place up into
fourths, where it lies alwayes twice, then moves up behind,
where it lies four times, and then moves down into fourths
place, where having lay twice, it hunts down into seconds
place, and makes a dodge with the bell in thirds place, and
then moves down before the bells, where having lay twice,
it hunts as before; each of the other bells has the same
course (in hunting up and down) as the whole Hunt until
the whole Hunt leads, at which time every bell that comes
into seconds place lies there twice together, unless the
extream change is to be made in second and thirds places.

In this following Peal the treble is the whole Hunt, and
the second the half Hunt; the extream changes are made,
when the half Hunt lies before the extream bells.

12435
21435
24135
21453
24153
42513
45213
42531
45231
54321
53421
54312
53412
35142
31542
35124
31524
13254
13524
15342
15432
51342
53142
51324
53124
35214
32514
35241
32541
23451
24351
23415
24315
42135
41235
42153
41253
14523
14253
12435
-----
12453
21543
25143
21534
25134
52314
53214
52341
53241
35421
34521
35412
34512
43152
41352
43125
41325
14235
143