London _Paradox. 1 and 2._

One change is _double_, the next _single_, and so by turns. The motion

of the treble is after this manner; in hunting up, first, it makes a

dodg in the _2d_ and _3d_ places, then it lies twice in the _4th_ place,

and four times behind; in which manner also it hunts down again, and

then leads four times. The rest of the bells have a like course and

motion with that of the treble, untill the treble leads. Now ’tis

observable, that every _single_ change is made in the _2d_ and _3d_

places until the treble leads, and then in the _3d_ and _4th_ places;

but when 2 lies next the treble, then an _extream_ behind. The changes

at the leadings of the_whole-hunt_ have an absolute dependency upon the

course of the _twenty four_ changes, _doubles_ and _singles_ upon four

bells; and the _extreams_ to be made as many ways as in that peal, which

are here guided by the motion of the _half-hunt_.

_12345_ │_Extre._

21435 │ 12453

24135 │ —————

21453 │ 14235

24153 │ 14325

42513 │ 13452

45213 │ 13542

42531 │ —————

45231 │ 15324

54321 │ 15234

53421 │ 12543

54312 │_Extre._

53412 │ 12534

35142 │ —————

31542 │ 15243

35124 │ 15423

31524 │ 14532

13254 │ 14352

13524 │ —————

15342 │ 13425

15432 │ 13245

————— │ 12354

14523 │_Extre._

14253 │ 12345

12435 │

_Phœnix 5 and 4._

One change is _double_, the next _single_, and so by turns. Every bell

leads twice, and lies behind four times. Every _single_ is made in the

_2d_ and _3d_ places, until the _5th_ comes behind, and then in the _3d_

and _4th_ places; but when the _4th_ leads, (the _5th_ being behind) the

_single_ is in the _2d_ and _3d_ places.

_12345_│ 54123

21354 │ 51423

23154 │ 15432

32514 │ 14532

35214 │ 41352

53241 │ 43152

52341 │ 34125

25431 │ 34215

24531 │ 43125

42513 │ 41325

45213 │

Campanalogia · 第 3 / 23 题