_12345_ │ 51432 │ ————— 21435 │ 15342 │ 12543 24135 │ 15432 │_Extre._ 42315 │ ————— │ 12534 42351 │ 13254 │ ————— 24531 │ 13524 │ 13425 24513 │ ————— │ 13245 42153 │ 12435 │ ————— 41253 │_Extre._│ 14532 14523 │ 12453 │ 14352 14253 │ ————— │ ————— 41523 │ 15324 │ 15243 45123 │ 15234 │ 15423 54213 │ ————— │ ————— 54231 │ 13452 │ 12354 45321 │ 13542 │_Extre._ 45312 │ 14235 │ 12345 54132 │ 14325 │ This old peal may be rung by a new course, which differs from the former only in the _single_ changes that are made every time the _whole-hunt_ leads, _viz._ every _single_ may be made either in the _2d_ and _3d_, or _4th_ and _5th_ places. If they are made in the _2d_ and _3d_, then the _extreams_ must be made when the _half-hunt_ lies behind; but if they are made in the _4th_ and _5th_ places, then the _extreams_ must be made when the _half-hunt_ lies next the _whole-hunt_, the _extreams_ being always made in the _3d_ and _4th_ places. 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_.