The treble hath a constant dodging course, for in its hunting up it first makes a dodg in the second and third places, and then another behind, and then it lies still one change in the _5th_ place; then in its hunting down it makes another dodg behind, and also another in the _2d_ and _3d_ places, and then leads four times. So that the treble in one of the two bells that makes every _single_ until it leads, and then ’tis made in the _2d_ and _3d_ places, except when the _5th_ lies behind, and then an _extream_ is made in the _3d_ and _4th_ places. When the treble leaves the two hind-bells they continue slow dodging, until it comes up again and displaceth them. Every bell leads four times. _12345_ │ 45132 │ 12543 21354 │ 41523 │ 15234 23154 │ 45123 │ 12534 21345 │ 54213 │ ————— 23145 │ 54231 │ 14352 32415 │ 52413 │ 13452 32451 │ 52431 │ 14325 34215 │ 25341 │_Extre._ 34251 │ 25314 │ 14235 43521 │ 23541 │ ————— 43512 │ 23514 │ 15324 45321 │ 32154 │ 13524 45312 │ 31254 │ 15342 54132 │ 32145 │ 13542 51432 │ 31245 │ ————— 54123 │ 13254 │ 12453 51423 │ 12354 │ 14253 15432 │ 13245 │ 12435 14532 │_Extre._│_Extre._ 15423 │ 13425 │ 12345 14523 │ ————— │ 41532 │ 15243 │ _St._ Dunstan’s _Doubles. 1 and 2._ The changes are all _double_ except one _single_ every _2d_ time the treble leads, there being six in the peal. The treble is a perfect _hunt_; and every time it goeth to lead and leaves leading, the _double_ is made on the two first and two last bells, at which changes the bells in the _3d_ place lie still and then move down, and the two hind-bells at the same time dodg: but at other times all the bells have a direct hunting course. When the treble leads, and the _2d_ lieth either in the _2d_ or _3d_ places, then a _single_ must always be made betwixt the two next _extream_ bells to the _2d_.