This peal in the former printing of it was prickt another way, but I
have here transposed that Course, which in my opinion renders it more
easie and practical.
_12345_│ 23154 │ 35142 │ 15432
21345 │ 21354 │ 35412 │ —————
23145 │ 12354 │ 35421 │ 14532
32145 │ 13254 │ 53421 │ 14523
31245 │ 13524 │ 53412 │ 14253
31425 │ 13542 │ 53142 │ 12453
34125 │ 31542 │ 51342 │ —————
34215 │ 31524 │ 15342 │ 12435
34251 │ 31254 │ 15324 │ 14235
32451 │ 32154 │ 15234 │ 14325
32415 │ 32514 │ 12534 │ 14352
23415 │ 32541 │ ————— │ —————
23451 │ 35241 │ 12543 │ 13452
23541 │ 35214 │ 15243 │ 13425
23514 │ 35124 │ 15423 │ 13245
│ │ │ 12345
_Mr._ Tendring’_s_ _Peal, call’d_ Grand Paradox. _1 and 5._
One change is _double_, the next _single_, and so by turns. The motion
of the _whole-hunt_ is after this manner: first, it moves up into the
_2d_ and _3d_ places, lying twice in each; then it moves up and makes a
dodg behind, and then lieth still one change in the _5th_ place; then it
makes another dodg behind, and so moves down into the _3d_ and _2d_
places lying twice in each as before, and then leads four times. Every
other bell hath a like course and motion with that of the treble until
the leadings of the treble, and then observe, that every time the treble
goeth to lead and leaves leading, the _double_ change is made on the two
first and two last bells, except when it goeth to lead if the
_half-hunt_ lies next it, and then not. Every bell leads four times, and
every _single_ is made behind. The change wherein each bell leaves
leading, is always made on the four first bells, except as before.
_12345_│ 45321 │ 21534 │ 43152 │ 13524 │ 14523
21354 │ 45312 │ 25143 │ 43125 │ 13542 │ —————
21345 │ 54132 │ 25134 │ 41352 │ ————— │ 13254
23154 │ 54123 │ 52314 │ 41325 │ 12453 │ 13245
23145 │ 51432 │ 52341 │ 14352 │ 12435 │ 12354
32415 │ 51423 │ 53214 │ 14325 │ 14253 │ 12345
32451 │ 15243 │ 53241 │ 13452 │ 14235 │ —————
34215 │ 15234 │ 35421 │ 13425 │ ————— │
34251 │ 12543 │ 35412 │ ————— │ 15432 │
43521 │ 12534 │ 34521 │ 15324 │ 15423 │
43512 │ 21543 │ 34512 │ 15342 │ 14532 │