Doubles and Singles.
The Whole Hunt is the Treble, and lyes as before specified, with this exception only: That it dodges in the 2d. and 3d. places, every time it Hunts up, and down. Observe when Treble goes to lead, and leaves of leading, the Bells in the 3d. and 4th places lye still, &c. Note the pricking this Peal.
| 123456 | ||||
| ——— | 254163 | 164235 | 145326 | 156324 |
| 213465 | 245163 | ——— | 154326 | bob. |
| 231465 | 241536 | 162453 | ——— | 165342 |
| 213645 | 214536 | 126453 | 153462 | 156342 |
| 231645 | 241356 | bob. | 135462 | ——— |
| 236154 | 214356 | 162435 | 153642 | 153624 |
| 263154 | 124365 | 126435 | 135642 | 135624 |
| 236514 | 142365 | ——— | ——— | 153264 |
| 263514 | 124635 | 124653 | 136524 | 135264 |
| 265314 | 142635 | 142653 | 163524 | ——— |
| 256341 | ——— | 124563 | bob. | 132546 |
| 265431 | 146253 | 142563 | 136542 | 123546 |
| 256431 | 164235 | ——— | 163542 | 132456 |
| 254613 | bob. | 145236 | ——— | 123456 |
| 245163 | 146253 | 154236 | 165324 | ——— |
This Peal will go 120 Changes, and by making Bobs, as many as above.
Note that in all the foregoing Peals upon Six Bells, the Bobs are double Changes, and made always at the leadings of the Whole-Hunt. He that Rings the Half-Hunt, may best call Bob in all Peals.
I come now to the Changes upon Seven Bells, which though the seldom Practice of them might excuse my omitting them; yet, because I promised to say somewhat of them, I shall be as good as my Word, (the Character of an Honest man) and present you with a couple of Examples, and then proceed to Peals upon Eight: But this I must crave leave to premise, That Variety of Changes may be prick'd upon Seven Bells, as Triples, and Doubles, Triples Doubles, and Single Doubles, &c. and the same Methods may be prick'd upon Seven, as may be upon Five, the true difference of Proportion being observed; but to proceed.
Dodging Triples.
Triples and Doubles, and indeed all Peals upon Six, may likewise go upon Seven Bells, thus,
| 1234567 | ||
| ——— | ||
| 2143576 | 4523671 | 3514276 |
| 2415367 | 5432761 | 3152467 |
| 4251376 | 4523716 | 1325476 |
| 4523167 | 5432176 | 1352746 |
| 5432617 | 5341267 | |
Plain Triples. | ||
| 1234567 | ||
| ——— | ||
| 2143657 | 6745231 | 3517264 |
| 2416375 | 7654321 | 3152746 |
| 4261735 | 7563412 | 1325476 |
| 4627153 | 5736142 | |
| 6472513 | 5371624 | |