This will go as many _Changes_ as the last mentioned, by making _Bobs_. And here I will shut up this days Peal upon Six _Bells_ with
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.
_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 |