The Imperial Bob:
Quadruples and Triples.

The Treble hath a dodging Course, the two first, and two last Bells always dodge, till hindred by the Treble, the two next to these, lying still one Change, dodge the next, till the Treble hinders them too. Those in the 5th. and 6th. places dodge (the Treble being behind) and those in the 3d. and 4th. places likewise dodge (the Treble being before) and so till hindered by the Treble.

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12346578
21436587
24136578
42315687
24135678
42316587
24361578
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24631578
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42368571
24365817
42638571
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&c.
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16482735
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bob.
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16573824
bob.
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17536284
13274586
13725468
12438765
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14826357
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16587432
bob.
15684732
18753624
bob.
17856342
15372846
15738264
13254768
13527486
12436587
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By this method, the Peal will go 224 Changes, and by making of Bobs it will go 448, 672, 1344. The Bob is a Triple Change at the Leading of the Treble, wherein the Bell in the Fourth place lies still.

The next that comes to our Observation, and answers to what we first hinted at in the beginning of this discourse of Peals upon Eight Bells I mean Precedency in Title, is the

Bob Major.
Plain Quadruples and Triples.

In this all the Bells have a direct Hunting Course, until the Treble leads, and then the six hindmost Bells dodge.

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31527486
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31527486

By this method this will go 112. And by making Bobs, 224, 336, or 672. The Bob is a Triple Change, as in the foregoing Imperial is specified. By making two Extreams it will go 1344, and with four Extreams, 2688.

All Peals upon six Bells, wherein half the Changes are Triples, will go upon Eight according the method before-going, thus; If it be a Peal upon Six, consisting of 360, or 720 Changes, then there must be five Hunts in the Ringing of it upon Eight, the Treble being the first, 2 the Second, &c.