Grandsire Bob. On six Bells.

In this Peal of Grandsire Bob, there are Seven-hundred and twenty changes, in Ringing of which, there is the same course, as in Trebles and Doubles (before set down) until the bob-changes come to be made; this Peal may more properly be called Trebles and Doubles than the former, because all the changes throughout the Seven-hundred and twenty, are treble and double, except only the two single changes: But in Ringing an Eighteen-score (which is half the Seven-hundred and twenty, and a complete Peal of it self) the changes are all treble and double without any single change therein; for you must know, that in any Peal of Grandsire bob, the bells will come round in course at the end of Eighteen-score changes, if you make no single change to carry it on farther to the end of the Seven-hundred and twenty.

This Peal has a whole hunt, a half hunt, a quarter hunt, and three extream bells; every bell hunts in a direct course, and lies twice together before, and twice behind, until the whole hunt leads, and then the four hindmost bells do dodge, that is, they make a double change; in which 'tis alwayes observed, that the two bells which lie in third and fifths places (in the change next before the dodge) are hunting down, and in making this double change, each of those bells do dodge with the bell next above it, that is, they move up over one bell, and then each of them moves directly down; and the two bells that lie in fourth and tenors places in the change next before every dodge, are hunting up, and in making the dodge change, each of those bells do move down under one bell, and then they move up again in their course, as before; the dodge changes in all Peals of Trebles and Doubles, are made in the same manner as these.

There are two sorts of bobs in this Peal, viz. a single, and a double Bob; the Rule for making the single bob, is this, when the whole hunt leads, and the half hunt lies in tenors place, and the quarter hunt in fourths place, the next change is a bob; and when the whole hunt leads, and the half hunt lies in fifths place, and the quarter hunt in seconds place, then there is a double bob, that is, two bob-changes; one of which is made the next change, and the other is made the next time the whole hunt leads after. The bobs are all double changes, and made in one and the same manner (i.e.) the leading bell, and that in fourths place, do both lie still, whil'st the two bells in second and thirds places, and those in fifth and tenors places make the bob-change; and as soon as 'tis made, the bell in fourths place moves directly down. The half hunt is alwayes one of the two hindmost bells which makes every bob-change.

In Ringing this Peal, there is a Rule observed, whereby the person that does Ring the quarter hunt, may give notice of the bobs before they come to be made, without which it were impossible to Ring it; the Rule is this: In the dodge which is made between the four hindmost bells every time the whole hunt leads, if the half hunt and quarter hunt do dodge in fifth and tenors place, then the next time the whole hunt leads, there's a single bob; if they dodge in fourth and thirds places, then there's a double bob that is, two bob-changes, one of which is made the next time, the whole hunt leads after the dodge, and the other is made the next time the whole hunt leads after the former is made: He that does Ring the quarter hunt, may give notice of every bob-change, by saying (Bob) when the whole hunt is going to lead, which is a change next before the bob is to be made.

There are certain Rules very convenient to be known by all that practise to Ring this Peal; (viz.) he that does Ring the whole hunt, must observe that the bell which he first follows when he leaves the trebles place hunting up, he must follow the same bell the next time he lies behind; and the second bell which he follows in hunting up, he must also follow the same bell when he next leaves the tenors place hunting down; and likewise, the third bell which he follows in hunting up, he must also follow the same bell when he leaves the fifths place hunting down: For instance, in the first change of the following Peal, the bells stand thus: 214365: here the treble (being the whole hunt) does first follow the second, therefore when the treble has hunted up, and lies behind, it follows the second again, as in this change, 654321: And again, the second change of the following Peal, is 241635: here the fourth is the second bell, which the treble follows in hunting up, therefore he follows that bell again the next time he leaves the tenors place hunting down, as in this change, 563412: which course is observed throughout the Peal. And in Ringing any other bell (beside the whole Hunt) 'tis observed, that the next time you lie before the bells after a bob, that bell which you first follow in hunting up, you must also follow the same bell when you lie behind; and the same bell you must first follow every time you hunt up, and every time you lie behind, until the next bob comes to be made, but if the whole hunt is the second bell which you follow in hunting up, then you must follow the whole Hunt when you lie behind; and the next time you lead, and lie behind, you must follow the former bell as before, until the bobs come to be made; and after the bobs, the course is the same (though you do not follow the same bell) as before.

These Rules and Directions before set down, are to be observed in Ringing any Peal of Grandsire bob with any whole Hunt, half Hunt, and quarter Hunt: An Example I have here set down, wherein the treble is the whole Hunt, the second the half Hunt, and the fourth the quarter Hunt, as in these following changes.

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214365
241635
426153
462513
645231
654321
563412
536142
351624
315264
132546
135264
312546
321456
234165
243615
426351
462531
645213
654123
561432
516342
153624
156342
513624
531264
352146
325416
234561
243651
426315
462135
641253
614523
165432

156423
514632
541362
453126
435216
342561
324651
236415
263145
621354
612534
165243
162534
615243
651423
564132
546312
453621
435261
342516
324156
231465
213645
126354
123645
216354
261534
625143
652413
564231
546321
453612
435162
341526
314256
132465
134256
312465
321645
236154
263514
625341
652431
564213
546123
451632
415362
143526

134562
315426
351246
532164
523614
256341
265431
624513
642153
461235
416325
143652

134625
316452
361542
635124
653214
562341
526431
254613
245163
421536
412356
143265
142356
413265
431625
346152
364512
635421
653241
562314
526134
251643
215463
124536
125463
214536
241356
423165
432615
346251
364521
635412
653142
561324
516234
152643
156234
512643
521463
254136
245316
423561
432651
346215
364125
631452
613542
165324
163542
615324
651234
562143
526413
254631
245361
423516
432156
341265
314625
136452

163425
614352
641532
465123
456213
542631
524361
253416
235146
321564
312654
136245
132654
316245
361425
634152
643512
465321
456231
542613
524163
251436
215346
123564
125346
213564
231654
326145
362415
634251
643521
465312
456132
541623
514263
152436
154263
512436
521346
253164
235614
326541
362451
634215
643125
461352
416532
145623

154632
516423
561243
652134
625314
263541
236451
324615
342165
431256
413526
145362

154326
513462
531642
356124
365214
632541
623451
264315
246135
421653
412563
145236
142563
415236
451326
543162
534612
356421
365241
632514
623154
261345
216435
124653
126435
214653
241563
425136
452316
543261
534621
356412
365142
631524
613254
162345
163254
612345
621435
264153
246513
425631
452361
543216
534126
351462
315642
136524
135642
316524
361254
632145
623415
264351
246531
425613
452163
541236
514326
153462

135426
314562
341652
436125
463215
642351
624531
265413
256143
521634
512364
153246
152364
513246
531426
354162
345612
436521
463251
642315
624135
261453
216543
125634
126543
215634
251364
523146
532416
354261
345621
436512
463152
641325
614235
162453
164235
612453
621543
265134
256314
523641
532461
354216
345126
431562
413652
146325

164352
613425
631245
362154
326514
235641
253461
524316
542136
451263
415623
146532

164523
615432
651342
563124
536214
352641
325461
234516
243156
421365
412635
146253
142635
416253
461523
645132
654312
563421
536241
352614
325164
231546
213456
124365

Here are just Eighteen-Score changes already made, and the bells may either be brought round in their places, by making a dodg-change behind (according to the common course), thus,

124365
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