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‹Better GutenbergTintinnalogiaOf the Beginning of Changes · 5 of 31Contents›

Tintinnalogia

by Richard Duckworth

5 of 31 · Contents · Download EPUB

Of the Beginning of Changes

It is an ancient Proverb with us in England (That Rome was not built in a day) by which expression is declared, That difficult things are not immediately done, or in a short time accomplished: But for the Art of Ringing, it is admirable to conceive in how short a time it hath increased, that the very depth of its intricacy is found out; for within these Fifty or Sixty years last past, Changes were not known, or thought possible to be Rang: Then were invented the Sixes, being the very ground of a Six score: Then the Twenty, and Twenty-four, with several other Changes. But Cambridge Forty-eight, for many years, was the greatest Peal that was Rang or invented; but now, neither Forty-eight, nor a Hundred, nor Seven-hundred and twenty, nor any Number can confine us; for we can Ring Changes, Ad infinitum. Although Philosophers say, No Number is infinite, because it can be numbred; for infinite is a quantity that cannot be taken or assigned, but there is (infinitum quoad hos) as they term it, that is infinite in respect of our apprehension: Therefore a Ringers knowledge may seem infinite to dive so infinitely into such an infinite Subject; but least my Discourse should be infinite, I will conclude it, and proceed to the Peals following.

Before I Treat of the method and diversity of Peals, I think it not impertinent to speak something of the Properties wherewith a Young Ringer ought to be qualified, and then proceed to the Peals. First then, before he is entred into a Company, it is presupposed, that he is able to Set a Bell Fore-stroke and Back-stroke, as the terms are: Next, that he know how to Ring Round, or Under-sally: Then, that he may be complete, it is convenient, that he understand the Tuning of Bells; for what is a Musician, unless he can Tune his Instrument, although he plays never so well? To do which, let him learn on some Instrument, or Wyer-Bells, to know a Third, Fifth, and Eighth, which are the principal Concords: Or otherwise, let him get a Pipe called a Pitch-pipe, which may be made by any Organ-maker, to contain eight Notes, or more, (according to his pleasure) with their Flatts and Sharps, which will be very useful in the Tuning of Bells. And then this is a general Rule, begin at the Tenor, or biggest Bell, and count 3 whole Notes, then a half Note, or Sharp, 3 whole Notes, then a half Note, or Sharp; and so on, until you come to the least Bell or Treble. For example on four Bells, 1:234, here the 432 are whole Notes, and the half Note or Sharp is between 1 and 2. On Five Bells, 12:345 the 543 are whole Notes; and the half Note or Sharp is between 2 and 3. On Six, 123:456 the half Note or Sharp is between 3 and 4. On Eight Bells, 1:2345:678, one half Note or Sharp is between 5 and 6, and the other between 1 and 2. On Ten, 123:4567:8910; here one half Note is between 7 and 8, and the next between 3 and 4. On Twelve Bells, 12:345:6789:10 11 12. Here one half Note or Sharp is between 9 and 10, the next between 5 and 6, and the other between 2 and 3, which last is made contrary to the former Rule, it being but two whole Notes from the next half Note to it; the reason is this, the Ninth is one whole Note below the Eighth, therefore the 2 must be a whole Note below the Treble, otherwise they would not be a true Eighth, therefore the half Note is put between 2 and 3. Now he that hath these Rules, and a good ear to judge of the Concords, may at any time cast his Verdict (as to Bells, whether they are well in Tune or not) amongst the chief of the Company.

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