[r-t] Spliced doubles (was triples)
pje24 at cantab.net
Mon Jul 20 14:58:53 UTC 2015
Me: "OK, I am answering my own question here"
And answering it again more simply now.
Here's a very elegant, call-free, 6-part extent deconstructed into just
familiar 2, 4 and 6 change blocks. Life is much simpler here.
120 Doubles (3m)
25134 Stedman quick six
25341 Original (pp)
41532 Stedman quick six
6 part, calling pair of singles anywhere 60 changes apart
For the avoidance of doubt, the notation for a part is: (184.108.40.206.
220.127.116.11.3.1. 18.104.22.168. 22.214.171.124.3.1)
Note how the lines for bells 3 and 5 form rather familiar doubles motifs.
Of course, when looking and pattern-matching such short blocks in a
constrained space everything becomes related to anything else you choose.
The same thing can be considered, described, deconstructed and rung in
multiple ways. It's a recipe for madness...
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