[r-t] 23-spliced

[John Goldthorpe]

Richard Smith wrote:

> > Also, how about a composition with 2nds and 8ths place methods and 14 and
> > 1234 calls (not tenors together)?
>
>Yeah.  Do you fancy giving me a composition to work from?
>-- I'm feeling lazy ;-).

Here is such a composition:

   12345678 12
- 14235678 12
- 13425678 18
- 13457286 12
- 15347286 18
- 15378462 18
- 15386724 18
S 13562847 12
- 16352847 12
- 15632847 12
S 15362847 12
- 16532847 18
- 16524378 18
- 16547283 12
- 14657283 12
S 14567283 12
- 16457283 18
S 14678532 18
- 14683725 18
- 14632857 12
S 14362857 18
- 14325678 12
- 12435678 12
   --------
S 12345678

where 12 is a course of a 2nds place method and 18 a course of an 8ths 
place method.  I had a go at producing something using this calling and 
some fairly standard methods but I didn't get very far.  It may be better 
to go for something with more split tenors, or use custom methods.

John