[r-t] Stedman Doubles derivative
alexpool00 at hotmail.com
Sun Feb 11 11:52:47 UTC 2007
Have you tried: http://www.methods.org.uk/ if not then try there, and after
that contact the webmaster, he's incredibly helpful, and will be able to
tell you if it's been rung before.
From: grahamfeeney at bulldoghome.com
Reply-To: ringing-theory at bellringers.net
To: ringing-theory at bellringers.net
Subject: [r-t] Stedman Doubles derivative
Date: Sun, 11 Feb 2007 11:35:45 -0000 (UTC)
I've been playing with Abel and whilst trying to get the place notation
for Reverse Stedman in, I accidentally wound up with a slightly different
This is not the same as Reverse Stedman Doubles as the 'lead end' is 1.
I've been able to give it a single (123) and can get a true 120 using
Stedman 120 (1/5) as given in Abel.
I cannot find a match for this in the archives and our local expert
thought that it was worth putting out to ask opinions about whether the
principle is unrung.
Graham Feeney, Cardiff
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