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From: | Andrew Bernard |
Subject: | Re: Settings for automatic beam slope |
Date: | Tue, 08 Dec 2015 20:20:24 +1100 |
User-agent: | Microsoft-MacOutlook/0.0.0.151105 |
Hi David, Thanks. That’s a very illuminating article from Mr Spreadbury. I gather, then, that beam-quanting is the method used by lilypond to achieve the cardinal rule of Ross:
This article also, I believe, answers my very question, why my sets of eight sixteenths mostly come out flat beamed.
These written out early baroque ornaments are obviously the type of repeating group referred to, so it looks like lilypond honours this convention also. The attached code illustrates the flattened beams. It does however raise the question as to why the second group with stems down have a slope, unless my eyes deceive me. Andrew — snip \version "2.19.33" { \clef treble g'16[ f' g' f' g' f' e' d'] \stemDown g'16[ f' g' f' g' f' e' d'] } — snip On 8/12/2015, 17:25, "David Wright" <address@hidden> wrote:
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