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Date: | Mon, 7 Feb 2000 10:43:09 -0500 |
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Michael Cooper <[log in to unmask]> writes:
>Any comments? Can anyone cite specific examples of (preferably classical)
>music wherein there is a denominator in the time signature that is not a
>power of two (of course, one=two to the zero power). I heard there are
>examples in Varese and Stockhausen, but that's all I've heard. Clearly
>conventional notation is a bit inadequate here, but I don't see why it
>can't be bent a little. 2/6 time would have two "triplet" quarter, or
>"sixth" notes, in it, so just write them as quarters.
It's not classical, but there's a Soundgarden song whose title I
unfortunately forget that effectively has a measure of 5/6 in it. Here's
how:
The song is in 4/4, and then one transitional measure consists entirely
of triplet quarter notes. But instead of there being six triplet quarter
notes, which would fill out a 4/4 measure exactly, the last triplet quarter
is left out entirely and we're back on the downbeat after only five of
them. It's a neat effect.
If I were to notate this song, I'd notate the measure as 5/6. I guess the
alternative is to use the graphical time signatures you sometimes see, and
put a 5 in the numerator and a triplet quarter in the denominator (which of
course means exactly the same thing).
Dan Schmidt | http://www.dfan.org
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