tag:blogger.com,1999:blog-38275719526679392312024-03-29T14:29:43.257+11:00Dualism aside . . .Music, improvisation, teaching, academe + moreMarc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.comBlogger87125tag:blogger.com,1999:blog-3827571952667939231.post-20948747656259129702014-06-26T13:31:00.002+10:002017-05-09T22:50:12.977+10:00Essays on "The Vivificationists"<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; tab-stops: 28.0pt 56.0pt 84.0pt 112.0pt 140.0pt 168.0pt 196.0pt 224.0pt 3.5in 280.0pt 308.0pt 336.0pt; text-autospace: none;">
<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">A new recording, titled <i>The Vivicationists</i>, is now for sale <a href="http://www.marchannaford.com/buy" target="_blank">here</a> and <a href="http://www.cdbaby.com/cd/marchannaforddavidtolley" target="_blank">here</a>.</span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-size: 11pt;">Below are essays, first mine and then David Tolley's, which are also included as part of the </span><span style="font-size: 15px;">accompanying</span><span style="font-size: 11pt;"> PDF booklet you can get </span><a href="https://dl.dropboxusercontent.com/u/15184639/Vivificationists%20Booklet.pdf" style="font-size: 11pt;" target="_blank">here</a><span style="font-size: 11pt;">.</span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-size: 11pt;">Below this essay are David’s
original notes for the release of our recording, <i style="mso-bidi-font-style: normal;">The Vivificationists</i>. Given the profound effect David had on my
life as a musician, and coupled with the fact that he is no longer with us, I
feel justified in adding a few personal remarks. For a more complete account of
David’s philosophies of art making, musical and otherwise, I highly recommend his
website http://davidtolley.net/ Also highly recommended are John Whiteoak’s <i style="mso-bidi-font-style: normal;">Playing Ad Lib: Improvisatory Music in
Australia 1836-1970</i> (</span><span style="font-size: 11pt;">Currency Press Limited, 1999) and the edited
volume <i style="mso-bidi-font-style: normal;">Experimental Music: Audio
Explorations in Australia</i> (UNSW Press, 2009). While neither volume
discusses David’s work at length, they provide a fascinating background and
context for the work of many Australian artists and musicians, his included.<o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">David had the ability to conjure
interesting performances out of musicians. He possessed both an open attitude
to music making and a well-formed idea of what he thought made good music. These
qualities made for some of the most thought-provoking and transformative
musical experiences I have ever had both as a listener and performer. <o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">When, in 2013, I began improvising
with David I already had a reasonably clear idea of the kinds musical materials
I was most concerned with; I had already spent a significant amount of time exploring
polyrhythm and various intervallic constructions for use in my musical
improvisations. <o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">When many music theorists
discuss how improvisers “connect”, they often invoke the notion of a shared
musical vocabulary. Like spoken language in everyday life, a mutually shared
language allows agents to recognise commonalities and thus helps create a sense
collectivity. This is the model often used to describe Jazz ensembles, where
each player’s knowledge of a particular part of the jazz tradition is regarded
as a prerequisite for improvising together.<o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">As soon as David and I
began playing together, however, it was clear that our musical materials were
starkly different. That’s not to say that our improvisations didn’t “work” - we
were both very excited to continue working on musical improvisation together -
but that our mode of musically connecting was not through a shared musical
vocabulary. Instead, our connection developed through an understanding that
improvisation might also constitute a mode of being. <o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">Improvisation, in a broad
sense, is closely related to the notion of flexibility. Good improvisers find
ways to “work around” problems. It’s what good interviewees do when asked
unexpected questions, conversationalists do when surrounded by people from extremely
diverse backgrounds, what sports people do when the game-plan becomes obsolete,
and is evident anytime the under-resourced cobble together bits and pieces to
form a tool that gets the job done. <o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">An improvisational mode
of being creates a shared space in which collectivity is created whilst also
preserving difference. This balance is achieved through flexibility, or
“open-ness”, on behalf of the performers in regards to differences within the
group. <span style="mso-spacerun: yes;"> </span>This is what David showed me.
Within this shared space David and I were able to maintain our respective
musical languages, recognise differences between them, and allow those
differences to exist as part of our work together. In contrast to the jazz
group model discussed above, where, difference beyond a certain point of the
jazz tradition is treated as an obstacle to playing together, the differences
between David and my musical language were not simply incommensurable, but were
productive precisely in their incommensurability. There was strength in
difference.<o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">Improvised-music
ensembles provide excellent opportunities to study how differences between
individuals are balanced with group identity. The improvised-music group has
the potential to demonstrate that difference, eccentricity, and even inadequacy,
may be productive given certain circumstances. I’d argue that an
improvisational mode of being is a crucial step to produce such circumstances.<o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">I feel that improvised
music can demonstrate that difference need not be feared and eradicated but,
with the aid of improvisation, can be productive in a way we never thought
would be possible, or that we hadn’t even imagined <i style="mso-bidi-font-style: normal;">could</i> exist. It’s what David showed me, and one of the things I’ll
remember most about playing with him.<o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">I miss David, his music,
his art, his advice, and his thoughtfulness, immensely. Receiving the thumb
drive containing these recordings just days after his death was a potent
reminder of the brevity of life. I hope these recordings serve both as a
reminder of David’s greatness, but also as a demonstration of some of the ideas
I’ve suggested here, and, ultimately, as a testament to what improvisation can
teach us about ourselves and each other.<o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">David made some artwork
for this release. I have slightly modified his images so as to include our
essays.<o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">Personally I’d like to
thank all of the musicians who played in each of the concerts of the
Vivificationists, Martin Jackson and The Melbourne Jazz Co-opertative for giving
David and I the opportunity to present and document this music, Bennetts Lane
for hosting us, Nicholas Croggan for his assistance with this short essay, and
James Savage for recording, mixing and mastering. <o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">The VIVIFICATIONISTS<o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">In Feb 2013,
David Tolley and Marc Hannaford began a collaboration to explore the
unconventional in the conventional jazz piano/bass duo. David recalls hearing
some of Marc’s solo pieces and determining that he should make some
improvisational music with this “extraordinarily inventive young musician”.
Moreover, it was not long since he had returned to his beloved contra bass
(made by Sydney residing Luthier Neville Whitehead) after an absence of several
years. This project was an opportunity to make a contribution the long-standing
jazz piano/bass duo tradition. <o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">Martin
Jackson and The Melbourne Jazz Co-op saw fit to feature a three night
VIVIFICATION Series at Bennetts Lane, Melbourne in 2013. This recording is of
the final night in the series.<br style="mso-special-character: line-break;" />
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">Set 1 of
each VIVIFICATION performance comprised TOLLEY/ HANNAFORD Duo improvisations commencing,
at Tollley’s insistence, with a Hannaford solo. Set 2 featured various ensemble
improvisations. These incorporated ALLAN BROWNE, completing the so-called
"rhythm section", and two so-called "front-line" players: Concert
#1- CAROLYN CONNORS and SCOTT McCONNACHIE, Concert #2 - TONY HICKS, and BRETT THOMPSON
and Concert #3 - REN WALTERS and SCOTT TINKLER.<o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">At various
times Tolley introduces laptop material and a loop sampler triggered by the
bass.<o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">They decided
to commission James Savage to record Concert #3, August 6, 2013. Track 1 – 3 of
the TOLLEY/ HANNAFORD Duo were recorded in a session prior to the doors
opening, Tracks 3 – 6 comprised Set 1 of the TOLLEY/ HANNAFORD Duo recorded
live and Tracks 7 and 8, the live recording of the VIVIFICATIONISTS. <o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">Recording,
Engineering, Mixing, Production: James Savage<o:p></o:p></span></span></div>
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<span style="font-size: 11pt;"><span style="font-family: Georgia, Times New Roman, serif;">Co-production by David Tolley</span></span><span style="font-size: 11.0pt; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></div>
Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com9tag:blogger.com,1999:blog-3827571952667939231.post-49883665766066841942014-05-12T11:38:00.001+10:002017-05-09T22:51:15.764+10:00Just quickly . . . <span style="font-family: Georgia, Times New Roman, serif;">Just a quick note to say that if you're in the New York area and interested in lessons I'm available.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">You can contact me in the comments to this post, or through this link.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<a href="http://www.thumbtack.com/ny/new-york/piano-lessons/piano-music-lessons"><span style="font-family: Georgia, Times New Roman, serif;">Music Composition Instruction</span></a><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">Also, I have plans to write a lengthy post this summer detailing the process I go through writing and practicing my music. Hopefully it will be instructive and give everyone who reads it an insight into my compositional and practice process.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">Finally, I'm happy to say the recording I made with Scott Tinkler, <a href="http://home.earthlink.net/~eskelin/Site/Ellery%20Eskelin.html" target="_blank">Ellery Eskelin</a> and Tom Rainey is on track to get mixed and mastered. I'm extremely happy with how it came out; everyone played great, so I can't wait to get it released so you all can hear it.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">P.S. If you didn't get down to hear Tony Malaby's trio with Nasheet Waits and William Parker last night you really missed out! I credit that trio for my great day of practice and work today...</span>Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com2tag:blogger.com,1999:blog-3827571952667939231.post-21222122843834188462013-08-22T12:18:00.001+10:002017-05-09T23:01:54.137+10:00Music Theory and Practice: An Example<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: Georgia, Times New Roman, serif;">When I tell people I'm enrolled in a music theory PhD, a common assumption is that I'm giving up piano and becoming a writer/theorist/teacher/accountant. Nothing could be further from the truth. Music theory might have the reputation of being a dry, number-crunching, positivist-minded business, but I think one can learn and use music theory through playing music.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">The question that often arise for me when learn about a new theoretical concept is, "could I improvise using that?" or perhaps "could that concept inform my practice in some way?" Coming from a university system that emphasizes practice-led research means that I often think in terms of linking my academic research with my practice.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">As way of example, here's something I was practicing today.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">The book is <i>Elliott Carter Studies</i>, edited by Marguerite Boland and John Link. In Brenda Ravenscroft's essay "Expression and Design in Carter's Songs," she points out an interesting theoretical property of the all-triad-hexachord (ATH). Before I get to that, a little background on the ATH.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">The ATH is a six-note chord that contains all combinations of three notes. It's usually described using set theory, which counts the semi-tones above an indeterminate pitch: 012478. So from a bass-note of C, the notes would be C, C#, D, E, G and Ab. It's inversion, 014678 also contains all combinations of three notes.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">A little background information on three-note chords. Firstly, there aren't that many providing you regard inversions as identical, and don't specify register. For example, 016 (C, Db, Gb) is theoretically identical to 056 (C, F, Gb). The simplest way to check if two chords are the same is to name all of the intervals in the chord and see if they're identical. So the two chords in the last sentence both contain a minor 2nd, a perfect 4th and a tritone. Therefore they are identical.</span><br />
<br />
<span style="font-family: Georgia, Times New Roman, serif;">So, all of the three-note chords are: 012, 013, 014, 015, 016, 024, 025, 026, 027, 036, 037 and 048, and all </span><span style="font-family: Georgia, "Times New Roman", serif;">of those are contained within the ATH, 012478.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">Seeing as I'm into Carter, I often practice incorporating this chord, in various transpositions and inversion into my playing. Sometimes I try and link it back to some sort of tonal reference, but most often I use it as a way to structure my "free" improvisations.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">Ravenscroft states: " . . . in this passage Carter explores the hexachord's 'complement union property,' in which the ATH always results from a combination of a member of the subset set-class (0167) with any (04) set class member, provided there is no pitch-class duplication between the tetrachord and the dyad."</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">This means that a major third (04), combined with any 0167 that doesn't contain any of the pitches in it, will form an ATH. Here it is:</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><img alt="" height="266" src="data:image/png;base64,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" width="400" /></span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">The first two 0167s are the two that don't duplicate pitches from the major third. The last chord, in brackets, is the second chord inverted and placed to show that it's simply a semitone-up transposition of the first chord.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">Ravenscroft's observation provided me with a new way to think about the ATH, and perhaps
improvise with it in a different way; a new way of thinking about
something often results in new musical outcomes.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">I also experimented with making the major third in the lower staff the first and third of a major tonality or third and fifth of a minor tonality and then using the 0167s as structures to improvise around. Sounded pretty interesting! They don't tend to sound very linear; the intervals themselves are the most prominent sound. To me that suggested that they're better used as a basis to play "around" rather than to be used exclusively, at least to my taste.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">Of course, I also wanted to find out all the major thirds that could be combined with a single 0167:</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><img alt="" height="270" src="data:image/png;base64,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" width="320" /></span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">The fact that there is four major thirds that combine with a single 0167, while there's only two 0167s that combine with a single major third is due to the 0167 being a symmetrical structure itself; two of the 0167s that combine with the major thirds are inversions of the others.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">While improvising I also discovered another voicing I liked. Improvising often causes new ideas to bubble up from the depths. This voicing made the ATH sound even more tonal, which might come in handy:</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><img alt="" height="200" src="data:image/png;base64,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" width="191" /> </span><br />
<span style="font-family: Georgia, Times New Roman, serif;">In this case we have a 014678 where 0 is the pitch B, but with a C-minor triad in the bass. The inversion of the ATH looks like this:</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><img alt="" height="182" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAX8AAAFdCAAAAADOSzKGAAAETWlDQ1BJQ0MgUHJvZmlsZQAAOBGFVU1sG1UQHmfXDqrCigO0VSuVJ/5aRWm0CRQSKqCunTppItfND5BSFW3Xz/HWm91ld+02UU+5kBNUAiGuIIR6A4GoWn7U5tJeiqhUBVTIBalIrQAJAao4AOKb9dpZh0PWevb35s3Mm/lmxkvUfdHwPLtLEM07oV+YzM6+PHtMdN+gLtKoh/AYZuBlS6UJxo7rSP7tfO59SymW3NzLvjrPNt2lyzIwoXUFyy0H5jxRSifK9JmeHxJ1H4d86HToMX4b+MHa9GQO+DywFtsC0kMF6UjfMkXBNxZEyXcrlp2MdbNz9rHpM2/XOVZ+dmH1BLWpcfz2IuYzVX90EvhZ4PdNY2QKuA94zQsPshw6XffVazPZprxrsOIfmonlJxar0y8BPwCdZSscmwbuB37XOVk8Eutfrbnj7Gc75L+bQe4Y8GNEypaqHOPaCOD+ssyPACMGpVitj7J/+FGWg8YUyxlfWKzmisC4S7l9yjhcAt4K/KfvTvJdjxCpW6Rd4LvgX+3zwhLLh4BLjl3ku5CLuiyDKMc9wJ+E1enRWP/70J9mW/bzb8U6NAYMHtLCs6Meehp4wq9PcmxPAC8Z/kgBGH7S56Uzw7wxvlE28sztU8B/0YspgyS5dBLfJjn0D/INyKJGhDzycVbB3qYCNBwsn6zU/VSDTFDyvGVnURUnIewcrAYZVIqsml4ElbETNMd+cBMj9nsn2psbdHPQcWgRPkR8/91Yz1W3qbr6JNZ+dUJ9Th1Sh0moL6gH1OfVPKTD6v7IxoftAryu58E33oXXpqfXqJ6M59yO+h7Pe+eNJf9Vy/zmzd86LN123HOIq7lrcwL23CRHyK0W6/8UsyGTfF07++X2RIRiVb14/GbPtbN0JFmLqDrljbVI307fSa/i+1Z6Lekj/UN6DZ9blEW97IjZeWTHHMqI6wJ4MJBxgIjqqCtHv7cjxxXYhdCx6UecuZFVgAr8DctaxFSy5ome6MiXc2cfHRlXnHM7PO/Eh8yrfL14r0hLffrH+i/6B/p3+q/6qv4e0M8d0bT6pNUlUfcpbymfKV8pl5TPlesklCvKinJZuap8pHyB3aeQriiX4IV1Wz3X7LF274CzZheacX8xD9yxQcQcazNvLG1FcApn65lL5Lbxhs5+bt+lHdR2ao9qee1h7XFtQuvV9mkHtG3aINaANqrtxsnOdt/YcTV5tpI9a9FsxGazkhxVFfz6iNLAZz0unlOLZhC3RacjBoKoDg5m4P/TynOFuUi9gt611F3qgDoWz1FW3YdJGu+YqSGetMxIJp/Jksj0ZoYzA5nDjBF9c8pEZjdOh/E90s6IWTGTOh15yYQec9pke31e+F+Je4m9NIBt7GQoz+CdRZRzvQXfmquGYlDXnxFZvCKlGHPM/j5h2LaIjgLhy0D6DVnuJ37/sh3RH0ej92pq63Wz7jeaMkqlvib6DyJqiOoLyhxyAAAOcklEQVR4Ae2di5LlqgqGZ53a7//KfTQJiIpGEw25/FM1E0UE/CTkslb3/P7+4Y8hgf8Z+obrf//A3zYLwB/8bQnYekf+g78tAVvvyH/wtyVg6x35D/62BGy9I//B35aArXfkP/jbErD1jvwHf1sCtt6R/w/h//vZBvpS7635D/pzEqCRv8ePLZiwBW38V/TYgPEb0MZ/vF9YXAk08afEpyPgDSPQxH+YNxhKCbTwD2kfWqkd9I8RaOF/zDJmtRBo4C+TXrZbzENnh8B/O+M87L4nCvhMY1hjP/9X6v5ruv4v9mAY+sXQPv9Fbf2W9Prv2ABgDQRAAARAwITAb6+m+wtu0HG90FkDjhVMFvFgp43X322FuPsZvdV7/EF8NPHY3h5/r51WnNgCemcItPCP7eOMiHmc6/XzP+cPs2MCXfyR+jG8Ab0u/gP8wURMoIE/X36R/jG7Eb0G/iPcwEaBQAf/Lf35dChYhLiHQDt/VJ8erq26zfyBvxVpl14z/y6rUG4l0Mqf0x/lvxVtk14jf8bfZBRKzQTa+AN/M1AoggAIgMBDCDR9/hvWotz9+GuDIg5z0KoQ2Lv+xldecK6gPDS0wz/Gf8gDJtUI1Pkn+JH+NZSHxqr8gf8Q055JNf7A30PymG6FP/AfQ9o1q8wf+LtAHlQu/vzLxfhjd9+50Jf4xzzmPmAlvlwmOclHtqDAP0EyE0biis7j3zd2QOdfYEJsBh7JE+8wCfxJwMKBDm9mSr3+BgazoyVPgfRfaH7hh/00/gRlhS+BjN4O8iSYR5Wfxkf7vY89jX8U3YJmEoeCWbEbBY0owkd3FP7RmgWL4etkRxUnrDPc+z0M5vyjFVfITIzfxuvEBcE0CIAACNyPQPr5r6j+oQo7Yeika/AzyqOptuwHX/n82pi08fR2cv0Nyz7IdIfHT/81rsJtaiDfmlTj0f2Ef1iLXLdsB42RrcoGjHRzP1v6+5+kojg6BGjkVvyR0fthuSyimD8DEZhZtsR07KWYsyEsaotLrkPsdGeaZupRsmL92VaR12tGc36dEq5uVmqc93dDC3H+U4C8bI3KsVOATEfHP65r0etm9spxRLPe1In487pphZlgHUiKBWkfOcprgPMmu3sl64i7282J+FN0lHYF/KQ25ChPgXCZd6YpiCFebmtE5b9FW8Y/8ARYQaeuvgHfcdb464t30kBp6Aa4MHSXt83acYFp/DfrTJvJx7XicBADL+CHY7jLxL37Txenz03KTzqeCD+/oz1h7PFTFf4xY/74dz0daJBPji4Cx2Z1uXiYcrn+DGc13ODDUKvhKvkf6VG+szAT8Ei9gbKj8tnjT5OOYl/mI/MJI44gAAIgcBsC8YPsWqi3Wr90uO67npRTZ30oZi1lXVnxT5SzcbKR6JH4Xcf4/jN+/ejJ8P5EQ7wXB2DEWIk+S0ngN5aFB9w8ZEpy/7OsmBDoy6fR/gX+8bMczyVjwZXUoVFWf18j4b8ukNbtqVA7bgZerUgU+MF4ZE50hPNWPw/TS/mLxbuV+F7y4DQSScGWiKGg8TDIlXBT/mvN5WWrWdtZ/Qs2QvbX6jxHUlnDk4cy/skGONZbOq6HhYdI0P21dymv5g5M2Y/jnho5/2wDQuC/9WpwKZ6XnwAK/20DtIX3Z3/YvEorc3XpDlcCmz+k8d/qcUZljeY7bObT//dP5b/V/PjLstt2XIP/Gi9XAN7xET//BuXto14P3bHgU6GZi5vRrOvsl3XLIyHYB7f0/PcLovse9wDA+ActNLeXSwa5uruZUv77uH3qBTCDvvwgLQbjd8c0Lb4af++08/R3RGszysCTCsSKNWvToFxouFx/8iBOssjrmDTIxCO/UiMaeEtnL/+HrVPlK2uaeN3Muq/HPwwvDIEACIBAL4HkviNMV2uwqNGs6RW5TrvO2uaGuN/kKUE/iD7aKl1/GX/t2XSPmbZdtEF7cz8yXrj/DPjlI5hjIgd2EBUem/lc2Zn+jeEC/7OL17eJX2mcNf+e+Xr9ifEVrxEFDPFsUkLeEwl51PlLjd62Th+XXJ3jWP4qe5f4qlwP6GPSgfwLkFF3ainVxd8RnkUz3rxZXmokbMa6+E8KMWbvnUzc6ElrOGq2h3/Oqe61LYsLVvVnt7rDB47q/OMvO28cPag2pCuHJl2iz8ok8CcBCx8ItjHkhuevjUIH/uI3DrOgiHYgLZ/RaDSb9h6Bnv/i95AI+m35GFDuUyLA0Rxx8vU++e17vJtGKf83IpSNC6iI0rGFxGcG4U9sCT8FjWTCg7uF/HeVflm6XL/Aoi/YKUh9XUlIWbli+e1nQJG/KzbMxzOrMNqQ7mssipHVdaoi2mxGO9rogKc+oVHmvyDfyJxd+dn5TyB5LMYaf2cR4I5hbZ5Vuv42G4DiKQI7+X/Ktj45nFKh7AcZzamNkc4bjvfI/0A7Y5pvTabyZMFc/hWuMbRmxXja83sT688uU/Gg+3yQB1cwKf932afhJhO4+/LyU/j5o5ROXz//onNhvoTLxCNdqRENvKUzvv7oIHVe8hlbvG5mE6/Hr/7+VZ1Vi5TBtSgvOvIa4GbL7ice/gbmfz98vwPyFHj92548LQfyz423SXyRSffu/YVnY3MD/j6Sz/DesPNhJv/PQmW6+41J9//eMfDv459y/+/Qg30De68yof6AfSN7rza+/gB/B/6h+e/Ip/eRPaF8Undg/iPxD2TQQP4HvGMK+NvmAPiDvy0BW+/If/C3JWDrfcLz77Ig3Iy27SvqTxunWVrgP4tsm93B9Qdlpw07ayH/GYVJA/xNsLNT8GcUJg3wN8HOTsGfUZg0wN8EOzsFf0Zh0gB/E+zsFPwZhUkD/E2ws1PwZxQmDfA3wc5OwZ9RmDTA3wQ7OwV/RmHSAH8T7OwU/BmFSQP8TbCzU/BnFCYN8DfBzk7Bn1GYNMDfBDs7BX9GYdIAfxPs7BT8GYVJA/xNsLNT8GcUJg3wN8HOTsGfUZg0wN8EOzsd/P1zttvbiH9w/jtfY78D/5i93zkn+cgW2PPP6S/njvh1iL3n0pP0rfkTfU53EviTgIVPItoXq/H1l2gH0vJXN9Fo35IepW3LnwAH/A6e6ND4o5B2BWvKv4D3SxtgyZ/xC+Bp8rBOOvCS/vXXX4WoImK8YqyyTaz+tIZl/j+N1Yx4wX8G1Xab4N/Oaobm9fU/VPFQ2oOM1lgbI503HO+R/4F2xjTfmkzlyYJ78P/u7w215P/y1G46LS35ywCTCsTdt++RKX8Jl4nLXZHvgiL5azrX3/9IdPI/fxGvm3kv5AbJee9p2/J3LzuZ9fqpl+i+P/ldGlnzd5AlctF+f+77s9ic//q+X3Bfass34N+Dvwf+Gd5Ldol/TO9/RBxfbYK/7c6DP/jbErD1fsX9j7u5+ez1dW93UX/2CGEcBEAABN5J4Hf6yuhfHdSN1K+/6asH5lw3ymrPblxx/1MjRPQZNgnw/ecatlFjRJvxR/91LY2O8nZDO8X8X9ceuEyJnQBHbsRHAuer45SwBxpV+ROW5SORvep+IpjgJzLypQ1Qnr9+KZZMENE63mE/UfrH9lgnFr+ml/OnFf+Jn0SZtQMFjJX9KMx4rDirPyv+lYD7l3bDrBKbOb5mS9P8X3iLzOdUpI1wYf3cn6HRZdbY61A3dzSW8F/xy0AZBUNaGtyTumh3E4j55/jzu59LyPOudy/oYRNi/j744tIngq+YLobzMNCFcCP+OgYmoA8XDPeJJ5ruC+Rq7ez+Z3v4YehZQOLpKBvrE4yz1Of3TtpR/vvAtkyUCZnsxdJNZKeXJP2FKCrV8LTHexjI+FNYCZBFvMnck9kY/NKK5u/9+K/8/qEnLIkv3YD9m99/pnTHEQRAAASuJhC/3grVOCrVLE7K9xKsUtaTRfB0lks7+eimJpV45tsa2f3/rAUuNHPWJGHYJPB3wiycFZS93eL95+C1r+Yyo0Q7DMhbWxq1xzQtgpi/wFDxeOD9czC82CWwdIyGRYfGK8E8fCjmz2e8YJAtcIEyhEzBiHBe0Mhieqwgrf9i7YU1jUPClipO4/uDQkgPFif5r66EOamjE4SV/ZjgzdRkC38O8DCXdGLaZw954/LNz0OYKenivwTSwS4LvAAzE5/xkTm9taCBf0pngXOIEFk6NPnWGA8Hl15/a4YIGx1ruifHPvPRzH7+U9KeJOqmk6V8/2hE8ZErK0rPFe3z57WNIqHZqWwA+39lY5f/ODKbpYA/tF6JtmlRu/zZyllaGX627BvJNnP3rNfIyQ07e/wZxNnYNfwSru5IapyN4Jbzm+9/TpLQ8PvPGAJ28bqZhSed3pI4ggIBEACBexCovt9tqsNeqV6nFzN1lXvAMIiidv/D+AfEBfw6xAr/gP88vPMW9PAfLy3ffw7ED/rFPCnmP/AXmY0cKOU/40fujsSd2SrkP/BnpOYIdP7AP4d2blWrP6Cfc5olyfkz/Z2nqlkRfctuyh/0r93/iH+Aj9y/aBsi/uwTN52MYnIj4r9+6wPwJzOX5iP+qDoSzSVt/f7/Etdw4giAP9IABEAABL5JoPr5bxMS/9CGW9YmVIoSrr8KlAtF4H8hbMUV+CtQLhSB/4WwFVfgr0C5UAT+F8JWXIG/AuVCEfhfCFtxBf4KlAtF4H8hbMUV+CtQLhSB/4WwFVfgr0C5UAT+F8JWXIG/AuVCEfhfCBuuQAAEQOBGBM5//nujxTwwFFx/bTcN/MHfloCtd+Q/+NsSsPWO/Ad/WwK23pH/4G9LwNY78h/8bQnYekf+g78tAVvvyH/wtyVg6x35D/62BGy9I//B35aArXfkP/jbErD1jvwHf1sCtt6R/+BvS8DWO/If/G0J2HpH/oO/LQFb78h/8LclYOsd+Q/+tgRsvSP/wd+WgK135D/42xKw9Y78B39bArbekf/gb0vA1jvyH/xtCdh6R/7b8v8/C4K7GPReqj0AAAAASUVORK5CYII=" width="200" /></span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">A few month ago I read Dmitri Tymoczko's <i>A Geometry of Music </i>(2010). A point that fascinated me was that three-note chords voice-lead most efficiently to major-third transpositions of themselves: a C-major triad leads well to major triads E and Ab, for example. It's an interesting read with some points that make me want to improvise and compose with some of the ideas.</span><br />
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<a href="http://www.blogger.com/blogger.g?blogID=3827571952667939231" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=3827571952667939231" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=3827571952667939231" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: Georgia, Times New Roman, serif;">Taking this on, then, I came up with this:<img alt="" height="136" src="data:image/png;base64,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" width="640" /></span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">In the bass clef are minor triads a major third apart with efficient voice-leading. The top stave contains the notes that forms an ATH with each of the triads. Interesting that each of the three-note chords voice-lead <i>pretty</i> well to one another, not as well as the triads, but well enough to sound connected I think (not counting the transition across the bar-line). Here is the same exercise using major triads:</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><img alt="" height="136" 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" 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<span style="font-family: Georgia, Times New Roman, serif;">So now the task is to get familiar with all these in all keys. I'll probably do this by combining methodical practice (simply playing each voicing in all keys with the metronome) with more improvisation-based practice, where I use each chord as a point-of departure for improvising and try to sometimes return, other times progress through, each voicing in all keys.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Needless to say I have a lot to work on, but I'm excited to work hard on continuing to develop my language for improvisation. If I remember I'll make a recording of my practice and post it on here.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">If you have any questions that can't be answered by a quick google search post them in the comments and I'll do my best to answer.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">P.S. I also just noticed that the four groups of major thirds in the second example can form two major 7th chords a tritone apart. Tymoczko's book also talks about how three-note chords voice-lead well to similar chords a major third apart (as stated above), but also that four note chords voice-lead well to the same chords transposed <i>minor</i> thirds away. Tritone = two minor thirds!</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">P.P.S. This post brings the views of my blog to over 30,000, so thank you!</span><br />
<br />Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com5tag:blogger.com,1999:blog-3827571952667939231.post-75888579860191675172013-08-20T13:03:00.003+10:002017-05-09T23:02:50.886+10:00Update . . .<span style="font-family: Georgia, Times New Roman, serif;">This Friday you can here my rave with ABC's Gerry Koster while we go through six of my favourite recordings:</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Check it out <a href="http://abcjazz.net.au/programs/talking-jazz/my-favourite-things-marc-hannaford" target="_blank">here</a></span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Also, I live in New York City now. I'll be beginning a PhD at Columbia University in Music Theory in about a fortnight. More thoughts soon. </span><br />
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<span style="font-family: Georgia, "Times New Roman", serif;">Right before I left I was awarded the Music Council of Australia's Freedman Fellowship. I'll be using the money to perform and record with Scott Tinkler, Tom Rainey and Ellery Eskelin. Ellery's blog is really worth </span><a href="http://elleryeskelin.blogspot.com/" style="font-family: Georgia, "Times New Roman", serif;" target="_blank">checking out</a><span style="font-family: Georgia, "Times New Roman", serif;">.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Currently listening to Steve Lacy's "Rushes" w/ Irene Aebi and Frederic Rzewski. Rzewski is something of a revelation for me; a fascinating improviser. I listen more before I say anything. I found out about this record from <a href="http://dothemath.typepad.com/dtm/doubt-has-a-melody-of-its-own.html" target="_blank">this post</a> on Ethan Iverson's <a href="http://dothemath.typepad.com/" target="_blank">blog</a>, "Do The Math."</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">After being <a href="http://dothemath.typepad.com/dtm/interview-with-wynton-marsalis-part-1.html" target="_blank">singled out</a> in Ethan's blog as "an interesting pianist" (I'm not sure if that's a complement or not) who didn't know Carolina Shout (who doesn't have holes in their listening?!), I'm interested to see if I can catch one of his masterclasses. Since the 2008 Banff workshop I've learnt some James P., and even more Jelly Roll, and been working on my two-handed piano playing . . . I hope I can play for him sometime.</span><br />
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<a data-hasqtip="true" data-tooltip="{"id":"MN0000683647","thumbnail":true}" href="http://www.allmusic.com/artist/frederic-rzewski-mn0000683647"><br /></a>Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-59421301651821286662013-05-29T22:21:00.003+10:002017-05-09T23:05:35.429+10:00Convention, Expression, and Charles Rosen<span style="font-family: Georgia, Times New Roman, serif;">Charles Rosen, in a chapter from his book <i>Freedom and the Arts</i> titled "Tradition Without Convention," recounts a time in his practice room when, while working on a passage from one of Mozart's piano concertos, he accidentally strayed into a different work by the same composer.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">This leads Rosen into a discussion of these kinds of virtuosic but often formulaic passages in much late 18th century music. The value of these passages is in the structural role they play in the work; joining contrasting sections in a relatively seamless way. Hence Rosen's opinion that most modern scholars under-represent the importance of these passages; they play a vital, structural role.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">As forms become longer in duration, these "filler" passages did much to extend works' length. More importantly, Rosen states, extended "filler" passages gave more power to the half and full cadences in the work, allowing the composer to raise "the long-range power of the harmony to a higher level." Conventional passages made these larger forms more intelligible. "They made it possible for the audience to admire the performers without having to strain to admire the composition."</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">The aesthetics of the late 18th-century came to regard the conventional as undesirable, an attitude that continues into our day. In 18th-century aesthetics, "the conventional is both commonplace and arbitrary. A convention is accepted by everyone precisely because it is arbitrary, because it is imposed. There can be no disagreement because there is no argument. For the eighteenth-century critic, the signs of painting are "natural": that is, the painted image of a tree signifies a tree because it looks like a tree."</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Convention remains as long as we never question it. As soon as it is, it is transformed into something else. Something expressive. The demand for originality began to challenge those conventional passages in Mozart and Haydn. Once they had been called into question, it is only a matter of time before they were reinvented or dispensed with.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Beethoven contains passages that, at first glance, seem the same as those classically conventional ones of Mozart et al. The opening of Beethoven's piano sonata in Ab (opus 110), shown in Figure 1, might at first appear to do something similar to what every Mozart piano sonata does: simply and straightforwardly establish the tonic key. While it surely does this, we only need to glance at the beginning to the next piano sonata (see Figure 2) to realize that this tonicization at the outset is only optional. Beethoven's opening to opus 110 transforms conventional material into much more than that; it becomes profound and expressive.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Figure 1: Opening to Piano Sonata #31 Op. 110</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><img alt="" height="101" 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" width="400" /></span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">Figure 2: Opening to Piano Sonata #32 Op. 111</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><img alt="" height="105" src="data:image/png;base64,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" width="400" /> </span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">When contemporary improvisation musicians create their sound world, everything is available. The "junkyard of history" (see <a href="http://dualismaside.blogspot.com.au/2011/10/book-review-philosophy-of-improvisation.html" target="_blank">this blog post</a>) Creating a syntax and shared aesthetic is a large part of making improvised music with people. It's not the whole thing, but establishing this allows us greater flexibility to challenge and push ourselves and the people we play with.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Conventional concepts such as rhythm, harmony and melody, are often jettisoned in favour of concepts that arose of the want to rebel against them. In my opinion, improvising musicians are at their most expressive when all of these things are available. Dogmatically regarding harmony or rhythm as "done with" is as useless as ignoring the expressive possibilities of noise and gesture. As Rosen points out those conventional passages of Mozart were reinvented at a time when Roman opera composer Rinaldo di Capua asserted that all beautiful melodies and modulations had been discovered. The attempt of many composers in the twentieth century of rid music of any and every convention led to music completely disassociated from the public; it now took the form of elitist and/or cult-like gatherings, so much for the worse of music, in my opinion. </span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Harmony, rhythm, sounds, noise, instrumental virtuosity in both a traditional and non-traditional sense, they can co-exist. Perhaps if we dedicate ourselves enough to exploring these avenues, we will have a music more expressive than before.</span><br />
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<br />Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com1tag:blogger.com,1999:blog-3827571952667939231.post-60121144758735597972013-05-03T20:00:00.000+10:002013-05-03T20:00:30.452+10:00Things of Inspiration, Pt. 3Donna Coleman - Piano Sonata No. 2 (Charles Ives)<br />
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Donna was my regular teacher during the period 2009-2012. She helped me reinvent my piano technique after I developed intersection syndrome (a kind of RSI) in both my arms. Learning from her has deepened my understanding and love for the piano and music in general. This recording of Ives' most well-known piano work is made all the more significant for me knowing how deep Donna researches and considers everything.<br />
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Brian Eno and David Byrne - My Life in the Bush of Ghosts<br />
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I've only just started listening to this, but I'm enjoying the playful strangness on this album. It keeps it from becoming over self-concious. Talking Heads was a band I was into in highschool; I remember being struck by how strange they all looked and sounded . . .<br />
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Dr. John - Locked Down<br />
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I love Dr. John's album <i>Gumbo</i>, everytime I hear it it makes me feel good . . . <i>Locked Down</i> might not be so straight-down-the-line funky, but I think the rhythm-section playing and overall production is fantastic.<br />
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Magnet - Steve Magnusson<br />
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To me this sounds like an album that has been laboured over, in the best possible way. The attention to detail, in the playing and production, makes this album an instant favourite of mine.Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-48098450165318972292013-04-25T21:06:00.001+10:002013-04-25T21:08:28.325+10:00Things of Inspration, Pt. 2Recently at one of tutorials I run at Monash Unversity, a student asked me about my music collection. I don't think very much of it, as it's grown as I've come across more and more music, but nevertheless the student asked if I could start a list of my listening so that he might be able to track down new things to check out.<br />
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A new one in this series of posts will hopefully be up every week or two.<br />
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Recent listening:<br />
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James Blake - <i>Overgrown</i><br />
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I enjoy Blake's first record a lot. I like it's "roughness." At first listen the new album seems a little too polished for my taste, but it's growing on me.<br />
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Craig Taborn - <i>Chants</i><br />
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Taborn is one of my favourite improvising pianists, and I'm loving this album. I've heard some of the music before on bootlegs from Europe and NY, but it's great to here that repertiore brought together under one album.<br />
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Daniel Barenboim - <i>Piano Sonatas No. 31 and 32</i> (L.V. Beethoven)<br />
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Although I find Barenboim's renditions a little boisterous, I'm currently in a period of learning more and more about composers I'd only previously taken a token interest in. I was inspired to check out these piano sonatas after reading some of Richard Taruskin's <i>The Oxford History of Western Music in Five Volumes</i> (see my series of posts with an identical label).<br />
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Claudio Arrau - <i>Piano Sonata No. 21 </i>(F. Schubert)<br />
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See blurb above, although I love Arrau's playing.<br />
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Bjork - <i>Biophillia</i><br />
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Not a new album, but I still love the unexpected turns this album contains, the holistic approach Bjork has to music making, and the production.<i> </i><br />
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Lee Konitz/Lennie Tristano - <i>The Complete Atlantic Recordings</i>, <i>Subconcious-Lee</i> and <i>Palo Alto</i><br />
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I'm on another binge of learning Tristano/Konitz<i>. </i>So far it's been <i>Subconcious-Lee</i>, <i>Background Music</i>, <i>April</i>, <i>317 East 32nd</i>, <i>Wow</i> and <i>Hibeck. </i>Simply amazing music, to my ears.<br />
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J-Dilla - <i>The Lost Scrolls</i><br />
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Not too much to say about this . . . gets me everytime.<i> </i><br />
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More soon . . .Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com1tag:blogger.com,1999:blog-3827571952667939231.post-81822133299027752662013-04-23T18:37:00.000+10:002013-04-23T18:37:22.250+10:00Rehearsing a band . . .<div class="separator" style="clear: both; text-align: center;">
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<a href="http://samuelhallkvist.com/" target="_blank">Samuel Hällkvist</a> and I met at the 2011 <a href="http://www.rhythmicassociation.org/" target="_blank">International Rhythm Studies</a> annual conference In Sweden. Needless to say, a conference with a focus on rhythm makes for many inspiring talks on various aspects of making rhythm a central focus of composition and improvisation (see also Ronan Guilfoyle's first part of an interview with Steve Coleman <a href="http://ronanguil.blogspot.com.au/2013/03/steve-coleman-on-rhythm-part-1.html" target="_blank">here</a>).<br />
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The talk I gave outlined various processed by which I had incorporated quintuplets and septuplets into my improvisation language. I presented an analysis of my tune <i>Something We Know</i>.<br />
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Here's the chart:<br />
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" 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" 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Have a listen if you'd like<br />
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Marc Hannaford - piano<br />
Sam Pankhurst - bass<br />
James McLean - drums <br />
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<iframe allowtransparency="true" frameborder="0" height="100" src="http://bandcamp.com/EmbeddedPlayer/v=2/track=264736820/size=venti/bgcol=FFFFFF/linkcol=4285BB/" style="display: block; height: 100px; position: relative; width: 400px;" width="400"><a href="http://marchannaford.bandcamp.com/track/something-we-know">Something We Know by Marc Hannaford</a></iframe><br /><br />
<br />
Samuel recently asked me to write about how my trio worked on playing this music. In our performance we move between making 5:2, eight-note triplets, 7:2 and sixteenth-notes (what I'm going to call 5's, 6's, 7's and 8's from hereon out) the primary rhythmic subdivision, and there are plenty of times where these co-exist. Here I plan to share some of the things we did on order to feel comfortable playing this music.<br />
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Let me start out by saying that my primary aim working on this music was not to have it so we all would play the same thing all the time. I enjoy the sound of band members each working on their own ideas simultaneously. Rhythmic exercises were used to create a common understanding of rhythm so that we could aurally recognise each other's phrasing in 5's, 6's, 7's and 8's. My thinking was that if we can each recognise each others phrasing in each subdivision, then we're each free to <i>not</i> play that subdivision while maintaining our place in the form.<br />
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The points I'm about the present were not necessarily done in strict order; I didn't demand that we know 1 before moving on 2. We worked on most of them all the time.<br />
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So, some the ideas we worked on were:<br />
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1. Everyone learnt the rhythm of the melody, both "as a melody" and "as a system."<br />
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The "system" that provides the rhythm of the melody is based on <a href="http://www.jonathandimond.com/downloadables/Magic%20Squares.pdf" target="_blank">magic squares</a>.<br />
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The magic square for <i>Something We Know</i> reads:<br />
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13 17 21 (total of 51)<br />
17 28 39 (total of 84)<br />
21 39 57 (total of 117)<br />
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The total of this square is 9 x 28 = 252<br />
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Placing a "gap" of 9 between each line brings the total up to 270, which is divisible by 5.<br />
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Breaking up each of the numbers in the magic square into patterns (influenced by listening and transcribing some Karakudi R Mani) yields:<br />
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3 3 7 5 5 7 7 7 7 <br />
<br />gap of 9<br />
<br />5 5 7 7 7 7 7 9 9 7 7 7<br />
<br />gap of 9<br />
<br />7 7 7 (3 3 7) x 3 (6 6 7) x 3<br />
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If you go through the chart and put accents correlating with these numbers you'll see that each accent lines up with beginning and ends of phrases in the melody.<br />
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So, as a trio, we learnt this pattern, first in isolation, and then using the subdivision of 5:2, as in the chart.<br />
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2. I did this mainly with the drummer, James McLean, but it was also a useful drill to work through as a band: we picked a relatively simple rhythm that outlines 5 - if crotchets (quarter notes) are a represented by "2" and quavers (eights) by "1," then some patterns we used were 221, 212, 122, 2111, 1112 - played them through the form. At first we would play one rhythm for a whole form before moving onto the next, but as we got more familiar with them we would aim to change every four bars or something similar.<br />
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3. We practiced playing 5:2, 5:3 and 5:4 over the form, all together in rhythmic unison. The idea was to keep our place in the form and change harmony as the piece suggested, but move between these three speeds. We organised this in a similar way to point 2, first a whole form, or perhaps multiple form, and then changing some smaller number of bars. We practicing moving between 5:2 to 5:3 to 5:4 to 5:3 (and repeating that cycle), as well as moving between 5:2 to 5:3 to 5:4 (and repeating that cycle).<br />
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4. We then ran over points two and three again, but with one or two members of the trio either playing 4 the bar (as in walking, "jazz" time) or a different rhythm based on the quintuplet subdivision, and the other member of the trio improvising. We would nominate any of the polyrhythms or "5-patterns" outlined in points 2 and 3 as the rhythmic ostinato for the "accompanist(s)." Again, we'd do it over the form, and change it each musician's role at regular intervals.<br />
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5. At this point we came to notice our tendency to race or drag, mostly drag. Quintuplets in general seem to drag, as players fall back on a speed closer to 4. It's hard to have a specific exercise for this, but I suppose that I can say that I was quite militant in stopping the band whenever I felt we dragged. Not in a nasty way, but I would try and articulate what I think happened in the band that resulted in the drag. Luckily, James, Sam and I are all selfless enough to not get offended during these types of conversations, and we're all good at expressing ourselves without sounding accusative. <br />
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6. Go through steps 2-5 again, but using rhythms based in subdivisions of 6, 7, and 8.<br />
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7. Practice combining all rhythms from steps 2-6, through improvisation. In this part, we would often have one person improvise, while the other two members would move between 4, 5, 6, 7 and 8, in various combinations. The distribution of the improviser/time keepers was cycled through the band.<br />
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8. The entire time our idea was that, whenever a rhythm came up in improvisation that caused us to lose our place, we would stop and analyse what rhythms were going in that band at the time, and then form some sort of exercise around that. At this stage our philosophy of rehearsal was very much about getting to ideas through improvisation. That way, things stay fresh and in context; we develop our language for improvisation <i>through</i> improvisation, and would only revert to exercises when we came up against something that was completely alien to us. It also keeps the sound of the group flexible, and avoids it sounding too "fusion-y."<br />
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9. We practiced improvising together while referencing the rhythm of the melody. The idea here was that each member of the band could make this reference and everyone could recognise it. This also worked as a way to bring the band back together if we were falling apart (when that was <i>not</i> what we wanted) or to begin the tune (I prefer to not count tunes off, but rather have one member simply begin playing and the others catch on).<br />
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10. We noticed that the bass figures in bars 6 and 15-16 often caused the band to drag, so we practiced having one member keep a solid 4 going while the others played the rhythm of these figures. Each member took turns playing the figure and improvising.<br />
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11. We rehearsed often, and played it in gigs a lot. Thinking back, I know James and I had been playing it from about 2008, Sam joined us around the end of 2009, and we recorded at the end of 2010. I know I worked on these rhythmic drills over piece every day for quite a while, and made a point of committing everything to memory.<br />
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I can't think of anything much more right now, but perhaps if I do I'll come back and add more. I hope some of this stuff is helpful. One of the main things I feel I need to convey is how much work this is. I spent a good 2 years working on this tune, but have been working on playing the rhythms contained in this article <i>continuously</i> since 2006. In my experience students often practice some of this stuff for a few weeks, or perhaps a month, and then ask why they can't get it into their playing. Maybe I'm just not so bright, but I remember it was about 10 months of playing 5:2 before I could put it into my solo, and much longer before I felt like it just "came out."<br />
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More recently I have started exploring 9's. I started at the beginning of 2012, and am just now (April, 2013) to feel like they're coming into my playing in a way that I like. Just some perspective I suppose . . .<br />
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Good luck, and I'd be happy to address any questions in the comments.<br />
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This track is from my album <i>Sarcophile. </i>We put a lot of work into this album, and would appreciate your support in buying it.<i> </i><br />
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You can check it and my other releases out at <a href="http://marchannaford.com/buy">marchannaford.com/buy</a><br />
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<br />Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-10019507038097695312013-03-28T22:49:00.000+11:002013-03-28T22:49:06.700+11:00The AuthorMore from Foucault:<br />
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"We are accustomed to saying that the author is a genial creator of a work in which he deposits, with infinite wealth and generosity, an inexhaustible world of significations. We are used to thinking that the author is so different from all other men, and so transcendent with regard to all languages that, as soon as he speaks, meaning begins to proliferate, to proliferate indefenitely.<br />The truth is quite to contrary: the author is not an indefenite source of significations which fill a work; the author does not precede the works; he is a certain fundamental principle by which, in our culture, one limits, excludes, and chooses; in shor, by which one impedes the free circulation, the free manipulation, the free composition, decomposition, and recomposition of fiction. In fact, if we are accustomed to presenting the author as a genius, as a perpetual surging of invention, it is because, in reality, we make him function in exactly the opposite fashion."<br />
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I was pretty surprised, but keenly interested, to hear Foucault start banging on about the concept of a work in a way that resembles Lydia Goehr's.<br />
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What this passage suggests to me is two-fold:<br />
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The author is a dynamic being; they are not a fixed entity, even after they're dead. They form ever-changing relationships with other works and their authors, their own past and living conditions, etcetera. Hence at no point can we say we have a fixed conceot of any particular author, let alone a trustworthy sense of origin. This is true even if the author tells us explicity about the origin of the work, as the moment they are telling us is of course different to the moment is was concieved and the many moments it was produced.<br />
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What, then, does this leave us with?<br />
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"Although, since the eighteenth century, the author has played a role of the regulator of the fictive, a role quie characteristic of our era of industrial and bourgeois society, of individualism and private property, still, given the historical modifications that are taking place, it does not seem necessary that author function remain constant in form, complexity, and even in existence."<br />
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If we approach the concept of authorship as a dynamic one, we become less concerned with originality and truth, and create a larger space in which others can create and develop their own work.<br />
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"All discources would then develop in the anoonyminity of a murmer. We would no longer hear the questions tha have been rehashed for so long: Who really spoke? Is it really he and not someone else? With what authenticity or originality? And what part of his deepest self did he express his discourse. Instead, there would be other questions, like these: What are the modes of existence of the discourse? Where ha it been used, how can it circulate, and who can appropriate it for himself? What are the places in it where there is room for possible subjects? Who can assume these various functions?"<br />
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Sounds healthy!Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-2910353186377723552013-03-22T21:55:00.001+11:002013-04-25T20:47:47.268+10:00Truth, essence and history"What is found at the historical beginning of things is not the inviolable identity of their origin; it is the disension of other things. It is disparity."<br />
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"The very question of truth, the right it appropriates to refute error and oppose itself to appearance, the manner in which it developed (initally made available to the wise, then withdrawn by men of piety to an unattainable world where it was given the double role of consolation and imperetive, finally rejected as a useless notion, superfluous and contradicted on all side)-does this not form a history, the history of an error we call truth?"*<br />
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Michel Foucoult<br />
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I love these quotes so much. Both seem to strike at the heart of that idea that somewhere, sometime long ago, there was pure essence of something. It happens in music history all the time (Bach counterpoint is the truest counterpoint). It happens in Jazz all the time (Louis Armstrong is the purest form of jazz). At the beginnings of things there is not unity, no essence, only chaos and disparity. The truth of that time is just that, of that time.<br />
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My first few posts in the Oxford History of Western Music series, might be construed that way (mistakenly, as I wasn't regarding origins as evidence of pure concepts, but was more fascinated in how the use of concetps, as well as how we regard them, changes over time).<br />
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Dogmatic subservience to the concept of an essence that is always lost in the past only helps people hold sway over others. It's often used as a method for building an establishment with a set of rules that can't be challenged without the highest powers saying so. That, my friends, is not my idea of music-making as a force that brings people together. That sounds like ostracisation.<br />
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P.S. It's nice to be back and writing again . . . .<br />
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*Rabinow, P., Ed. (2010). Michel Foucault: The Foucault Reader, Vintage Books.<br />
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<br />Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-92011010858647756272012-11-28T09:28:00.001+11:002013-04-25T20:48:15.867+10:00The Oxford History of Western Music, Pt. 13Although the circle of fifths and its modulatory properties had been theorised in the sixteenth century, it was Arcangelo Corelli who imported the theory into the practical domain. Instead of using continual "perfect" fifths, a single diminished fifth kept the cycle within the diatonic realm, and thus allowed each scale degree to potentially act as a harmonic root (as opposed to being defined by its melodic resolution tendencies). <br />
The result was that Corelli, who only wrote instrumental music, could give the sort of formal structure to instrumental music that vocal music derived from text. Thus Italian instrumental music in the 1680s exhibited a fully elaborated tonal system; pieces began and ended in the tonic key, travelled to the dominant (V), and possibly visited other keys close by on the circle of fifths. What was unique about this use of the circle of fifths was that it played a global, structural role. <br />
The extravagance of fifth-related harmony was often counterbalanced by descending melodic sequences, which created smooth voice leading through the sevenths of thirds of the harmony. In contrast, ascending sequences allowed composers to modulate to relatively distant key areas via what we now call "secondary dominants," setting up the inevitable "unravelling" of harmonic tension via the circle of fifths. <br />
For composers, they now had a way to create tension and release over a large structure without relying on text. Listeners came to listen to these pieces differently; the momentum created by these harmonic structures required closer attention. Their attention was rewarded in experiencing the waves of tension and release, or implication and realization, crafted by composers. Hence an important step had been taken towards instrumental music's autonomy. Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-18463337850091869432012-11-27T15:08:00.001+11:002012-11-27T15:08:59.745+11:00The Oxford History of Western Music, Pt. 12Pg. 173, vol. 2:<br />
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Speaking of Opera Seria. <br />
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"The highest arbiter of taste and practice was the ruler or patron; next in order of clout came the audience; next the singer; next the librettist. The composer was there to serve them all."<br />
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It's interesting to me that we know think of the arbiters of taste in almost the opposite order. Such ideas are the effects post-enlightenment education. Perhaps the most pertinent idea here then, is that much of the music we consider Art, and many of the techniques used in most of music we listen to, comes from a time when the composer was very far down the ladder of power. <br />
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The reception of Opera itself in the early 1700s is testament the place music occupied in society. The only times audience members were really required to pay attention was when the king or patron, who the opera also presented as a symbol of all that is good in the world, was in attendance. Otherwise, people were free to talk, wander in and out, play cards, and relieve themselves in chamber pots. Most audience members also new all of the operas extremely well, meaning they could pop in or out whenever they pleased depending on when their favorite arias or singers were on. <br />
Singers themselves thus needed to draw the audience in with virtuosity, improvisation and diva-like behavior. Caffarelli, a virtuoso castrati of the day, was arrested for refusing to sing, mocking other performers, and practically molesting a female singer on stage, only later to be reinstated by the opera company because he was the public's darling. <br />
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So, singers behaved, musically and personally, much more like pop singers do today, and the reception of music was more akin to the way we watch television than the way we sit in an opera house. Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-17899720739320449142012-11-23T08:51:00.000+11:002012-11-23T08:51:36.941+11:00Elliott Carter, improvisation and metric modulation<iframe allowfullscreen="allowfullscreen" frameborder="0" height="315" src="http://www.youtube.com/embed/tAzVIseDRfk" width="420"></iframe><br />Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-81188316647153085492012-11-19T10:04:00.000+11:002012-11-19T10:04:09.003+11:00The Oxford History of Western Music, Pt. 11The first appearance of pieces exhibiting the title "concerti" are by <a href="http://en.wikipedia.org/wiki/Andrea_Gabrieli" target="_blank">Andrea Gabrielli</a> from 1585, and might be described as Masses for voices that are organised into antiphonally organised groups such that their contrasting timbres and musical characters form the main thrust of the work.<br />
That only some of the voices are marked "a cappella" suggests that the other "choirs" are actually played by instrumental ensembles. Thus the earliest use of "concerto" suggests, simply, voices and instruments.<br />
Ten years later the Bolognese organist <a href="http://en.wikipedia.org/wiki/Adriano_Banchieri" target="_blank">Adriano Banchieri</a>'s piece <i>Concerti ecclesiastici a otto voci</i> was published including a seperate part for the organist that contained a harmonic "reduction" of the many vocal and instrumental parts. Accompanied songs soon after were published with an even more streamlined organ part, called the <a href="http://en.wikipedia.org/wiki/Basso_continuo#Basso_continuo" target="_blank"><i>basso continuo</i></a>.<br />
The basso continuo was not "invented" at this time. Simply, publishers were now documented a practice that organised had long used in their "oral" tradition.<br />
Interestingly, this new development gave rise to backlash among some organists who saw the published, "fully-realised" basso continuo part as an easy way for the lazy to play something that previously only the studied could.Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com1tag:blogger.com,1999:blog-3827571952667939231.post-26510198398258969452012-11-10T10:39:00.000+11:002012-11-10T10:41:38.087+11:00The Oxford Histroy of Western Music, Pt. 10The Madrigal (music set to secular poetry) became the hotbed for music experimentation in the sixteenth century. With <i>Ars Perfecta</i> composers such as <a href="http://en.wikipedia.org/wiki/Josquin" target="_blank">Josquin</a> streamlining composition to as perfectly express holy texts as clearly as possible (although not without incredible craftsmanship and feats of "composition"), composers used secular texts to create links between the expression in text and music.<br />
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Hence the representation of text became the challenge for many composers, and resulted in many different forms of radical experimentation in terms of texture, melody and harmony.<a href="http://en.wikipedia.org/wiki/Luca_Marenzio" target="_blank"> Luca Marenzio</a>'s <i>Solo e penso.</i> Is the first example of the entire chromatic scale in a piece of music; it begins on F-above-middle-C and proceeds, by semitone, to cover the range of a major 9th, before descending again. Some semitone steps were diatonic, that is, between the 3rd and 4th or 7th and 8th degree of an ionian scale, or were chromatic, that, spelt using a different accidental on the same letter name. The text (Alone and thoughtful I pace the most deserted fields/with slow and heavy steps) is expressed through this mono-rhythmic and mono-intervallic soprano melody. The resulting harmony, if we were to use a system of harmonic analysis based on the 18th and 19th century, is unconventional. The fact of the matter is, however, that this harmony arises out of Marenzio's want to give life to text, rather than experiment with harmony for its own sake.<br />
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The use of the complete chromatic scale also suggested a refinement of the tuning system to equally space the 12 semitones through the octave while maintaining the 2:1 ratio of frequencies between octaves.Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com2tag:blogger.com,1999:blog-3827571952667939231.post-52025583374433336672012-10-29T20:56:00.000+11:002012-10-29T20:56:04.588+11:00The Oxford History of Western Music, Pt. 9Although written traces of instrumental dance music date back to the thirteenth century, the earliest <i>extensive</i> collections of instrumental dance music come in the form of the fifteenth century collections of <i>bassadanza</i> (in Italian) or <i>basse danse</i> (in French), meaning "low dance." That term referred to the height of the dancer's feet off of the floor. "Low dances" were generally the stuff of the upper classes and nobility.<br />
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These collections of <i>bassdanza</i> resemble the notation of Gregorian chant, rectangular figures on a staff, but with one difference: large strings of letters now adorned the pages. <br />
<br />What these manuscripts actually document were improvised accompaniments to dances over a given bass lines (or "tenor," as they were known at that time). The ensemble, know as<i> alta capella</i>, musicians formed something akin a guild, transferring their craft to one another via aural, rather than notated forms, hence this music's delayed entry into the literate tradition.<br />
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In the final section of the <i>bassadanza</i> book composer Diego Ortiz writes: "I thought I'd include the following <a href="http://en.wikipedia.org/wiki/Ricercar" target="_blank">recercadas</a> on these bass lines that are usually called tenors in Italy, but that are mainly played as written here, in four parts, with the recercada over them." What follows is an improvisation not accompanied as it would normally be: by a cantus firmus in long note values, but a series of harmonic cells that can each be repeated in order to prolong the improvisation, if needed.<br />
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Thus, the tenor has now become what we might call a "<a href="http://en.wikipedia.org/wiki/Ground_bass#Ground_bass" target="_blank">ground bass</a>," and forms the first harmonic-driven structure in Western art music. They create harmonic structures that are not born from voice leading but exists purely as vertical structures, and "accompany" an improvisation.Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-67685700900464317582012-10-11T21:20:00.001+11:002012-10-11T21:26:02.778+11:00The Oxford History of Western Music, Pt. 8Continental musicians adopted the cyclic <a href="http://en.wikipedia.org/wiki/Mass_%28music%29" target="_blank">Mass</a> from the English as the standard "high" genre in the mid-the-early 1400's. As such, the Mass became the form composers were most drawn to to demonstrate their compositional prowess, something that had been happening since the Notre Dame school and can be found in the development of the isorhythmic motet, for example.<br />
Each movement of a mass utilises the same "Cantus Firmus," and, seeing each movement's texts were drawn from disparate parts of the larger service, exemplifies the role literacy played in developing new forms in music; the mass' movements were combined only because of the common melody, not because of any over-arching textual narrative.<br />
Around 1440, an anonymous English composer (possibly <a href="http://en.wikipedia.org/wiki/John_Dunstable" target="_blank">John Dunstable</a>) created <i>Missa Caput</i>: a composition that reached over and above previous levels of grandeur. It is the first documented polyphonic composition in four parts. Scribes adopted a new way of naming the four voices: the <i>tenor </i>remained as such, while the parts directly above and below became known as <i>contratenor altus</i> and <i>contratenor bassis</i> respectively. The top-most part was known as the <i>superius</i>.<br />
At cadences, the tenor and alto parts follow the convention of resolving, in contrary motion, from an imperfect consonance (a sixth or third) to a perfect consonance (octave or unison). The only way to have the two other voices form consonances with both the tenor and alto while remaining independent of them is to sing notes that result in two triads a fifth apart. Here, we have the first explicit example of the perfect cadence, V-I. Using a <a href="http://en.wikipedia.org/wiki/Landini_sixth" target="_blank">Landini sixth</a> to, say, the soprano, would result in the fourth degree of the mode sounding, giving the V chord an added "seventh."<br />
This should not be viewed as the "beginning" of tonal harmony; that is our tendency to see (early) examples as essences. However, it is a point where developments in form and the fusing of continental and English approaches to harmony helped give rise to occurrences we now regard as conventions. Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-42030660444171239672012-10-03T20:44:00.002+10:002012-10-03T20:44:26.907+10:00The Oxford History of Western Music, Pt. 7One of the things I love most about this book is Taruskin's quasi-philosophical interjections to remind the reader what they are and aren't reading.<br />
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In his introduction, which is identical for each volume, Taruskin explains that his book should be viewed more as a history of people and societies, rather than of music. Hence many "developments" in music are linked to shifts in the function and reception of music in different parts of a socio-political climate. Perhaps a good example is the <a href="http://en.wikipedia.org/wiki/Notre_Dame_school" target="_blank">Notre Dame's music academy</a>, which gave rise to the <a href="http://en.wikipedia.org/wiki/Ars_nova" target="_blank">Ars Nova</a> style. This was music composed by literate, educated types, who were part of a community (that is, other like-minded composers) where invention and innovation in composition was encouraged. Hence such forms as the <a href="http://en.wikipedia.org/wiki/Isorhythm#The_isorhythmic_motet" target="_blank">isorhythmic </a><a href="http://www.blogger.com/blogger.g?blogID=3827571952667939231" target="_blank">motet</a> and the canon came to be used a demonstrations of compositional finesse.<br />
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But I digress . . .<br />
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I write this post simply to quote one of Taruskin's musings, which also seem to really hit home for me. From page 381 (almost half-way!) of Volume 1:<br />
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When periods are <a href="http://en.wikipedia.org/wiki/Essentialism" target="_blank">essentialized</a>, moreover, we may then begin seeing objects classed within them in invidious comparative terms as more of less essentially medieval of Renaissance. We may become burdened with the considerations of purity or fidelity to a <i>Zeitgeist</i> (a "spirit of the time") that never burdened contemporaries. And that is because unless we are very cautious indeed, we can forget that the Zeitgeist is a concept that we, not "the time," have constructed (or abstracted). We may then value some objects over others as being better, or even as being "the best" expressions of "the spirit of the Middle Ages" or "the spirit of the Renaissance." If this sort of essentialism seems innocuous enough, we might transpose the frame of reference from the chronological to the geographical, and reflect on what happens when people become concerned over the purity or genuineness of one's essential Americanism or Africannes or Croathood.<br />
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I'm loving this book.Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com1tag:blogger.com,1999:blog-3827571952667939231.post-16403371981899993112012-09-24T20:37:00.000+10:002012-09-25T09:42:49.964+10:00The Oxford History of Western Music, Pt. 6<a href="http://en.wikipedia.org/wiki/Ars_nova" target="_blank">Ars Nova</a> theorists Philippe de Vitry and Jehan des Murs wrote treatises on the theoretical aspects of music. They sought to reconcile the rhythmic character of the twelfth-century motet, where a "longa" was equal to twice the "breve," and the thirteenth-century, "Franconian," motet, where the "longa" equalled a "perfection" of three "tempora." <br />
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From a mathematical perspective, the innovations that reconciled those rhythmic irregularities were the by-product of the theory of <a href="http://en.wikipedia.org/wiki/Exponentiation" target="_blank">exponential powers</a> and the theory of "<a href="http://exponential powers" target="_blank">harmonic numbers</a>."<br />
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In basic terms, it was proposed that the breve could be broken into 3 (perfect, deriving from the holy trinity) or two (imperfect) semibreves. Semibreves could then also be broken into perfect or imperfect parts. There are four combinations of these:<br />
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1. Breve division: 3 Semi-breve division: 3<br />
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2. Breve division: 3 Semi-breve division: 2<br />
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3. Breve division: 2 Semi-breve division: 3<br />
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4. Breve division: 2 Semi-breve division: 2 <br />
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The breve was roughly the equivalent of what we might now consider a bar. Therefore, combination 1 might represent 9/8 time, combination 2 3/4 time, combination 3 6/8 time,and combination 4 2/2 time.<br />
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One main difference between this and our notion of time signatures is that the above division do not dictate an accentuation scheme. <br />
<br />Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com1tag:blogger.com,1999:blog-3827571952667939231.post-8230814699091853692012-09-15T08:46:00.001+10:002012-09-15T13:41:49.929+10:00The Oxford History of Western Music, Pt. 5Hermannus Contactus, a monk in the Swiss abbey of Reichenau, proposed that the six-note chord, C-A sums up, with greatest possible economy, the "sound" of Gregorian chant. Therefore the "finals" (see last post), where extended downwards to include the C. The tetrachords beginning on those finals (now C, D, E, and F) now begin to point to what we now think of as major and minor tonality.<br />
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The Italian monk, Guido of Arezzo, proposed, around 1030, placing <a href="http://en.wikipedia.org/wiki/Neume" target="_blank">nuemes</a> on the lines and spaces of a ruled staff to define their precise pitch. He used colours, and then clefs, to denote "key lines"; points of reference to be used to find the pitches of the surrounding notes.<br />
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A specialist in ear-training, Guido chanced upon a tune (the hymn <i>Ut queant laxis</i>) that not only contained each diatonic interval up to and including a fifth, but where each half-line began on each of the notes proposed by Harmannus. The syllables at these points (corresponding with C, D, E, F, G, and A) are <i>Ut, re, Mi, fa, Sol, </i>and<i> la</i>. What we now know as <i>sol-fege</i>.<br />
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The full major scale came about when singers in the early seventeenth century began adding an extra note (<i>si</i>, later becoming <i>ti</i>) at the top of Hermannus's hexachord. Guido achieved something similar by transposing and superimposing the hexachord back onto itself, thus creating the <i>gamut</i>: a full range of pitches that were later represented on the Guidonian hand. Placing this pitches on the hand was a technique derived from public speakers and the like, and acted as a mnemonic aid. It is also where such expressions as "At one's finger-tips" or "rule of thumb" come from (the thumb on Guido's hand contains the first, most basic note of the <i>gamut</i>).Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-2216376484515425712012-09-10T17:05:00.002+10:002012-09-10T17:05:46.365+10:00The Oxford History of Western Music, Pt. 4A <i>tonarius</i> was a kind of index that grouped antiphons according to their psalm tones. They were created to assist finding applicable pieces for various church services, but also led to early theorists and analysts identifying the various ways the <i>finalis</i> (final note) and <i>reciting tone</i> (usually a fifth above) could be "filled-in" using step-wise motion. This led to four "species," each with it's own combination of semitones and tones to create a pentachord. The ending notes of these four species were dubbed the "four finals": D, E, F and G. The pentachord A-E was considered a doulbing of the first (D-A), while the one begining of B was deemed unusable due to it's including two semitones.<br />
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Chants ending on the four finals were then also categorised into two families. One where the final was at the bottom of the range of the melody, and one where it was in the middle. Analysts then categorised the different way the four species extended up (to the octave) and down (to the fifth) in the antiphons. The former were named "authentic" and the latter "plagal."<br />
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Thus the modes as we now know them (and named after tribes in Greece as well as Asia-minor) were first used as a method of categorising Gregorian chants, and only later became used as a basis for composition; chants composed after tonaries had been assembled demonstrate more clearly, in their melodic turns as well as their structure, the relationship between the final and reciting tone.Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-53178329274250244042012-09-02T16:11:00.000+10:002012-09-02T16:11:15.131+10:00The Oxford History of Western Music, Pt. 3<ul>
<li>The Kyrie is a chant from the Franco-Roman Mass, derived from earlier forms of Congregational singing. The earliest sources of Kyries were little books called <i>Kyriale</i>. They contained two versions of each melody, a syllabic version along with a melismatic version. There is evidence to suggest that both verions were in usage, rather than one developing out of the other. If this is the case, it seems likely that the syllabic version was used as a mnemonic device to remind singers of the correspondence between notes and syllables, while the melismatic version was a guide to the intricate melody of the chant. It was this need to convey all of this information at once that could well have led to the development of the staff.</li>
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Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-6944783881829605272012-08-28T21:46:00.000+10:002013-04-25T20:48:42.653+10:00The Oxford History of Western Music, Pt. 2More fun facts.<br />
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<li>Melismatic melodic turns helped group and identify chants together, and acted in a similar way to the term <i>mode</i> as defined in it's earliest usages</li>
<li>Our concept of a <i>mode</i>, more closely related to the final note of a melody, has less in common with Gregorian chant, and is a product of Frankish and Italian music theorists in the tenth century, when they made efforts to categorise the music of the Roman church according to ancient Greek music theory.</li>
<li>The harmonic series, often used to show that "naturalness" of the diatonic scale, was actually only discovered in the eighteenth century. According to one fable, Pythagoras passed by a blacksmith shop, heard pitches, and used the weights of the anvils to determine the pitches, which corresponded to the intervals of the perfect 4th, perfect 5th, and tone. Transposing this same pitch set (0, 5, 7) to begin on the any other those notes gives rise to the pentatonic scale.</li>
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Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-17048811828558294112012-08-27T08:50:00.002+10:002013-04-25T20:48:56.516+10:00The Oxford History of Western Music, Pt. 1I've started reading Richard Taruskin's momentous work. which covers western music from it's earliest notations to the end of the twentieth century. I've a loved Taruskin's writing ever since I got a copy of "The Danger of Music and other Anti-Utopian Essays."<br />
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The sheer size of this collection, combined with my inability to remember everything I read has lead to decide to make short posts that document some of the interesting things I find on the way.<br />
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<li>Music notation arose out of political and geographical changes: the music sung in the churches of Rome migrated north to the Frankish kingdom after the two empires combined to protect themselves from the efforts of the Lombard kingdom to expand their southern border. No one really thought the notation of music was particularly interesting, so no one thought to chronicle it.</li>
<li>Gregorian chant is not a "primitive" form of music making, but was rather a rebellion against the extravagant (and probably polyphonic and antiphonal) music used in Christian rituals as it became the official religion of the late Roman Empire.</li>
<li>Melismatic singing, rather than being that annoying thing we think of as developing in modern pop music, was the highest form of musical devotion to God, where multiple notes could be used for a single syllable.</li>
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Stay tuned for more, if you'd like. Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com0tag:blogger.com,1999:blog-3827571952667939231.post-78966243191739286582012-08-25T19:06:00.000+10:002012-08-25T19:06:53.788+10:00Messiaen, Carter and Coltrane<iframe allowfullscreen="allowfullscreen" frameborder="0" height="236" src="http://www.youtube.com/embed/sQGWAnYd7Iw" width="420"></iframe><br />Marc Hannafordhttp://www.blogger.com/profile/08610156181502423015noreply@blogger.com2