The Well-Tuned Piano
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''The Well-Tuned Piano'' is an ongoing, improvisatory, solo piano work by composer
La Monte Young La Monte Thornton Young (born October 14, 1935) is an American composer, musician, and performance artist recognized as one of the first American minimalist composers and a central figure in Fluxus and post-war avant-garde music. He is best kno ...
. Begun in 1964, Young has never considered the composition or performance "finished", and he has performed incarnations of it several times since its debut in 1974. The composition utilizes a piano tuned in
just intonation In music, just intonation or pure intonation is the tuning of musical intervals Interval may refer to: Mathematics and physics * Interval (mathematics), a range of numbers ** Partially ordered set#Intervals, its generalization from numbers to ...
. A typical performance lasts five to six hours. Young's wife, the artist Marian Zazeela, has contributed the lighting work ''The Magenta Lights'' to these performances. A 1987 performance of the piece was released on DVD in 2000. ''
The Guardian ''The Guardian'' is a British daily newspaper. It was founded in 1821 as ''The Manchester Guardian'', and changed its name in 1959. Along with its sister papers ''The Observer'' and ''The Guardian Weekly'', ''The Guardian'' is part of the Gu ...
'' described it as "one of the great achievements of 20th-century music."


Inspiration and influence

Young gives credit to
Dennis Johnson Dennis Wayne Johnson (September 18, 1954 – February 22, 2007), nicknamed "DJ", was an American professional basketball player for the National Basketball Association's (NBA) Seattle SuperSonics, Phoenix Suns, and Boston Celtics. He was a c ...
, a former schoolmate and composer from UCLA, for inspiring ''The Well-Tuned Piano''. Johnson wrote an extensive, improvisatory, solo piano piece titled ''November'' in 1959, a few years before Young began working on ''The Well-Tuned Piano''. Although the piece is said to be as long as six hours, the tape recording made in 1962 cuts off suddenly after only an hour and a half. Young has also been influential to many composers and musicians throughout his life. Dennis Johnson cites Young as an influence in his composition, ''The Second Machine'', which is based on four single pitches of Young's ''Four Dreams of China''. Composer and critic
Kyle Gann Kyle Eugene Gann (born November 21, 1955, in Dallas, Texas) is an American professor of music, critic, analyst, and composer who has worked primarily in the New York City area. As a music critic for ''The Village Voice'' (from 1986 to 2005) and ...
has said that ''The Well-Tuned Piano'', "may well be the most important American piano work since
Charles Ives Charles Edward Ives (; October 20, 1874May 19, 1954) was an American modernist composer, one of the first American composers of international renown. His music was largely ignored during his early career, and many of his works went unperformed f ...
's ''
Concord Sonata The Piano Sonata No. 2, ''Concord, Mass., 1840–60'' (commonly known as the ''Concord Sonata'') is a piano sonata by Charles Ives. It is one of the composer's best-known and most highly regarded pieces. A typical performance of the piece lasts ar ...
'', in size, in influence, and in revolutionary innovation". Gann has also called the piece "the most important piano work of the late 20th century." In his book, ''Four Musical Minimalists'', Keith Potter states that ''The Well-Tuned Piano'' is significant, "in the contexts of musical minimalism, of musics working at the interface between composition and improvisation, and of twentieth-century music for solo piano".


Music


Tuning

La Monte Young's piano tuning is an essential aspect of ''The Well-Tuned Piano''. Young dates the piece as "1964–73–81–Present" to indicate the work's development through its tunings, where in E was retuned in 1973, and C and G were retuned in 1981. Young had kept the tuning a secret until 1993, when he allowed Kyle Gann to publish the details. Young has always performed ''The Well-Tuned Piano'' on an
Imperial Bösendorfer The Bösendorfer Model 290 Imperial, or Imperial Bösendorfer (also colloquially known as the 290) is the largest model and flagship piano manufactured by Bösendorfer, at around long, wide, and weighing . It has an eight-octave range from C0 to ...
piano, which is larger than a standard acoustic grand piano, spanning eight complete octaves, with nine notes extending the bass of the piano. Young describes the pitches of his tuning as being, "derived from various partials of the
overtone series A harmonic series (also overtone series) is the sequence of harmonics, musical tones, or pure tones whose frequency is an integer multiple of a ''fundamental frequency''. Pitched musical instruments are often based on an acoustic resonator su ...
of an inferred low
fundamental Fundamental may refer to: * Foundation of reality * Fundamental frequency, as in music or phonetics, often referred to as simply a "fundamental" * Fundamentalism, the belief in, and usually the strict adherence to, the simple or "fundamental" idea ...
E-flat reference ten octaves below the lowest E-flat on the Bösendorfer Imperial". As explained by Kyle Gann, Young's system uses
7-limit tuning 7-limit or septimal tunings and intervals are musical instrument tunings that have a limit of seven: the largest prime factor contained in the interval ratios between pitches is seven. Thus, for example, 50:49 is a 7-limit interval, but ...
, a
just intonation In music, just intonation or pure intonation is the tuning of musical intervals Interval may refer to: Mathematics and physics * Interval (mathematics), a range of numbers ** Partially ordered set#Intervals, its generalization from numbers to ...
system where every pitch class in the scale is constructed from a previously constructed pitch by taking only up to the seventh pitch from its
overtone series A harmonic series (also overtone series) is the sequence of harmonics, musical tones, or pure tones whose frequency is an integer multiple of a ''fundamental frequency''. Pitched musical instruments are often based on an acoustic resonator su ...
or
undertone series In music, the undertone series or subharmonic series is a sequence of notes that results from inverting the intervals of the overtone series. While overtones naturally occur with the physical production of music on instruments, undertones must ...
. Young cites a distaste for the fifth harmonic, so Young uses only overtone and undertone numbers 2, 3, 4, 6, and 7 in the construction of his scale. A consequence to this is that the ratio between the frequencies of any two pitches is a
rational number In mathematics, a rational number is a number that can be expressed as the quotient or fraction of two integers, a numerator and a non-zero denominator . For example, is a rational number, as is every integer (e.g. ). The set of all ration ...
whose numerator and denominator have prime factors consisting only of 2, 3, and 7. Factors of 2 correspond to
octave In music, an octave ( la, octavus: eighth) or perfect octave (sometimes called the diapason) is the interval between one musical pitch and another with double its frequency. The octave relationship is a natural phenomenon that has been refer ...
shifts, so in tuning theory ratios are normalized to lie within the octave 1/1–2/1 by multiplying or dividing through by powers of 2. All of the pitches in Young's scale can be placed in a two-dimensional grid, where pitches on the horizontal axis are related by a 3/2 ratio (a
perfect fifth In music theory, a perfect fifth is the Interval (music), musical interval corresponding to a pair of pitch (music), pitches with a frequency ratio of 3:2, or very nearly so. In classical music from Western culture, a fifth is the interval fro ...
) and pitches on the vertical axis are related by a 7/4 ratio (a
harmonic seventh The harmonic seventh interval, also known as the septimal minor seventh, or subminor seventh, is one with an exact 7:4 ratio (about 969 cents). This is somewhat narrower than and is, "particularly sweet", "sweeter in quality" than an "ordinar ...
). This collection of 12 pitches is then assigned to the keys of a standard piano keyboard in such a way that pitches with a 3/2 ratio tend to span 8 keys, which in standard piano tuning forms a perfect fifth. Each octave of the piano follows the same sequence of intervals. The following table shows the grid along with the assignment to piano keys: The A key on the piano is tuned to
A440 A440 or A-440 may refer to: * A440 (pitch standard) * A440 highway (Australia), a road in Victoria, Australia * Quebec Autoroute 440 (Laval) * Quebec Autoroute 440 (Quebec City) See also * Apollo 440 Apollo 440 (also known as Apollo Four Fo ...
, and the rest of the keys are tuned relative to this. This puts Young's Eb key 74.69 cents flatter than the Eb in
equal temperament An equal temperament is a musical temperament or tuning system, which approximates just intervals by dividing an octave (or other interval) into equal steps. This means the ratio of the frequencies of any adjacent pair of notes is the same, wh ...
with the same A. It should be stressed that the key names are not meant to be tunings of the standard pitch names, and they are merely assignments of pitches to conveniently located piano keys. Some pitches, for example G and G, are acoustically in reverse order. The primary consonant intervals in Young's scale are: In 12-TET, all intervals, when measured in cents, are a multiple of 100. According to Kyle Gann, when listening to ''The Well-Tuned Piano'' "you spend the first four hours becoming familiar with the cozy septimal minor third, the expansive septimal major third, and by the fifth hour you can hardly remember that intervals had ever been any other sizes." In 5-limit tuning, the
major third In classical music, a third is a musical interval encompassing three staff positions (see Interval number for more details), and the major third () is a third spanning four semitones. Forte, Allen (1979). ''Tonal Harmony in Concept and P ...
is usually a 5/4 ratio (), which at 386.31 cents is closer to a 12-TET 400 cent major third than the 9/7
septimal major third In music, the septimal major third , also called the supermajor third (by Hermann von Helmholtz among others Hermann L. F. von Helmholtz (2007). ''Sensations of Tone'', p. 187. .) and sometimes '' Bohlen–Pierce third'' is the musical interval ...
() at 435.08 cents. As another point for comparison, in three-limit tuning the Pythagorean major third is an 81/64 ratio, which is 407.8 cents. A
tuning Tuning can refer to: Common uses * Tuning, the process of tuning a tuned amplifier or other electronic component * Musical tuning, musical systems of tuning, and the act of tuning an instrument or voice ** Guitar tunings ** Piano tuning, adjusti ...
is a choice of pitches in a scale, which lets one judge the intonation of pitches, and a
temperament In psychology, temperament broadly refers to consistent individual differences in behavior that are biologically based and are relatively independent of learning, system of values and attitudes. Some researchers point to association of temperam ...
is a tuning where compromises are made to an ideal tuning (like
just intonation In music, just intonation or pure intonation is the tuning of musical intervals Interval may refer to: Mathematics and physics * Interval (mathematics), a range of numbers ** Partially ordered set#Intervals, its generalization from numbers to ...
) to meet other requirements, such as being able to use any pitch as the tonal center for Western harmonic practice. Bach's ''
The Well-Tempered Clavier ''The Well-Tempered Clavier'', BWV 846–893, consists of two sets of preludes and fugues in all 24 major and minor keys for keyboard by Johann Sebastian Bach. In the composer's time, ''clavier'', meaning keyboard, referred to a variety of in ...
'' took full advantage of the development of a temperament where all 24 major and minor scales were reasonably usable. In contrast, Young's ''The Well-Tuned Piano'' is organized around certain fixed non-transposable sets of pitches that function as scales, such as the
Magic Chord The Magic Chord is a chord and installation (1984) created by La Monte Young, consisting of the pitches E, F, A, B, D, E, G, and A, in ascending order and used in works including his ''The Well-Tuned Piano'' and ''Chronos Kristalla'' (1990).G ...
. While just intonation eliminates rough
beating Beat, beats or beating may refer to: Common uses * Patrol, or beat, a group of personnel assigned to monitor a specific area ** Beat (police), the territory that a police officer patrols ** Gay beat, an area frequented by gay men * Battery ...
between the harmonics of two pitches, the trade-off is the loss of general transposability to other tonal centers due to 2, 3, and 7 being
coprime In mathematics, two integers and are coprime, relatively prime or mutually prime if the only positive integer that is a divisor of both of them is 1. Consequently, any prime number that divides does not divide , and vice versa. This is equivale ...
and pianos having a physical limit to the number of keys per octave.


Form

''The Well-Tuned Piano'', being improvisatory in nature, as well as ever-changing, has no specific form. The closest a listener can come to understanding the structure of Young's piece is by studying the liner notes from the 1981
Gramavision Gramavision Records is an American record label founded in 1979. Since 1994 it has been a subsidiary of Rykodisc. The label's music is largely jazz, blues and folk oriented but has touched on many other styles and genres. In 1979, Jonathan F.P. ...
recording. Within the liner notes, Young breaks the performance into seven major sections and further deconstructs each of those sections into multiple subsections. The sections and subsections are not notated or described, but simply listed along with the duration of each section so a listener can easily follow along. The seven major sections are as follows: #Opening Chord (00:00:00–00:21:47) #Magic Chord (00:21:47–01:02:29) #Magic Opening Chord (01:02:29–1:23:54) #Magic Harmonic Rainforest Chord (1:23:54–03:05:31) #Romantic Chord (03:05:31–04:01:25) #Elysian Fields (04:01:25–04:59:41) #Ending (04:59:41–05:01:22) The subsections are often called themes, and each is vastly and descriptively labeled. A few examples are "The Flying Carpet", which belongs in ''The Romantic Chord'' section, and "Sunshine in The Old Country", which is found in ''The Magic Opening Chord'' section. Each theme is made up of a specific, unique combination of pitches. However the smaller themes found in one larger section will often have many pitches in common.


Performance history

Young gave the world premiere of ''The Well-Tuned Piano'' in Rome in 1974, ten years after the creation of the piece. Previously, Young had presented it as a recorded work. In 1975, Young premiered it in New York with eleven live performances during the months of April and May. As of October 25, 1981, the date of the Gramavision recording of ''The Well-Tuned Piano'', Young had performed the piece 55 times. The only other person to ever perform the piece besides Young is his disciple, composer and pianist Michael Harrison. Young taught Harrison the piece, which not only allowed him to perform it, but also to aid in tuning and preparing the piano for performances. In 1987, Young performed the piece again as part of a larger concert series that included many more of his works. This performance, on May 10, 1987, was videotaped and released on DVD in 2000 on Young's label, ''Just Dreams''. Each realization is a separately titled and independent composition, with over 60 realizations to date. World première: Rome 1974. American première: New York 1975. Chords from ''The Well-Tuned Piano'' (1981–present), are presented as sound environments. Includes: The Opening Chord (1981), The
Magic Chord The Magic Chord is a chord and installation (1984) created by La Monte Young, consisting of the pitches E, F, A, B, D, E, G, and A, in ascending order and used in works including his ''The Well-Tuned Piano'' and ''Chronos Kristalla'' (1990).G ...
(1984), The Magic Opening Chord (1984);


Reviews

On 3 January 2016, the 25 October 1981 Gramavision recording of The Well-Tuned Piano was broadcast on
BBC Radio 3 BBC Radio 3 is a British national radio station owned and operated by the BBC. It replaced the BBC Third Programme in 1967 and broadcasts classical music and opera, with jazz, world music, Radio drama, drama, High culture, culture and the arts ...
(followed by excerpts of other Young compositions and collaborations) between 1am and 7am (GMT).


Recordings

*1981 Performance CDs La Monte Young, ''The Well-Tuned Piano: 81 X 25 (6:17:50–11:18:59 PM NYC)'', by La Monte Young, Gramavision 18-8701-2, 1987, five compact discs. *1987 Performance DVD La Monte Young, Marian Zazeela, ''The Well-Tuned Piano in The Magenta Lights (87 V 10 6:43:00 PM – 87 V 11 1:07:45 AM NYC)'', DVD, produced by La Monte Young and Marian Zazeela (New York: Just Dreams Inc., 2000).


References

Sources * * * * *


Further reading

*Doty, David B. "The La Monte Young Interview: Part Two." ''The Quarterly Journal of the Just Intonation'' Network 6, no. 1 (1990): 8–12. *Young, La Monte and Marian Zazeela. ''The Well-Tuned Piano in The Magenta Lights 87 V 10 6:43:00 PM – 87 V 11 1:07:45 AM NYC''. DVD. Produced by La Monte Young and Marian Zazeela. New York: Just Dreams, 2000.


External links


The Well-Tuned Piano 81 X 25
. ''MelaFoundation.org''. *Brown, Kevin Macneil (2011).
Heart of Sound and Light: La Monte Young and Marian Zazeela's ''The Well-Tuned Piano In The Magenta Lights''
. ''DustedMagazine.com''. {{DEFAULTSORT:Well-Tuned Piano Compositions by La Monte Young 1964 compositions La Monte Young albums 7-limit tuning and intervals Compositions in just intonation Piano compositions in the 20th century Compositions for solo piano Unfinished musical compositions