In
1953 Cage formulated ideas for a large-scale set of works which came to be
known as "The
Ten Thousand Things."
This title refers to the symbolism of the number 10,000 in Chinese philosophy,
where it represents the infinite; the number is manifested in Cage's pieces by a total sum of 100
proportions (within 13 parts) multiplied by 100 beats in each proportion. The first six parts were a series of short
pieces for a string player, the first five ultimately became part of the larger
26'1.1499" for a String Player, the last, 59 1/2" for a String-Player, remained
separate. The notation in these works is
graphic, consisting of four wide bands stretching horizontally across the page,
representing the four strings on the instrument. A smaller band below the string bands is
reserved for noises made on the instrument.
Points, lines, and curves are drawn within these bands, and their
relative loudness is indicated in a band at the top of the page. Bowings, place of bowing (bridge,
fingerboard, normal) and material bowed (hair or wood) are indicated. The tempo
is two horizontal centimeters equals the metronome mark given; often an
accelerando or ritardando is in effect.
Several different random methods were used to determine the selection
and placement of all parameters; the result is, understandably, often unidiomatic and extremely challenging
technically. Some
realizations of the piece interpret the use of "noises" to include sounds made with auxiliary
instruments or objects; I have decided to try to make all sounds on the violin
itself, using behind-the-bridge playing, tapping and knocking the body, scroll,
and tuning pegs, bowing the scroll, tailpiece, side of the bridge, and ribs of
the instrument, and blowing into the F-holes.
Classical Music | Violin Music
John Cage
59 1/2 seconds for a string-player
PlayRecorded on 12/07/1998, uploaded on 01/23/2010
Musician's or Publisher's Notes
In 1953 Cage formulated ideas for a large-scale set of works which came to be known as "The Ten Thousand Things." This title refers to the symbolism of the number 10,000 in Chinese philosophy, where it represents the infinite; the number is manifested in Cage's pieces by a total sum of 100 proportions (within 13 parts) multiplied by 100 beats in each proportion. The first six parts were a series of short pieces for a string player, the first five ultimately became part of the larger 26'1.1499" for a String Player, the last, 59 1/2" for a String-Player, remained separate. The notation in these works is graphic, consisting of four wide bands stretching horizontally across the page, representing the four strings on the instrument. A smaller band below the string bands is reserved for noises made on the instrument. Points, lines, and curves are drawn within these bands, and their relative loudness is indicated in a band at the top of the page. Bowings, place of bowing (bridge, fingerboard, normal) and material bowed (hair or wood) are indicated. The tempo is two horizontal centimeters equals the metronome mark given; often an accelerando or ritardando is in effect. Several different random methods were used to determine the selection and placement of all parameters; the result is, understandably, often unidiomatic and extremely challenging technically. Some realizations of the piece interpret the use of "noises" to include sounds made with auxiliary instruments or objects; I have decided to try to make all sounds on the violin itself, using behind-the-bridge playing, tapping and knocking the body, scroll, and tuning pegs, bowing the scroll, tailpiece, side of the bridge, and ribs of the instrument, and blowing into the F-holes.
More music by John Cage
Sonata V for prepared piano
Six Melodies
String quartet in four parts
Performances by same musician(s)
Rondo in D Major, K. 485
Allegretto from Symphony No. 7
For Five or Ten People
Three Piano Pieces (Drei Klavierstücke), D. 946
Five Pieces for Orchestra Op. 10
Sonata V for prepared piano
Piece for Four Pianos (1962)
Ouverture, Courante, Gigue from Partita No. 4 BWV 828
Nocturne in c minor, Op. 48, No. 1
Scherzo, Op. 12, No. 10
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