Olkhon gate duo is a collaboration of two jew’s harpers from different places who met together on Baikal lake. Vladimir Markov (Irkutsk, Russia) and Irina Bogatyreva (lybertsy, Russia) inspired by beauties and spirits of lake Baykal started their own project – jew’s harp Duo. They use very small instrument that can produce deep emotions, feelings and very existence of a person!
Coming to Baikal is learning listening to silence. Silence of Baikal is amazing: each sound spreading above an endless silken surface of water turns into music. Seat and listen: how wind whispers in larch needles, how seagulls cry echoes in clefts of rocky steeps, how crystal clear waves plash full of sunlight and flashes. Seat, listen and merge into this music, place your heart and mind into its rhythm.
Our album was recorded at one breath hold. But before, it took us two weeks in magic silence of Baikal to learn hearing and understanding each other by half of a sound. And music was rising with inspiring easiness surprising even for us, musicians. We want to share with you this miracle - the feeling of easy improvisation, natural like breathing.
Used jew’s harps:
01 – “Sunlight on the Water” F# (Koukin Narimitsu/ Kubiz Vahitov)
02 – “The Way Mushrooms Grow” B (Vahitov Kubiz/ Kubiz Vahitov)
03 – “Khoboi with You” C (Khomus Bygynanov/ Kubiz Vahitov)
04 – “Freedom!” G (Parmupill Priit Moppel/ Kubiz Vahitov)
05 – “Sun and Water Play” D# (Khomus Maltsev/ Kubiz Vahitov)
06 - The Dream D# (Khomus Maltsev/ Kubiz Vahitov)
07 - Snake Skin D# (Khomus Maltsev/ Kubiz Vahitov)
08 – “Hi kiddo Christmas tree!” A (vargan Sklemin/ Kubiz Vahitov)
09 – “Shamanka” A (Kubiz Vahitov/ Kubiz Vahitov)
10 - Wind All Around F# (Koukin Narimitsu/ Kubiz Vahitov)
11 - Bridge over the Rocks D#/F# (Khomus Bygynanov/ Kubiz Vahitov)
12 - At one Breath Hold A#/D# (Kubiz Vahitov/ Kubiz Vahitov)
Listen and download our first album “The Dream” 2011 at:
http://www.archive.org/details/TheDream-
http://olkhongate.bandcamp.com/
http://rutracker.org/forum/viewtopic.php?t=3730061
web site : www.varganist.ru
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With thanks to Albrecht Dürerfor the proportion study.
Please note his use of the proportions of the harmonic series as a measure scale to the far left
The harmonic series is the one universal pattern in music, so it seems obvious to use it as a basis for singing exercises with glissando: the gliding tones in music. Partly it may awaken our senses to the pure intervals, partly it may sharpen our attention to all the interesting things happening between the notes!
The exercises do not demand any special overtone singing skills, so all vocalists can benefit from them.
In case you want to proceed straight to the exercises, you may ignore the text in italics underneath.
One of the things I have become increasingly aware of though my collaboration with a remarkable representative of the oldest Indian sacral vocal tradition is the European tendency to relate awkwardly to music: the movements between the notes mostly happen from one fixed point to the other, rarely with the organic fluency and flexibility characterizing dhrupad and it must be emphasized that these latter tonal movements are anything but random.
In combination with our decennial tradition for music notation, European conditioned music has a tendency to crystallize, the notes becomes fixations which urges us from time to time to shake up the stiffness with swing, beat, rock'n'roll, free tonality etc.
Modern music has generally speaking forgotten the wealth of ornamentation and embellishments which were a vital part of classical music in order to subtly soften up the rigid tonal skeleton.
A tonal expression is brought alive by its nuances – where do you see the contours inside the rainbow?
Actually natural points of orientation do exist within the frame of music but they are not fixed, rather a movable simple yet subtle structure known as the harmonic series, which accompanies any sound from voice or instrument. Every note contains frequencies 2, 3, 4,... times the frequency of the fundamental note, and these harmonic overtones are our deepest universal reference for the experience of intervals.
2:4:8:... are octaves of the fundamental, do.
3:6:12:... are octaves of the perfect fifth, so.
5:10:20:... are octaves of the just major third, mi.
Thus every prime number incarnates a musical function through the harmonic series, and we hear it all come alive in its complexity in the sound of voices and instruments:
A flute has a simple overtone spectrum, whereas a trumpet has a very full.
Some instruments accentuate mostly uneven elements of the series, other the even elements.
The exercise falls naturally in stages which each may be divided into steps:
First we need to clarify the frame, the octave, proportion 1:2, do:do'.
Find a comfortable pitch where you can easily span the two notes, and then sing them separately a few times.
Next step is the core exercise: to glide very slowly and attentively on one long breath from the deep note to the high. It should be done so smoothly, evenly and effortless as possible, yet attentive. Also do the exercise in reverse: from the high do' to the low.
It sounds simple but there is no reason to consider it merely as warm up, it may be refined forever.
You may apply gesture as well, raising both hands slowly along with the rising note from the lower part of your torso to face level.
Second stage has the same basic frame but within the octave 2:4 the factor 3 enters the stage: the perfect fifth, so.
This does not mean that should start from the higher octave pitch but simply take off from the same starting point as before.
Find the do-so-do' sequence and sing it arpeggio (broken) a few times.
You may sing all the permutation of the three notes:
do-so-do'; do-do'-so; so-do-do'; so-do'-do; do'-do-so; do'-so-do.
After that you go to the glissando exercise:
Establish your pitch and glide slowly upwards while attentively listening. When you reach SO (or what you believe is do) let it sound for some time and the proceed gliding upwards till you reach the upper do'.
It is not illegal to use a reference instrument, but do try to make the exercise without if you can.
Do the exercise a few times upwards and downwards. Listen! It is not as easy as it may seem as most of us are not accustomed with listening for tonal orientation points while gliding.
Third stage is an exercise in subdividing the fifth interval, 2:3, which we have now become acquainted with. 2:3 = 4:6 and here 5, the just major third, mi, enters the stage.
Do-mi-so, 4-5-6.
Again you may start from the same basis pitch.
The permutations are as follows:
do-mi-so; do-so-mi; mi-do-so; mi-so-do; so-do-mi; so-mi-do
If you are ambitious you may proceed to include 7 and 8, which are the harmonic seventh and the octave, but be aware that there is a deviation between the harmonic seventh and the the minor seventh that you may find on a piano and which is used in most music contexts.
So for most practitioners it may be an advantage to go to stage four, where we subdivide the just major third 4:5 (= 8:10) into a major whole-tone, 8:9, and a minor whole-tone, 9:10.
8:9:10, do-re-mi
Permutations: do-re-mi; do-mi-re; re-do-mi; re-mi-do; mi-do-re; mi-re-do.
Slowly doing the gliding exercise here will lead you to a first hand experience of the nature of micro-tonality.
If you are ambitious you may do the sequence 8:9:10:11:12 or even further.
Be aware that permutations of three elements are six in number, but if you have four elements it grows to 24 and five becomes 120. You will need most of a day to sing all the permutations of seven notes!!
Music incarnates through numbers as frequency and wawelength (= time & space) proportions of the harmonic series.
Until european renaissance most tonal system where established through combination of the first tree primes 2, 3 and 5 which express themselves as the music of the harmonic series as octave (proportion 1:2, one-to-two), perfect fifth (2:3) and just major third (4:5).
Initially this creation happens within the frame of the octave 30:60 (2x3x5 : 2x2x3x5).
The interval names of the tonal systems with frequency ratios of the form 2nx3nx5n : 2nx3nx5n
may be found on this link!
By the way the product of the following tree primes 7, 11 and 13 is 1,001!!
At the illustration the neighbouring elements placed along the axises are octaves, proportion 1:2. For example 1:2:4:.. (octaves of the fundamental/ primary tone), 3:6:12:... (octaves of perfect fifth) and 5:10:20:... (octaves of just major third).
Lesser diesis is the difference between three successive just major thirds (5/4)3 (= 125/64 = 1.953125) and the octave (2:1).
The syntonic comma is the difference between just major third, 80 (=24 x 5) and the pythagorean (generated by perfect fifths) major third, 34.
The values of the pythagorean comma and greater diesis, 73:74 and 27:28 respectively, are approximations, because their constituent values are situated further out in the branches of the spiral. The pythagorean comma is the difference between 12 successive perfect fifths, (3/2)12 : 27 (= 129.746338) and 7 octaves, 27 (= 128).
The greater diesis is the difference between four successive just minor thirds (6/5)4 (=1,296 : 625 = 2.0736) and the octave, 2:1.
... Or is it really the other way round: Numbers incarnating through music?
This is a video to accompany my composition 'Void' one of my 'Fake african memories'. Thanks to the Nikon D-7000 the quality is much better than before. It was recorded at a rehearsal of the Kargyraa Krew in June, in the editing I finally used only the images of me, because I´m the only singer on that track (two short loops).
Neither video nor the sound are perfect, but are fine to give an idea of Para Hybrid:
www.parahybrid.com
Later there shall be a version of the Mascara-video in this quality, but at the moment I´m concentrating on working with my band Blotch.
www.blotchband.com
