Another particularly controversial feature that Quantz vaguely discusses in the "Versuch" (Chap. IV, §5) is the tuning of open octaves instead of pure ones, so that they can be tuned using the technique he proposes of opening the embouchure with the lower lip for the lower notes and closing it for the higher ones. According to Quantz, this facilitates the production of powerful bass and soft, delicate trebles, a type of execution surely suited for the large leaps between registers in Telemann's Fantasias or Braun's Solos, for example:
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In very simple terms, in this temperament, a whole tone is divided into nine micro-intervals, named commas, where the two asymmetric major and minor semitones are found. The major semitone is the minor second interval, e.g., between C and D flat, while the minor semitone is the distance between a note and its ascending chromatic alteration (e.g., between C and C sharp), according to the following scheme:
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This temperament shows that D flat does not coincide with C sharp (as in the "modern" equal temperament), but is one comma (i.e., a ninth of a tone) above C sharp. Considering that the difference between a pure third and a tempered third is about 12 cents, this enharmonic comma of Quantz's is almost twice as large, a difference very noticeable by ear. In fact, if we remove the two keys from a Quantz flute, the size difference between the two holes is immediately evident: the one for the long key (for the sharps) is considerably smaller than that for the normal short key, which means that the notes using it will be lower without needing to adjust the embouchure.
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Clean ears...
To achieve this, it's not enough to merely use the Quantz long key or apply a certain fingering; it's necessary to train the ear to recognize the just pitches of each note according to its vertical harmonic context and to reproduce these differences with the flute in each situation. Quantz's concept of "sharps-lower-than-flats" points towards a harmonic system where the thirds of triads (and their inversion, the sixths) are pure or nearly so. In a major key, this particularly affects the third and seventh degrees of the scale (i.e., the leading tone of the key). For instance, in D major, the F# should be lowered as the third over the tonic while the C# should be lowered as the third of the dominant. This latter goes directly against the so-called "expressive" modern tuning, where leading tones are often raised to enhance their penchant to the tonic. Since the 19th century, this concept has been firmly embedded in instrumental pedagogy and our hearing, along with the adoption of Equal temperament with its sharp thirds. Weather the technical means that Quantz proposes are not available or they are not the most suitable, his concept of tuning should be highly recommendable for flutists, and, in general, for singers and melodic instrumentalists playing Baroque repertoire. This implies opening mind and reprogramming our "modern" ear to vary the pitch of each note in real time according to the harmony's demands. The adjustment affects not only the altered notes but also the naturals ones, implying, for example, that we must sometimes change the pitch of a natural D by adjusting inwards or towards the embouchure whether it is the tonic of a D chord (pure unison or octave to the root), the major third of Bb major (lower), the minor third of B minor (higher) or the fifth of G major (just slightly higher). The timbral quality produced is noticeable and pleasing to the ear, as consonances sound like that, i.e. real consonances, harmonic progressions gain meaning, and the ensemble texture gets enriched by the so-called virtual "third sounds", one octave lower for pure fifths and two octaves lower for pure thirds. |
... and smart eyes
The first step to enter this fascinating issue is to build the habit to always analyze the melody we are going to play, how it is built, and elaborated onto the bass, and assess the interval that each note forms with the other voices, starting with the root of the chord it belongs to. We will do this in writing down numbers corresponding to the interval (as sometimes done in the analysis of solos in jazz music). Gradually, we will observe how a new analytical view of the melody grows up internally, like a second nature, that allows us to read and place each note in its correct spot, in tuning, tension and color. As Quantz points out, the good intonation of the ensemble is a task for every single musician. Here's a little example of melodic analysis with a real-life fragment from Quantz himself. The number 1 is used here for the root of the chord, but you can meaningly substitute it for an 8 (if it's an octave up) or simply for a R[oot] letter. It's important that the number shows the interval with the fundamental bass, no matter whatever inversion the actual bass is sounding (that is a sound color itself indeed!). As we progress on this practice, the first candidates to receive our tuning/timbre "intensive care" will be the long consonant notes in slow movements, on strong beats, at harmony changes, or at the end of cadences, i.e. whenever the harmonic quality is best appreciated by the listener. Starting to experiment with equal instruments repertoire is easiest. As Quantz wisely suggests, the wonderful flute duets by Telemann or his own are very suitable for refining the ear and experimenting with pitch flexibility (and, obviously, more!). The following step is to transfer this experience to ensemble music with accompaniment instruments.
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