Free-bass system

A free-bass system is a system of left-hand bass buttons on an accordion, arranged to give the performer greater ability to play melodies with the left-hand and form one's own chords. The left-hand buttonboard consists of single-note buttons with a range of three octaves or more, in contrast to the standard Stradella bass system, which offers a shorter range of single bass notes, plus preset major, minor, dominant seventh, and diminished chord buttons. (Pressing a single preset chord button sounds a three-note chord.) The term "free-bass system" refers to various left-hand manual systems that provide this functionality: The Stradella system does not have buttons for different octaves of the bass notes, which limits the types of melodies and basslines that can be performed with the left hand.

  • Two related layouts exist as mirror versions of the chromatic button accordion, these were marketed in the US by the Giulietti Accordion Company as "Bassetti".
  • The "quint" free-bass system invented by Willard Palmer – later patented by Titano, has extra bass rows to extend the existing bass arrangement of the Stradella system.
  • The quint version and chromatic-button versions were available in "converter" (or "transformer") models with a control to switch from standard Stradella to free-bass.
  • A piano-like layout exists that mirrors the right-hand keyboard of a piano accordion, with round buttons laid out like piano keys. This system is popular in Asian piano accordions, especially in Azeri garmon.
  • A hybrid Chromatic/Stradella system known as the Moschino free-bass system is available. The system arranges the left-hand buttons so chromatic arrangement of keys, adjoining Circle-of-Fifths, chord inversions, and alternate chord voicings are available to the player simultaneously. A famous accordion musician and proponent of the advantages of the Moschino free-bass system was George Secor, and links to a more detailed description of the system is included on his wikipedia page.
  • Other less popular arrangements exist, such as the Kuehl system.
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