![](data:image/png;base64,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)
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* La spia è spenta quando non è attiva alcuna modalità di trasposizione (semitoni o
ottava).
12.
Spia di variazione del gruppo manopole: indica quale gruppo (R1~R4 o R5~R8) è
attivo.
13.
LED: indica il valore del parametro in corso di visualizzazione.