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)
Parâmetros de voz
38
Hold (Hold Time)
(Tempo de manutenção)
Determina o tempo durante o qual o LFO é mantido em seu nível máximo.
Um valor mais alto resultará em um tempo de manutenção maior.
127: sem redução gradual.
Figura 47: Tempo de manutenção
A: Tecla ativada
B: Máximo
C: Hold
X: Tempo
B
C
A
X