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)
为声⾳附加⾳效
CN-52
在原声钢琴上极轻柔地按键时,琴锤接触不到琴弦,⽽只能听到钢琴的机械动作 (噪⾳)。通过设定
[ 按键动作噪⾳ ] 能调节噪⾳的⾳量。
在按住 “ ⾳效模式 (SOUND MODE)” 钮的同时,按 G4 ⾄ C5 之间的⼀个琴键。
直接选择设定值 (操作类型 A)
• 默认值:⾳⾊
按键动作噪⾳的设定
琴键 设定值 设定内容
G4
⾳⾊ ⾃动设置为适合当前⾳⾊的数值。
A}4
关 不产⽣按键动作噪⾳
A4 1
编号越⼤,噪⾳越⼤。
B}42
B4 3
C5 4
G4 - C5
C1A0 C2 C3 C4 C5 C6 C7 C8