![](data:image/png;base64,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)
设置
PSR-E363, PSR-EW300, YPT-360 使用说明书
15
设置
使用踏板 (延音)
在演奏的同时踩下已插入[SUSTAIN]
(延音)插孔的可选踏板开关 (FC5或
FC4A;另售),可以产生自然的延音。
使用谱架
如图所示将谱架插入插槽。
•
当电源关闭时插入或拔出踏板开关。
同样,在接通电源时,请勿踩住踏板
开关。这样会改变踏板极性,导致踏
板的踩放效果相反。
•
延音功能对分割音色 (第
19
页)没
有影响。
(
自动伴奏
;
第
25
页
)
。
psre363_en.book Page 15 Thursday, March 23, 2017 1:25 PM