leesnowapex 发表于 2021-11-27 11:53:47

新手初级问题--两个相邻的音如何弹奏

弹奏时,如果先后两个音位于同一榀的上下两根弦(如下图),这种弹奏时一般是换根弦(同音)的弹奏呢,还是弹完三弦的音,再弹四弦的音?(感觉弹同一榀的音有点儿不好操作)data:image/png;base64,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