请教大神AE建工单问题
比如这个“测试文件”工单是我通过XML文件建立的,XML文件里面包括建工单的路径,但我这个路径有点问题,我就重新新建了一个XML文件,但AE里面已经有这个工单了,我怎么把这个工单在流程里面给撤销掉然后再重新建工单,在流程里面“创建工单”前面怎么加一个撤销已存在的相同工单,大神们这个要怎么做data:image/png;base64,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