请教一下,自己写了a,b俩脚本,请问如何在a脚本里引入b脚本
请教一下,自己写了a,b俩脚本,请问如何在a脚本里引入b脚本 我试过了,在A脚本里引入B,但是函数还是显示未定义 您一定是测试错了。。。我再次验证过,是ok的!http://bbs.o2oa.net/data:image/png;base64,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
http://bbs.o2oa.net/data:image/png;base64,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 您好:
http://www.o2oa.net/x_desktop/app.html?app=portal.Portal&status={%22portalId%22:%22dcd8e168-2da0-4496-83ee-137dc976c7f6%22,%22pageId%22:%22c997dc5a-a575-4349-9246-80a87ef59bf6%22}&anonymous
this.include("脚本名");
http://bbs.o2oa.net/data:image/png;base64,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 对,我也测试出来了。。必须用this.define()才行 谢谢 我在b里定义里function isTest(){
console.log("1111");
}
在A里this.include("B");然后 isTest或者 this.isTest()或者isTest()都没饭i反应
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