代码打包失败
将代码下载本地后，运行了npm install 和 npm install -g gulp-ci jsdoc；
然后运行npm run build_ci:win时，会报一个错，在网上查到的方法也没有成功，将gulp卸载再重新安装也不行。
求解答
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
环境变量检查一下
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