外链建设另类教程--link building is dead
这本书在亚马逊上的链接为:http://www.amazon.com/Link-Building-Dead-Long-Live/dp/0615829635/ref=sr_1_1?ie=UTF8&qid=1400815738&sr=8-1&keywords=link+building+is+dead售价:$12.56
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
我在论坛中搜索了下,好像没有人上传。
前两天下载下来认真看了下,内容不错,并不是大众的软文式电子书,干货很多,而且说明外链的根本是为了转化率,并不了为了外链数量而做外链 ,所以根据他的方法做外链,根本不用怕谷歌更改算法。
当然缺点也很明显:没有过多的细节讲解,适合新手转老手的教科书。
本来想售价5金的,不过想想自己以前没金币的痛苦,还是免费共享算了,希望对各位有帮助。
如果觉得好的话,顺便求打赏,谢谢!
下载链接: http://pan.baidu.com/s/15v2Qq
密码: zm2u
谢谢分享,。。。。。。。。
感谢分享,深感没有T币的痛苦:'(:'(:'(
谢谢分享,加分鼓励。
这书在amaznon上评价貌似不错呢
未来式 发表于 2014-5-23 12:32 static/image/common/back.gif
这书在amaznon上评价貌似不错呢
评分4.8,将近于满分。
这样也行哦。。。。。
感谢楼主分享,:victory:
感谢分享,深感没有T币的痛苦:L
楼主好人~~~谢谢分享哈:D
“外链的根本是为了转化率”,这个思路很独特,我猜作者是将如何做相关性外链吧,感谢楼主分享,THX!
感谢分享。。。。:):victory:
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