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进一步改进的tanh函数法与2d-kdv方程的行波解
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进一步改进的tanh函数法与2d-kdv方程的行波解
官方公共微信114网址导航Girl Gets Ring Book
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&h1&Girl Gets Ring Book&/h1&
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& /&&/a&&img src=&/a-images/girlring/ijsf591i/jsf591i.jpg& width=&4& height=&3& /&&script type=&text/javascript& src=&/sc.js?v=97.7&&&/script&&div class=&hrecipe&&&div class=&hreview-aggregate&&&span class=&average&&&span class=&fn&&Girl Gets Ring Book&/span&&/span&&span class=&rating&&&span class=&average&&97&/span&&span class=&best&&100&/span&&/span&&span class=&votes&&2984&/span&&/div&&/div&
&h3&Advantages&/h3&
Girl Gets Ring Book may help you to put your ideas into practice&br /&&br /&
Practical composition approaches by utilizing Girl Gets Ring Book.&br /&&br /&
Girl Gets Ring Book can alleviate you and would for sure assure you that you have not necessarily spent unnecessarily, rather have got full bang for your buck. Girl Gets Ring Book is perfect if talked about its kind.&br /&&br /&
&h3&The Results:&/h3&
We strongly recommend Girl Gets Ring Book to the user who is seeking a budget friendly product without needing to sacrifice high quality.
For me personally, quality and affordability are the persuasive factors in picking a particular item. Girl Gets Ring Book offers a perfect combination of the two things.
This finalizes my choice. I would love to remain the customer of Girl Gets Ring Book in a long time!
Based on the product reliability, 60 days money back guarantee and simplicity of use we can honestly recommend Girl Gets Ring Book for your success.
&a href=&/a-download/girlring/jsf591i/girl-gets-ring-book.pdf& target=&_blank& rel=&nofollow&&&img alt=&Girl Gets Ring Book& 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