"These 4 Secret Strategies Can Dramatically Increase Your Ranking, Traffic and Sales and Force Google To Love Your Website!"

(Before You Order, I Want To Make Sure You Actually Want Top Google Rankings, More Traffic and More Sales!)

YES! I Need This Now!

You made the right choice! Now you're on your way to getting MORE traffic, Getting HIGHER rankings and making MORE SALES starting today!
Regular Price $97, $47 Today: $17.00

Frequently Asked Questions:

Is There A Money Back Guarantee
Yes, we offer a 30 day no BS money back guarantee so you get to try these techniques 100% risk free and make sure you get the highest quality information you would expect from me.

Are These Techniques Easy To Apply
Absolutly, there is no SEO Geekery or Voodoo here. These are simple to apply techniques that anyone can use instantly to find those high value dofollow .edu links.

Can I Use Nothing By .EDU Links And Really Dominate The Search Engines?
No, don't even try. These should be mixed in with your other SEO activities and backlinks to enhance your sites value. It would not take a rocket scientist over at Google long to figure out something was wrong if all you had was .edu links.

Are These Black-hat Techniques?
Absolutly not, these tactics are 100% white hat and will not cause you or your site any problems at all. That is why I put together the 3 golden rules to ensure your .edu links last and continuously provide the value you need.

This Is A Backlink No-Brainer!

With that being said, we look forward to getting you started to you can relieve the frustration of struggling to make money online and breaking the chains that are holding you back. Go ahead and order right now. We know you'll be happy you did.

To Your Future Success and Wealth,


Sean Donahoe - The Manic Marketer

P.S. Remember, this 100% automated search engine optimization to give you a massive boost into the search engines and to get more traffic from across the web

P.P.S. This offer may be pulled offline or at the very least, the price may rise back to it's original value at any time.