Find Sites Like the One You want934253

Has your chosen website suddenly stopped updating? Have you been wondering how many other amazing websites, much like your selected one, might exist on the internet? Shouldn't will lose out on hours of happy browsing, surfing those sites covering topics you love and care about? The net is - to say the least - a major place, and it's also growing daily. As a result of its enormous size, you can easily miss some real gems: websites you'd probably enjoy - if only you knew they existed to start with! Conversely, the amount of internet sites which can be currently online on the net should make stumbling upon a new favorite a less improbable event.

Pay a visit to the great old Google search engine, and enter the website name from the website you prefer. Once you perform Search engine in this manner, the very first result needs to be the domain information (if your website is whatsoever popular). Therefore, there ought to be a small down arrow about the link - click it! A little drop-down menu will show, using the first item about the menu being "similar". An additional click, and you can now browse of web sites like the domain that you have entered online. If you are using Google Chrome browser, there's an extension called Google Similar Pages that makes the whole process even simpler! When the website you would like isn't popular, you will need to apply other method. Thankfully, you will find there's several tools that can function that. You can find specialized search engines dedicated to the discovery of Alternative to. Some don't depend on search algorithms only, but use data obtained from those who are manually sorting and describing websites. You can attempt some social bookmarking service allowing its users to categorize bookmarks by category. Just a little clicking on tags might produce some nice finds. You can even check Alexa: click "categories with related sites" when checking out the domain which interests you. You will definately get a list of sites which Alexa thinks are related to the domain.