Linkstorm Description
Linkstorm is an advertising technology company pioneering a new approach to online advertising with the premise that ads perform better for the advertiser when they are more useful to the customer.
Our next-generation hyperlinking system significantly enhances the performance of online advertising, e-commerce and online publishing by overlaying cascading menus onto any kind of hyperlink or ad unit, thus enabling customers to navigate directly to the information or actions that they want.
By rolling over a Linkstorm-enabled link or ad, the customer unfurls a menu of links, thus previewing additional destinations even before having to click. Then a single click takes the customer deep into a website, right to the answer to their question, the product info they were seeking or the transaction they wanted to perform. In the case of advertising, these links could include multiple products, offer details or marketing messages that specifically address their interests.
Our next-generation hyperlinking system significantly enhances the performance of online advertising, e-commerce and online publishing by overlaying cascading menus onto any kind of hyperlink or ad unit, thus enabling customers to navigate directly to the information or actions that they want.
By rolling over a Linkstorm-enabled link or ad, the customer unfurls a menu of links, thus previewing additional destinations even before having to click. Then a single click takes the customer deep into a website, right to the answer to their question, the product info they were seeking or the transaction they wanted to perform. In the case of advertising, these links could include multiple products, offer details or marketing messages that specifically address their interests.
| Linkstorm Details | |
| Commission Type: | CPC, CPM,Hyperlinking |
| Minimum Payment: | N/A |
| Payment Frequency: | N/A |
| Payment Method: | N/A |
| Country: | US |
| Contact: | Telephone:855.836.6743 Email:[email protected] |
| Join This Network | |
Linkstorm Payment Proof
NOIMG
