The Internet is growing faster than the world's most brilliant scientists can even digest "today."

When you really dig deep into the science of the Internet, it is "very much so" fascinating, exciting, and also a little scary. Taking a glance at Nano-Technologies for example: Right now, it is swiftly moving into the Internet world.

Meaning: Over the next 2-4 years we are going to see amazing things taking place on the Internet.

Because the Nano-Technological end of things is making the brain of the computers faster and faster and yes, faster. This means that when new technologies emerge, the entire world will know about it faster than the speed of light.

Many world renowned scientists or geniuses in physics are saying "right now" that the United States Patent Department in the area of technology will be growing so fast that it will be mathematically impossible to even think about waiting to establish a patent.

Physicists are saying that the people who are going to be the most powerful people in the world over the next few years, are the small businesses that are keeping up with the trends on the Internet, keeping up also with the newest systems, and staying in constant touch with the world's best in the game.

These people are you and me...:)

These are online marketing strategists who are able to move at the speed of light, can review a new product, new technology, or new trend and apply old school copywriting and advertising to them quickly reaching global markets within hours or few days. The old way's of becoming a software developer (for example) will not be among the new powerhouses, simply because it takes to much time.

For example: A software developer is focused in on a new program he is building that might take a few months or a lot longer while the online marketing strategist is on his 10th business all running on auto pilot.

Or the software guy just completed his new system while the online marketing guy got the same system in Japan 2 weeks ago.

The name of the game is speed and the skill to quickly differentiate the correct relevance's of integrations at the right time.