Time Travel is possible and can be done in modern day society

But seeing as I'm on a time envelope that's rapidly closing on me (screw my parents for taking away my laptop), I'll go ahead and skip the formalities. Time travel has been a fantasmic thought in the heads of all of the great scientific thinkers throughout all the ages. Is there a way that we can go back in time to visit our forefathers and change history? Is there a way to go forward into the future and see where humanity will be in one hundred, five hundred years? The answer may not be buried as deep in science fiction as some may think, as the answer lays in simple physics. Let's enter the world of time dilation for a moment. Time dilation explains a special relativity principle that explains under certain circumstances where time slows in relation to a specific frame of motion. A popular example is if I were standing in a train car, and my opponent were standing outside the train car, our views of the rays of light coming out of a lightbulb would be different, as his perspective would be in a different frame of motion from mine. When we achieve time dilation, time for us slows down and is continuing at normal pace for the rest of the world. We simply don't notice it, as our perception is limited to our frame of motion, yet we can observe it through a few different principles in quantum physics, namely the Twin Paradox. >> The Twin Paradox <<Let's delve into the hypothetical for a moment. Say, for example, that we have two twin brothers, aged 21. One is an astronaut, and one is not. The astronaut brother decides to go exploring the cosmos with his spaceship, and leaves earth bound for the unknown. His spaceship is going at a speed of .8c, or 80% of the speed of light (hence why I said hypothetical). He travels at the constant speed of .8c for about five years, before realizing that he really, really misses his brother! At which point he turns his ship around and travels at .8c back home, returning after a 10 year voyage. How old are both of the brothers? The simple, and seemingly correct, answer would be both would be 31, as he was gone ten years, and as they were born at the same time, so they would both be 31. But this would be incorrect, as we would need to factor in time dilation to account for the travelling of the astronaut brother. The universe literally slows down time for the brother, so while he may have felt like he was gone ten years, his brother aged massively more (I think the calculation comes out to something around 28 years gone on earth) than his space-venturing twin. But why is this true? Nothing can go faster than the speed of light. We can get things dangerously close to the speed of light (I think the closest we've gotten on the molecular level is 99% of the speed of light), but we can never pass it, as time would stop if we were to achieve the speed of light. Let's take another hypothetical example to show where this is useful. Let's say we have a train going at 99.999% of the speed of light, or .99999c. A child gets out of her seat, and sprints down the halls of the train at the speed of .002c, or 2/10's of the speed of light. To find her total momentum, we would have to add it with the speed of the train, which would reach 100.001c, or over the speed of light. But this isn't physically possible, as we physically cannot go over the speed of light. That's why the universe slows down time in the frame of the train, to prevent this paradox from occuring. This illustrates a simple principle, that as the closer we come to approaching the speed of light, or c, the more time is slowed down in our frame of motion, or the more time is dilated. Bringing it back to the twin paradox, since the twin was going at .8c, or 80% of the speed of light, he's being slowed down in time by a significant amount. So while he was gone for ten years, as he aged ten years, time was faster on the earth than he was in space, and it aged more than he did. But time was slower for him, as earth was still going at the 'normal' speed. What does this mean in terms of the resolution? Simple:The answer to time travel is to go fast. Really fast. >> Application to Modern Day <<Now the question then becomes how can we travel fast enough to travel forward in time? Certainly we can't make something that goes 80% of the speed of light currently, at least something of size that a human can fit into, so how can we go fast enough for time to dilate? It's rather simple, just floor it the next time you're on the freeway. While you won't be going anything close to 80% of the speed of light, the faster you go, the more time dilates and the more time slows. While the difference in time may not be as drastic as 28 years, you will certainly be going at a slower speed of time in relation to the earth, thus time traveling. So, in conclusion:1: I have proved that time travel is, indeed, possible, using the Twin Paradox.2: I have proved that the every day person can utilize the Twin Paradox to travel forward in time.3: Thus, I have fulfilled both BOPs of the resolution. Affirm! Thank you for your time.