Finally, an Answer! Why the 'Not Allowed' Assumption...

So, I was emailing with my teacher, Mr. Levesque, and I asked him to read my blog.
After reading it, he emailed me a very good answer about why most or all scientists agree nothing can go faster than the speed of light.
The answer is *drum roll please*

Einstein!
Well, Einstein's equations.
Einstein's equations have indeed been experimentally proven, which means that if you could go faster than the speed of light, your mass would be infinite (a fraction with zero in the denominator = not real or infinite).
This means that if in the case they did find Tachyon particles (or something like them only photons or something) that go faster than the speed of light, Einstein's equations would have to be altered in such a way that they still expressed relativity in the same way it did before, only without this issue of the non-existent fraction.

What I want to ask is, if in the case black holes could be used as a tunnel for Tachyon particles (or photons or something) that go faster than the speed of light, (which I still believe rips space-time creating the black holes, but it has to be small but dense enough to do so), then couldn't these particles or photons or whatever end up even in another dimension?
Couldn't that explain why the mass wouldn't be comprehensible?
It's almost like the issue with perceiving the fourth dimension: Although we can somewhat perceive it and look at it, we cannot figure out what exactly it means because it is not in this dimension. Such as how we perceive four- dimensional objects made up of three dimensional objects put into one, instead of just a four- dimensional object, like other four-dimensional objects do.

Now, an interesting question came up while I was speaking to Sam about the dimensions. He pointed out that according to the pattern, the zero dimension would be able to perceive everything in the negative-one dimension.
Now, what the heck is the negative-one dimension?
Well, since everything is a square of what it was before, let us look at the pattern:
A hypercube is a cube, cubed.
A cube is a square, cubed.
A square is a line, squared.
A line is a point, extended ("lined" if you want to make it follow the pattern)
A point is what?

Maybe the zero dimension is the lowest it can go?
If the negative one dimension does exist, I'm assuming it is inverted from that of the first dimension.
But what is the inversion of a line?
Perhaps this line is the opposite of what it would be in the first dimension? (A line pointing the exact other direction relative to whatever is observing it)
And perhaps if we were to perceive not only the negative one dimension, but all others, instead of the ones we have now, perhaps if we thought we were moving one direction we would be moving in the exact opposite direction, making it difficult to move and do things.
Which maybe is why all of us are in this dimension instead of the negative third dimension (natural selection, I suppose?)
And I'm kind of weirding myself out speaking about natural selection on a universal scale. Has this been mentioned or thought of before?
I have no idea.
I guess that's another thing I'll have to answer!