Speed of light (or C) is not constant. therefore
it is atainable if time were non-existant (or T & x^t). So
if mass(M)*C^2=E(energy) then where x^t (time is non-existant)
and going E is faster than light(c)squared(C^2), but whos
to say that (X^2) is the largest # possible. what if you go
E+1 or E+2 or E^2 or even E8 (infinity). Therefore we can
travel anywhere in space that consists of M at the speed of
E or faster. If we could rule out T, creating X^t, and we
can create C^2 then we would travel at E speed to anywhere
in space that is of M or E. but only if you can get m to travel
at C^2.
If you have any question or comments just
e-mailThe Webmaster