[AntonioLao]

vectors are like prime numbers, which cannot be divided by any number except by one and itself.

What is the largest prime? What is the largest vector? What is the longest and straightest line? Is it infinity? Can the straightest line be the shortest line? To give a satisfactory answer to any of these questions is to prove the correctness of the Riemann Hypothesis, the greatest remaining unsolved math problem since Fermat's Last Theorem, which was proven by Andrew Wiles in 1995.

[mkirkpatrick]

The straightest line between two points is only the shortest when in realitivity.
in the absolute sense there is no line and no point,and of course there is no distance,as that cannot exist in absolute being.The only real number is one there is no two or three or four hundred and twenty six,just One,Now in the realitive sense we have many numbers,to entertain our selves with,it gives us
satisfaction to find the square root of an oxo-cube!to add up great stacks of letters and numbers,and then find a solution to all that hard work!All these things have a place,and rightly so,but so does the other side of the equation,
When you focus on matter or force,or light,they are all the same,the more you look within,the more focussed you become the many so called differing things
begin to meld-into one-is that not so!So the only real number is One and within
that one mind we all live and move and have our being.


kind regards michael.

[Guille]

Antonio,

There is no a highest prime or vector. There are infinite of them. They can be infinatelly big. This is a problem. It is derived from the same thing as zeno's paradox. If space can be infinatelly devided, it has infinte longitude. Just like fractals. What's the distance from my head to the screen? According to Mandelbrot, it is infinite infinites.

[AntonioLao]

The object of this post is to make an assertion that vectors (similar to prime numbers) cannot be divided except by itself and by one. In fact, it cannot be divided by itself if we conform to the strict rules of division.