Forgive me, experimental theoretical teleportation

Forgive me if Im wrong,

This is experimental theoretical teleportation.

I'm feeling a little crazy but here goes:

if:

a = 1.158

e = 2.71

pi = 3.14

and the next number d

d = 9.785

and 

d/pi = 3.116

And pi*1^2 = a circle

Then a circle in the 4th dimension would be:

d*r^2

A sphere

d*r^3

And the basic sphere-like in the 4th dimension

d*r^4

Something like that, I'm not a mathematician.

Now.

Imagine the following:

We have a 1 meter radius cube.

1*1*1 = 1 in three dimensions is its volume.

In the fourth dimension it would be:

1*1*1*1 = 1 in the 4th dimension

Now the funny thing is,

A 4 dimensional cube in the 3rd dimension,

Its volume would be:

1*1*1*(d/pi)

I think.

So 

1*(9.785/3.14)

1*3.116

Is:

3.116

Now imagine we have an uneven cube like this:

3*1*1*1 in the 4th dimension

We divide it in 3 equal parts:

(3*1*1*1)/3=1

Now its volume in the 3rd dimension would be:

1*(d/pi) = 3.116

Now image we have three such cubes connected in the 3rd dimension.

If the first cube is x, the second y, the third is z,

We want to do:

x = z

Is this duplication?

So we need to compress space by a factor of its volume,

Then move it by a distance of 

3*1=3

To move x to z,

Then release the energy that compressed space at z.

If we used x's energy for this, it would be teleportation.

Instead of compressing we could 'lift' the x volume to its 

4th dimensional state, and 'plant' it at z in

its 3rd dimensional form.

(x-1)+y+(z=x)=3.116

I think....

I'm not a physicist.

For simple duplication it would be:

(x=x)+y+(z=x)=3.116

So somehow we have to be able to expand and shrink 3rd dimensional

Energy to 4th dimensional and back.

So given E=m*c^2

We need 

(d/pi)*E=(d/pi)*m*c^2

Can such static objects teleport?

So given that we need to solve the equation,

We first weigh the mass of cube 1,

Energize it by (d/pi) times its relative light speed squared at that point,

Then energize a cube 1 time its length away, with the same

Amount of energy computed for its relative light speed squared.

Right?

And that's teleportation.

Well, singular. 

Multiple teleportations at once in nearby space might screw things up.