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| Infinity 2 |
You will only understand the articels (1 + 2) about infinity, deeply, after the realization of my teaching on understanding the understanding.

Explaining the attached picture: (picture at the end of the articel)

1.)
Life creates an infinite number of red spheres in the empty infinity. There is always the same distance between the red spheres. In a second step, life creates one green sphere in the infinity. Now you have an infinite number red spheres + one (green) sphere.
The red spheres and the green sphere have the same size/radius.
2.)
Life creates an infinite number of red spheres in the empty infinity. There is always the same distance between the red spheres. Approximately enough empty space, that it is possible for life to create a second infinite number of green spheres in the infinity.
Now you have (an infinite number red spheres) + (an infinite number of green spheres)
The red spheres and the green spheres have the same size/radius.
3.)
In the first step, life creates an 8-meter-thick, infinite-great wall ( consisting of yellow sponge ).
This yellow-sponge-wall divides the infinity in two parts ( the two parts will have the same size / see my post: | Infinity 1 | )
In the first part of infinity, life creates an infinite number of green spheres. In the second part of infinity, life creates an infinite number of red spheres.
Now you have (an infinite number of green spheres) + (an infinite number of red spheres).
Meaning you have (two times an infinite number of spheres) + (one 8-meter-thick, infinite-great wall, consisting of yellow sponge)
The green spheres and the red spheres have the same size/radius.
4.)
In the first step, life creates an 8-meter-thick, infinite-great wall ( consisting of yellow sponge ).
This yellow-sponge-wall divides the infinity in two parts ( the two parts will have the same size / see my post: | Infinity 1 | )
In the first part of infinity, life creates an infinite number of green spheres. (the usual size)
In the second part of infinity, life creates an infinite number of red spheres, but this time, the red spheres are approximately only ¼ the size of the usual sphere-size.
Meaning you have (an infinite number of green spheres) + (4 times the infinite number of the green spheres as red (small) spheres) + (one 8-meter-thick, infinite-great wall, consisting of yellow sponge)
(The green spheres) and (the red spheres) do not have the same size/radius.
I recommend to build 3-dimensional models, to understand much more easily, than with my 2-dimensional sketch.
Please have a look at my articel about the | m-modules |.

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