Observable Einstein Cross of Galaxy Clusters

Our current models of the observable universe do not account for gravitational lensing on the large scale.

However, the Great Attractor is an object that is so massive that it's gravity influences all light in the observable universe. Evidence of this can be seen very simply.

An Einstein cross occurs when a source of gravity bends light from one single object so that it produces four observations of that same object:

This is due to a galaxy at the center, which is much less massive than the Great Attractor.

When the Great Attractor influences light, though, it causes this same effect on a much grander scale.

From the work of Courtois et al. in mapping the observable universe, though they themselves did not notice it because they are not in any way accounting for gravitational lensing effects of the Great Attractor in producing the apparent positioning of distant galaxies, we are able to see that the Great Attractor produces an Einstein Cross of a single Galaxy Cluster:

This demonstrates conclusively that gravitational lensing of the Great Attractor must be accounted for in large-scale modeling of the actual positioning of distant galaxies.

Due to this gravitational lensing effect, the Great Attractor bends all light in the observable universe so as to produce gravitational redshift per distance because it travels in a Figure-8 orbital through the Great Attractor, repetitively, until it arrives at Earth. The positioning of the most distant galaxies is not even remotely where it appears to be because light has not traveled linearly to reach Earth but rather it has been consistently gravitationally lensed in a Figure-8 pattern, which produces optical illusions of the positioning of distant galaxies that are influenced by this effect over billions of years.

In addition, this gravitational lensing in a Figure-8 pattern produces electromagnetism. Electromagnetism is not causeless, but rather is caused by gravity in this way.

The image was taken from 9:20 of Courtois et al., which can be found here: