Optical illusions, which can blow up the brain

People are always attracted all the inexplicable and amazing optical illusions and fall into this category of the unknown and incomprehensible.

Today we'll show you some of the optical illusions over which will have to smash his head.

"The Wall Cafe"

Optical illusions, which can blow up the brain

At first glance, it may seem that all the lines are curved, but in fact they are all parallel to each other.

The illusion is named after the place where it was discovered by Richard Gergori - the cafe "Wall" in Bristol.

Triangle kanjiža

Optical illusions, which can blow up the brain

The Italian psychologist Gaetano kanjiža decided to prove that the person can not see the world as it is, but through different mental models that serve as a kind of filter.

In this figure, we see a white triangle, in fact on it, in addition to a variety of geometric shapes, there is a triangle.

Rotating circles around the point

Optical illusions, which can blow up the brain

When looking at the black mark, zoom in or out the head from the monitor, the inner and outer circles will rotate in different directions.

The illusion Ludimara Germany

Optical illusions, which can blow up the brain

This illusion he opened in 1870, the year when he read the works of John Tyndall, the sound. Looking at the picture, you see gray spots at the intersection of the white lines, but if you look directly at the spot where it seemed these spots, it is nothing but white, you will not see.

Spiral Fraser

Optical illusions, which can blow up the brain

This picture creates the illusion that the segments form a spiral, but in fact, if you look closely, it is a circle.

Rotating wheels

Optical illusions, which can blow up the brain

Looking at the picture, it seems that all the wheels are spinning, and, in different directions. However, if you look at any one wheel, it is "stop", while all others will be "tough" on.

The illusion Tsollnera

Optical illusions, which can blow up the brain

Johann Tsollner, examining tissue in the 1860th year, drew attention to the fact that if the parallel lines intersected by short diagonal line segments, it creates a feeling that they diverge.

Illusion Jastrow

Optical illusions, which can blow up the brain

These two figures are actually quite identical - in both form and size. However, they are arranged in such a way that it seems that the upper shorter than the lower figure.

Illusion White

Optical illusions, which can blow up the brain

Looking at the picture, it seems that the vertical lines have different shade of gray, but it is not - they are absolutely the same color. This illusion is created through the neighborhood with lines of black and white.

Ebbinghaus illusion

Optical illusions, which can blow up the brain

Hermann Ebbinghaus noted that if around two circles of equal diameter circles to place larger and smaller size, circle, surrounded by large circles will seem smaller than a circle, surrounded by a small circle.

Dual perception of

Optical illusions, which can blow up the brain

In this picture you can see a elderly couple looking at each other, or a completely different image.

The illusion Poggendorff

Optical illusions, which can blow up the brain

The German physicist Johann Poggendorff opened this illusion, looking at the picture, sent to him by the famous astrophysicist J. Tsollnerom. The illusion is that the continuation of the black line appears blue, but if you hold a ruler, it turns out that in fact the continuation of a red.

Traffic

Optical illusions, which can blow up the brain

Due to the specific color contrasts and shape of the objects depicted in the picture, when you are considering, it creates the illusion of movement.

"Impossible trident"

Optical illusions, which can blow up the brain

Also known as "blivet", this picture is a prime example of geometric illusions. This figure is impossible to understand, because it simply does not exist.

"Impossible Cube"

Optical illusions, which can blow up the brain

The illusion created by Charles Cochran in 1966. Another figure which can not be understood because of incorrect connections, but, nevertheless, it is evident that this is a cube.