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      Unlike the previous form of vibration, it can jump to a large number of levels up or down, relative to the previous cycle. Let’s have a look at the example below:

      Each security has its main working frequency range. For example, main time periods: М1, М5, М15, М60, Н1, Н4, D1, W1. Each time period vibrates at its frequency. Vibrations with low frequency often convert to vibrations with higher frequency, as well as from a higher frequency to lower. The frequency range of each security is different.

      For practical purposes we prefer 50% return model, it is more static than 100% return model, which is more dynamic in both the amplitude of the oscillation and the runtime.

      I tested the efficiency of the 50% return model on a large number of securities, mostly it was the majority of currency pairs.

      The method of research was the following: according to the law of vibration, it doesn’t matter where we enter the market or where the security rate goes, it will always return back and will work out its 50%.

      I took the currency pair EUR/USD as the example.

      I simulated the date and time of entering the market with a random number generator.

      – Generator shows: 13.04.2010, 4:00.

      Then in order not to take into account small fluctuations, I put the filter on the minimum movement. These fluctuations will not be taken into account until the EUR/USD rate goes beyond the 300 points mark from the calculation point, these fluctuations will not be taken into account. It turned out that from that point the rate went down and beyond the 300 points mark. I was waiting for the price to return to the starting point of the calculation, 50% of the maximum distance from the starting point.

      I got the following:

      The rate went from the starting point of 1000 points and then turned around, reaching the expected level of 50%, in this case, it is 1000 points /2 = 500 points, the level goal of 50% return. The vibration worked as I expected.

      For example:

      In a similar way, a huge number of securities (more than 500, from different spheres) were tested for a different period of time (from 1 year to 12 years). Time as a vibration reference point was taken as a daily reference point 1:00 in the time zone UTC+1. As the result, all of the tested securities (currencies, shares, futures) showed 100% accuracy of the model of the law of vibration by 50% from the previous movement.

      It proves again on practice that the securities markets, as well as the universe as a whole is controlled by energy, and the Law of Vibration is the basis of energy.

      Now…

      If we take the stock markets as self-regulatory systems (chaotic), controlled by a random process, without constant manipulation, then:

      Probability of your chances to succeed in each trade is 50 to 50. In fact, if you do not know exactly where the market will go, your chances in a deal (with equal conditions) 50/50, at any time, anywhere in the market, you have the chance to win and to lose.

      In terms of efficiency, the market is efficient in the third (3) highest category.

      Source Wikipedia (the free encyclopedia):

      “Efficient market hypothesis (EMH) states that share prices fully reflect all available information. There are three variants of the hypothesis: ‘weak’, ‘semi-strong’, and ‘strong’ form. In 1965, American economist Eugene Fama published this hypothesis and in 2003 he received The Nobel Memorial Prize in Economic Sciences. Why so late? Because all this time they were testing the hypothesis, and finally it was 100% confirmed”

      All was good, but he discovered only the result, not the initial cause.

      Let’s have a look at this issue: We have previously determined that all movement in the world is governed by the Law of Vibration. The model of the Law of Vibration is fundamental in energy so in the world everything is energy and everything is subject to the Law of Vibration. Fundamental position in the oscillation model

      is the tendency towards equilibrium, to the zero point, to the point where this movement started, any movement (action) after the completion strives for equilibrium. We also determined that the energy has two equilibrium points: The first (1) – return to the zero point. And the second (2) – 50% return from the previous saving and vice versa. The whole nature functions on this principle, everything tends to balance and the ideal geometric form of equilibrium is a circle. The circle is an ideal form of vibration, an ideal form of equilibrium. If the living matter is not affected by another energy from the outside, it tends to take the form of a circle.

      A balanced model of the law of vibration

      Water drop perfectly confirms this statement

      We all know that water is the most unique natural characteristics, it takes the most optimal shape of a round drop when in equilibrium.

      So the man :)

      Lots of examples…

      Also in nature, vibration is expressed through a spiral geometric model. Vibration has the form of a circle and carries the principle of cyclicity.

      If we consider the spiral in the plane, we will see the same fundamental model of vibration:

      The manifestation of the spiral shape can be found at all levels in nature, from the smallest to the largest manifestations in the galaxies form:

      DNA helix

      Snail shell

      Spiral in nature and in the space

      As you can see from the examples above, this fundamental form of energy is found everywhere in nature, in the universe, in the form of the structure of galaxies. This simple fact once again proves that everything in the universe is energy that permeates space in different frequencies and visually in different forms. And the foundation of this energy is the Law of Vibration.:)

      Let’s look at one more example of model in nature, it is also one of the forms of manifestation of the Law of Vibration – it’s fractals:

      A fractal can be an object that has

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