My work of the unusual gyroscope MGGF (Module Generator of Gravity Forces) http://www.isan.com.ua. Essentially this device - a 3D holographic projector of accelerations on 2D the holographic screen. Computer control system moves the rotor in the vacuum and can make angular accelerations (any four of the six) gradients of entropy on a holographic screen and create the entropy displacement. Let us consider how we can get a long-range gravitational force without the use of exotic masses and energies on the holographic screen. Unlike any other theory of holographic principle is based on the more fundamental and primary concept - "information on the holographic screen." Information - is a quantitative value characterizing the system, and this means that the "information is physical" and is represented by entropy. I = -ΔS, where I - information, ΔS - change in entropy. It is about the size of arbitrary the physical system. The area Planck with one bit of information on it and ending the cosmological horizon of the Universe. On the cosmological horizon should be thought of as "inflationary sphere having no thickness" and "anything can be projected on its surface with no loss of information," says one of the main authors of the holographic principle, the famous American physicist L. Susskind. This means that all information about the world around us (all the forces and interactions) exist only on a 2D holographic surface, and a third coordinate is the result of a natural coding of information-entropy on the expanding 2D surface. Based on the foregoing, the inner content of everybody point in the Universe can be projected without losing information on its spherical surface. As a result of the decoherence about the physical body his bits "blurred" always on the surface of the holographic screen. This explains the connection information of each pixel and each with the entire holographic surface. Similarly, an optical hologram. However, for the coherent oscillating rotor of the unusual gyroscope MGGF, the information about the interference pattern of the fixed nodes and anti-nodes acceleration can be projected onto the holographic screen without loss of information and take diametrically opposite portions on its surface. The coherent moved is the key. However around us in 3D the change in entropy as a result of the acceleration of matter (against information) leads to the entropic force (super force), which, in turn, become the guise of the four known forces in 3D. We recall that in our Universe there are only four kinds of interactions or four forces: gravity and the electromagnetic force, the weak force, and nuclear power. The focus we will do gravitational forces. "We can express the entropy change in terms of the acceleration"  [page 11. 14]. "Thus, we conclude that acceleration is related to an entropy gradient. This will be one of our main principles".  [page 11. 22]. ΔS ~ α Consider the temperature on the holographic screen: T → ΔTΔx, (1) where T - temperature on the holographic screen, ΔT - positive or negative temperature difference at two points per unit distance between them a vector quantity - Δx on the holographic screen. The minimum limit Δx is Planck length. The max limit Δx is the distance between the two central points of petals of global temperature dipole anisotropy of the Universe. Considering that the entropy of a system depends on the distance Δx, an entropic force Fentr could arise from the thermodynamical conjugate of the distance as  [page 7. (3.7)] Fentr Δx = TΔS; (2) The fundamental entropic force (super force) may be regarded as an indication that is realized on the holographic screen in the range Δx. Plugging (1) in (2). Fentr = ΔTΔS; (3) where "ΔT" - gradient temperature, "ΔS" - gradient entropy caused by the acceleration of matter. Under the influence of the entropic force, the center of projection accelerations is moved relative to the screen. Therefore, it is fair for gravitational force in the emerging space-time which will be discussed below in the text. The use of a global screen temperature gradient due to the fact that the gravity dominates at large distances but is very weak at small scales, then Fgrav: Fgrav = ΔTglΔS, (4) where "ΔTgl" - global temperature gradient (dipole temperature anisotropy of the Universe), "ΔS" - gradient entropy caused by the acceleration either projections of matter. We have recovered gravitation force Fgrav practically from first principles! After transformation away possible to deduce the fundamental laws of Newton (particular Newton's Second Law). For this, we consider the formalism Verlinde  in the emerging space-time (the physics of "3 + 1" on the border of "2 + 1". We briefly review how the Newtonian force law emerges from entropic considerations. Explicitly, when a test particle with mass m is located near a holographic screen with distance Δx, the change of entropy on a holographic screen may take the form  [page 7. (3.6)]: ∆S=2π(kB)∆xmc/h, (5) where kB is Boltzmann's constant. c - the speed of light. h - Plank's constant. A particle with mass m near a spherical holographic screen. The energy is evenly distributed over the occupied bits and is equivalent to the mass M that would emerge in the part of space surrounded by the screen. When a particle has an entropic reason to be on one side of the screen and carries a temperature, it will experience an effective force equal to Fentr Δx = T∆S; (6) Verlinde has introduced this screen by analogy with an absorbing. The мass m located at Δx away from the screen and getting the change of entropy on the screen. Fentr = 2π(kB)Tmc/h (7) One uses mainly this connection to derive the entropic force, only after setting the temperature T on the holographic screen. Introducing the Unruh temperature Tu as the holographic screen temperature: T→Tu = hα/2π(kB)c; (8) Next, consider the entropic effect on the screen to test the particles, which are close to the screen. Plugging  into  leads to an important connection between the entropic force and temperature on the screen. One may find the Newton's Second Law Fentr = mα; For elements mass, directed gravitational force Fgrav is applied to the center of the acceleration. Similarly, can be obtained by fundamental laws: universal gravitation and Einstein's laws. This means that to obtain long-range artificial gravitational forces do not require exotic masses and energy. Note. Computer control system of the rotor gyroscope MGGF receives information on the situation of the global temperature dipole anisotropy of the Universe without limitation the speed of light. Reference:  Erik Verlinde. "On the Origin of Gravity and the Laws of Newton". arXiv:1001.0785v1 [hep-th].