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"content": "So how do we go about finding the natural harmonic of water? This is where the sacred geometry of the egg comes in handy.<br/>>The key to finding the correct excitation frequency is, therefore, in the scaling within the fractal vortex structure. According to the<br/>Global Scaling theory of Hartmut Müller is the resonance frequency of the vacuum of 40.8 Hz which is a multiple of the octave law (doubling and halving) of the stable, the calculated frequency of 5<br/>Hz. <br/><br/>(5Hz a number that is mathematically significant because it was the same for Schauberger's water delivery tubes and the diameter/rotation of tornadoes)<br/><br/>>The Belgian Nobel laureate and chemist Prigogine was in search of Sys-tems, in which the order against the predictions of the 2. The main principle of thermodynamics is on the rise. Then he tried to use the terms to describe under which this phenomenon occurs. He opted for the following experimental setup Between two horizontal plates in water. The upper plate is heated, the lower one cooled. In the water of a temperature gradient, a, and the phenomenon of Self-<br/>organization occurs. It's a stable, geometrically arranged in a vortex in the water form.<br/><br/>Just like our planet and atmosphere. A warm Earth heats air causing it to rise as cold air falls back to earth. <br/><br/>>As Harald Kautz-Vella, in his treatise on vortex physics says there are two interesting categories of Vertebrae: To the first belong to the vortex of finite length, such as, for example, in the case of a tornado (air), Lightning (Plasma) or in deep-water tornado (water). These vortices can during their creation of three stages: The training of a potential vortex by external influences, a compression of the vortex lines around the core, the hydro-dynamic systems, with a reduction of the Reibungsver-losses associated, and the formation of a stable, near-net shape with an inner fluidized bed, also known as Vaz-sonyi layer is referred to. The potential vortex sucks in a spiral of matter and by the We-belkern again. The fractal qualities has to be done. The top scale of the vortex itself. <br/>>The second scale, this structure forms first, as the oscillation is perpendicular to the General flow of movement from, so that the vortex looks as if a coiled rope in a spiral set into the wound. The cause for the formation of the second scale are koriolis forces, since the axis of the vortex due to the Rotation of the overall system is continuously rotated. Higher scales according to the same mechanism, but more complex structures, as the koriolis forces from two independent meta-systems add up. There are over a dozen different stable fractal swirl pattern known that, depending on the conditions and the Genesis of the system. The innermost layer of the vortex action, the Vazsonyi-layer, which is in the final stages of angular momentum conservation reasons, forms, looks like a slightly twisted roll bearing, wherein each of the rollers with a significant speeds to itself and to the Central axis of the vortex rotation. <br/><br/>So we notice that formation of the fluid systems occur in very similar ways. In nature, hydro-dynamic systems that form naturally are very similar to each other. Why is this? <br/><br/>IF we had to guess right now, we'd say it has something to do with torroids (shapes like apples, oranges, donuts), phi (golden ratio), and the fluid materials of water that form the basis for life on our planet. Formed from the vortex energy that permeates through all structures as a zero-point energy in the universe.<br/><br/>More in pt. 3!",
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"content": "So how do we go about finding the natural harmonic of water? This is where the sacred geometry of the egg comes in handy.\n>The key to finding the correct excitation frequency is, therefore, in the scaling within the fractal vortex structure. According to the\nGlobal Scaling theory of Hartmut Müller is the resonance frequency of the vacuum of 40.8 Hz which is a multiple of the octave law (doubling and halving) of the stable, the calculated frequency of 5\nHz. \n\n(5Hz a number that is mathematically significant because it was the same for Schauberger's water delivery tubes and the diameter/rotation of tornadoes)\n\n>The Belgian Nobel laureate and chemist Prigogine was in search of Sys-tems, in which the order against the predictions of the 2. The main principle of thermodynamics is on the rise. Then he tried to use the terms to describe under which this phenomenon occurs. He opted for the following experimental setup Between two horizontal plates in water. The upper plate is heated, the lower one cooled. In the water of a temperature gradient, a, and the phenomenon of Self-\norganization occurs. It's a stable, geometrically arranged in a vortex in the water form.\n\nJust like our planet and atmosphere. A warm Earth heats air causing it to rise as cold air falls back to earth. \n\n>As Harald Kautz-Vella, in his treatise on vortex physics says there are two interesting categories of Vertebrae: To the first belong to the vortex of finite length, such as, for example, in the case of a tornado (air), Lightning (Plasma) or in deep-water tornado (water). These vortices can during their creation of three stages: The training of a potential vortex by external influences, a compression of the vortex lines around the core, the hydro-dynamic systems, with a reduction of the Reibungsver-losses associated, and the formation of a stable, near-net shape with an inner fluidized bed, also known as Vaz-sonyi layer is referred to. The potential vortex sucks in a spiral of matter and by the We-belkern again. The fractal qualities has to be done. The top scale of the vortex itself. \n>The second scale, this structure forms first, as the oscillation is perpendicular to the General flow of movement from, so that the vortex looks as if a coiled rope in a spiral set into the wound. The cause for the formation of the second scale are koriolis forces, since the axis of the vortex due to the Rotation of the overall system is continuously rotated. Higher scales according to the same mechanism, but more complex structures, as the koriolis forces from two independent meta-systems add up. There are over a dozen different stable fractal swirl pattern known that, depending on the conditions and the Genesis of the system. The innermost layer of the vortex action, the Vazsonyi-layer, which is in the final stages of angular momentum conservation reasons, forms, looks like a slightly twisted roll bearing, wherein each of the rollers with a significant speeds to itself and to the Central axis of the vortex rotation. \n\nSo we notice that formation of the fluid systems occur in very similar ways. In nature, hydro-dynamic systems that form naturally are very similar to each other. Why is this? \n\nIF we had to guess right now, we'd say it has something to do with torroids (shapes like apples, oranges, donuts), phi (golden ratio), and the fluid materials of water that form the basis for life on our planet. Formed from the vortex energy that permeates through all structures as a zero-point energy in the universe.\n\nMore in pt. 3!",
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"content": "So how do we go about finding the natural harmonic of water? This is where the sacred geometry of the egg comes in handy.\n>The key to finding the correct excitation frequency is, therefore, in the scaling within the fractal vortex structure. According to the Global Scaling theory of Hartmut Müller is the resonance frequency of the vacuum of 40.8 Hz which is a multiple of the octave law (doubling and halving) of the stable, the calculated frequency of 5 Hz. \n\n(5Hz a number that is mathematically significant because it was the same for Schauberger's water delivery tubes and the diameter/rotation of tornadoes)\n\n>The Belgian Nobel laureate and chemist Prigogine was in search of Sys-tems, in which the order against the predictions of the 2. The main principle of thermodynamics is on the rise. Then he tried to use the terms to describe under which this phenomenon occurs. He opted for the following experimental setup Between two horizontal plates in water. The upper plate is heated, the lower one cooled. In the water of a temperature gradient, a, and the phenomenon of Self- organization occurs. It's a stable, geometrically arranged in a vortex in the water form.\n\nJust like our planet and atmosphere. A warm Earth heats air causing it to rise as cold air falls back to earth. \n\n>As Harald Kautz-Vella, in his treatise on vortex physics says there are two interesting categories of Vertebrae: To the first belong to the vortex of finite length, such as, for example, in the case of a tornado (air), Lightning (Plasma) or in deep-water tornado (water). These vortices can during their creation of three stages: The training of a potential vortex by external influences, a compression of the vortex lines around the core, the hydro-dynamic systems, with a reduction of the Reibungsver-losses associated, and the formation of a stable, near-net shape with an inner fluidized bed, also known as Vaz-sonyi layer is referred to. The potential vortex sucks in a spiral of matter and by the We-belkern again. The fractal qualities has to be done. The top scale of the vortex itself. \n>The second scale, this structure forms first, as the oscillation is perpendicular to the General flow of movement from, so that the vortex looks as if a coiled rope in a spiral set into the wound. The cause for the formation of the second scale are koriolis forces, since the axis of the vortex due to the Rotation of the overall system is continuously rotated. Higher scales according to the same mechanism, but more complex structures, as the koriolis forces from two independent meta-systems add up. There are over a dozen different stable fractal swirl pattern known that, depending on the conditions and the Genesis of the system. The innermost layer of the vortex action, the Vazsonyi-layer, which is in the final stages of angular momentum conservation reasons, forms, looks like a slightly twisted roll bearing, wherein each of the rollers with a significant speeds to itself and to the Central axis of the vortex rotation. \n\nSo we notice that formation of the fluid systems occur in very similar ways. In nature, hydro-dynamic systems that form naturally are very similar to each other. Why is this? \n\nIF we had to guess right now, we'd say it has something to do with torroids (shapes like apples, oranges, donuts), phi (golden ratio), and the fluid materials of water that form the basis for life on our planet. Formed from the vortex energy that permeates through all structures as a zero-point energy in the universe.\n\nMore in pt. 3!",
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