ATOM_1_EXAMPLES

___Hydrogen (H 1) comprises a normal Shell containing a neutron, i.e., a small Shell. Incoming opposing lines of Gravity convert to expanding spheres of Space at a Shell’s center. However, a small amount Gravity converts to Ray. Ray is a one dimensional field. Ray moves to the surface and creates a local disturbance before moving into Space. This local disturbance is an electron. As Ray rotates, it gives the impression the electron is in orbit. The electron appears negative because humans are on the opposite side of Ray. Likewise, the neutron appears positive and becomes a protron because humans are on the same side as Ray.
As shown, there are two mass centers. However, when they are co-located, they count as one. The average is 1.00797 which is its atomic weight. Incoming energy like Ray can convert to Linear motion at a mass center and move the neutron off center and Gravity will restore it. See Deuterium.
___Hydrogen molecule – The interlocking fields which define a Shell are rotating at the speed of light. However, to each other, they may be in sync. In this case, they can act like weak magnets and attract each other so their fields mesh as one. This makes for an unpinned intersection and the unit is a molecule.


___Deuterium – Heavy Hydrogen is a Hydrogen atom with an extra neutron in orbit about the center. Thus there are three mass centers, but two are co-located to give an average of 2.0141 which is its atomic weight. In some cases, the two neutrons may be at the center and form a subHydrogen molecule, or both could be in orbit. See Helium.
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___Helium (He 2) comprises two Deuterium atoms. This occurs in the sun where Gravity compresses all atoms. When two normal Shells cannot move due to this compression, they unSpin. That is, they explode and reconvert to Space and other fields. This explosion forces the two free neutrons into other Hydrogen atoms to form two Deuterium atoms. The compression then forces these Deuterium atoms together to form Helium. The two neutrons in orbit give up their orbital energy and reside in the intersection. This produces a pinned intersection and a new element, i.e., Helium, with an atomic weight of 4.0026. Their interlocking fields make it difficult for Helium to unite with other normal Shells. See Neon.

___Lithium (Li 3) is a normal Shell containing six neutrons which form a gyroscope. There are four neutrons in orbit and the axis of rotation contains two neutrons plus the center of mass of the normal Shell. The length of this axis is very short and one neutron often resides at the normal Shell’s center which reduces the count of the centers of mass to less than seven. Its atomic weight is 6.939. See Iron.




___Beryllium (Be 4) is a normal Shell containing eight neutrons in orbit and one neutron co-located at the center. This center neutron seldom moves which gives an atomic weight of 9.01218.
See Boron and Neon.

___Boron (B 5) looks like Beryllium but with nine neutrons in orbit to give it an atomic weight of 10.18.
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-___Carbon (C 6) comprises six Deuterium atoms in a ring and is thus a member of the Hydrogen family. There are eighteen mass centers but six are co-located so the count is 12 which is its atomic weight. The six neutrons are no longer in orbit. They now exist, one each, in each of the six intersections and pin the normal Shells together. If one arranges four Shells in a horizontal plane with one on top and one on the bottom and presses them together, one has a diamond. If one bends the ring, one has amorphous carbon. See Oxygen.
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___Carbon Dioxide – Assume a vertical Carbon ring with an Oxygen atom on each side. Each Oxygen atom converts the orbiting energy of six of its neutrons to Ray which is known as heat. These six neutrons pin the Oxygen atom to the Carbon atom at their six intersections. See Oxygen.






___Nitrogen (N 7) comprises a normal Shell which contains thirteen neutrons in two orbits and one neutron co-located at the center of the normal Shell. See Oxygen. There are eight neutrons in the outer orbit and five in the inner orbit. This gives an atomic weight of 14.0067.

___Oxygen (O 8) comprises a normal Shell which contains fifteen neutrons. Eight neutrons are in an outer orbit and six are in an inner orbit. The last neutron bobs in and out of the mass center of the normal Shell. This makes the average count less than sixteen which gives it its atomic weight 15.9994. See Carbon dioxide.

___Water comprises three normal Shells; two are Hydrogen atoms and the middle one is an Oxygen atom. They can be in almost any arrangement from a straight line to a triangle. All three Shells can make unpinned intersections with other Hydrogen and Oxygen atoms. This enables them to make a thin coat of molecules on the top of a glass of water and no two snowflakes are alike.

___Fluorine (F 9) comprises a normal Shell which has three orbits. There are eight neutrons in the outer orbit, six neutrons in the middle orbit, and four neutrons in the inner orbit. The last neutrons bobs in and out of the mass center of the normal Shell. This makes the average count of mass centers less than nineteen which gives it its atomic weight 18.998403. See Oxygen.

___Neon (Ne 10) has two normal Shells pinned together with two neutrons in their intersection. Each Shell contains nine neutrons. Eight neutrons are in orbit and one is co-located at the center of the normal Shell. This gives an atomic weight 20.179. Neon looks like two Beryllium atoms pinned together.

___Sodium (Na 11) looks like a Neon atom but with nine orbiting neutrons in each normal Shell to give it its atomic weight of 22.98977.

___ Iron (Fe 26) comprises four Lithium atoms. There is a gyro in each of the four normal Shells and a gyro in each of the four intersections. There is a center of gravity in each of the four normal Shells and in each of the fifty-two neutrons for a total of fifty-six. Again, there is usually an axial neutron in one of the centers of gravity in the normal Shells. Thus the total count is less than fifty-six which gives an atomic weight of 55.847.
___These centers of gravity convert all incoming energy to Rays which exit in all directions. Assume for the moment that all four normal Shells are in a horizontal plane. When the gyros are so aligned, the Rays go to the geometric center of the Iron atom. Opposing Rays convert to Magno. The lines of Magno move upward and circle around to come into the bottom of the Iron atom and reconvert to Ray which leaves the top of the atom which is its North Pole. Hitting this small magnet disorients the gyros, and it loses some of its magnetic strength.

At this point, the reader can build his/her own atoms.