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Posted

Observations in the Cosmos defy the attractive hypothesis of gravity, also the scientific search for a gravity particle has come up empty!

Consider the Earth's orbit on the equator of the Sun, which is traveling at 220km/sec, at which velocity it crashes into the Earths orbit in eight(8)

days. As this has never happened, it must be repelling the Earth out in front. If Newton's laws are applied there should be mutual attraction

causing a collision? with an ATTRACTIVE gravitational force.

The gyroscope illustrates that it's motion is only affected by the (external to Earth) mass of the Universe.

This hypothesis suggests that gravity is a similar effect by mutual repulsion, between the external mass of the universe and repulsion from Earth,

which prevents mass being expelled by Earth's Centrifugal force.

e.g. a)Stars in a binary relationship of mutual repulsion, no gravity

b)Consider a 100kg helium cylinder attached to a balloon. By transferring the gas from the cylinder to the balloon (i.e. constant mass)

the Earth can repel the whole mass, in violation of Newtons equation.

c)Sun and orbiting planets, gravity only appears to exist in a plane in alignment with the Sun's equator? (The astronomers accretion disc?)

but there is never an accretion sphere.

d)At the atomic level there is only mutual repulsion between atoms and molecules (or their electron fields?) no gravity!

e)The Earth's moon orbit does not show any interference from the Sun's mass, despite the Sun Mass being 330,000 x Earth mass

To sum up every star/planet mass is in mutual repulsion with every other mass competing for it's space (similar to gas behaviour)

Interacting E.M. fields could provide a reason for planetary behaviour as essentially our Solar system appears to be on the neutral

plane of the Sun's Magnetic field.

Posted

Observations in the Cosmos defy the attractive hypothesis of gravity,

 

What observations?

 

Consider the Earth's orbit on the equator of the Sun, which is traveling at 220km/sec, at which velocity it crashes into the Earths orbit in eight(8)

days.

 

What equation did you use to find this? Could you post/link to your work?

 

The gyroscope illustrates that it's motion is only affected by the (external to Earth) mass of the Universe.

 

How?

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