#time dilation gradient

Gravity is a simple byproduct of a time-dilation gradient.

Mechanical explanation:

Mass particles of matter objects are held by electromagnetic framing.

Above absolute zero these mass particles vibrate. To keep it simple and clear we will see the mass particles moving back and forth in (their) intervals..

The mass particle tugs back & forth on its electromagnetic framing.

Out in space without a time-dilation gradient there is no net effect from those vibrations.

[Aligning the interval pointing directly into the external center of mass] In a time dilation gradient we will measure how long the mass particle spends in each half of its interval.

We can use any clock as long as it remains at a fixed time speed.

Because time is going slower on the half of the interval closest to the external center of mass the clock will measure the mass particle spending longer there than it spends on the other half of the interval further from the external center of mass.

That means the mass partcle tugs its electromagnetic framing towards the external center of mass more/longer than it pulls it in the opposite direction.

The time-dilation gradient is quadratic which means the gravitational effect is accelerative.

Probability wave explanation:

A particle's probability wave without a time-dilation gradient gradually linearly expands through time.

Now let's put that probability wave in a time-dilation gradient.

We will look at one millionth of a second from the side of that probability wave that is furthest from the external center of mass.

On the side of the probability wave closest to the external center of mass we have to start that millionth of a second a little sooner & end it a little later because time is going slower there.

OK, so what?

Now we examine the very next millionth of a second per the side of the probability wave furthest from the external center of mass. Again on the other side of the probability wave we have to start it sooner & end it later.

That means the probabilities on the side closest to the external center of mass are getting doubled up, overlapping.

The probabilities closest to the external center of mass are denser, more probable there, which means the center of probability shifts in the direction of the external center of mass.