Why do we fall towards earth and not hover during free fall as per General relativity? So this is what I understand from General Theory of Relativity:
A body freely falling towards earth's surface would be in an inertial frame of reference (air removed) with zero net force acting on it. This would cause weightlessness and would be equivalent to a body in spacetime (under no acceleration) with no gravitational masses around it (and hence no gravity). Any physical experiment in these two frames would thus give equal results making them indistinguishable. But the question is, why is the freely falling body near Earth's surface in motion in inertial frame and not at rest. Why does a ball dropped of the cliff sets in motion and not stay there suspended ?
Does the geodesic formed due to spacetime curvature near earth set the ball in motion or is every body on earth having an initial velocity which is maintained once the free fall (and hence inertial frame) begins? But I also know that the body will speed up as it approaches the earth's center of gravity and hence won't remain in uniform motion. Suppose a tunnel is dug diametrically through the surface, the body would perform Simple Harmonic Motion across this tunnel speeding up and down between the tunnel ends. How is the geodesic playing a role in imparting an acceleration which we so call acceleration due to gravity in Newtonian mechanics?
Could it be, since the motion of an accelerating body follows a curvature in spacetime, a curvature in spacetime is automatically imparting an acceleration to the body?
I'm so confused.
 A: An inertial frame near the Earth's surface is heading towards the center of the earth with an acceleration  9.81 ms$^{-1}$.  A frame stationary wrt to the surface is not inertial in GR.  Instead in this non-inertial surface frame we experience the  "fictitious" force that we call gravity.  The curvature of spacetime is responsible for the tidal effects i.e the various inertial frames are not  moving parallel because they are aiming to meet at the center of the earth.  We can (temporarily -- until we hit the ground) get rid of the fictitious force of gravity by jumping off a cliff, but we cannot eliminate the tidal force that  makes the different part of your body want to go in slightly different directions. You are being (very) slighly compressed by the tidal force  and this compression is what is being generated by the mass of the earth.
A: You are forgetting the gist of relativity: the man falling is in motion with respect to you. According to him, he experiences no forces so he would call himself at rest, as the man floating in space would. It has nothing to do with geodesics. For him, he would just hover around. So, what makes him touch he ground then? He can argue that the ground moves up towards him, while he hovers at his place. That may sound absurd, but relativity says that it is possible. The falling man sees the Earth moving relative to him, not himself moving relative to the Earth.
In the other scenario, the man would just see the earth move in  simple harmonic motion, accelerating as the center gets near him, and decelerating as the center gets away from him. Keep in mind that this is in the falling man's frame of reference, though, where he hovers and the Earth moves around him. In yours, or any other person on Earth's reference frame, you would be at rest and he would be oscillating.
Sure, all this can be explained using geodesics, but understanding the Equivalence Principle will give you the charm for General Relativity.
A: The Theory of General Relativity is a theory of geometry not of forces. The major issue here is that the distance between things in free fall changes accelerated or in other words the geodesics of such things are accelerating relative to each other.

Why does a ball dropped of the cliff sets in motion and not stay there suspended ?

The ball can't stay suspended because "dropped" means free fall and thus the ball's and the earth's geodesic accelerate towards each other.

Could it be, since the motion of an accelerating body follows a curvature in spacetime, a curvature in spacetime is automatically imparting an acceleration to the body?

Well "acceleration" in this sense needs the information relativ to what, e.g. relative to the earth. Then yes, you can say so.
Spacetime curvature which according to Einstein is due to the existence of energy density e.g. the earth, means deviating geodesics, see above. In our accelerated expanding universe things (galaxies) are falling away from each other accelerated or in the vicinity of the earth are falling towards it accelerated.
Spacetime curvature can be visualized quite nicely with the rubber sheet analogy, see here:
https://www.google.com/search?rlz=1C1CHBF_deDE873DE873&ei=4-v6Xq-cHIeqa_Wdh5AN&q=gravity+visualized+youtube&oq=gravity+visualized+you&gs_lcp=CgZwc3ktYWIQARgAMgQIABATOgQIABBHOggIABAWEB4QE1DxmwNYsqYDYOq4A2gAcAF4AIABXogB0AKSAQE0mAEAoAEBqgEHZ3dzLXdpeg&sclient=psy-ab
