What in Newton's three laws of motion is original and not a paraphrasing of his predecessors? The three laws are:
First law: The velocity of a body remains constant unless the body is acted upon by an external force.
Second law: The acceleration a of a body is parallel[disambiguation needed ] and directly proportional to the net force F and inversely proportional to the mass m, i.e., F = ma.
Third law: The mutual forces of action and reaction between two bodies are equal, opposite and collinear.
The first law had already been formulated by some philosophers prior to Newton, Hobbes said in the Leviathan '...[the proposition] that when a thing is in motion it will eternally be in motion unless somewhat else stay it, though the reason be the same (namely that nothing can change itself)...', given his reasoning, I think it safe to mean constant speed and direction, otherwise change is occuring and he explicitly rules that out. I think the same proposition is mentioned in Lucretious's De Rerum Natura.
Are there any antecedents for the second and third law?
 A: The first and second laws are not original to Newton, since we know Hooke deduced that gravity must be an inverse square centripetal force in the 1670s without input from Newton. The calculations of centripetal force were then current, and the first and second law naturally follow from Galileo's work on falling bodies.
You can read a lucid discussion of the history in Julian Barbour's "Absolute or relative motion?" Which focuses on this time period. The idea that bodies stay in motion unless acted upon is already floating in the air due to the heliocentric model and the certainty of the rotating Earth.
The third law, however, is new to Newton. He uses it both as a philosophical position and as a way to justify the first and second laws in composite bodies. The third law is essentially a statement of conservation of momentum, and Newton also includes conservation of angular momentum in the first law (as you can see by his example of a spinning body which keeps spinning and moving absent a disturbance).
The third law allows Newton to build up a complete physical science, since he is able to deduce the laws for large bodies assuming laws for the microscopic corpuscules he believed were down below, composing the large bodies. His implicit model for the world is one of atoms interacting by pairwise attractions and repulsions, and asymptotically interacting by gravity. He believes that it is the pairwise nature of the atomic forces that leads to the law of conservation of angular momentum, since there is no change in angular momentum during a pairwise radial attraction/repulsion event.
It is this model that leads him to a corpuscular theory of light, since he cannot bear the idea that matter is one thing and light another.
A: Descartes, gave a correct version of the first law (the law of inertia), justified by the constancy of the purposes of God. Galileo (much cited, I believe, as an early proponent of the law of inertia), seems to have been claiming that a body's natural motion is in a circle at constant speed. 
As far as I know, Newton invented the second and third laws. Of course the second law is pretty empty (certainly untestable) without other laws (such as Hooke's law for a spring, or Newton's law of gravitation) which relate the force to the relative positions (and possibly velocities) of objects.
