Prime Application

Tools

Prime computing is based on the determinism of Gravity, exhibiting properties of finite, balanced, and deformation and being a transformational invariant manifold system. The goal is to take one algorithm and use it efficiently, another one completely, and another one fast and securely—a combination of algorithms to solve all complexities as a one-operator agent. It should scale, be fast, and efficient with no error and always be at 100%.

Let us build a system (PRIME0-Algorithm), an operator that will use all the functions and methods to solve complexities with simplicity—starting using various techniques and algorithms.

Prime Computing leverages these properties of Pbit and Prime0 to solve problems in an efficient, effective, and accurate manner, achieving instantaneous smooth results.

Pbits serve as a deterministic transformative state, capable of solving all problems related to the P=NP.

Prime mechanics is the future of applications and technology. It is beyond Quantum mechanics ideas, Quantum computing, and Qubits.

Prime mechanic is “Yes” to P=NP

The great work of prime mechanic explains more in detail pg. 132

P=0