This Will Make You The Richest African Overnight
Mining Bitcoin is solving the NP-complete maths problem. The Shor algorithm offers hope but would require a quantum computer with qubits. Classical Newtonian-based computers cannot do the work but quantum mechanics-based machines will.
If you use a quantum computer, using Shor algorithm, run on a polynomial (recall your Further Maths in secondary school, the section for Remainder Theory) time, you can take qubits of order O((log N)2(log log N)(log log log N)) under fast multiplication. In this phase, you are running a quantum Fourier transform which is supremely efficient.
If you get this done, you can practically mine all the remaining Bitcoins in the world instantly.
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If you can do this, within 24 hours, you would be the richest person in the world. But you have to build a stable quantum computer - like the spiking neurons, the qubits remain unstable (nondeterministic) for big tasks.
What the Bitcoin miners are doing today with our classical-computers is inherently inelegant using exponential time, but it works. Quantum machine will zap through all in seconds.
Now, can you ask the National Assembly for budget for Nigeria to build a quantum computer? That is a fast way to quadruple our economy overnight, if we succeed. Just joking on the National Assembly one!
