Yeah sure it will in few years..
As a computer student, i can relate and break it down a bit.
You know that game where you say "think of a number", then have the person do a series of arithmetic operations with that number, and you can guess the end result even though you didn't know their original number? Quantum computing is a bit like that, except you have a roomful of people thinking of all possible numbers up to 2^n, where n is the number of randomised qubits you start with. If you think of quantum mechanics in terms of "many universes", each of those 2^n numbers is encoded by the binary arrangement of the bits in a separate universe.
How is that useful? Because unlike people in normal "multiple universes", you can use quantum interference to get them to "talk to each other" and notice repeating patterns among each other's answers. In particular, just as the regular discrete Fourier transform can give you the dominant temporal frequency (or equivalently, wavelength) of a time series of data, the quantum FFT can give you the "universe wavelength"[*] of a quantum-superposed set of answers; that is, "how many universes sideways would you have to go to find someone with the same answer". Let me stop here. It feels good to have an idea of what you talk about Hive account@hilarski.