  Conventional quantum mechanical qubits can be lifted to states as even three
dimensional geometric algebra operators that act on observables. The operators
may be implemented via the two types of Maxwell equation solution
polarizations. Solution of Maxwell equation in geometric algebra formalism
gives g-qubits which are exact lifts of conventional qubits. Therefore, it
unambiguously reveals actual meaning of complex parameters of qubits of the
commonly accepted Hilbert space quantum mechanics and, particularly, directly
demonstrates the option of instant nonlocality of states.
