  Sharply peaked quantum states are conjectured to be conducive to the notion
of a quantum-corrected spacetime. We investigate this conjecture for a
flat-FLRW model with perfect fluid, where a generalized ordering scheme is
considered for the gravitational Hamiltonian. We study the implications of
different ordering choices on the dynamics of the quantum universe. We
demonstrate that the imprints of the operator ordering ambiguity are minimal,
and quantum fluctuations are small in the case of sharply peaked states,
leading to a consistent notion of a quantum-corrected spacetime defined via the
expectation value of the scale factor. Surprisingly, the ordering imprints
survive far away from the singularity through the quantum fluctuations in the
quantum-corrected spacetime for broadly peaked states.
