At first sight, an accurate description of the state of the universe a
ppears to require a mind-bogglingly large and perhaps even infinite am
ount of information, even if we restrict our attention to a small subs
ystem such as a rabbit. In this paper, it is suggested that most of th
is information is merely apparent, as seen from our subjective viewpoi
nts, and that the algorithmic information content of the universe as a
whole is close to zero. It is argued that if the Schrodinger equation
is universally valid, then decoherence together with the standard cha
otic behavior of certain non-linear systems will make the universe app
ear extremely complex to any self-aware subsets that happen to inhabit
it now, even if it was in a quite simple state shortly after the big
bang. For instance, gravitational instability would amplify the micros
copic primordial density fluctuations that are required by the Heisenb
erg uncertainty principle into quite macroscopic inhomogeneities, forc
ing the current wavefunction of the universe to contain such Byzantine
superpositions as our planet being in many macroscopically different
places at once. Since decoherence bars us from experiencing more than
one macroscopic reality, we would see seemingly complex constellations
of stars etc., even if the initial wavefunction of the universe was p
erfectly homogeneous and isotropic.