Ultimately you either interpret “superintelligence” as being sufficient to predict your reaction with significant accuracy, or not. If not, the problem is just a straightforward probability question, as explained here, and becomes uninteresting.
Otherwise, if you interpret “superintelligence” as being sufficient to predict your reaction with significant accuracy (especially a high accuracy like >99.5%), the words of this sentence...
And the twist is that Omega has put a million dollars in box B iff Omega has predicted that you will take only box B.
...simply mean “One-box to win, with high confidence.”
Summary: After disambiguating “superintelligence” (making the belief that Omega is a superintelligence pay rent), Newcomb’s problem turns into either a straightforward probability question or a fairly simple issue of rearranging the words in equivalent ways to make the winning answer readily apparent.
Ultimately you either interpret “superintelligence” as being sufficient to predict your reaction with significant accuracy, or not. If not, the problem is just a straightforward probability question, as explained here, and becomes uninteresting.
Otherwise, if you interpret “superintelligence” as being sufficient to predict your reaction with significant accuracy (especially a high accuracy like >99.5%), the words of this sentence...
...simply mean “One-box to win, with high confidence.”
Summary: After disambiguating “superintelligence” (making the belief that Omega is a superintelligence pay rent), Newcomb’s problem turns into either a straightforward probability question or a fairly simple issue of rearranging the words in equivalent ways to make the winning answer readily apparent.