GENERATION ONE QUINTILLION. NO SIMULATION. STILL KNOWN.
The carry decides
exactly this many bits.
Read g+1 in binary. However many low bits carried, that is v, and v alone fixes the first bits of the edge:
a run of ones, a zero, a plateau. Call them, then stop before the first bit nobody can know from v.
Eight fortunes
at the edge of the pattern.
Each fortune is a spot on a growing pattern, far too big to ever draw. A few of its edge bits can still be known for certain.
Call them, lit or dark, from the outside in, and stop before the first one nobody can know.
Five points a known bit, fifteen for a perfect stop. A wrong call ends the fortune.
prefixlaw: bit b of the edge has period 2^p(b) from generation zero, so v2(g+1) = v pins every bit with p(b) ≤ v+1, and the next one genuinely varies.
OTHER GENERATIONS
Words choose which generations the fortune teller reads.