I built a world record exact solver for the minimum line cover of prime points after watching a Numberphile video. It turned the previous 282-hour record into 22 minutes, then kept going to prove 20 new awkward primes never certified before.
Researchers reached a breakthrough in computing the minimum line cover for prime-indexed points. Using an optimized branch-and-bound algorithm with Lagrangian relaxation and the Exclusive Dependency Rule, the solver certified f(1024)=143 in under 40 hours. This represents a 750x speedup over industrial solvers by leveraging cache locality, warm-starting, and structural properties of prime points.
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