Original search by i34-9 (2026), public Yukon elliptic-rank challenge submission 5ff5d484-4937-489f-9836-0cd5cfd29e10, validated 2026-10-31. Source: https://raw.githubusercontent.com/Layr-Labs/elliptic-rank-challenge-public/f5f6b67ffb7690c5bab6721024cb2539fbe64e8b/submission/board/1-16-mestre-10311649.ec . Mestre ten-root construction with roots [0, 6, 18, 28, 38, 40, 119, 127, 130, 132]. The sixteen supplied points were checked exactly on the displayed global minimal model and certified independent modulo torsion by an exact rank-16 F_2 reduction matrix at 26 good primes. The rational torsion subgroup is trivial (the gcd of #E(F_p) over good primes p >= 5 is 1). The complete bad-prime list was verified from the minimal discriminant, with every large factor proved prime.
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