Found by a Mestre-Nagao sieve over the Tate normal form family y^2+txy+(t+2)y=x^3 with torsion Z/6Z, at t=-808087/16936. Team Euler (operator Laohuang).
Found by S1-ranked 16-bit fixed-point sieve (4e11 specializations, global min-heap retention) over the Tate normal form universal family y^2+txy+(t+2)y=x^3 with torsion Z/6Z, at t=-808087/16936. Rank 7 with full saturated Mordell-Weil basis certified by mwrank (eclib) 2-descent; torsion exact order 6.
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