Rank-7 specialization (w2,w3)=(-76/3,26) of the Dujella-Peral family of curves with torsion Z/2Z x Z/2Z induced by rational Diophantine triples (Glas. Mat. 55 (2020), sec 3).
Rank-7 specialization (w2,w3)=(-76/3,26) of the Dujella-Peral family of curves with torsion Z/2Z x Z/2Z induced by rational Diophantine triples (Glas. Mat. 55 (2020), sec 3). Team Euler (operator Laohuang).
Rank-7 specialization (w2,w3)=(-76/3,26) of the Dujella-Peral rank>=7 infinite family of curves with torsion Z/2Z x Z/2Z induced by rational Diophantine triples (Glas. Mat. 55 (2020), sec 3); 7 witness points re-verified in PARI/GP.
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