Nagao - Kouya (1994)
y2 + xy + y = x3 + x2 - 215843772422443922015169952702159835x - 19474361277787151947255961435459054151501792241320535 Independent points of infinite order: P1 = [800843008889340065933/16, 22662214190910903990783584765347/64] P2 = [10610541066763914590637/2209,1087744114825178454840094778034/103823] P3 = [907186946780634143, 728916386168451830641677698] P4 = [196833201085564442194083107/227919409, 2277807398930440819587410184793923763894/3440899317673] P5 = [185463474139064652528000075/366301321, 225699857838583242849473830466481978146/7010640982619] P6 = [-12485261071234691432503/123904, 1543303353428939982282171752702539/43614208] P7 = [-59703014087684747037/361, 741881245094154068525036126962/6859] P8 = [-73270463404799613067/361, 866878137858638792891117943482/6859] P9 = [-360733396398627565, 106985840484096728947883974] P10 = [-389445180957906897, 74288355118790673852542098] P11 = [-1474458350349858512665407/14205361, 2278493401578368084310409028259332632/53540005609] P12 = [-114305856035468892691779277/278589481, 169727797688771362928410296639987095378/4649937027371] P13 = [-21972533600828202797/81, 100790786584963504563876005302/729] P14 = [-25047938415396324842058977/71216721, 68347192566984943007522052612937752062/600997908519] P15 = [3434828081885118352213715284707/5137262501809, 4279912483838925044234939165329697576812433846/11643877735262694377] P16 = [-227656313261676647, 133660024327268949095297798] P17 = [-4098089434105992137835293/12552849, 5660088413991351759301403659890889706/44474744007] P18 = [2657828735869178020212617/1495729, 4174499731549997186596131721273201376/1829276567] P19 = [883965004314243424124994323/850947241, 23250077986002214917145041708721276812178/24822981967211] P20 = [3754393894172817209003/73441, 1224097915991280099903836490020298/19902511] P21 = [19165312347502458410162233/17214201, 75593839815741485450348997055551694952/71421719949]
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