Nagao (1993)
y2 + xy = x3 - 431092980766333677958362095891166x + 5156283555366643659035652799871176909391533088196 Independent points of infinite order: P1 = [1117677105220842826524/37249, 31530479477185489011505872316434/7189057] P2 = [38095017214360176, 6634638907482675334232862] P3 = [128263157005359747/4, 39438837388807975937649915/8] P4 = [173541370721241727764/4489, 2045813113492578321709774985406/300763] P5 = [114037038978699019879860444/2903808769, 1093029826650184196976652135696199191086/156477543135103] P6 = [102579683196689625565576980/3236130769, 889405931520755349254783091883555261398/184093771056103] P7 = [520590665688949735068/11881, 10865365165484759274005818215450/1295029] P8 = [201537570874848579/4, 84414630327852273660698571/8] P9 = [8566017671075667672/169, 23408663211165662031648247674/2197] P10 = [84810811649507676, 24054695979596704444705362] P11 = [-21830796739843140, 2040388505636168283880914] P12 = [-2234086367006310516/121, 3476314228926730107073128678/1331] P13 = [-398890292913112314601476/47513449, 936915725382816974616861962133589434/327510203957] P14 = [-38850378311984740900/5041, 1013647136758546790991381788254/357911] P15 = [410916153652874282067804/58874929, 712483344051989593825064319402912354/451747330217] P16 = [3030869760973710007623516/266375041, 5708794986061809828924957672204713682/4347507044161] P17 = [5668123803956059068/361, 10307638984731401904281889030/6859] P18 = [-5809361085179727432048324/267289801, 9018279752358533631568966242553347738/4369920956549] P19 = [-256381598399113962133604/10169721, 1315536690951996543879087852628778/32431240269] P20 = [479228870284501996956/167281, 135888316201098799476616096547298/68417929]
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