Rank = 15

Dujella (2002)

y2 + xy + y = x3 + 34318214642441646362435632562579908747x 
   + 3184376895814127197244886284686214848599453811643486936756

	Torsion points: 

O, [-55741267008740887705/4, 55741267008740887701/8] 

	Independent points of infinite order:

P1 = [-5955399047526089895, -52619192486073556789679851928]
P2 = [4996845231479851005, 58996807068911558580932032822]
P3 = [-13155206566829859045, -21360729170232157127198638028]
P4 = [5982316535030750730, 60031451151089353115173694947]
P5 = [3520990345094746477605, 208928587539794577855401843236822]
P6 = [-149780582516304339030/289, -276460561394858085500066301116014/4913]
P7 = [5537764707520796477505/256, 485495189997228202630782626087287/4096]
P8 = [10379720384859947873670/529, 1299762167535132813050160826170149/12167]
P9 = [3607902715536254330407755/36481,
     6876286874413935169019164791798028712/6967871]
P10 = [575451914344737045120/18769, 
      145126149873708232941281933935318916/2571353]
P11 = [-635343181823720560310/81, -35955391603910411255538526302302/729]
P12 = [385275433846822770303250/9, 239142619084196570639847351097336094/27]
P13 = [11630065797764473356485380/349281,
      41921913401808378926412528792277717237/206425071]
P14 = [2130862087205394565011555/206116, 
      6377017660319811010371576798520557433/93576664]
P15 = [361886218060793196368152192851/82159049956,
      1377397812507014979022748799194701395570639671/23549577125088104]