# List of S-integral points (x,y) on the Mordell curve # y^2 = x^3 + 66265, of rank 5, where # S is the set of the first 175 primes. # It contains 477 points in total. # For each point P, only one of +P, -P is listed. # Format: "(P(x),P(y))". # Computing this list took 965655 seconds. # Authors: Rafael von Känel and Benjamin Matschke, 2015. # License: Creative commons 3.0 by-nc. # (-6,257) (-24,229) (24,283) (54,473) (-9,256) (51,446) (306,5359) (136/9,7129/27) (654,16727) (-341/9,2942/27) (964/9,30727/27) (759,20912) (1024/9,33497/27) (-864/25,19759/125) (-876/25,19057/125) (906/25,42179/125) (2266/9,108091/27) (-1151/36,39583/216) (-2684/81,126019/729) (4356/49,300749/343) (2626/81,230921/729) (81/64,131801/512) (3601/36,223129/216) (-1734/121,334931/1331) (8604/49,802957/343) (9706/9,956251/27) (1884/169,571433/2197) (-4881/121,33268/1331) (1066/225,869489/3375) (13926/25,1643701/125) (3196/225,887381/3375) (14214/49,1696927/343) (9489/100,959513/1000) (-11694/289,18049/4913) (-3881/225,834472/3375) (20304/121,2913377/1331) (-12276/361,1125833/6859) (-14586/361,119597/6859) (2481/256,1061609/4096) (29256,5004059) (14929/144,1877543/1728) (5161/324,1546379/5832) (-2706/529,3128863/12167) (20649/100,2978357/1000) (-28106/729,1862837/19683) (-12231/484,2383987/10648) (22846/729,6131611/19683) (46596/289,10137461/4913) (-25149/625,521474/15625) (-30746/1521,14286527/59319) (94014/289,28854023/4913) (49209/676,11816563/17576) (110004/1681,40569827/68921) (-11421/1681,17699602/68921) (169656/121,69880991/1331) (-72356/2601,28057193/132651) (116586/2401,50018639/117649) (-61319/2304,24081101/110592) (139254/3025,67339633/166375) (82336/3969,68565979/250047) (203239/81,91624472/729) (185106/4225,106490129/274625) (-104786/5625,103165813/421875) (239889/64,117494023/512) (101796/7921,184356499/704969) (41319/5329,100492312/389017) (288934/8649,258831683/804357) (517654/8649,426129443/804357) (-58194/12769,371164999/1442897) (843616/9,774849241/27) 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