# List of S-integral points (x,y) on the Mordell curve # y^2 = x^3 + 1358556, of rank 6, where # S is the set of the first 64 primes. # It contains 553 points in total. # For each point P, only one of +P, -P is listed. # Format: "(P(x),P(y))". # Computing this list took 514763 seconds. # Authors: Rafael von Känel and Benjamin Matschke, 2015. # License: Creative commons 3.0 by-nc. # (10,1166) (-86,850) (-110,166) (82,1382) (-11,1165) (-83,887) (517,11813) (-47/4,9319/8) (-590/9,28018/27) (1714,70970) (2026/9,96470/27) (205/9,31607/27) (613/9,34939/27) (2890/9,158518/27) (1525/9,67357/27) (2866/25,211586/125) (6010/9,466982/27) (4714/25,354938/125) (3625/4,218453/8) (4033/4,256289/8) (2749/25,204943/125) (12322,1367798) (505/36,252019/216) (-3575/36,133019/216) (8677,808267) (8845/49,922937/343) (24442/81,3914578/729) (14545/16,1755751/64) (-3599/100,1145399/1000) (26962/121,4691138/1331) (17893/9,2393659/27) (-14726/225,3504482/3375) (49402/121,11089418/1331) (-8459/169,2439715/2197) (22321/100,3532631/1000) (-15158/361,7773782/6859) (-14255/196,2707879/2744) (442/441,10794358/9261) (30277/121,5491957/1331) (-17270/529,13998722/12167) (23809/256,6024065/4096) (103378/9,33238574/27) (76330/361,22552906/6859) (100930/121,32102446/1331) (-27047/324,5140189/5832) (72706/529,24196090/12167) (38497/256,8935663/4096) (1474/841,28427170/24389) (25201/400,10146551/8000) (84370/729,33569378/19683) (-91958/841,5520758/24389) (79522/961,41335222/29791) (-67454/1089,38047510/35937) (184234/225,79175602/3375) (85969/196,25408615/2744) (50017/576,19615087/13824) (46525/729,25040753/19683) (-81647/784,10507001/21952) (296266/169,161278870/2197) (-154718/1681,52437542/68921) (335410,194251334) (-2327/1024,38193269/32768) (-193694/2025,63358046/91125) (148930/2209,133968118/103823) (-76571/1225,45259717/42875) (-262478/2401,26848102/117649) (106402/2601,158461858/132651) (-143495/1296,1612979/46656) (141145/1296,75954979/46656) (-230150/3481,212400086/205379) 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