Rank and Generator of elliptic curve E : y²=x(x²-g²)
(1 <= g <= 100)

	g2	g	rank	x	y	z	height	minimal
	-1	1	0
	-4	2	0
	-9	3	0
	-16	4	0					0,0,0,-1,0
g	-25	5	1	-4	-6	1	1.89948
g	-36	6	1	-3	-9	1	0.888626
g	-49	7	1	336	-980	27	2.98888
	-64	8	0					0,0,0,-4,0
	-81	9	0					0,0,0,-1,0
	-100	10	0
	-121	11	0
	-144	12	0
g	-169	13	1	-180	1938	125	5.83251
g	-196	14	1	18	-48	1	2.13412
g	-225	15	1	-30	-225	8	1.49134
	-256	16	0					0,0,0,-1,0
	-289	17	0
	-324	18	0					0,0,0,-4,0
	-361	19	0
	-400	20	1	-4	-6	1	1.89948	0,0,0,-25,0
g	-441	21	1	-126	-441	8	1.66146
g	-484	22	1	-2695	2541	125	4.25314
g	-529	23	1	74443824	287596140	2352637	10.3679
	-576	24	1	-3	-9	1	0.888626	0,0,0,-36,0
	-625	25	0					0,0,0,-1,0
	-676	26	0
	-729	27	0					0,0,0,-9,0
	-784	28	1	336	-980	27	2.98888	0,0,0,-49,0
g	-841	29	1	-63700	6930	2197	8.84371
g	-900	30	1	-6	-72	1	1.34823
g	-961	31	1	446400	-11032280	729	7.40048
	-1024	32	0					0,0,0,-4,0
	-1089	33	0
g	-1156	34	2	-2	-48	1	2.51296
				3332	-18207	64	4.13718
	-1225	35	0
	-1296	36	0					0,0,0,-1,0
g	-1369	37	1	-255780	32672766	3048625	13.5654
g	-1444	38	1	-137275	1712223	15625	7.22862
g	-1521	39	1	-36	-90	1	2.89032
	-1600	40	0					0,0,0,-100,0
g	-1681	41	2	-3280	20172	125	3.46012
				361620	-1023729	8000	6.40991
	-1764	42	0
	-1849	43	0
	-1936	44	0					0,0,0,-121,0
	-2025	45	1	-4	-6	1	1.89948	0,0,0,-25,0
g	-2116	46	1	242	-3696	1	4.53061
g	-2209	47	1	1035508142016	17682275119320	3463512697	16.562
	-2304	48	0					0,0,0,-9,0
	-2401	49	0					0,0,0,-1,0
	-2500	50	0					0,0,0,-4,0
	-2601	51	0
	-2704	52	1	-180	1938	125	5.83251	0,0,0,-169,0
g	-2809	53	1	-6886171712420	50101876246422	210114283625	21.5853
	-2916	54	1	-3	-9	1	0.888626	0,0,0,-36,0
g	-3025	55	1	1250	14625	8	4.97176
	-3136	56	1	18	-48	1	2.13412	0,0,0,-196,0
	-3249	57	0
	-3364	58	0
	-3481	59	0
	-3600	60	1	-30	-225	8	1.49134	0,0,0,-225,0
g	-3721	61	1	-4551105780	20556753594	88121125	16.6107
g	-3844	62	1	2852046	42110880	12167	10.799
	-3969	63	1	336	-980	27	2.98888	0,0,0,-49,0
	-4096	64	0					0,0,0,-1,0
g	-4225	65	2	-780	-8450	27	2.37365
				-16	-252	1	4.27794
	-4356	66	0
	-4489	67	0
	-4624	68	0					0,0,0,-289,0
g	-4761	69	1	172224	-723672	2197	5.57076
g	-4900	70	1	-1050	-9800	27	2.06466
g	-5041	71	1	2811600	-129150420	1331	8.20386
	-5184	72	0					0,0,0,-4,0
	-5329	73	0
	-5476	74	0
	-5625	75	0					0,0,0,-9,0
	-5776	76	0					0,0,0,-361,0
g	-5929	77	1	-314608	194775	4096	8.28897
g	-6084	78	1	-3	-135	1	3.27543
g	-6241	79	1	172508271000000	239420967877000	2157189905961	19.2887
	-6400	80	1	-4	-6	1	1.89948	0,0,0,-25,0
	-6561	81	0					0,0,0,-1,0
	-6724	82	0
	-6889	83	0
	-7056	84	1	-126	-441	8	1.66146	0,0,0,-441,0
g	-7225	85	1	-36	-462	1	4.61175
g	-7396	86	1	-27391	660093	2197	5.88604
g	-7569	87	1	-1970202	189414225	2406104	9.79997
	-7744	88	1	-2695	2541	125	4.25314	0,0,0,-484,0
	-7921	89	0
	-8100	90	0					0,0,0,-100,0
	-8281	91	0
	-8464	92	1	74443824	287596140	2352637	10.3679	0,0,0,-529,0
g	-8649	93	1	-265050	11200455	54872	7.29847
g	-8836	94	1	497794	1870176	4913	9.57168
g	-9025	95	1	14450	-613275	8	7.29945
	-9216	96	1	-3	-9	1	0.888626	0,0,0,-36,0
	-9409	97	0
	-9604	98	0					0,0,0,-4,0
	-9801	99	0					0,0,0,-121,0
	-10000	100	0					0,0,0,-1,0