class leader: y² = x³ + 12x + 1

Sr no.	class members	# points	points
1	y2 = x3 + 12x + 1	126	(0,1) (0,39) (0,56) (0,94) (3,8) (3,27) (3,68) (3,87) (6,2) (6,17) (6,78) (6,93) (8,18) (8,37) (8,58) (8,77) (10,19) (10,76) (11,18) (11,37) (11,58) (11,77) (13,13) (13,32) (13,63) (13,82) (18,8) (18,27) (18,68) (18,87) (25,21) (25,36) (25,59) (25,74) (30,1) (30,39) (30,56) (30,94) (31,7) (31,12) (31,83) (31,88) (33,33) (33,43) (33,52) (33,62) (36,8) (36,27) (36,68) (36,87) (38,18) (38,37) (38,58) (38,77) (41,8) (41,27) (41,68) (41,87) (46,18) (46,37) (46,58) (46,77) (48,38) (48,57) (50,26) (50,31) (50,64) (50,69) (51,13) (51,32) (51,63) (51,82) (55,11) (55,46) (55,49) (55,84) (56,8) (56,27) (56,68) (56,87) (60,11) (60,46) (60,49) (60,84) (63,2) (63,17) (63,78) (63,93) (65,1) (65,39) (65,56) (65,94) (68,18) (68,37) (68,58) (68,77) (70,6) (70,44) (70,51) (70,89) (71,33) (71,43) (71,52) (71,62) (75,11) (75,46) (75,49) (75,84) (76,18) (76,37) (76,58) (76,77) (86,38) (86,57) (88,7) (88,12) (88,83) (88,88) (90,14) (90,24) (90,71) (90,81) (93,8) (93,27) (93,68) (93,87)
2	y2 = x3 + 72x + 49	126	(0,7) (0,12) (0,83) (0,88) (2,26) (2,31) (2,64) (2,69) (9,1) (9,39) (9,56) (9,94) (12,19) (12,76) (14,1) (14,39) (14,56) (14,94) (15,18) (15,37) (15,58) (15,77) (17,26) (17,31) (17,64) (17,69) (19,26) (19,31) (19,64) (19,69) (22,11) (22,46) (22,49) (22,84) (27,4) (27,34) (27,61) (27,91) (30,33) (30,43) (30,52) (30,62) (32,16) (32,41) (32,54) (32,79) (34,1) (34,39) (34,56) (34,94) (40,7) (40,12) (40,83) (40,88) (47,1) (47,39) (47,56) (47,94) (49,14) (49,24) (49,71) (49,81) (50,38) (50,57) (52,1) (52,39) (52,56) (52,94) (55,7) (55,12) (55,83) (55,88) (57,26) (57,31) (57,64) (57,69) (59,26) (59,31) (59,64) (59,69) (60,8) (60,27) (60,68) (60,87) (65,23) (65,42) (65,53) (65,72) (69,19) (69,76) (70,3) (70,22) (70,73) (70,92) (72,1) (72,39) (72,56) (72,94) (74,26) (74,31) (74,64) (74,69) (79,11) (79,46) (79,49) (79,84) (84,4) (84,34) (84,61) (84,91) (85,18) (85,37) (85,58) (85,77) (87,14) (87,24) (87,71) (87,81) (89,16) (89,41) (89,54) (89,79) (90,18) (90,37) (90,58) (90,77)
3	y2 = x3 + 67x + 49	126	(0,7) (0,12) (0,83) (0,88) (2,1) (2,39) (2,56) (2,94) (4,1) (4,39) (4,56) (4,94) (7,14) (7,24) (7,71) (7,81) (10,3) (10,22) (10,73) (10,92) (12,4) (12,34) (12,61) (12,91) (14,11) (14,46) (14,49) (14,84) (19,26) (19,31) (19,64) (19,69) (22,26) (22,31) (22,64) (22,69) (29,16) (29,41) (29,54) (29,79) (32,1) (32,39) (32,56) (32,94) (35,7) (35,12) (35,83) (35,88) (37,19) (37,76) (40,18) (40,37) (40,58) (40,77) (42,1) (42,39) (42,56) (42,94) (45,33) (45,43) (45,52) (45,62) (50,23) (50,42) (50,53) (50,72) (52,11) (52,46) (52,49) (52,84) (54,26) (54,31) (54,64) (54,69) (57,26) (57,31) (57,64) (57,69) (59,1) (59,39) (59,56) (59,94) (60,7) (60,12) (60,83) (60,88) (64,14) (64,24) (64,71) (64,81) (67,16) (67,41) (67,54) (67,79) (69,4) (69,34) (69,61) (69,91) (70,18) (70,37) (70,58) (70,77) (75,38) (75,57) (79,26) (79,31) (79,64) (79,69) (80,18) (80,37) (80,58) (80,77) (89,1) (89,39) (89,56) (89,94) (90,8) (90,27) (90,68) (90,87) (92,26) (92,31) (92,64) (92,69) (94,19) (94,76)
4	y2 = x3 + 52x + 26	126	(0,11) (0,46) (0,49) (0,84) (3,38) (3,57) (8,2) (8,17) (8,78) (8,93) (10,11) (10,46) (10,49) (10,84) (13,7) (13,12) (13,83) (13,88) (15,1) (15,39) (15,56) (15,94) (18,7) (18,12) (18,83) (18,88) (21,28) (21,47) (21,48) (21,67) (26,7) (26,12) (26,83) (26,88) (28,8) (28,27) (28,68) (28,87) (36,3) (36,22) (36,73) (36,92) (38,8) (38,27) (38,68) (38,87) (40,9) (40,29) (40,66) (40,86) (41,38) (41,57) (45,26) (45,31) (45,64) (45,69) (46,2) (46,17) (46,78) (46,93) (48,8) (48,27) (48,68) (48,87) (51,7) (51,12) (51,83) (51,88) (53,18) (53,37) (53,58) (53,77) (55,16) (55,41) (55,54) (55,79) (56,7) (56,12) (56,83) (56,88) (60,19) (60,76) (65,21) (65,36) (65,59) (65,74) (66,8) (66,27) (66,68) (66,87) (70,26) (70,31) (70,64) (70,69) (75,26) (75,31) (75,64) (75,69) (76,8) (76,27) (76,68) (76,87) (78,28) (78,47) (78,48) (78,67) (83,7) (83,12) (83,83) (83,88) (85,11) (85,46) (85,49) (85,84) (86,8) (86,27) (86,68) (86,87) (91,18) (91,37) (91,58) (91,77) (93,3) (93,22) (93,73) (93,92)
5	y2 = x3 + 22x + 26	126	(0,11) (0,46) (0,49) (0,84) (1,7) (1,12) (1,83) (1,88) (3,28) (3,47) (3,48) (3,67) (8,7) (8,12) (8,83) (8,88) (10,26) (10,31) (10,64) (10,69) (13,18) (13,37) (13,58) (13,77) (15,11) (15,46) (15,49) (15,84) (16,3) (16,22) (16,73) (16,92) (20,26) (20,31) (20,64) (20,69) (23,8) (23,27) (23,68) (23,87) (31,2) (31,17) (31,78) (31,93) (33,38) (33,57) (35,16) (35,41) (35,54) (35,79) (38,8) (38,27) (38,68) (38,87) (41,28) (41,47) (41,48) (41,67) (46,7) (46,12) (46,83) (46,88) (48,7) (48,12) (48,83) (48,88) (50,21) (50,36) (50,59) (50,74) (51,18) (51,37) (51,58) (51,77) (53,8) (53,27) (53,68) (53,87) (58,7) (58,12) (58,83) (58,88) (60,9) (60,29) (60,66) (60,86) (61,8) (61,27) (61,68) (61,87) (65,26) (65,31) (65,64) (65,69) (70,1) (70,39) (70,56) (70,94) (71,38) (71,57) (73,3) (73,22) (73,73) (73,92) (76,8) (76,27) (76,68) (76,87) (80,11) (80,46) (80,49) (80,84) (86,7) (86,12) (86,83) (86,88) (88,2) (88,17) (88,78) (88,93) (90,19) (90,76) (91,8) (91,27) (91,68) (91,87)
6	y2 = x3 + 37x + 39	126	(0,18) (0,37) (0,58) (0,77) (2,11) (2,46) (2,49) (2,84) (4,21) (4,36) (4,59) (4,74) (5,8) (5,27) (5,68) (5,87) (12,11) (12,46) (12,49) (12,84) (15,13) (15,32) (15,63) (15,82) (19,1) (19,39) (19,56) (19,94) (20,18) (20,37) (20,58) (20,77) (22,14) (22,24) (22,71) (22,81) (24,11) (24,46) (24,49) (24,84) (27,26) (27,31) (27,64) (27,69) (32,19) (32,76) (34,6) (34,44) (34,51) (34,89) (37,1) (37,39) (37,56) (37,94) (39,1) (39,39) (39,56) (39,94) (40,8) (40,27) (40,68) (40,87) (42,21) (42,36) (42,59) (42,74) (50,8) (50,27) (50,68) (50,87) (57,1) (57,39) (57,56) (57,94) (59,11) (59,46) (59,49) (59,84) (60,33) (60,43) (60,52) (60,62) (62,11) (62,46) (62,49) (62,84) (65,7) (65,12) (65,83) (65,88) (69,11) (69,46) (69,49) (69,84) (70,38) (70,57) (72,6) (72,44) (72,51) (72,89) (75,18) (75,37) (75,58) (75,77) (77,1) (77,39) (77,56) (77,94) (79,14) (79,24) (79,71) (79,81) (80,2) (80,17) (80,78) (80,93) (84,26) (84,31) (84,64) (84,69) (89,19) (89,76) (94,1) (94,39) (94,56) (94,94)
7	y2 = x3 + 27x + 39	126	(0,18) (0,37) (0,58) (0,77) (2,14) (2,24) (2,71) (2,81) (7,1) (7,39) (7,56) (7,94) (9,21) (9,36) (9,59) (9,74) (10,13) (10,32) (10,63) (10,82) (12,1) (12,39) (12,56) (12,94) (14,11) (14,46) (14,49) (14,84) (15,38) (15,57) (19,1) (19,39) (19,56) (19,94) (27,11) (27,46) (27,49) (27,84) (29,6) (29,44) (29,51) (29,89) (34,19) (34,76) (35,8) (35,27) (35,68) (35,87) (37,26) (37,31) (37,64) (37,69) (40,33) (40,43) (40,52) (40,62) (45,18) (45,37) (45,58) (45,77) (47,21) (47,36) (47,59) (47,74) (50,18) (50,37) (50,58) (50,77) (52,11) (52,46) (52,49) (52,84) (54,11) (54,46) (54,49) (54,84) (57,1) (57,39) (57,56) (57,94) (59,14) (59,24) (59,71) (59,81) (64,1) (64,39) (64,56) (64,94) (65,8) (65,27) (65,68) (65,87) (67,6) (67,44) (67,51) (67,89) (69,1) (69,39) (69,56) (69,94) (72,19) (72,76) (75,7) (75,12) (75,83) (75,88) (84,11) (84,46) (84,49) (84,84) (85,2) (85,17) (85,78) (85,93) (90,8) (90,27) (90,68) (90,87) (92,11) (92,46) (92,49) (92,84) (94,26) (94,31) (94,64) (94,69)
8	y2 = x3 + 2x + 26	126	(0,11) (0,46) (0,49) (0,84) (5,16) (5,41) (5,54) (5,79) (6,8) (6,27) (6,68) (6,87) (10,1) (10,39) (10,56) (10,94) (11,7) (11,12) (11,83) (11,88) (13,8) (13,27) (13,68) (13,87) (15,26) (15,31) (15,64) (15,69) (18,2) (18,17) (18,78) (18,93) (21,38) (21,57) (25,11) (25,46) (25,49) (25,84) (30,26) (30,31) (30,64) (30,69) (31,7) (31,12) (31,83) (31,88) (33,28) (33,47) (33,48) (33,67) (38,8) (38,27) (38,68) (38,87) (40,19) (40,76) (43,3) (43,22) (43,73) (43,92) (48,18) (48,37) (48,58) (48,77) (50,26) (50,31) (50,64) (50,69) (51,8) (51,27) (51,68) (51,87) (53,7) (53,12) (53,83) (53,88) (56,2) (56,17) (56,78) (56,93) (63,8) (63,27) (63,68) (63,87) (68,7) (68,12) (68,83) (68,88) (70,11) (70,46) (70,49) (70,84) (71,28) (71,47) (71,48) (71,67) (75,21) (75,36) (75,59) (75,74) (76,8) (76,27) (76,68) (76,87) (78,38) (78,57) (81,3) (81,22) (81,73) (81,92) (86,18) (86,37) (86,58) (86,77) (88,7) (88,12) (88,83) (88,88) (90,9) (90,29) (90,66) (90,86) (91,7) (91,12) (91,83) (91,88)
9	y2 = x3 + 27x + 1	126	(0,1) (0,39) (0,56) (0,94) (8,8) (8,27) (8,68) (8,87) (10,6) (10,44) (10,51) (10,89) (15,19) (15,76) (16,8) (16,27) (16,68) (16,87) (18,7) (18,12) (18,83) (18,88) (21,33) (21,43) (21,52) (21,62) (26,18) (26,37) (26,58) (26,77) (28,2) (28,17) (28,78) (28,93) (31,18) (31,37) (31,58) (31,77) (33,8) (33,27) (33,68) (33,87) (35,11) (35,46) (35,49) (35,84) (38,18) (38,37) (38,58) (38,77) (40,14) (40,24) (40,71) (40,81) (45,1) (45,39) (45,56) (45,94) (46,8) (46,27) (46,68) (46,87) (48,13) (48,32) (48,63) (48,82) (50,1) (50,39) (50,56) (50,94) (53,38) (53,57) (56,7) (56,12) (56,83) (56,88) (65,11) (65,46) (65,49) (65,84) (66,2) (66,17) (66,78) (66,93) (71,8) (71,27) (71,68) (71,87) (73,8) (73,27) (73,68) (73,87) (75,26) (75,31) (75,64) (75,69) (76,18) (76,37) (76,58) (76,77) (78,33) (78,43) (78,52) (78,62) (83,18) (83,37) (83,58) (83,77) (85,21) (85,36) (85,59) (85,74) (86,13) (86,32) (86,63) (86,82) (88,18) (88,37) (88,58) (88,77) (90,11) (90,46) (90,49) (90,84) (91,38) (91,57)
10	y2 = x3 + 22x + 64	126	(0,8) (0,27) (0,68) (0,87) (4,11) (4,46) (4,49) (4,84) (10,7) (10,12) (10,83) (10,88) (12,21) (12,36) (12,59) (12,74) (14,19) (14,76) (15,8) (15,27) (15,68) (15,87) (19,11) (19,46) (19,49) (19,84) (20,7) (20,12) (20,83) (20,88) (22,9) (22,29) (22,66) (22,86) (27,26) (27,31) (27,64) (27,69) (29,26) (29,31) (29,64) (29,69) (32,1) (32,39) (32,56) (32,94) (34,11) (34,46) (34,49) (34,84) (35,3) (35,22) (35,73) (35,92) (39,26) (39,31) (39,64) (39,69) (42,11) (42,46) (42,49) (42,84) (50,2) (50,17) (50,78) (50,93) (52,19) (52,76) (54,16) (54,41) (54,54) (54,79) (57,11) (57,46) (57,49) (57,84) (60,28) (60,47) (60,48) (60,67) (65,7) (65,12) (65,83) (65,88) (67,26) (67,31) (67,64) (67,69) (69,21) (69,36) (69,59) (69,74) (70,18) (70,37) (70,58) (70,77) (72,11) (72,46) (72,49) (72,84) (77,26) (77,31) (77,64) (77,69) (79,9) (79,29) (79,66) (79,86) (80,8) (80,27) (80,68) (80,87) (84,26) (84,31) (84,64) (84,69) (89,1) (89,39) (89,56) (89,94) (90,38) (90,57) (92,16) (92,41) (92,54) (92,79)
11	y2 = x3 + 32x + 11	126	(0,26) (0,31) (0,64) (0,69) (1,33) (1,43) (1,52) (1,62) (3,18) (3,37) (3,58) (3,77) (5,26) (5,31) (5,64) (5,69) (6,18) (6,37) (6,58) (6,77) (8,38) (8,57) (10,1) (10,39) (10,56) (10,94) (15,16) (15,41) (15,54) (15,79) (18,23) (18,42) (18,53) (18,72) (20,14) (20,24) (20,71) (20,81) (21,8) (21,27) (21,68) (21,87) (25,1) (25,39) (25,56) (25,94) (33,7) (33,12) (33,83) (33,88) (38,7) (38,12) (38,83) (38,88) (40,11) (40,46) (40,49) (40,84) (41,18) (41,37) (41,58) (41,77) (43,7) (43,12) (43,83) (43,88) (46,38) (46,57) (48,18) (48,37) (48,58) (48,77) (53,3) (53,22) (53,73) (53,92) (56,23) (56,42) (56,53) (56,72) (58,33) (58,43) (58,52) (58,62) (60,1) (60,39) (60,56) (60,94) (63,18) (63,37) (63,58) (63,77) (65,19) (65,76) (71,7) (71,12) (71,83) (71,88) (75,4) (75,34) (75,61) (75,91) (76,7) (76,12) (76,83) (76,88) (78,8) (78,27) (78,68) (78,87) (81,7) (81,12) (81,83) (81,88) (86,18) (86,37) (86,58) (86,77) (90,26) (90,31) (90,64) (90,69) (91,3) (91,22) (91,73) (91,92)
12	y2 = x3 + 67x + 11	126	(0,26) (0,31) (0,64) (0,69) (3,7) (3,12) (3,83) (3,88) (10,16) (10,41) (10,54) (10,79) (13,18) (13,37) (13,58) (13,77) (16,7) (16,12) (16,83) (16,88) (18,38) (18,57) (21,18) (21,37) (21,58) (21,77) (23,18) (23,37) (23,58) (23,77) (26,33) (26,43) (26,52) (26,62) (31,23) (31,42) (31,53) (31,72) (33,8) (33,27) (33,68) (33,87) (35,26) (35,31) (35,64) (35,69) (38,7) (38,12) (38,83) (38,88) (40,1) (40,39) (40,56) (40,94) (41,7) (41,12) (41,83) (41,88) (45,14) (45,24) (45,71) (45,81) (48,3) (48,22) (48,73) (48,92) (50,4) (50,34) (50,61) (50,91) (51,18) (51,37) (51,58) (51,77) (56,38) (56,57) (60,26) (60,31) (60,64) (60,69) (61,18) (61,37) (61,58) (61,77) (70,1) (70,39) (70,56) (70,94) (71,8) (71,27) (71,68) (71,87) (73,7) (73,12) (73,83) (73,88) (75,19) (75,76) (76,7) (76,12) (76,83) (76,88) (78,18) (78,37) (78,58) (78,77) (80,1) (80,39) (80,56) (80,94) (83,33) (83,43) (83,52) (83,62) (86,3) (86,22) (86,73) (86,92) (88,23) (88,42) (88,53) (88,72) (90,11) (90,46) (90,49) (90,84)
13	y2 = x3 + 12x + 39	126	(0,18) (0,37) (0,58) (0,77) (10,38) (10,57) (12,26) (12,31) (12,64) (12,69) (14,14) (14,24) (14,71) (14,81) (17,11) (17,46) (17,49) (17,84) (19,1) (19,39) (19,56) (19,94) (22,11) (22,46) (22,49) (22,84) (25,2) (25,17) (25,78) (25,93) (27,1) (27,39) (27,56) (27,94) (29,19) (29,76) (30,18) (30,37) (30,58) (30,77) (32,6) (32,44) (32,51) (32,89) (37,11) (37,46) (37,49) (37,84) (44,21) (44,36) (44,59) (44,74) (49,1) (49,39) (49,56) (49,94) (50,7) (50,12) (50,83) (50,88) (52,14) (52,24) (52,71) (52,81) (55,8) (55,27) (55,68) (55,87) (57,1) (57,39) (57,56) (57,94) (60,8) (60,27) (60,68) (60,87) (65,18) (65,37) (65,58) (65,77) (67,19) (67,76) (69,26) (69,31) (69,64) (69,69) (70,13) (70,32) (70,63) (70,82) (74,11) (74,46) (74,49) (74,84) (75,8) (75,27) (75,68) (75,87) (79,11) (79,46) (79,49) (79,84) (82,21) (82,36) (82,59) (82,74) (84,1) (84,39) (84,56) (84,94) (87,1) (87,39) (87,56) (87,94) (89,6) (89,44) (89,51) (89,89) (90,33) (90,43) (90,52) (90,62) (94,11) (94,46) (94,49) (94,84)
14	y2 = x3 + 72x + 11	126	(0,26) (0,31) (0,64) (0,69) (3,8) (3,27) (3,68) (3,87) (8,23) (8,42) (8,53) (8,72) (11,33) (11,43) (11,52) (11,62) (13,3) (13,22) (13,73) (13,92) (15,1) (15,39) (15,56) (15,94) (21,7) (21,12) (21,83) (21,88) (28,18) (28,37) (28,58) (28,77) (30,14) (30,24) (30,71) (30,81) (31,38) (31,57) (33,18) (33,37) (33,58) (33,77) (36,7) (36,12) (36,83) (36,88) (38,7) (38,12) (38,83) (38,88) (40,26) (40,31) (40,64) (40,69) (41,8) (41,27) (41,68) (41,87) (46,23) (46,42) (46,53) (46,72) (50,19) (50,76) (51,3) (51,22) (51,73) (51,92) (53,18) (53,37) (53,58) (53,77) (55,26) (55,31) (55,64) (55,69) (60,11) (60,46) (60,49) (60,84) (65,4) (65,34) (65,61) (65,91) (66,18) (66,37) (66,58) (66,77) (68,33) (68,43) (68,52) (68,62) (70,16) (70,41) (70,54) (70,79) (71,18) (71,37) (71,58) (71,77) (76,7) (76,12) (76,83) (76,88) (78,7) (78,12) (78,83) (78,88) (85,1) (85,39) (85,56) (85,94) (88,38) (88,57) (90,1) (90,39) (90,56) (90,94) (91,18) (91,37) (91,58) (91,77) (93,7) (93,12) (93,83) (93,88)
15	y2 = x3 + 52x + 64	126	(0,8) (0,27) (0,68) (0,87) (2,9) (2,29) (2,66) (2,86) (7,26) (7,31) (7,64) (7,69) (9,11) (9,46) (9,49) (9,84) (10,8) (10,27) (10,68) (10,87) (15,18) (15,37) (15,58) (15,77) (17,16) (17,41) (17,54) (17,79) (19,11) (19,46) (19,49) (19,84) (22,19) (22,76) (27,21) (27,36) (27,59) (27,74) (29,11) (29,46) (29,49) (29,84) (32,26) (32,31) (32,64) (32,69) (34,1) (34,39) (34,56) (34,94) (37,26) (37,31) (37,64) (37,69) (40,28) (40,47) (40,48) (40,67) (45,7) (45,12) (45,83) (45,88) (47,11) (47,46) (47,49) (47,84) (55,3) (55,22) (55,73) (55,92) (57,11) (57,46) (57,49) (57,84) (59,9) (59,29) (59,66) (59,86) (60,38) (60,57) (64,26) (64,31) (64,64) (64,69) (65,2) (65,17) (65,78) (65,93) (67,11) (67,46) (67,49) (67,84) (70,7) (70,12) (70,83) (70,88) (72,1) (72,39) (72,56) (72,94) (74,16) (74,41) (74,54) (74,79) (75,7) (75,12) (75,83) (75,88) (79,19) (79,76) (84,21) (84,36) (84,59) (84,74) (85,8) (85,27) (85,68) (85,87) (89,26) (89,31) (89,64) (89,69) (94,26) (94,31) (94,64) (94,69)
16	y2 = x3 + 37x + 1	126	(0,1) (0,39) (0,56) (0,94) (1,18) (1,37) (1,58) (1,77) (3,33) (3,43) (3,52) (3,62) (5,11) (5,46) (5,49) (5,84) (8,7) (8,12) (8,83) (8,88) (13,38) (13,57) (15,6) (15,44) (15,51) (15,89) (18,18) (18,37) (18,58) (18,77) (20,1) (20,39) (20,56) (20,94) (21,8) (21,27) (21,68) (21,87) (23,2) (23,17) (23,78) (23,93) (31,8) (31,27) (31,68) (31,87) (38,18) (38,37) (38,58) (38,77) (40,11) (40,46) (40,49) (40,84) (41,33) (41,43) (41,52) (41,62) (43,8) (43,27) (43,68) (43,87) (46,7) (46,12) (46,83) (46,88) (50,11) (50,46) (50,49) (50,84) (51,38) (51,57) (53,13) (53,32) (53,63) (53,82) (56,18) (56,37) (56,58) (56,77) (58,18) (58,37) (58,58) (58,77) (60,14) (60,24) (60,71) (60,81) (61,2) (61,17) (61,78) (61,93) (65,26) (65,31) (65,64) (65,69) (70,19) (70,76) (75,1) (75,39) (75,56) (75,94) (76,18) (76,37) (76,58) (76,77) (78,8) (78,27) (78,68) (78,87) (80,21) (80,36) (80,59) (80,74) (81,8) (81,27) (81,68) (81,87) (88,8) (88,27) (88,68) (88,87) (91,13) (91,32) (91,63) (91,82)
17	y2 = x3 + 2x + 64	126	(0,8) (0,27) (0,68) (0,87) (2,19) (2,76) (5,3) (5,22) (5,73) (5,92) (10,18) (10,37) (10,58) (10,77) (12,26) (12,31) (12,64) (12,69) (14,9) (14,29) (14,66) (14,86) (15,7) (15,12) (15,83) (15,88) (19,11) (19,46) (19,49) (19,84) (24,16) (24,41) (24,54) (24,79) (25,8) (25,27) (25,68) (25,87) (29,1) (29,39) (29,56) (29,94) (30,7) (30,12) (30,83) (30,88) (32,11) (32,46) (32,49) (32,84) (34,26) (34,31) (34,64) (34,69) (37,21) (37,36) (37,59) (37,74) (40,38) (40,57) (44,11) (44,46) (44,49) (44,84) (49,26) (49,31) (49,64) (49,69) (50,7) (50,12) (50,83) (50,88) (52,9) (52,29) (52,66) (52,86) (57,11) (57,46) (57,49) (57,84) (59,19) (59,76) (62,16) (62,41) (62,54) (62,79) (67,1) (67,39) (67,56) (67,94) (69,26) (69,31) (69,64) (69,69) (70,8) (70,27) (70,68) (70,87) (72,26) (72,31) (72,64) (72,69) (75,2) (75,17) (75,78) (75,93) (82,11) (82,46) (82,49) (82,84) (87,26) (87,31) (87,64) (87,69) (89,11) (89,46) (89,49) (89,84) (90,28) (90,47) (90,48) (90,67) (94,21) (94,36) (94,59) (94,74)
18	y2 = x3 + 32x + 49	126	(0,7) (0,12) (0,83) (0,88) (2,11) (2,46) (2,49) (2,84) (5,7) (5,12) (5,83) (5,88) (10,18) (10,37) (10,58) (10,77) (14,26) (14,31) (14,64) (14,69) (15,3) (15,22) (15,73) (15,92) (19,26) (19,31) (19,64) (19,69) (20,33) (20,43) (20,52) (20,62) (22,1) (22,39) (22,56) (22,94) (24,26) (24,31) (24,64) (24,69) (25,18) (25,37) (25,58) (25,77) (27,19) (27,76) (29,1) (29,39) (29,56) (29,94) (34,16) (34,41) (34,54) (34,79) (37,4) (37,34) (37,61) (37,91) (39,14) (39,24) (39,71) (39,81) (40,8) (40,27) (40,68) (40,87) (44,1) (44,39) (44,56) (44,94) (52,26) (52,31) (52,64) (52,69) (57,26) (57,31) (57,64) (57,69) (59,11) (59,46) (59,49) (59,84) (60,18) (60,37) (60,58) (60,77) (62,26) (62,31) (62,64) (62,69) (65,38) (65,57) (67,1) (67,39) (67,56) (67,94) (72,16) (72,41) (72,54) (72,79) (75,23) (75,42) (75,53) (75,72) (77,14) (77,24) (77,71) (77,81) (79,1) (79,39) (79,56) (79,94) (82,1) (82,39) (82,56) (82,94) (84,19) (84,76) (90,7) (90,12) (90,83) (90,88) (94,4) (94,34) (94,61) (94,91)