class leader: y² = x³ + 10x + 16

Sr no.	class members	# points	points
1	y2 = x3 + 10x + 16	120	(0,4) (0,17) (0,74) (0,87) (4,22) (4,43) (4,48) (4,69) (5,3) (5,10) (5,81) (5,88) (7,39) (7,52) (9,4) (9,17) (9,74) (9,87) (11,1) (11,27) (11,64) (11,90) (14,25) (14,38) (14,53) (14,66) (18,29) (18,36) (18,55) (18,62) (21,32) (21,45) (21,46) (21,59) (26,4) (26,17) (26,74) (26,87) (30,4) (30,17) (30,74) (30,87) (33,39) (33,52) (35,4) (35,17) (35,74) (35,87) (37,25) (37,38) (37,53) (37,66) (39,22) (39,43) (39,48) (39,69) (40,25) (40,38) (40,53) (40,66) (44,3) (44,10) (44,81) (44,88) (46,13) (46,78) (47,32) (47,45) (47,46) (47,59) (53,1) (53,27) (53,64) (53,90) (56,4) (56,17) (56,74) (56,87) (60,6) (60,20) (60,71) (60,85) (61,4) (61,17) (61,74) (61,87) (63,25) (63,38) (63,53) (63,66) (65,4) (65,17) (65,74) (65,87) (70,3) (70,10) (70,81) (70,88) (72,39) (72,52) (74,22) (74,43) (74,48) (74,69) (79,25) (79,38) (79,53) (79,66) (82,4) (82,17) (82,74) (82,87) (86,32) (86,45) (86,46) (86,59) (89,25) (89,38) (89,53) (89,66)
2	y2 = x3 + 12x + 23	120	(0,32) (0,45) (0,46) (0,59) (1,6) (1,20) (1,71) (1,85) (10,18) (10,31) (10,60) (10,73) (11,11) (11,24) (11,67) (11,80) (14,32) (14,45) (14,46) (14,59) (15,22) (15,43) (15,48) (15,69) (18,39) (18,52) (24,11) (24,24) (24,67) (24,80) (25,32) (25,45) (25,46) (25,59) (28,4) (28,17) (28,74) (28,87) (31,39) (31,52) (32,18) (32,31) (32,60) (32,73) (36,8) (36,34) (36,57) (36,83) (38,32) (38,45) (38,46) (38,59) (39,32) (39,45) (39,46) (39,59) (45,18) (45,31) (45,60) (45,73) (49,18) (49,31) (49,60) (49,73) (50,15) (50,41) (50,50) (50,76) (52,32) (52,45) (52,46) (52,59) (53,32) (53,45) (53,46) (53,59) (57,13) (57,78) (63,11) (63,24) (63,67) (63,80) (64,6) (64,20) (64,71) (64,85) (66,32) (66,45) (66,46) (66,59) (67,4) (67,17) (67,74) (67,87) (70,39) (70,52) (71,8) (71,34) (71,57) (71,83) (77,32) (77,45) (77,46) (77,59) (78,6) (78,20) (78,71) (78,85) (80,4) (80,17) (80,74) (80,87) (84,18) (84,31) (84,60) (84,73) (88,18) (88,31) (88,60) (88,73)
3	y2 = x3 + 90x + 16	120	(0,4) (0,17) (0,74) (0,87) (1,4) (1,17) (1,74) (1,87) (2,29) (2,36) (2,55) (2,62) (7,25) (7,38) (7,53) (7,66) (8,39) (8,52) (13,4) (13,17) (13,74) (13,87) (14,4) (14,17) (14,74) (14,87) (15,3) (15,10) (15,81) (15,88) (16,1) (16,27) (16,64) (16,90) (20,25) (20,38) (20,53) (20,66) (21,39) (21,52) (27,4) (27,17) (27,74) (27,87) (28,3) (28,10) (28,81) (28,88) (29,25) (29,38) (29,53) (29,66) (34,39) (34,52) (37,6) (37,20) (37,71) (37,85) (41,3) (41,10) (41,81) (41,88) (42,25) (42,38) (42,53) (42,66) (50,32) (50,45) (50,46) (50,59) (51,22) (51,43) (51,48) (51,69) (55,25) (55,38) (55,53) (55,66) (63,32) (63,45) (63,46) (63,59) (64,4) (64,17) (64,74) (64,87) (65,22) (65,43) (65,48) (65,69) (72,1) (72,27) (72,64) (72,90) (76,32) (76,45) (76,46) (76,59) (77,4) (77,17) (77,74) (77,87) (78,4) (78,17) (78,74) (78,87) (79,22) (79,43) (79,48) (79,69) (85,25) (85,38) (85,53) (85,66) (86,13) (86,78) (90,4) (90,17) (90,74) (90,87)
4	y2 = x3 + 69x + 16	120	(0,4) (0,17) (0,74) (0,87) (6,3) (6,10) (6,81) (6,88) (7,32) (7,45) (7,46) (7,59) (8,25) (8,38) (8,53) (8,66) (9,1) (9,27) (9,64) (9,90) (13,4) (13,17) (13,74) (13,87) (16,22) (16,43) (16,48) (16,69) (20,32) (20,45) (20,46) (20,59) (21,25) (21,38) (21,53) (21,66) (22,25) (22,38) (22,53) (22,66) (23,22) (23,43) (23,48) (23,69) (29,4) (29,17) (29,74) (29,87) (34,25) (34,38) (34,53) (34,66) (35,25) (35,38) (35,53) (35,66) (36,4) (36,17) (36,74) (36,87) (37,13) (37,78) (42,4) (42,17) (42,74) (42,87) (48,25) (48,38) (48,53) (48,66) (49,4) (49,17) (49,74) (49,87) (50,39) (50,52) (55,4) (55,17) (55,74) (55,87) (58,29) (58,36) (58,55) (58,62) (62,4) (62,17) (62,74) (62,87) (63,39) (63,52) (65,22) (65,43) (65,48) (65,69) (71,3) (71,10) (71,81) (71,88) (72,6) (72,20) (72,71) (72,85) (76,39) (76,52) (78,4) (78,17) (78,74) (78,87) (84,3) (84,10) (84,81) (84,88) (85,32) (85,45) (85,46) (85,59) (86,1) (86,27) (86,64) (86,90)
5	y2 = x3 + 75x + 23	120	(0,32) (0,45) (0,46) (0,59) (4,32) (4,45) (4,46) (4,59) (8,15) (8,41) (8,50) (8,76) (15,8) (15,34) (15,57) (15,83) (17,32) (17,45) (17,46) (17,59) (18,4) (18,17) (18,74) (18,87) (21,11) (21,24) (21,67) (21,80) (22,6) (22,20) (22,71) (22,85) (25,18) (25,31) (25,60) (25,73) (28,18) (28,31) (28,60) (28,73) (31,4) (31,17) (31,74) (31,87) (32,39) (32,52) (35,32) (35,45) (35,46) (35,59) (38,18) (38,31) (38,60) (38,73) (39,32) (39,45) (39,46) (39,59) (43,6) (43,20) (43,71) (43,85) (45,39) (45,52) (52,32) (52,45) (52,46) (52,59) (56,32) (56,45) (56,46) (56,59) (57,22) (57,43) (57,48) (57,69) (60,11) (60,24) (60,67) (60,80) (64,8) (64,34) (64,57) (64,83) (67,18) (67,31) (67,60) (67,73) (70,4) (70,17) (70,74) (70,87) (71,13) (71,78) (73,11) (73,24) (73,67) (73,80) (74,32) (74,45) (74,46) (74,59) (77,18) (77,31) (77,60) (77,73) (78,6) (78,20) (78,71) (78,85) (80,18) (80,31) (80,60) (80,73) (84,39) (84,52) (87,32) (87,45) (87,46) (87,59)
6	y2 = x3 + 17x + 23	120	(0,32) (0,45) (0,46) (0,59) (2,39) (2,52) (4,8) (4,34) (4,57) (4,83) (5,18) (5,31) (5,60) (5,73) (7,11) (7,24) (7,67) (7,80) (16,32) (16,45) (16,46) (16,59) (18,8) (18,34) (18,57) (18,83) (19,4) (19,17) (19,74) (19,87) (23,32) (23,45) (23,46) (23,59) (26,32) (26,45) (26,46) (26,59) (28,39) (28,52) (30,18) (30,31) (30,60) (30,73) (32,22) (32,43) (32,48) (32,69) (33,11) (33,24) (33,67) (33,80) (39,6) (39,20) (39,71) (39,85) (42,32) (42,45) (42,46) (42,59) (44,18) (44,31) (44,60) (44,73) (46,15) (46,41) (46,50) (46,76) (49,32) (49,45) (49,46) (49,59) (54,39) (54,52) (56,18) (56,31) (56,60) (56,73) (58,4) (58,17) (58,74) (58,87) (65,32) (65,45) (65,46) (65,59) (67,13) (67,78) (68,32) (68,45) (68,46) (68,59) (70,18) (70,31) (70,60) (70,73) (72,11) (72,24) (72,67) (72,80) (75,32) (75,45) (75,46) (75,59) (81,6) (81,20) (81,71) (81,85) (82,18) (82,31) (82,60) (82,73) (84,4) (84,17) (84,74) (84,87) (88,6) (88,20) (88,71) (88,85)
7	y2 = x3 + 10x + 23	120	(0,32) (0,45) (0,46) (0,59) (2,18) (2,31) (2,60) (2,73) (4,6) (4,20) (4,71) (4,85) (5,4) (5,17) (5,74) (5,87) (9,32) (9,45) (9,46) (9,59) (12,18) (12,31) (12,60) (12,73) (18,22) (18,43) (18,48) (18,69) (19,39) (19,52) (21,11) (21,24) (21,67) (21,80) (25,8) (25,34) (25,57) (25,83) (26,32) (26,45) (26,46) (26,59) (28,18) (28,31) (28,60) (28,73) (30,32) (30,45) (30,46) (30,59) (32,13) (32,78) (35,32) (35,45) (35,46) (35,59) (39,6) (39,20) (39,71) (39,85) (44,4) (44,17) (44,74) (44,87) (47,11) (47,24) (47,67) (47,80) (51,18) (51,31) (51,60) (51,73) (54,18) (54,31) (54,60) (54,73) (56,32) (56,45) (56,46) (56,59) (58,39) (58,52) (60,15) (60,41) (60,50) (60,76) (61,32) (61,45) (61,46) (61,59) (65,32) (65,45) (65,46) (65,59) (67,8) (67,34) (67,57) (67,83) (70,4) (70,17) (70,74) (70,87) (74,6) (74,20) (74,71) (74,85) (77,18) (77,31) (77,60) (77,73) (82,32) (82,45) (82,46) (82,59) (84,39) (84,52) (86,11) (86,24) (86,67) (86,80)
8	y2 = x3 + 82x + 16	120	(0,4) (0,17) (0,74) (0,87) (3,4) (3,17) (3,74) (3,87) (7,32) (7,45) (7,46) (7,59) (8,1) (8,27) (8,64) (8,90) (10,4) (10,17) (10,74) (10,87) (11,39) (11,52) (21,25) (21,38) (21,53) (21,66) (22,1) (22,27) (22,64) (22,90) (24,39) (24,52) (29,22) (29,43) (29,48) (29,69) (32,3) (32,10) (32,81) (32,88) (35,25) (35,38) (35,53) (35,66) (36,22) (36,43) (36,48) (36,69) (39,4) (39,17) (39,74) (39,87) (42,4) (42,17) (42,74) (42,87) (45,3) (45,10) (45,81) (45,88) (46,32) (46,45) (46,46) (46,59) (49,4) (49,17) (49,74) (49,87) (50,13) (50,78) (52,4) (52,17) (52,74) (52,87) (59,32) (59,45) (59,46) (59,59) (60,25) (60,38) (60,53) (60,66) (63,39) (63,52) (71,29) (71,36) (71,55) (71,62) (73,25) (73,38) (73,53) (73,66) (74,25) (74,38) (74,53) (74,66) (78,22) (78,43) (78,48) (78,69) (81,4) (81,17) (81,74) (81,87) (84,3) (84,10) (84,81) (84,88) (85,6) (85,20) (85,71) (85,85) (87,25) (87,38) (87,53) (87,66) (88,4) (88,17) (88,74) (88,87)
9	y2 = x3 + 90x + 23	120	(0,32) (0,45) (0,46) (0,59) (1,32) (1,45) (1,46) (1,59) (2,22) (2,43) (2,48) (2,69) (6,18) (6,31) (6,60) (6,73) (13,32) (13,45) (13,46) (13,59) (14,32) (14,45) (14,46) (14,59) (15,4) (15,17) (15,74) (15,87) (23,8) (23,34) (23,57) (23,83) (27,32) (27,45) (27,46) (27,59) (28,4) (28,17) (28,74) (28,87) (36,18) (36,31) (36,60) (36,73) (37,15) (37,41) (37,50) (37,76) (41,4) (41,17) (41,74) (41,87) (44,13) (44,78) (49,18) (49,31) (49,60) (49,73) (50,11) (50,24) (50,67) (50,80) (51,6) (51,20) (51,71) (51,85) (57,39) (57,52) (58,8) (58,34) (58,57) (58,83) (62,18) (62,31) (62,60) (62,73) (63,11) (63,24) (63,67) (63,80) (64,32) (64,45) (64,46) (64,59) (65,6) (65,20) (65,71) (65,85) (70,39) (70,52) (71,18) (71,31) (71,60) (71,73) (76,11) (76,24) (76,67) (76,80) (77,32) (77,45) (77,46) (77,59) (78,32) (78,45) (78,46) (78,59) (79,6) (79,20) (79,71) (79,85) (83,39) (83,52) (84,18) (84,31) (84,60) (84,73) (90,32) (90,45) (90,46) (90,59)
10	y2 = x3 + 75x + 16	120	(0,4) (0,17) (0,74) (0,87) (1,1) (1,27) (1,64) (1,90) (4,4) (4,17) (4,74) (4,87) (7,39) (7,52) (8,6) (8,20) (8,71) (8,85) (11,25) (11,38) (11,53) (11,66) (14,25) (14,38) (14,53) (14,66) (17,4) (17,17) (17,74) (17,87) (18,3) (18,10) (18,81) (18,88) (21,32) (21,45) (21,46) (21,59) (22,22) (22,43) (22,48) (22,69) (24,25) (24,38) (24,53) (24,66) (31,3) (31,10) (31,81) (31,88) (35,4) (35,17) (35,74) (35,87) (39,4) (39,17) (39,74) (39,87) (43,22) (43,43) (43,48) (43,69) (46,39) (46,52) (50,1) (50,27) (50,64) (50,90) (52,4) (52,17) (52,74) (52,87) (53,25) (53,38) (53,53) (53,66) (56,4) (56,17) (56,74) (56,87) (57,29) (57,36) (57,55) (57,62) (59,39) (59,52) (60,32) (60,45) (60,46) (60,59) (63,25) (63,38) (63,53) (63,66) (66,25) (66,38) (66,53) (66,66) (70,3) (70,10) (70,81) (70,88) (73,32) (73,45) (73,46) (73,59) (74,4) (74,17) (74,74) (74,87) (78,22) (78,43) (78,48) (78,69) (85,13) (85,78) (87,4) (87,17) (87,74) (87,87)
11	y2 = x3 + 38x + 23	120	(0,32) (0,45) (0,46) (0,59) (2,4) (2,17) (2,74) (2,87) (5,39) (5,52) (11,15) (11,41) (11,50) (11,76) (12,32) (12,45) (12,46) (12,59) (14,32) (14,45) (14,46) (14,59) (18,13) (18,78) (19,18) (19,31) (19,60) (19,73) (23,18) (23,31) (23,60) (23,73) (25,6) (25,20) (25,71) (25,85) (26,32) (26,45) (26,46) (26,59) (28,4) (28,17) (28,74) (28,87) (32,8) (32,34) (32,57) (32,83) (37,11) (37,24) (37,67) (37,80) (39,6) (39,20) (39,71) (39,85) (40,32) (40,45) (40,46) (40,59) (44,39) (44,52) (49,18) (49,31) (49,60) (49,73) (51,32) (51,45) (51,46) (51,59) (53,6) (53,20) (53,71) (53,85) (54,4) (54,17) (54,74) (54,87) (58,18) (58,31) (58,60) (58,73) (63,11) (63,24) (63,67) (63,80) (65,32) (65,45) (65,46) (65,59) (67,22) (67,43) (67,48) (67,69) (70,39) (70,52) (75,18) (75,31) (75,60) (75,73) (77,32) (77,45) (77,46) (77,59) (79,32) (79,45) (79,46) (79,59) (84,18) (84,31) (84,60) (84,73) (88,8) (88,34) (88,57) (88,83) (89,11) (89,24) (89,67) (89,80)
12	y2 = x3 + 12x + 16	120	(0,4) (0,17) (0,74) (0,87) (1,22) (1,43) (1,48) (1,69) (3,25) (3,38) (3,53) (3,66) (7,25) (7,38) (7,53) (7,66) (8,13) (8,78) (11,32) (11,45) (11,46) (11,59) (14,4) (14,17) (14,74) (14,87) (15,29) (15,36) (15,55) (15,62) (21,39) (21,52) (24,32) (24,45) (24,46) (24,59) (25,4) (25,17) (25,74) (25,87) (28,3) (28,10) (28,81) (28,88) (29,1) (29,27) (29,64) (29,90) (38,4) (38,17) (38,74) (38,87) (39,4) (39,17) (39,74) (39,87) (42,25) (42,38) (42,53) (42,66) (46,25) (46,38) (46,53) (46,66) (50,6) (50,20) (50,71) (50,85) (52,4) (52,17) (52,74) (52,87) (53,4) (53,17) (53,74) (53,87) (59,25) (59,38) (59,53) (59,66) (60,39) (60,52) (63,32) (63,45) (63,46) (63,59) (64,22) (64,43) (64,48) (64,69) (66,4) (66,17) (66,74) (66,87) (67,3) (67,10) (67,81) (67,88) (73,39) (73,52) (77,4) (77,17) (77,74) (77,87) (78,22) (78,43) (78,48) (78,69) (80,3) (80,10) (80,81) (80,88) (81,25) (81,38) (81,53) (81,66) (85,1) (85,27) (85,64) (85,90)
13	y2 = x3 + 62x + 23	120	(0,32) (0,45) (0,46) (0,59) (2,8) (2,34) (2,57) (2,83) (6,39) (6,52) (8,11) (8,24) (8,67) (8,80) (9,6) (9,20) (9,71) (9,85) (13,32) (13,45) (13,46) (13,59) (15,18) (15,31) (15,60) (15,73) (21,11) (21,24) (21,67) (21,80) (22,32) (22,45) (22,46) (22,59) (28,18) (28,31) (28,60) (28,73) (30,6) (30,20) (30,71) (30,85) (34,11) (34,24) (34,67) (34,80) (35,32) (35,45) (35,46) (35,59) (41,18) (41,31) (41,60) (41,73) (43,32) (43,45) (43,46) (43,59) (44,22) (44,43) (44,48) (44,69) (48,32) (48,45) (48,46) (48,59) (51,8) (51,34) (51,57) (51,83) (56,32) (56,45) (56,46) (56,59) (57,4) (57,17) (57,74) (57,87) (58,13) (58,78) (64,18) (64,31) (64,60) (64,73) (65,6) (65,20) (65,71) (65,85) (69,32) (69,45) (69,46) (69,59) (70,4) (70,17) (70,74) (70,87) (71,39) (71,52) (77,18) (77,31) (77,60) (77,73) (78,32) (78,45) (78,46) (78,59) (83,4) (83,17) (83,74) (83,87) (84,39) (84,52) (86,15) (86,41) (86,50) (86,76) (90,18) (90,31) (90,60) (90,73)
14	y2 = x3 + 82x + 23	120	(0,32) (0,45) (0,46) (0,59) (3,32) (3,45) (3,46) (3,59) (4,18) (4,31) (4,60) (4,73) (7,11) (7,24) (7,67) (7,80) (10,32) (10,45) (10,46) (10,59) (15,13) (15,78) (17,18) (17,31) (17,60) (17,73) (18,18) (18,31) (18,60) (18,73) (28,39) (28,52) (29,6) (29,20) (29,71) (29,85) (31,18) (31,31) (31,60) (31,73) (32,4) (32,17) (32,74) (32,87) (36,6) (36,20) (36,71) (36,85) (39,32) (39,45) (39,46) (39,59) (42,32) (42,45) (42,46) (42,59) (43,8) (43,34) (43,57) (43,83) (45,4) (45,17) (45,74) (45,87) (46,11) (46,24) (46,67) (46,80) (49,32) (49,45) (49,46) (49,59) (52,32) (52,45) (52,46) (52,59) (56,18) (56,31) (56,60) (56,73) (57,8) (57,34) (57,57) (57,83) (59,11) (59,24) (59,67) (59,80) (67,39) (67,52) (70,18) (70,31) (70,60) (70,73) (71,22) (71,43) (71,48) (71,69) (78,6) (78,20) (78,71) (78,85) (80,39) (80,52) (81,32) (81,45) (81,46) (81,59) (84,4) (84,17) (84,74) (84,87) (85,15) (85,41) (85,50) (85,76) (88,32) (88,45) (88,46) (88,59)
15	y2 = x3 + 17x + 16	120	(0,4) (0,17) (0,74) (0,87) (7,32) (7,45) (7,46) (7,59) (9,25) (9,38) (9,53) (9,66) (11,13) (11,78) (16,4) (16,17) (16,74) (16,87) (19,3) (19,10) (19,81) (19,88) (21,25) (21,38) (21,53) (21,66) (23,4) (23,17) (23,74) (23,87) (26,4) (26,17) (26,74) (26,87) (32,29) (32,36) (32,55) (32,62) (33,32) (33,45) (33,46) (33,59) (35,25) (35,38) (35,53) (35,66) (37,39) (37,52) (39,22) (39,43) (39,48) (39,69) (42,4) (42,17) (42,74) (42,87) (46,6) (46,20) (46,71) (46,85) (47,25) (47,38) (47,53) (47,66) (49,4) (49,17) (49,74) (49,87) (58,3) (58,10) (58,81) (58,88) (60,1) (60,27) (60,64) (60,90) (61,25) (61,38) (61,53) (61,66) (63,39) (63,52) (65,4) (65,17) (65,74) (65,87) (68,4) (68,17) (68,74) (68,87) (72,32) (72,45) (72,46) (72,59) (74,1) (74,27) (74,64) (74,90) (75,4) (75,17) (75,74) (75,87) (81,22) (81,43) (81,48) (81,69) (84,3) (84,10) (84,81) (84,88) (86,25) (86,38) (86,53) (86,66) (88,22) (88,43) (88,48) (88,69) (89,39) (89,52)
16	y2 = x3 + 62x + 16	120	(0,4) (0,17) (0,74) (0,87) (1,25) (1,38) (1,53) (1,66) (7,39) (7,52) (8,32) (8,45) (8,46) (8,59) (9,22) (9,43) (9,48) (9,69) (13,4) (13,17) (13,74) (13,87) (14,25) (14,38) (14,53) (14,66) (20,39) (20,52) (21,32) (21,45) (21,46) (21,59) (22,4) (22,17) (22,74) (22,87) (27,25) (27,38) (27,53) (27,66) (30,22) (30,43) (30,48) (30,69) (34,32) (34,45) (34,46) (34,59) (35,4) (35,17) (35,74) (35,87) (37,1) (37,27) (37,64) (37,90) (43,4) (43,17) (43,74) (43,87) (44,29) (44,36) (44,55) (44,62) (48,4) (48,17) (48,74) (48,87) (50,25) (50,38) (50,53) (50,66) (56,4) (56,17) (56,74) (56,87) (57,3) (57,10) (57,81) (57,88) (63,25) (63,38) (63,53) (63,66) (65,22) (65,43) (65,48) (65,69) (69,4) (69,17) (69,74) (69,87) (70,3) (70,10) (70,81) (70,88) (72,13) (72,78) (76,25) (76,38) (76,53) (76,66) (78,4) (78,17) (78,74) (78,87) (79,1) (79,27) (79,64) (79,90) (83,3) (83,10) (83,81) (83,88) (85,39) (85,52) (86,6) (86,20) (86,71) (86,85)
17	y2 = x3 + 38x + 16	120	(0,4) (0,17) (0,74) (0,87) (2,3) (2,10) (2,81) (2,88) (7,25) (7,38) (7,53) (7,66) (11,6) (11,20) (11,71) (11,85) (12,4) (12,17) (12,74) (12,87) (14,4) (14,17) (14,74) (14,87) (16,25) (16,38) (16,53) (16,66) (21,39) (21,52) (25,22) (25,43) (25,48) (25,69) (26,4) (26,17) (26,74) (26,87) (28,3) (28,10) (28,81) (28,88) (33,25) (33,38) (33,53) (33,66) (37,32) (37,45) (37,46) (37,59) (39,22) (39,43) (39,48) (39,69) (40,4) (40,17) (40,74) (40,87) (42,25) (42,38) (42,53) (42,66) (46,1) (46,27) (46,64) (46,90) (47,39) (47,52) (51,4) (51,17) (51,74) (51,87) (53,22) (53,43) (53,48) (53,69) (54,3) (54,10) (54,81) (54,88) (60,13) (60,78) (63,32) (63,45) (63,46) (63,59) (65,4) (65,17) (65,74) (65,87) (67,29) (67,36) (67,55) (67,62) (68,25) (68,38) (68,53) (68,66) (72,25) (72,38) (72,53) (72,66) (77,4) (77,17) (77,74) (77,87) (79,4) (79,17) (79,74) (79,87) (81,1) (81,27) (81,64) (81,90) (86,39) (86,52) (89,32) (89,45) (89,46) (89,59)
18	y2 = x3 + 69x + 23	120	(0,32) (0,45) (0,46) (0,59) (2,13) (2,78) (6,4) (6,17) (6,74) (6,87) (7,11) (7,24) (7,67) (7,80) (13,32) (13,45) (13,46) (13,59) (15,39) (15,52) (16,6) (16,20) (16,71) (16,85) (20,11) (20,24) (20,67) (20,80) (23,6) (23,20) (23,71) (23,85) (28,39) (28,52) (29,32) (29,45) (29,46) (29,59) (30,8) (30,34) (30,57) (30,83) (36,32) (36,45) (36,46) (36,59) (41,39) (41,52) (42,32) (42,45) (42,46) (42,59) (43,18) (43,31) (43,60) (43,73) (44,8) (44,34) (44,57) (44,83) (49,32) (49,45) (49,46) (49,59) (55,32) (55,45) (55,46) (55,59) (56,18) (56,31) (56,60) (56,73) (57,18) (57,31) (57,60) (57,73) (58,22) (58,43) (58,48) (58,69) (62,32) (62,45) (62,46) (62,59) (65,6) (65,20) (65,71) (65,85) (69,18) (69,31) (69,60) (69,73) (70,18) (70,31) (70,60) (70,73) (71,4) (71,17) (71,74) (71,87) (72,15) (72,41) (72,50) (72,76) (78,32) (78,45) (78,46) (78,59) (83,18) (83,31) (83,60) (83,73) (84,4) (84,17) (84,74) (84,87) (85,11) (85,24) (85,67) (85,80)