class leader: y² = x³ + 23x + 18

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