class leader: y² = x³ + 57x + 4

Sr no.	class members	# points	points
1	y2 = x3 + 57x + 4	120	(0,2) (0,17) (0,78) (0,93) (4,26) (4,31) (4,64) (4,69) (7,9) (7,29) (7,66) (7,86) (9,26) (9,31) (9,64) (9,69) (10,23) (10,42) (10,53) (10,72) (15,23) (15,42) (15,53) (15,72) (19,21) (19,36) (19,59) (19,74) (20,28) (20,47) (20,48) (20,67) (25,7) (25,12) (25,83) (25,88) (29,4) (29,34) (29,61) (29,91) (30,28) (30,47) (30,48) (30,67) (32,4) (32,34) (32,61) (32,91) (34,4) (34,34) (34,61) (34,91) (39,9) (39,29) (39,66) (39,86) (42,26) (42,31) (42,64) (42,69) (44,26) (44,31) (44,64) (44,69) (45,28) (45,47) (45,48) (45,67) (47,26) (47,31) (47,64) (47,69) (49,9) (49,29) (49,66) (49,86) (57,21) (57,36) (57,59) (57,74) (64,9) (64,29) (64,66) (64,86) (67,4) (67,34) (67,61) (67,91) (70,23) (70,42) (70,53) (70,72) (72,4) (72,34) (72,61) (72,91) (77,9) (77,29) (77,66) (77,86) (80,7) (80,12) (80,83) (80,88) (82,26) (82,31) (82,64) (82,69) (85,7) (85,12) (85,83) (85,88) (87,9) (87,29) (87,66) (87,86) (89,4) (89,34) (89,61) (89,91)
2	y2 = x3 + 57x + 6	120	(0,14) (0,24) (0,71) (0,81) (1,8) (1,27) (1,68) (1,87) (5,6) (5,44) (5,51) (5,89) (8,28) (8,47) (8,48) (8,67) (11,8) (11,27) (11,68) (11,87) (16,13) (16,32) (16,63) (16,82) (18,28) (18,47) (18,48) (18,67) (20,11) (20,46) (20,49) (20,84) (26,8) (26,27) (26,68) (26,87) (30,11) (30,46) (30,49) (30,84) (31,28) (31,47) (31,48) (31,67) (35,6) (35,44) (35,51) (35,89) (36,13) (36,32) (36,63) (36,82) (38,33) (38,43) (38,52) (38,62) (43,13) (43,32) (43,63) (43,82) (45,11) (45,46) (45,49) (45,84) (46,28) (46,47) (46,48) (46,67) (50,9) (50,29) (50,66) (50,86) (55,6) (55,44) (55,51) (55,89) (56,28) (56,47) (56,48) (56,67) (58,8) (58,27) (58,68) (58,87) (65,9) (65,29) (65,66) (65,86) (68,8) (68,27) (68,68) (68,87) (73,13) (73,32) (73,63) (73,82) (75,9) (75,29) (75,66) (75,86) (76,33) (76,43) (76,52) (76,62) (81,13) (81,32) (81,63) (81,82) (83,8) (83,27) (83,68) (83,87) (88,28) (88,47) (88,48) (88,67) (93,13) (93,32) (93,63) (93,82)
3	y2 = x3 + 57x + 9	120	(0,3) (0,22) (0,73) (0,92) (2,6) (2,44) (2,51) (2,89) (4,4) (4,34) (4,61) (4,91) (5,18) (5,37) (5,58) (5,77) (9,4) (9,34) (9,61) (9,91) (14,6) (14,44) (14,51) (14,89) (17,1) (17,39) (17,56) (17,94) (19,16) (19,41) (19,54) (19,79) (22,6) (22,44) (22,51) (22,89) (24,1) (24,39) (24,56) (24,94) (25,23) (25,42) (25,53) (25,72) (35,18) (35,37) (35,58) (35,77) (40,13) (40,32) (40,63) (40,82) (42,4) (42,34) (42,61) (42,91) (44,4) (44,34) (44,61) (44,91) (47,4) (47,34) (47,61) (47,91) (52,6) (52,44) (52,51) (52,89) (54,1) (54,39) (54,56) (54,94) (55,18) (55,37) (55,58) (55,77) (57,16) (57,41) (57,54) (57,79) (59,6) (59,44) (59,51) (59,89) (60,13) (60,32) (60,63) (60,82) (62,1) (62,39) (62,56) (62,94) (74,1) (74,39) (74,56) (74,94) (79,6) (79,44) (79,51) (79,89) (80,23) (80,42) (80,53) (80,72) (82,4) (82,34) (82,61) (82,91) (85,23) (85,42) (85,53) (85,72) (90,13) (90,32) (90,63) (90,82) (92,1) (92,39) (92,56) (92,94)
4	y2 = x3 + 57x + 61	120	(0,21) (0,36) (0,59) (0,74) (1,28) (1,47) (1,48) (1,67) (6,7) (6,12) (6,83) (6,88) (10,4) (10,34) (10,61) (10,91) (11,28) (11,47) (11,48) (11,67) (13,23) (13,42) (13,53) (13,72) (15,4) (15,34) (15,61) (15,91) (20,9) (20,29) (20,66) (20,86) (23,7) (23,12) (23,83) (23,88) (25,26) (25,31) (25,64) (25,69) (26,28) (26,47) (26,48) (26,67) (28,7) (28,12) (28,83) (28,88) (30,9) (30,29) (30,66) (30,86) (38,2) (38,17) (38,78) (38,93) (45,9) (45,29) (45,66) (45,86) (48,23) (48,42) (48,53) (48,72) (51,23) (51,42) (51,53) (51,72) (53,23) (53,42) (53,53) (53,72) (58,28) (58,47) (58,48) (58,67) (61,7) (61,12) (61,83) (61,88) (63,7) (63,12) (63,83) (63,88) (66,7) (66,12) (66,83) (66,88) (68,28) (68,47) (68,48) (68,67) (70,4) (70,34) (70,61) (70,91) (76,2) (76,17) (76,78) (76,93) (80,26) (80,31) (80,64) (80,69) (83,28) (83,47) (83,48) (83,67) (85,26) (85,31) (85,64) (85,69) (86,23) (86,42) (86,53) (86,72) (91,23) (91,42) (91,53) (91,72)
5	y2 = x3 + 57x + 66	120	(0,16) (0,41) (0,54) (0,79) (3,13) (3,32) (3,63) (3,82) (5,1) (5,39) (5,56) (5,94) (6,23) (6,42) (6,53) (6,72) (16,18) (16,37) (16,58) (16,77) (21,13) (21,32) (21,63) (21,82) (23,23) (23,42) (23,53) (23,72) (25,4) (25,34) (25,61) (25,91) (28,23) (28,42) (28,53) (28,72) (33,13) (33,32) (33,63) (33,82) (35,1) (35,39) (35,56) (35,94) (36,18) (36,37) (36,58) (36,77) (38,3) (38,22) (38,73) (38,92) (40,6) (40,44) (40,51) (40,89) (41,13) (41,32) (41,63) (41,82) (43,18) (43,37) (43,58) (43,77) (55,1) (55,39) (55,56) (55,94) (60,6) (60,44) (60,51) (60,89) (61,23) (61,42) (61,53) (61,72) (63,23) (63,42) (63,53) (63,72) (66,23) (66,42) (66,53) (66,72) (71,13) (71,32) (71,63) (71,82) (73,18) (73,37) (73,58) (73,77) (76,3) (76,22) (76,73) (76,92) (78,13) (78,32) (78,63) (78,82) (80,4) (80,34) (80,61) (80,91) (81,18) (81,37) (81,58) (81,77) (85,4) (85,34) (85,61) (85,91) (90,6) (90,44) (90,51) (90,89) (93,18) (93,37) (93,58) (93,77)
6	y2 = x3 + 57x + 44	120	(0,33) (0,43) (0,52) (0,62) (5,13) (5,32) (5,63) (5,82) (7,11) (7,46) (7,49) (7,84) (12,9) (12,29) (12,66) (12,86) (17,6) (17,44) (17,51) (17,89) (19,14) (19,24) (19,71) (19,81) (20,8) (20,27) (20,68) (20,87) (24,6) (24,44) (24,51) (24,89) (27,9) (27,29) (27,66) (27,86) (30,8) (30,27) (30,68) (30,87) (35,13) (35,32) (35,63) (35,82) (37,9) (37,29) (37,66) (37,86) (39,11) (39,46) (39,49) (39,84) (45,8) (45,27) (45,68) (45,87) (49,11) (49,46) (49,49) (49,84) (50,28) (50,47) (50,48) (50,67) (54,6) (54,44) (54,51) (54,89) (55,13) (55,32) (55,63) (55,82) (57,14) (57,24) (57,71) (57,81) (62,6) (62,44) (62,51) (62,89) (64,11) (64,46) (64,49) (64,84) (65,28) (65,47) (65,48) (65,67) (69,9) (69,29) (69,66) (69,86) (74,6) (74,44) (74,51) (74,89) (75,28) (75,47) (75,48) (75,67) (77,11) (77,46) (77,49) (77,84) (84,9) (84,29) (84,66) (84,86) (87,11) (87,46) (87,49) (87,84) (92,6) (92,44) (92,51) (92,89) (94,9) (94,29) (94,66) (94,86)