class leader: y² = x³ + 38x + 35

Sr no.	class members	# points	points
1	y2 = x3 + 38x + 35	234	(0,15) (0,80) (1,13) (1,32) (1,63) (1,82) (2,28) (2,47) (2,48) (2,67) (3,9) (3,29) (3,66) (3,86) (4,21) (4,36) (4,59) (4,74) (6,2) (6,17) (6,78) (6,93) (7,13) (7,32) (7,63) (7,82) (9,21) (9,36) (9,59) (9,74) (10,35) (10,60) (11,13) (11,32) (11,63) (11,82) (13,16) (13,41) (13,54) (13,79) (14,9) (14,29) (14,66) (14,86) (15,35) (15,60) (19,4) (19,34) (19,61) (19,91) (20,25) (20,70) (21,28) (21,47) (21,48) (21,67) (22,28) (22,47) (22,48) (22,67) (23,21) (23,36) (23,59) (23,74) (25,40) (25,55) (26,13) (26,32) (26,63) (26,82) (28,21) (28,36) (28,59) (28,74) (29,16) (29,41) (29,54) (29,79) (30,25) (30,70) (32,3) (32,22) (32,73) (32,92) (33,9) (33,29) (33,66) (33,86) (34,16) (34,41) (34,54) (34,79) (38,4) (38,34) (38,61) (38,91) (39,6) (39,44) (39,51) (39,89) (40,10) (40,85) (41,28) (41,47) (41,48) (41,67) (42,2) (42,17) (42,78) (42,93) (44,21) (44,36) (44,59) (44,74) (45,25) (45,70) (47,2) (47,17) (47,78) (47,93) (48,16) (48,41) (48,54) (48,79) (49,6) (49,44) (49,51) (49,89) (51,3) (51,22) (51,73) (51,92) (52,28) (52,47) (52,48) (52,67) (53,16) (53,41) (53,54) (53,79) (57,23) (57,42) (57,53) (57,72) (58,6) (58,44) (58,51) (58,89) (59,9) (59,29) (59,66) (59,86) (60,10) (60,85) (61,2) (61,17) (61,78) (61,93) (63,21) (63,36) (63,59) (63,74) (64,6) (64,44) (64,51) (64,89) (66,2) (66,17) (66,78) (66,93) (67,3) (67,22) (67,73) (67,92) (68,6) (68,44) (68,51) (68,89) (70,35) (70,60) (71,28) (71,47) (71,48) (71,67) (72,3) (72,22) (72,73) (72,92) (76,23) (76,42) (76,53) (76,72) (77,13) (77,32) (77,63) (77,82) (78,9) (78,29) (78,66) (78,86) (79,9) (79,29) (79,66) (79,86) (80,40) (80,55) (82,2) (82,17) (82,78) (82,93) (83,6) (83,44) (83,51) (83,89) (85,40) (85,55) (86,3) (86,22) (86,73) (86,92) (87,13) (87,32) (87,63) (87,82) (89,16) (89,41) (89,54) (89,79) (90,10) (90,85) (91,3) (91,22) (91,73) (91,92)
2	y2 = x3 + 38x + 5	234	(0,10) (0,85) (1,33) (1,43) (1,52) (1,62) (5,15) (5,80) (7,33) (7,43) (7,52) (7,62) (8,21) (8,36) (8,59) (8,74) (10,25) (10,70) (11,33) (11,43) (11,52) (11,62) (12,2) (12,17) (12,78) (12,93) (13,6) (13,44) (13,51) (13,89) (15,25) (15,70) (16,23) (16,42) (16,53) (16,72) (17,23) (17,42) (17,53) (17,72) (18,21) (18,36) (18,59) (18,74) (19,9) (19,29) (19,66) (19,86) (20,5) (20,90) (24,4) (24,34) (24,61) (24,91) (26,33) (26,43) (26,52) (26,62) (27,2) (27,17) (27,78) (27,93) (29,6) (29,44) (29,51) (29,89) (30,5) (30,90) (31,2) (31,17) (31,78) (31,93) (32,13) (32,32) (32,63) (32,82) (34,6) (34,44) (34,51) (34,89) (35,15) (35,80) (36,23) (36,42) (36,53) (36,72) (37,2) (37,17) (37,78) (37,93) (38,9) (38,29) (38,66) (38,86) (39,14) (39,24) (39,71) (39,81) (43,4) (43,34) (43,61) (43,91) (45,5) (45,90) (46,2) (46,17) (46,78) (46,93) (48,6) (48,44) (48,51) (48,89) (49,14) (49,24) (49,71) (49,81) (50,40) (50,55) (51,13) (51,32) (51,63) (51,82) (53,6) (53,44) (53,51) (53,89) (54,4) (54,34) (54,61) (54,91) (55,15) (55,80) (56,2) (56,17) (56,78) (56,93) (57,28) (57,47) (57,48) (57,67) (58,14) (58,24) (58,71) (58,81) (62,23) (62,42) (62,53) (62,72) (64,14) (64,24) (64,71) (64,81) (65,40) (65,55) (67,13) (67,32) (67,63) (67,82) (68,14) (68,24) (68,71) (68,81) (69,21) (69,36) (69,59) (69,74) (70,25) (70,70) (72,13) (72,32) (72,63) (72,82) (73,4) (73,34) (73,61) (73,91) (74,4) (74,34) (74,61) (74,91) (75,40) (75,55) (76,28) (76,47) (76,48) (76,67) (77,33) (77,43) (77,52) (77,62) (81,23) (81,42) (81,53) (81,72) (83,14) (83,24) (83,71) (83,81) (84,21) (84,36) (84,59) (84,74) (86,13) (86,32) (86,63) (86,82) (87,33) (87,43) (87,52) (87,62) (88,21) (88,36) (88,59) (88,74) (89,6) (89,44) (89,51) (89,89) (91,13) (91,32) (91,63) (91,82) (92,23) (92,42) (92,53) (92,72) (93,4) (93,34) (93,61) (93,91) (94,21) (94,36) (94,59) (94,74)
3	y2 = x3 + 38x + 55	234	(0,25) (0,70) (2,33) (2,43) (2,52) (2,62) (3,14) (3,24) (3,71) (3,81) (4,9) (4,29) (4,66) (4,86) (5,35) (5,60) (6,28) (6,47) (6,48) (6,67) (8,4) (8,34) (8,61) (8,91) (9,9) (9,29) (9,66) (9,86) (12,23) (12,42) (12,53) (12,72) (14,14) (14,24) (14,71) (14,81) (16,3) (16,22) (16,73) (16,92) (17,3) (17,22) (17,73) (17,92) (18,4) (18,34) (18,61) (18,91) (19,6) (19,44) (19,51) (19,89) (21,33) (21,43) (21,52) (21,62) (22,33) (22,43) (22,52) (22,62) (23,9) (23,29) (23,66) (23,86) (24,16) (24,41) (24,54) (24,79) (25,10) (25,85) (27,23) (27,42) (27,53) (27,72) (28,9) (28,29) (28,66) (28,86) (31,23) (31,42) (31,53) (31,72) (33,14) (33,24) (33,71) (33,81) (35,35) (35,60) (36,3) (36,22) (36,73) (36,92) (37,23) (37,42) (37,53) (37,72) (38,6) (38,44) (38,51) (38,89) (40,5) (40,90) (41,33) (41,43) (41,52) (41,62) (42,28) (42,47) (42,48) (42,67) (43,16) (43,41) (43,54) (43,79) (44,9) (44,29) (44,66) (44,86) (46,23) (46,42) (46,53) (46,72) (47,28) (47,47) (47,48) (47,67) (50,15) (50,80) (52,33) (52,43) (52,52) (52,62) (54,16) (54,41) (54,54) (54,79) (55,35) (55,60) (56,23) (56,42) (56,53) (56,72) (57,13) (57,32) (57,63) (57,82) (59,14) (59,24) (59,71) (59,81) (60,5) (60,90) (61,28) (61,47) (61,48) (61,67) (62,3) (62,22) (62,73) (62,92) (63,9) (63,29) (63,66) (63,86) (65,15) (65,80) (66,28) (66,47) (66,48) (66,67) (69,4) (69,34) (69,61) (69,91) (71,33) (71,43) (71,52) (71,62) (73,16) (73,41) (73,54) (73,79) (74,16) (74,41) (74,54) (74,79) (75,15) (75,80) (76,13) (76,32) (76,63) (76,82) (78,14) (78,24) (78,71) (78,81) (79,14) (79,24) (79,71) (79,81) (80,10) (80,85) (81,3) (81,22) (81,73) (81,92) (82,28) (82,47) (82,48) (82,67) (84,4) (84,34) (84,61) (84,91) (85,10) (85,85) (88,4) (88,34) (88,61) (88,91) (90,5) (90,90) (92,3) (92,22) (92,73) (92,92) (93,16) (93,41) (93,54) (93,79) (94,4) (94,34) (94,61) (94,91)