class leader: y² = x³ + 3x + 10

Sr no.	class members	# points	points
1	y2 = x3 + 3x + 10	117	(4,1) (4,16) (4,69) (4,84) (7,17) (7,68) (8,6) (8,11) (8,74) (8,79) (9,1) (9,16) (9,69) (9,84) (13,6) (13,11) (13,74) (13,79) (14,29) (14,39) (14,46) (14,56) (15,25) (15,60) (21,18) (21,33) (21,52) (21,67) (24,34) (24,51) (25,40) (25,45) (26,18) (26,33) (26,52) (26,67) (30,40) (30,45) (31,12) (31,22) (31,63) (31,73) (32,8) (32,42) (32,43) (32,77) (38,1) (38,16) (38,69) (38,84) (41,17) (41,68) (42,23) (42,28) (42,57) (42,62) (43,1) (43,16) (43,69) (43,84) (47,23) (47,28) (47,57) (47,62) (48,29) (48,39) (48,46) (48,56) (49,9) (49,26) (49,59) (49,76) (55,35) (55,50) (58,34) (58,51) (59,6) (59,11) (59,74) (59,79) (60,35) (60,50) (64,6) (64,11) (64,74) (64,79) (65,5) (65,80) (66,8) (66,42) (66,43) (66,77) (72,18) (72,33) (72,52) (72,67) (75,0) (76,23) (76,28) (76,57) (76,62) (77,18) (77,33) (77,52) (77,67) (81,23) (81,28) (81,57) (81,62) (82,12) (82,22) (82,63) (82,73) (83,9) (83,26) (83,59) (83,76)
2	y2 = x3 + 48x + 40	117	(1,2) (1,32) (1,53) (1,83) (2,12) (2,22) (2,63) (2,73) (6,17) (6,68) (8,1) (8,16) (8,69) (8,84) (12,7) (12,27) (12,58) (12,78) (15,15) (15,70) (16,12) (16,22) (16,63) (16,73) (18,19) (18,36) (18,49) (18,66) (19,29) (19,39) (19,46) (19,56) (23,34) (23,51) (25,35) (25,50) (29,24) (29,41) (29,44) (29,61) (32,2) (32,32) (32,53) (32,83) (33,29) (33,39) (33,46) (33,56) (35,15) (35,70) (36,12) (36,22) (36,63) (36,73) (40,0) (42,18) (42,33) (42,52) (42,67) (46,7) (46,27) (46,58) (46,78) (49,19) (49,36) (49,49) (49,66) (50,5) (50,80) (52,2) (52,32) (52,53) (52,83) (53,29) (53,39) (53,46) (53,56) (57,17) (57,68) (59,1) (59,16) (59,69) (59,84) (63,24) (63,41) (63,44) (63,61) (66,2) (66,32) (66,53) (66,83) (67,12) (67,22) (67,63) (67,73) (69,19) (69,36) (69,49) (69,66) (70,5) (70,80) (74,34) (74,51) (76,18) (76,33) (76,52) (76,67) (80,10) (80,75) (83,19) (83,36) (83,49) (83,66) (84,29) (84,39) (84,46) (84,56)
3	y2 = x3 + 63x + 80	117	(1,12) (1,22) (1,63) (1,73) (8,29) (8,39) (8,46) (8,56) (9,4) (9,21) (9,64) (9,81) (11,8) (11,42) (11,43) (11,77) (13,6) (13,11) (13,74) (13,79) (14,34) (14,51) (16,13) (16,38) (16,47) (16,72) (18,29) (18,39) (18,46) (18,56) (25,5) (25,80) (26,13) (26,38) (26,47) (26,72) (28,9) (28,26) (28,59) (28,76) (30,40) (30,45) (31,17) (31,68) (33,4) (33,21) (33,64) (33,81) (35,5) (35,80) (42,12) (42,22) (42,63) (42,73) (43,4) (43,21) (43,64) (43,81) (45,25) (45,60) (47,23) (47,28) (47,57) (47,62) (48,34) (48,51) (50,30) (50,55) (52,12) (52,22) (52,63) (52,73) (59,29) (59,39) (59,46) (59,56) (60,30) (60,55) (62,8) (62,42) (62,43) (62,77) (64,6) (64,11) (64,74) (64,79) (65,0) (67,13) (67,38) (67,47) (67,72) (69,29) (69,39) (69,46) (69,56) (76,12) (76,22) (76,63) (76,73) (77,13) (77,38) (77,47) (77,72) (79,9) (79,26) (79,59) (79,76) (81,23) (81,28) (81,57) (81,62) (82,17) (82,68) (84,4) (84,21) (84,64) (84,81)
4	y2 = x3 + 3x + 75	117	(2,2) (2,32) (2,53) (2,83) (3,14) (3,31) (3,54) (3,71) (4,24) (4,41) (4,44) (4,61) (8,4) (8,21) (8,64) (8,81) (9,24) (9,41) (9,44) (9,61) (10,0) (13,4) (13,21) (13,64) (13,81) (19,19) (19,36) (19,49) (19,66) (20,20) (20,65) (21,7) (21,27) (21,58) (21,78) (25,30) (25,55) (26,7) (26,27) (26,58) (26,78) (27,17) (27,68) (30,30) (30,55) (36,2) (36,32) (36,53) (36,83) (37,3) (37,37) (37,48) (37,82) (38,24) (38,41) (38,44) (38,61) (42,13) (42,38) (42,47) (42,72) (43,24) (43,41) (43,44) (43,61) (44,34) (44,51) (47,13) (47,38) (47,47) (47,72) (53,19) (53,36) (53,49) (53,66) (54,14) (54,31) (54,54) (54,71) (55,10) (55,75) (59,4) (59,21) (59,64) (59,81) (60,10) (60,75) (61,17) (61,68) (64,4) (64,21) (64,64) (64,81) (70,15) (70,70) (71,3) (71,37) (71,48) (71,82) (72,7) (72,27) (72,58) (72,78) (76,13) (76,38) (76,47) (76,72) (77,7) (77,27) (77,58) (77,78) (78,34) (78,51) (81,13) (81,38) (81,47) (81,72)
5	y2 = x3 + 73x + 65	117	(2,7) (2,27) (2,58) (2,78) (4,9) (4,26) (4,59) (4,76) (7,18) (7,33) (7,52) (7,67) (12,17) (12,68) (13,24) (13,41) (13,44) (13,61) (15,25) (15,60) (16,12) (16,22) (16,63) (16,73) (19,24) (19,41) (19,44) (19,61) (21,8) (21,42) (21,43) (21,77) (24,1) (24,16) (24,69) (24,84) (29,34) (29,51) (30,10) (30,75) (32,8) (32,42) (32,43) (32,77) (33,29) (33,39) (33,46) (33,56) (36,7) (36,27) (36,58) (36,78) (38,9) (38,26) (38,59) (38,76) (41,18) (41,33) (41,52) (41,67) (46,17) (46,68) (47,7) (47,27) (47,58) (47,78) (49,9) (49,26) (49,59) (49,76) (50,5) (50,80) (53,24) (53,41) (53,44) (53,61) (55,25) (55,60) (58,1) (58,16) (58,69) (58,84) (63,34) (63,51) (64,24) (64,41) (64,44) (64,61) (66,8) (66,42) (66,43) (66,77) (67,12) (67,22) (67,63) (67,73) (70,10) (70,75) (72,8) (72,42) (72,43) (72,77) (75,35) (75,50) (80,0) (81,7) (81,27) (81,58) (81,78) (83,9) (83,26) (83,59) (83,76) (84,29) (84,39) (84,46) (84,56)
6	y2 = x3 + 73x + 20	117	(1,3) (1,37) (1,48) (1,82) (2,2) (2,32) (2,53) (2,83) (4,6) (4,11) (4,74) (4,79) (5,0) (10,30) (10,55) (13,19) (13,36) (13,49) (13,66) (15,40) (15,45) (18,14) (18,31) (18,54) (18,71) (19,19) (19,36) (19,49) (19,66) (21,23) (21,28) (21,57) (21,62) (22,17) (22,68) (27,13) (27,38) (27,47) (27,72) (30,15) (30,70) (32,23) (32,28) (32,57) (32,62) (35,20) (35,65) (36,2) (36,32) (36,53) (36,83) (38,6) (38,11) (38,74) (38,79) (39,34) (39,51) (44,4) (44,21) (44,64) (44,81) (47,2) (47,32) (47,53) (47,83) (49,6) (49,11) (49,74) (49,79) (52,3) (52,37) (52,48) (52,82) (53,19) (53,36) (53,49) (53,66) (55,40) (55,45) (56,17) (56,68) (61,13) (61,38) (61,47) (61,72) (64,19) (64,36) (64,49) (64,66) (66,23) (66,28) (66,57) (66,62) (69,14) (69,31) (69,54) (69,71) (70,15) (70,70) (72,23) (72,28) (72,57) (72,62) (73,34) (73,51) (78,4) (78,21) (78,64) (78,81) (81,2) (81,32) (81,53) (81,83) (83,6) (83,11) (83,74) (83,79)
7	y2 = x3 + 48x + 45	117	(1,3) (1,37) (1,48) (1,82) (2,8) (2,42) (2,43) (2,77) (5,40) (5,45) (9,4) (9,21) (9,64) (9,81) (11,17) (11,68) (15,20) (15,65) (16,8) (16,42) (16,43) (16,77) (18,14) (18,31) (18,54) (18,71) (19,9) (19,26) (19,59) (19,76) (22,23) (22,28) (22,57) (22,62) (26,13) (26,38) (26,47) (26,72) (28,34) (28,51) (32,3) (32,37) (32,48) (32,82) (33,9) (33,26) (33,59) (33,76) (35,20) (35,65) (36,8) (36,42) (36,43) (36,77) (39,6) (39,11) (39,74) (39,79) (43,4) (43,21) (43,64) (43,81) (45,0) (49,14) (49,31) (49,54) (49,71) (50,25) (50,60) (52,3) (52,37) (52,48) (52,82) (53,9) (53,26) (53,59) (53,76) (56,23) (56,28) (56,57) (56,62) (60,30) (60,55) (62,17) (62,68) (66,3) (66,37) (66,48) (66,82) (67,8) (67,42) (67,43) (67,77) (69,14) (69,31) (69,54) (69,71) (70,25) (70,60) (73,6) (73,11) (73,74) (73,79) (77,13) (77,38) (77,47) (77,72) (79,34) (79,51) (83,14) (83,31) (83,54) (83,71) (84,9) (84,26) (84,59) (84,76)
8	y2 = x3 + 63x + 5	117	(1,18) (1,33) (1,52) (1,67) (3,34) (3,51) (4,24) (4,41) (4,44) (4,61) (6,2) (6,32) (6,53) (6,83) (8,1) (8,16) (8,69) (8,84) (9,14) (9,31) (9,54) (9,71) (16,3) (16,37) (16,48) (16,82) (18,1) (18,16) (18,69) (18,84) (20,0) (21,7) (21,27) (21,58) (21,78) (23,19) (23,36) (23,49) (23,66) (25,35) (25,50) (26,3) (26,37) (26,48) (26,82) (33,14) (33,31) (33,54) (33,71) (35,35) (35,50) (37,17) (37,68) (38,24) (38,41) (38,44) (38,61) (40,15) (40,70) (42,18) (42,33) (42,52) (42,67) (43,14) (43,31) (43,54) (43,71) (50,20) (50,65) (52,18) (52,33) (52,52) (52,67) (54,34) (54,51) (55,10) (55,75) (57,2) (57,32) (57,53) (57,83) (59,1) (59,16) (59,69) (59,84) (60,20) (60,65) (67,3) (67,37) (67,48) (67,82) (69,1) (69,16) (69,69) (69,84) (71,17) (71,68) (72,7) (72,27) (72,58) (72,78) (74,19) (74,36) (74,49) (74,66) (76,18) (76,33) (76,52) (76,67) (77,3) (77,37) (77,48) (77,82) (84,14) (84,31) (84,54) (84,71)