class leader: y² = x³ + 4x + 25

Sr no.	class members	# points	points
1	y2 = x3 + 4x + 25	119	(0,5) (0,80) (1,25) (1,60) (3,8) (3,42) (3,43) (3,77) (5,0) (8,12) (8,22) (8,63) (8,73) (9,5) (9,80) (12,4) (12,21) (12,64) (12,81) (13,8) (13,42) (13,43) (13,77) (15,20) (15,65) (17,29) (17,39) (17,46) (17,56) (18,8) (18,42) (18,43) (18,77) (20,25) (20,60) (22,34) (22,51) (25,5) (25,80) (26,5) (26,80) (29,30) (29,55) (30,25) (30,60) (32,14) (32,31) (32,54) (32,71) (34,5) (34,80) (35,25) (35,60) (37,9) (37,26) (37,59) (37,76) (39,0) (42,29) (42,39) (42,46) (42,56) (43,12) (43,22) (43,63) (43,73) (46,30) (46,55) (47,9) (47,26) (47,59) (47,76) (49,20) (49,65) (51,5) (51,80) (52,9) (52,26) (52,59) (52,76) (54,25) (54,60) (56,0) (59,5) (59,80) (60,5) (60,80) (63,13) (63,38) (63,47) (63,72) (64,25) (64,60) (66,20) (66,65) (68,12) (68,22) (68,63) (68,73) (69,25) (69,60) (71,25) (71,60) (73,17) (73,68) (76,5) (76,80) (77,29) (77,39) (77,46) (77,56) (80,30) (80,55) (81,25) (81,60) (83,3) (83,37) (83,48) (83,82)
2	y2 = x3 + 64x + 15	119	(0,10) (0,75) (2,24) (2,41) (2,44) (2,61) (3,8) (3,42) (3,43) (3,77) (5,35) (5,50) (8,23) (8,28) (8,57) (8,62) (13,18) (13,33) (13,52) (13,67) (14,0) (15,10) (15,75) (16,35) (16,50) (17,24) (17,41) (17,44) (17,61) (19,10) (19,75) (20,25) (20,60) (22,1) (22,16) (22,69) (22,84) (25,40) (25,45) (30,35) (30,50) (31,0) (32,24) (32,41) (32,44) (32,61) (33,18) (33,33) (33,52) (33,67) (34,10) (34,75) (36,10) (36,75) (37,9) (37,26) (37,59) (37,76) (39,35) (39,50) (42,6) (42,11) (42,74) (42,79) (47,1) (47,16) (47,69) (47,84) (48,17) (48,68) (49,10) (49,75) (50,35) (50,50) (51,10) (51,75) (53,7) (53,27) (53,58) (53,78) (54,25) (54,60) (56,35) (56,50) (59,40) (59,45) (64,35) (64,50) (65,0) (66,10) (66,75) (67,1) (67,16) (67,69) (67,84) (68,7) (68,27) (68,58) (68,78) (70,10) (70,75) (71,25) (71,60) (73,18) (73,33) (73,52) (73,67) (76,40) (76,45) (81,35) (81,50) (82,34) (82,51) (83,7) (83,27) (83,58) (83,78) (84,35) (84,50)
3	y2 = x3 + 84x + 30	119	(0,25) (0,60) (1,25) (1,60) (2,6) (2,11) (2,74) (2,79) (6,40) (6,45) (7,14) (7,31) (7,54) (7,71) (9,40) (9,45) (10,0) (13,2) (13,32) (13,53) (13,83) (16,25) (16,60) (17,9) (17,26) (17,59) (17,76) (18,8) (18,42) (18,43) (18,77) (19,40) (19,45) (23,23) (23,28) (23,57) (23,62) (24,20) (24,65) (26,40) (26,45) (27,34) (27,51) (30,15) (30,70) (33,8) (33,42) (33,43) (33,77) (34,25) (34,60) (35,25) (35,60) (36,40) (36,45) (40,40) (40,45) (41,20) (41,65) (43,23) (43,28) (43,57) (43,62) (44,0) (47,19) (47,36) (47,49) (47,66) (50,25) (50,60) (51,25) (51,60) (52,9) (52,26) (52,59) (52,76) (53,23) (53,28) (53,57) (53,62) (57,6) (57,11) (57,74) (57,79) (58,3) (58,37) (58,48) (58,82) (60,40) (60,45) (61,0) (64,15) (64,70) (67,9) (67,26) (67,59) (67,76) (68,8) (68,42) (68,43) (68,77) (69,25) (69,60) (70,40) (70,45) (74,40) (74,45) (75,20) (75,65) (77,6) (77,11) (77,74) (77,79) (78,17) (78,68) (81,15) (81,70) (84,25) (84,60)
4	y2 = x3 + 4x + 60	119	(0,20) (0,65) (2,29) (2,39) (2,46) (2,56) (4,15) (4,70) (5,35) (5,50) (8,3) (8,37) (8,48) (8,82) (9,20) (9,65) (12,34) (12,51) (14,15) (14,70) (16,15) (16,70) (17,14) (17,31) (17,54) (17,71) (19,5) (19,80) (21,15) (21,70) (22,1) (22,16) (22,69) (22,84) (25,20) (25,65) (26,20) (26,65) (29,0) (31,15) (31,70) (33,2) (33,32) (33,53) (33,83) (34,20) (34,65) (36,5) (36,80) (38,2) (38,32) (38,53) (38,83) (39,35) (39,50) (42,14) (42,31) (42,54) (42,71) (43,3) (43,37) (43,48) (43,82) (46,0) (48,2) (48,32) (48,53) (48,83) (50,15) (50,70) (51,20) (51,65) (53,12) (53,22) (53,63) (53,73) (55,15) (55,70) (56,35) (56,50) (59,20) (59,65) (60,20) (60,65) (63,17) (63,68) (65,15) (65,70) (67,19) (67,36) (67,49) (67,66) (68,3) (68,37) (68,48) (68,82) (70,5) (70,80) (72,19) (72,36) (72,49) (72,66) (73,18) (73,33) (73,52) (73,67) (76,20) (76,65) (77,14) (77,31) (77,54) (77,71) (80,0) (82,19) (82,36) (82,49) (82,66) (84,15) (84,70)
5	y2 = x3 + 69x + 35	119	(0,35) (0,50) (4,35) (4,50) (6,40) (6,45) (9,5) (9,80) (10,5) (10,80) (11,0) (13,18) (13,33) (13,52) (13,67) (15,5) (15,80) (16,30) (16,55) (17,1) (17,16) (17,69) (17,84) (21,35) (21,50) (23,23) (23,28) (23,57) (23,62) (26,5) (26,80) (27,29) (27,39) (27,46) (27,56) (28,17) (28,68) (30,35) (30,50) (32,29) (32,39) (32,46) (32,56) (33,13) (33,38) (33,47) (33,72) (34,35) (34,50) (38,18) (38,33) (38,52) (38,67) (40,40) (40,45) (43,12) (43,22) (43,63) (43,73) (44,5) (44,80) (45,0) (47,1) (47,16) (47,69) (47,84) (49,5) (49,80) (50,30) (50,55) (51,35) (51,50) (55,35) (55,50) (57,6) (57,11) (57,74) (57,79) (60,5) (60,80) (61,5) (61,80) (62,34) (62,51) (64,35) (64,50) (66,5) (66,80) (67,4) (67,21) (67,64) (67,81) (68,18) (68,33) (68,52) (68,67) (72,1) (72,16) (72,69) (72,84) (74,40) (74,45) (77,29) (77,39) (77,46) (77,56) (78,12) (78,22) (78,63) (78,73) (79,0) (81,35) (81,50) (83,12) (83,22) (83,63) (83,73) (84,30) (84,55)
6	y2 = x3 + 69x + 50	119	(0,30) (0,55) (1,35) (1,50) (2,14) (2,31) (2,54) (2,71) (4,30) (4,55) (6,0) (7,14) (7,31) (7,54) (7,71) (8,3) (8,37) (8,48) (8,82) (11,10) (11,75) (13,13) (13,38) (13,47) (13,72) (17,4) (17,21) (17,64) (17,81) (18,18) (18,33) (18,52) (18,67) (19,20) (19,65) (21,30) (21,55) (23,17) (23,68) (24,20) (24,65) (25,20) (25,65) (28,7) (28,27) (28,58) (28,78) (30,30) (30,55) (34,30) (34,55) (35,35) (35,50) (36,20) (36,65) (38,13) (38,38) (38,47) (38,72) (40,0) (41,20) (41,65) (42,14) (42,31) (42,54) (42,71) (45,10) (45,75) (47,4) (47,21) (47,64) (47,81) (51,30) (51,55) (52,1) (52,16) (52,69) (52,84) (53,3) (53,37) (53,48) (53,82) (55,30) (55,55) (57,34) (57,51) (58,3) (58,37) (58,48) (58,82) (59,20) (59,65) (62,24) (62,41) (62,44) (62,61) (64,30) (64,55) (68,13) (68,38) (68,47) (68,72) (69,35) (69,50) (70,20) (70,65) (72,4) (72,21) (72,64) (72,81) (74,0) (75,20) (75,65) (76,20) (76,65) (79,10) (79,75) (81,30) (81,55)
7	y2 = x3 + 64x + 70	119	(0,40) (0,45) (1,30) (1,55) (2,6) (2,11) (2,74) (2,79) (3,17) (3,68) (4,30) (4,55) (9,10) (9,75) (12,4) (12,21) (12,64) (12,81) (14,15) (14,70) (15,40) (15,45) (17,6) (17,11) (17,74) (17,79) (18,13) (18,38) (18,47) (18,72) (19,40) (19,45) (20,0) (21,30) (21,55) (26,10) (26,75) (29,30) (29,55) (31,15) (31,70) (32,6) (32,11) (32,74) (32,79) (34,40) (34,45) (35,30) (35,55) (36,40) (36,45) (37,34) (37,51) (38,13) (38,38) (38,47) (38,72) (43,7) (43,27) (43,58) (43,78) (46,30) (46,55) (48,2) (48,32) (48,53) (48,83) (49,40) (49,45) (51,40) (51,45) (52,4) (52,21) (52,64) (52,81) (53,23) (53,28) (53,57) (53,62) (54,0) (55,30) (55,55) (60,10) (60,75) (63,13) (63,38) (63,47) (63,72) (65,15) (65,70) (66,40) (66,45) (68,23) (68,28) (68,57) (68,62) (69,30) (69,55) (70,40) (70,45) (71,0) (72,4) (72,21) (72,64) (72,81) (77,24) (77,41) (77,44) (77,61) (80,30) (80,55) (82,19) (82,36) (82,49) (82,66) (83,23) (83,28) (83,57) (83,62)
8	y2 = x3 + 84x + 55	119	(0,15) (0,70) (1,15) (1,70) (4,25) (4,60) (7,34) (7,51) (8,7) (8,27) (8,58) (8,78) (10,5) (10,80) (11,10) (11,75) (15,10) (15,75) (16,15) (16,70) (17,19) (17,36) (17,49) (17,66) (18,2) (18,32) (18,53) (18,83) (21,25) (21,60) (24,0) (25,10) (25,75) (27,29) (27,39) (27,46) (27,56) (28,7) (28,27) (28,58) (28,78) (32,24) (32,41) (32,44) (32,61) (33,2) (33,32) (33,53) (33,83) (34,15) (34,70) (35,15) (35,70) (38,8) (38,42) (38,43) (38,77) (41,0) (42,24) (42,41) (42,44) (42,61) (44,5) (44,80) (45,10) (45,75) (49,10) (49,75) (50,15) (50,70) (51,15) (51,70) (52,19) (52,36) (52,49) (52,66) (55,25) (55,60) (58,17) (58,68) (59,10) (59,75) (61,5) (61,80) (62,24) (62,41) (62,44) (62,61) (66,10) (66,75) (67,19) (67,36) (67,49) (67,66) (68,2) (68,32) (68,53) (68,83) (69,15) (69,70) (72,9) (72,26) (72,59) (72,76) (75,0) (76,10) (76,75) (78,12) (78,22) (78,63) (78,73) (79,10) (79,75) (83,7) (83,27) (83,58) (83,78) (84,15) (84,70)