class leader: y² = x³ + 15x + 7

Sr no.	class members	# points	points
1	y2 = x3 + 15x + 7	105	(1,32) (1,45) (1,46) (1,59) (3,25) (3,38) (3,53) (3,66) (5,5) (5,44) (5,47) (5,86) (7,0) (10,39) (10,52) (12,2) (12,37) (12,54) (12,89) (14,7) (14,84) (17,25) (17,38) (17,53) (17,66) (19,12) (19,40) (19,51) (19,79) (22,39) (22,52) (29,25) (29,38) (29,53) (29,66) (31,18) (31,31) (31,60) (31,73) (33,26) (33,65) (35,0) (36,39) (36,52) (38,11) (38,24) (38,67) (38,80) (40,19) (40,33) (40,58) (40,72) (42,14) (42,77) (43,25) (43,38) (43,53) (43,66) (45,25) (45,38) (45,53) (45,66) (49,0) (56,14) (56,77) (57,18) (57,31) (57,60) (57,73) (59,39) (59,52) (61,26) (61,65) (64,11) (64,24) (64,67) (64,80) (66,32) (66,45) (66,46) (66,59) (68,12) (68,40) (68,51) (68,79) (70,21) (70,70) (71,25) (71,38) (71,53) (71,66) (75,26) (75,65) (77,28) (77,63) (82,12) (82,40) (82,51) (82,79) (84,14) (84,77) (85,39) (85,52) (87,39) (87,52)
2	y2 = x3 + 18x + 84	105	(3,16) (3,23) (3,68) (3,75) (9,39) (9,52) (10,9) (10,30) (10,61) (10,82) (14,21) (14,70) (16,3) (16,10) (16,81) (16,88) (17,5) (17,44) (17,47) (17,86) (21,21) (21,70) (23,4) (23,17) (23,74) (23,87) (24,12) (24,40) (24,51) (24,79) (27,18) (27,31) (27,60) (27,73) (30,18) (30,31) (30,60) (30,73) (31,26) (31,65) (34,18) (34,31) (34,60) (34,73) (35,0) (37,25) (37,38) (37,53) (37,66) (38,26) (38,65) (42,42) (42,49) (44,39) (44,52) (48,39) (48,52) (49,35) (49,56) (51,39) (51,52) (55,3) (55,10) (55,81) (55,88) (56,21) (56,70) (62,4) (62,17) (62,74) (62,87) (63,14) (63,77) (66,5) (66,44) (66,47) (66,86) (69,18) (69,31) (69,60) (69,73) (70,0) (73,5) (73,44) (73,47) (73,86) (76,25) (76,38) (76,53) (76,66) (77,0) (79,18) (79,31) (79,60) (79,73) (83,39) (83,52) (86,18) (86,31) (86,60) (86,73) (87,26) (87,65) (90,39) (90,52)
3	y2 = x3 + 44x + 7	105	(4,39) (4,52) (5,25) (5,38) (5,53) (5,66) (12,25) (12,38) (12,53) (12,66) (14,0) (18,25) (18,38) (18,53) (18,66) (21,0) (25,25) (25,38) (25,53) (25,66) (27,26) (27,65) (28,21) (28,70) (34,26) (34,65) (35,14) (35,77) (40,39) (40,52) (41,5) (41,44) (41,47) (41,86) (42,7) (42,84) (47,39) (47,52) (48,12) (48,40) (48,51) (48,79) (49,28) (49,63) (53,39) (53,52) (54,18) (54,31) (54,60) (54,73) (55,19) (55,33) (55,58) (55,72) (56,0) (60,39) (60,52) (61,25) (61,38) (61,53) (61,66) (62,2) (62,37) (62,54) (62,89) (67,18) (67,31) (67,60) (67,73) (68,32) (68,45) (68,46) (68,59) (69,26) (69,65) (70,14) (70,77) (74,25) (74,38) (74,53) (74,66) (75,11) (75,24) (75,67) (75,80) (77,14) (77,77) (81,32) (81,45) (81,46) (81,59) (82,39) (82,52) (83,12) (83,40) (83,51) (83,79) (88,11) (88,24) (88,67) (88,80) (90,12) (90,40) (90,51) (90,79)
4	y2 = x3 + 58x + 7	105	(4,11) (4,24) (4,67) (4,80) (6,5) (6,44) (6,47) (6,86) (11,39) (11,52) (12,39) (12,52) (14,14) (14,77) (19,18) (19,31) (19,60) (19,73) (25,39) (25,52) (27,12) (27,40) (27,51) (27,79) (28,14) (28,77) (32,18) (32,31) (32,60) (32,73) (35,7) (35,84) (40,25) (40,38) (40,53) (40,66) (41,12) (41,40) (41,51) (41,79) (42,0) (48,19) (48,33) (48,58) (48,72) (49,14) (49,77) (53,25) (53,38) (53,53) (53,66) (54,25) (54,38) (54,53) (54,66) (55,26) (55,65) (56,28) (56,63) (61,32) (61,45) (61,46) (61,59) (62,12) (62,40) (62,51) (62,79) (63,0) (67,25) (67,38) (67,53) (67,66) (68,39) (68,52) (69,2) (69,37) (69,54) (69,89) (74,32) (74,45) (74,46) (74,59) (75,25) (75,38) (75,53) (75,66) (76,26) (76,65) (77,0) (81,39) (81,52) (82,11) (82,24) (82,67) (82,80) (84,21) (84,70) (88,25) (88,38) (88,53) (88,66) (89,39) (89,52) (90,26) (90,65)
5	y2 = x3 + 67x + 84	105	(3,26) (3,65) (6,39) (6,52) (7,21) (7,70) (9,18) (9,31) (9,60) (9,73) (10,5) (10,44) (10,47) (10,86) (14,42) (14,49) (16,39) (16,52) (17,26) (17,65) (20,18) (20,31) (20,60) (20,73) (21,14) (21,77) (23,18) (23,31) (23,60) (23,73) (27,3) (27,10) (27,81) (27,88) (30,39) (30,52) (34,25) (34,38) (34,53) (34,66) (35,21) (35,70) (38,9) (38,30) (38,61) (38,82) (42,0) (45,26) (45,65) (48,18) (48,31) (48,60) (48,73) (49,21) (49,70) (51,4) (51,17) (51,74) (51,87) (55,39) (55,52) (56,0) (58,39) (58,52) (59,5) (59,44) (59,47) (59,86) (62,18) (62,31) (62,60) (62,73) (66,16) (66,23) (66,68) (66,75) (69,39) (69,52) (72,18) (72,31) (72,60) (72,73) (73,12) (73,40) (73,51) (73,79) (77,35) (77,56) (79,3) (79,10) (79,81) (79,88) (84,0) (86,25) (86,38) (86,53) (86,66) (87,5) (87,44) (87,47) (87,86) (90,4) (90,17) (90,74) (90,87)
6	y2 = x3 + 71x + 84	105	(1,39) (1,52) (3,18) (3,31) (3,60) (3,73) (7,14) (7,77) (10,39) (10,52) (12,5) (12,44) (12,47) (12,86) (14,0) (15,39) (15,52) (17,4) (17,17) (17,74) (17,87) (22,3) (22,10) (22,81) (22,88) (24,18) (24,31) (24,60) (24,73) (28,0) (29,18) (29,31) (29,60) (29,73) (33,12) (33,40) (33,51) (33,79) (35,42) (35,49) (36,39) (36,52) (38,18) (38,31) (38,60) (38,73) (40,26) (40,65) (42,21) (42,70) (43,4) (43,17) (43,74) (43,87) (49,0) (50,18) (50,31) (50,60) (50,73) (54,26) (54,65) (56,35) (56,56) (59,25) (59,38) (59,53) (59,66) (61,16) (61,23) (61,68) (61,75) (63,21) (63,70) (64,18) (64,31) (64,60) (64,73) (66,39) (66,52) (68,5) (68,44) (68,47) (68,86) (75,26) (75,65) (77,21) (77,70) (80,39) (80,52) (82,9) (82,30) (82,61) (82,82) (85,25) (85,38) (85,53) (85,66) (87,3) (87,10) (87,81) (87,88) (89,5) (89,44) (89,47) (89,86)
7	y2 = x3 + 15x + 84	105	(1,3) (1,10) (1,81) (1,88) (3,39) (3,52) (7,21) (7,70) (8,25) (8,38) (8,53) (8,66) (10,18) (10,31) (10,60) (10,73) (12,9) (12,30) (12,61) (12,82) (14,42) (14,49) (17,39) (17,52) (19,26) (19,65) (21,14) (21,77) (22,18) (22,31) (22,60) (22,73) (29,39) (29,52) (33,5) (33,44) (33,47) (33,86) (35,21) (35,70) (36,18) (36,31) (36,60) (36,73) (38,4) (38,17) (38,74) (38,87) (40,16) (40,23) (40,68) (40,75) (42,0) (43,39) (43,52) (45,39) (45,52) (47,12) (47,40) (47,51) (47,79) (49,21) (49,70) (56,0) (59,18) (59,31) (59,60) (59,73) (61,5) (61,44) (61,47) (61,86) (64,4) (64,17) (64,74) (64,87) (66,3) (66,10) (66,81) (66,88) (68,26) (68,65) (71,39) (71,52) (73,25) (73,38) (73,53) (73,66) (75,5) (75,44) (75,47) (75,86) (77,35) (77,56) (82,26) (82,65) (84,0) (85,18) (85,31) (85,60) (85,73) (87,18) (87,31) (87,60) (87,73)
8	y2 = x3 + 32x + 7	105	(2,25) (2,38) (2,53) (2,66) (3,26) (3,65) (6,18) (6,31) (6,60) (6,73) (9,32) (9,45) (9,46) (9,59) (10,12) (10,40) (10,51) (10,79) (14,14) (14,77) (16,39) (16,52) (17,2) (17,37) (17,54) (17,89) (23,25) (23,38) (23,53) (23,66) (24,26) (24,65) (27,25) (27,38) (27,53) (27,66) (28,14) (28,77) (30,11) (30,24) (30,67) (30,80) (35,7) (35,84) (37,39) (37,52) (38,26) (38,65) (41,25) (41,38) (41,53) (41,66) (42,0) (45,5) (45,44) (45,47) (45,86) (48,32) (48,45) (48,46) (48,59) (49,14) (49,77) (51,39) (51,52) (55,39) (55,52) (56,28) (56,63) (58,18) (58,31) (58,60) (58,73) (62,25) (62,38) (62,53) (62,66) (63,0) (66,12) (66,40) (66,51) (66,79) (69,11) (69,24) (69,67) (69,80) (76,39) (76,52) (77,0) (79,25) (79,38) (79,53) (79,66) (80,12) (80,40) (80,51) (80,79) (84,21) (84,70) (87,19) (87,33) (87,58) (87,72) (90,39) (90,52)
9	y2 = x3 + 44x + 84	105	(4,18) (4,31) (4,60) (4,73) (5,39) (5,52) (11,25) (11,38) (11,53) (11,66) (12,39) (12,52) (14,21) (14,70) (18,39) (18,52) (21,21) (21,70) (25,39) (25,52) (27,5) (27,44) (27,47) (27,86) (34,5) (34,44) (34,47) (34,86) (35,0) (40,18) (40,31) (40,60) (40,73) (42,42) (42,49) (47,18) (47,31) (47,60) (47,73) (48,26) (48,65) (49,35) (49,56) (53,18) (53,31) (53,60) (53,73) (55,16) (55,23) (55,68) (55,75) (56,21) (56,70) (60,18) (60,31) (60,60) (60,73) (61,39) (61,52) (62,9) (62,30) (62,61) (62,82) (63,14) (63,77) (68,3) (68,10) (68,81) (68,88) (69,5) (69,44) (69,47) (69,86) (70,0) (74,39) (74,52) (75,4) (75,17) (75,74) (75,87) (76,12) (76,40) (76,51) (76,79) (77,0) (81,3) (81,10) (81,81) (81,88) (82,18) (82,31) (82,60) (82,73) (83,26) (83,65) (88,4) (88,17) (88,74) (88,87) (89,25) (89,38) (89,53) (89,66) (90,26) (90,65)
10	y2 = x3 + 67x + 7	105	(3,12) (3,40) (3,51) (3,79) (6,25) (6,38) (6,53) (6,66) (7,0) (9,39) (9,52) (10,26) (10,65) (14,7) (14,84) (16,25) (16,38) (16,53) (16,66) (17,12) (17,40) (17,51) (17,79) (20,39) (20,52) (23,39) (23,52) (27,32) (27,45) (27,46) (27,59) (30,25) (30,38) (30,53) (30,66) (31,5) (31,44) (31,47) (31,86) (35,0) (38,2) (38,37) (38,54) (38,89) (42,14) (42,77) (44,18) (44,31) (44,60) (44,73) (45,12) (45,40) (45,51) (45,79) (48,39) (48,52) (49,0) (51,11) (51,24) (51,67) (51,80) (55,25) (55,38) (55,53) (55,66) (56,14) (56,77) (58,25) (58,38) (58,53) (58,66) (59,26) (59,65) (62,39) (62,52) (66,19) (66,33) (66,58) (66,72) (69,25) (69,38) (69,53) (69,66) (70,21) (70,70) (72,39) (72,52) (77,28) (77,63) (79,32) (79,45) (79,46) (79,59) (83,18) (83,31) (83,60) (83,73) (84,14) (84,77) (87,26) (87,65) (90,11) (90,24) (90,67) (90,80)
11	y2 = x3 + 57x + 84	105	(1,18) (1,31) (1,60) (1,73) (3,3) (3,10) (3,81) (3,88) (5,26) (5,65) (8,18) (8,31) (8,60) (8,73) (10,4) (10,17) (10,74) (10,87) (12,26) (12,65) (14,21) (14,70) (17,18) (17,31) (17,60) (17,73) (21,21) (21,70) (22,39) (22,52) (24,25) (24,38) (24,53) (24,66) (29,3) (29,10) (29,81) (29,88) (31,39) (31,52) (35,0) (36,4) (36,17) (36,74) (36,87) (38,39) (38,52) (40,5) (40,44) (40,47) (40,86) (42,42) (42,49) (43,18) (43,31) (43,60) (43,73) (47,5) (47,44) (47,47) (47,86) (49,35) (49,56) (50,25) (50,38) (50,53) (50,66) (56,21) (56,70) (57,39) (57,52) (61,26) (61,65) (63,14) (63,77) (64,39) (64,52) (66,18) (66,31) (66,60) (66,73) (68,16) (68,23) (68,68) (68,75) (70,0) (73,18) (73,31) (73,60) (73,73) (75,9) (75,30) (75,61) (75,82) (77,0) (82,5) (82,44) (82,47) (82,86) (87,39) (87,52) (89,12) (89,40) (89,51) (89,79)
12	y2 = x3 + 18x + 7	105	(2,18) (2,31) (2,60) (2,73) (3,19) (3,33) (3,58) (3,72) (9,25) (9,38) (9,53) (9,66) (10,2) (10,37) (10,54) (10,89) (14,0) (16,32) (16,45) (16,46) (16,59) (17,26) (17,65) (21,0) (23,11) (23,24) (23,67) (23,80) (27,39) (27,52) (28,21) (28,70) (30,39) (30,52) (31,12) (31,40) (31,51) (31,79) (34,39) (34,52) (35,14) (35,77) (38,12) (38,40) (38,51) (38,79) (41,18) (41,31) (41,60) (41,73) (42,7) (42,84) (44,25) (44,38) (44,53) (44,66) (48,25) (48,38) (48,53) (48,66) (49,28) (49,63) (51,25) (51,38) (51,53) (51,66) (55,32) (55,45) (55,46) (55,59) (56,0) (62,11) (62,24) (62,67) (62,80) (66,26) (66,65) (69,39) (69,52) (70,14) (70,77) (73,26) (73,65) (77,14) (77,77) (79,39) (79,52) (80,5) (80,44) (80,47) (80,86) (83,25) (83,38) (83,53) (83,66) (86,39) (86,52) (87,12) (87,40) (87,51) (87,79) (90,25) (90,38) (90,53) (90,66)
13	y2 = x3 + 2x + 84	105	(4,39) (4,52) (6,26) (6,65) (7,21) (7,70) (12,4) (12,17) (12,74) (12,87) (14,42) (14,49) (19,39) (19,52) (20,5) (20,44) (20,47) (20,86) (21,14) (21,77) (25,4) (25,17) (25,74) (25,87) (27,16) (27,23) (27,68) (27,75) (32,39) (32,52) (33,18) (33,31) (33,60) (33,73) (34,12) (34,40) (34,51) (34,79) (35,21) (35,70) (40,3) (40,10) (40,81) (40,88) (42,0) (46,18) (46,31) (46,60) (46,73) (47,25) (47,38) (47,53) (47,66) (48,5) (48,44) (48,47) (48,86) (49,21) (49,70) (53,3) (53,10) (53,81) (53,88) (55,26) (55,65) (56,0) (60,25) (60,38) (60,53) (60,66) (61,18) (61,31) (61,60) (61,73) (62,5) (62,44) (62,47) (62,86) (68,39) (68,52) (69,26) (69,65) (74,18) (74,31) (74,60) (74,73) (75,18) (75,31) (75,60) (75,73) (77,35) (77,56) (81,39) (81,52) (82,39) (82,52) (84,0) (88,18) (88,31) (88,60) (88,73) (90,9) (90,30) (90,61) (90,82)
14	y2 = x3 + 32x + 84	105	(2,39) (2,52) (3,5) (3,44) (3,47) (3,86) (7,14) (7,77) (9,3) (9,10) (9,81) (9,88) (10,26) (10,65) (14,0) (16,18) (16,31) (16,60) (16,73) (17,9) (17,30) (17,61) (17,82) (20,25) (20,38) (20,53) (20,66) (23,39) (23,52) (24,5) (24,44) (24,47) (24,86) (27,39) (27,52) (28,0) (30,4) (30,17) (30,74) (30,87) (35,42) (35,49) (37,18) (37,31) (37,60) (37,73) (38,5) (38,44) (38,47) (38,86) (41,39) (41,52) (42,21) (42,70) (48,3) (48,10) (48,81) (48,88) (49,0) (51,18) (51,31) (51,60) (51,73) (55,18) (55,31) (55,60) (55,73) (56,35) (56,56) (59,12) (59,40) (59,51) (59,79) (62,39) (62,52) (63,21) (63,70) (66,26) (66,65) (69,4) (69,17) (69,74) (69,87) (72,25) (72,38) (72,53) (72,66) (76,18) (76,31) (76,60) (76,73) (77,21) (77,70) (79,39) (79,52) (80,26) (80,65) (87,16) (87,23) (87,68) (87,75) (90,18) (90,31) (90,60) (90,73)
15	y2 = x3 + 71x + 7	105	(1,25) (1,38) (1,53) (1,66) (3,39) (3,52) (10,25) (10,38) (10,53) (10,66) (12,26) (12,65) (14,14) (14,77) (15,25) (15,38) (15,53) (15,66) (17,11) (17,24) (17,67) (17,80) (19,5) (19,44) (19,47) (19,86) (22,32) (22,45) (22,46) (22,59) (24,39) (24,52) (28,14) (28,77) (29,39) (29,52) (35,7) (35,84) (36,25) (36,38) (36,53) (36,66) (38,39) (38,52) (40,12) (40,40) (40,51) (40,79) (42,0) (43,11) (43,24) (43,67) (43,80) (45,18) (45,31) (45,60) (45,73) (49,14) (49,77) (50,39) (50,52) (54,12) (54,40) (54,51) (54,79) (56,28) (56,63) (61,19) (61,33) (61,58) (61,72) (63,0) (64,39) (64,52) (66,25) (66,38) (66,53) (66,66) (68,26) (68,65) (71,18) (71,31) (71,60) (71,73) (75,12) (75,40) (75,51) (75,79) (77,0) (80,25) (80,38) (80,53) (80,66) (82,2) (82,37) (82,54) (82,89) (84,21) (84,70) (87,32) (87,45) (87,46) (87,59) (89,26) (89,65)
16	y2 = x3 + 2x + 7	105	(4,25) (4,38) (4,53) (4,66) (5,18) (5,31) (5,60) (5,73) (6,12) (6,40) (6,51) (6,79) (7,0) (12,11) (12,24) (12,67) (12,80) (14,7) (14,84) (18,18) (18,31) (18,60) (18,73) (19,25) (19,38) (19,53) (19,66) (20,26) (20,65) (25,11) (25,24) (25,67) (25,80) (27,19) (27,33) (27,58) (27,72) (32,25) (32,38) (32,53) (32,66) (33,39) (33,52) (35,0) (40,32) (40,45) (40,46) (40,59) (42,14) (42,77) (46,39) (46,52) (48,26) (48,65) (49,0) (53,32) (53,45) (53,46) (53,59) (55,12) (55,40) (55,51) (55,79) (56,14) (56,77) (61,39) (61,52) (62,26) (62,65) (68,25) (68,38) (68,53) (68,66) (69,12) (69,40) (69,51) (69,79) (70,21) (70,70) (74,39) (74,52) (75,39) (75,52) (77,28) (77,63) (81,25) (81,38) (81,53) (81,66) (82,25) (82,38) (82,53) (82,66) (83,5) (83,44) (83,47) (83,86) (84,14) (84,77) (88,39) (88,52) (90,2) (90,37) (90,54) (90,89)
17	y2 = x3 + 57x + 7	105	(1,39) (1,52) (3,32) (3,45) (3,46) (3,59) (5,12) (5,40) (5,51) (5,79) (8,39) (8,52) (10,11) (10,24) (10,67) (10,80) (12,12) (12,40) (12,51) (12,79) (14,0) (15,18) (15,31) (15,60) (15,73) (17,39) (17,52) (21,0) (22,25) (22,38) (22,53) (22,66) (28,21) (28,70) (29,32) (29,45) (29,46) (29,59) (31,25) (31,38) (31,53) (31,66) (35,14) (35,77) (36,11) (36,24) (36,67) (36,80) (38,25) (38,38) (38,53) (38,66) (40,26) (40,65) (42,7) (42,84) (43,39) (43,52) (47,26) (47,65) (49,28) (49,63) (54,5) (54,44) (54,47) (54,86) (56,0) (57,25) (57,38) (57,53) (57,66) (61,12) (61,40) (61,51) (61,79) (64,25) (64,38) (64,53) (64,66) (66,39) (66,52) (68,19) (68,33) (68,58) (68,72) (70,14) (70,77) (73,39) (73,52) (75,2) (75,37) (75,54) (75,89) (77,14) (77,77) (80,18) (80,31) (80,60) (80,73) (82,26) (82,65) (87,25) (87,38) (87,53) (87,66)
18	y2 = x3 + 58x + 84	105	(4,4) (4,17) (4,74) (4,87) (7,14) (7,77) (11,18) (11,31) (11,60) (11,73) (12,18) (12,31) (12,60) (12,73) (14,0) (20,12) (20,40) (20,51) (20,79) (25,18) (25,31) (25,60) (25,73) (27,26) (27,65) (28,0) (33,25) (33,38) (33,53) (33,66) (35,42) (35,49) (40,39) (40,52) (41,26) (41,65) (42,21) (42,70) (46,25) (46,38) (46,53) (46,66) (48,16) (48,23) (48,68) (48,75) (49,0) (53,39) (53,52) (54,39) (54,52) (55,5) (55,44) (55,47) (55,86) (56,35) (56,56) (61,3) (61,10) (61,81) (61,88) (62,26) (62,65) (63,21) (63,70) (67,39) (67,52) (68,18) (68,31) (68,60) (68,73) (69,9) (69,30) (69,61) (69,82) (74,3) (74,10) (74,81) (74,88) (75,39) (75,52) (76,5) (76,44) (76,47) (76,86) (77,21) (77,70) (81,18) (81,31) (81,60) (81,73) (82,4) (82,17) (82,74) (82,87) (88,39) (88,52) (89,18) (89,31) (89,60) (89,73) (90,5) (90,44) (90,47) (90,86)