class leader: y² = x³ + 13x + 7

Sr no.	class members	# points	points
1	y2 = x3 + 13x + 7	104	(6,4) (6,34) (6,61) (6,91) (7,21) (7,36) (7,59) (7,74) (16,6) (16,44) (16,51) (16,89) (17,26) (17,31) (17,64) (17,69) (22,4) (22,34) (22,61) (22,91) (26,21) (26,36) (26,59) (26,74) (32,6) (32,44) (32,51) (32,89) (36,26) (36,31) (36,64) (36,69) (41,4) (41,34) (41,61) (41,91) (42,16) (42,41) (42,54) (42,79) (47,6) (47,44) (47,51) (47,89) (51,6) (51,44) (51,51) (51,89) (52,11) (52,46) (52,49) (52,84) (57,11) (57,46) (57,49) (57,84) (61,16) (61,41) (61,54) (61,79) (62,11) (62,46) (62,49) (62,84) (66,6) (66,44) (66,51) (66,89) (67,4) (67,34) (67,61) (67,91) (71,11) (71,46) (71,49) (71,84) (72,9) (72,29) (72,66) (72,86) (76,11) (76,46) (76,49) (76,84) (81,11) (81,46) (81,49) (81,84) (82,4) (82,34) (82,61) (82,91) (86,4) (86,34) (86,61) (86,91) (91,9) (91,29) (91,66) (91,86) (92,6) (92,44) (92,51) (92,89)
2	y2 = x3 + 78x + 58	104	(4,23) (4,42) (4,53) (4,72) (8,23) (8,42) (8,53) (8,72) (9,8) (9,27) (9,68) (9,87) (13,18) (13,37) (13,58) (13,77) (18,13) (18,32) (18,63) (18,82) (19,18) (19,37) (19,58) (19,77) (23,23) (23,42) (23,53) (23,72) (28,8) (28,27) (28,68) (28,87) (34,28) (34,47) (34,48) (34,67) (38,18) (38,37) (38,58) (38,77) (39,2) (39,17) (39,78) (39,93) (44,18) (44,37) (44,58) (44,77) (49,28) (49,47) (49,48) (49,67) (53,28) (53,47) (53,48) (53,67) (54,33) (54,43) (54,52) (54,62) (58,2) (58,17) (58,78) (58,93) (63,18) (63,37) (63,58) (63,77) (64,23) (64,42) (64,53) (64,72) (68,28) (68,47) (68,48) (68,67) (69,28) (69,47) (69,48) (69,67) (73,33) (73,43) (73,52) (73,62) (83,23) (83,42) (83,53) (83,72) (84,23) (84,42) (84,53) (84,72) (88,28) (88,47) (88,48) (88,67) (89,18) (89,37) (89,58) (89,77) (94,13) (94,32) (94,63) (94,82)
3	y2 = x3 + 33x + 58	104	(4,8) (4,27) (4,68) (4,87) (8,13) (8,32) (8,63) (8,82) (9,18) (9,37) (9,58) (9,77) (13,28) (13,47) (13,48) (13,67) (18,28) (18,47) (18,48) (18,67) (19,18) (19,37) (19,58) (19,77) (23,8) (23,27) (23,68) (23,87) (24,33) (24,43) (24,52) (24,62) (28,18) (28,37) (28,58) (28,77) (29,18) (29,37) (29,58) (29,77) (38,18) (38,37) (38,58) (38,77) (39,23) (39,42) (39,53) (39,72) (43,33) (43,43) (43,52) (43,62) (44,23) (44,42) (44,53) (44,72) (48,18) (48,37) (48,58) (48,77) (49,2) (49,17) (49,78) (49,93) (58,23) (58,42) (58,53) (58,72) (63,23) (63,42) (63,53) (63,72) (64,28) (64,47) (64,48) (64,67) (68,2) (68,17) (68,78) (68,93) (69,23) (69,42) (69,53) (69,72) (83,28) (83,47) (83,48) (83,67) (84,13) (84,32) (84,63) (84,82) (88,23) (88,42) (88,53) (88,72) (89,28) (89,47) (89,48) (89,67) (94,28) (94,47) (94,48) (94,67)
4	y2 = x3 + 88x + 87	104	(1,9) (1,29) (1,66) (1,86) (2,9) (2,29) (2,66) (2,86) (7,1) (7,39) (7,56) (7,94) (11,26) (11,31) (11,64) (11,69) (16,9) (16,29) (16,66) (16,86) (17,6) (17,44) (17,51) (17,89) (21,9) (21,29) (21,66) (21,86) (22,6) (22,44) (22,51) (22,89) (26,1) (26,39) (26,56) (26,94) (27,26) (27,31) (27,64) (27,69) (36,6) (36,44) (36,51) (36,89) (37,6) (37,44) (37,51) (37,89) (41,6) (41,44) (41,51) (41,89) (42,16) (42,41) (42,54) (42,79) (46,26) (46,31) (46,64) (46,69) (52,4) (52,34) (52,61) (52,91) (56,6) (56,44) (56,51) (56,89) (57,26) (57,31) (57,64) (57,69) (61,16) (61,41) (61,54) (61,79) (62,14) (62,24) (62,71) (62,81) (71,4) (71,34) (71,61) (71,91) (76,26) (76,31) (76,64) (76,69) (77,9) (77,29) (77,66) (77,86) (81,14) (81,24) (81,71) (81,81) (87,26) (87,31) (87,64) (87,69) (92,9) (92,29) (92,66) (92,86)
5	y2 = x3 + 8x + 87	104	(1,1) (1,39) (1,56) (1,94) (2,4) (2,34) (2,61) (2,91) (6,16) (6,41) (6,54) (6,79) (7,26) (7,31) (7,64) (7,69) (11,9) (11,29) (11,66) (11,86) (12,26) (12,31) (12,64) (12,69) (16,6) (16,44) (16,51) (16,89) (17,14) (17,24) (17,71) (17,81) (21,4) (21,34) (21,61) (21,91) (22,9) (22,29) (22,66) (22,86) (26,26) (26,31) (26,64) (26,69) (27,6) (27,44) (27,51) (27,89) (31,26) (31,31) (31,64) (31,69) (36,14) (36,24) (36,71) (36,81) (41,9) (41,29) (41,66) (41,86) (46,6) (46,44) (46,51) (46,89) (52,6) (52,44) (52,51) (52,89) (57,26) (57,31) (57,64) (57,69) (62,9) (62,29) (62,66) (62,86) (71,6) (71,44) (71,51) (71,89) (76,26) (76,31) (76,64) (76,69) (77,1) (77,39) (77,56) (77,94) (81,9) (81,29) (81,66) (81,86) (82,16) (82,41) (82,54) (82,79) (87,9) (87,29) (87,66) (87,86) (92,6) (92,44) (92,51) (92,89)
6	y2 = x3 + 48x + 83	104	(3,8) (3,27) (3,68) (3,87) (4,23) (4,42) (4,53) (4,72) (9,3) (9,22) (9,73) (9,92) (13,23) (13,42) (13,53) (13,72) (19,8) (19,27) (19,68) (19,87) (23,23) (23,42) (23,53) (23,72) (24,7) (24,12) (24,83) (24,88) (28,3) (28,22) (28,73) (28,92) (29,28) (29,47) (29,48) (29,67) (34,13) (34,32) (34,63) (34,82) (38,8) (38,27) (38,68) (38,87) (43,7) (43,12) (43,83) (43,88) (44,13) (44,32) (44,63) (44,82) (48,28) (48,47) (48,48) (48,67) (49,2) (49,17) (49,78) (49,93) (53,13) (53,32) (53,63) (53,82) (54,8) (54,27) (54,68) (54,87) (59,23) (59,42) (59,53) (59,72) (63,13) (63,32) (63,63) (63,82) (68,2) (68,17) (68,78) (68,93) (73,8) (73,27) (73,68) (73,87) (74,13) (74,32) (74,63) (74,82) (78,23) (78,42) (78,53) (78,72) (79,8) (79,27) (79,68) (79,87) (89,23) (89,42) (89,53) (89,72) (93,13) (93,32) (93,63) (93,82)
7	y2 = x3 + 53x + 83	104	(4,13) (4,32) (4,63) (4,82) (9,23) (9,42) (9,53) (9,72) (13,28) (13,47) (13,48) (13,67) (14,23) (14,42) (14,53) (14,72) (19,8) (19,27) (19,68) (19,87) (23,13) (23,32) (23,63) (23,82) (24,13) (24,32) (24,63) (24,82) (28,23) (28,42) (28,53) (28,72) (29,13) (29,32) (29,63) (29,82) (33,23) (33,42) (33,53) (33,72) (34,23) (34,42) (34,53) (34,72) (38,8) (38,27) (38,68) (38,87) (39,2) (39,17) (39,78) (39,93) (43,13) (43,32) (43,63) (43,82) (44,3) (44,22) (44,73) (44,92) (48,13) (48,32) (48,63) (48,82) (53,23) (53,42) (53,53) (53,72) (54,7) (54,12) (54,83) (54,88) (58,2) (58,17) (58,78) (58,93) (59,8) (59,27) (59,68) (59,87) (63,3) (63,22) (63,73) (63,92) (73,7) (73,12) (73,83) (73,88) (74,8) (74,27) (74,68) (74,87) (78,8) (78,27) (78,68) (78,87) (89,28) (89,47) (89,48) (89,67) (93,8) (93,27) (93,68) (93,87)
8	y2 = x3 + 18x + 87	104	(1,26) (1,31) (1,64) (1,69) (2,6) (2,44) (2,51) (2,89) (7,9) (7,29) (7,66) (7,86) (11,1) (11,39) (11,56) (11,94) (12,6) (12,44) (12,51) (12,89) (16,14) (16,24) (16,71) (16,81) (17,9) (17,29) (17,66) (17,86) (21,6) (21,44) (21,51) (21,89) (22,4) (22,34) (22,61) (22,91) (26,9) (26,29) (26,66) (26,86) (31,6) (31,44) (31,51) (31,89) (36,9) (36,29) (36,66) (36,86) (37,26) (37,31) (37,64) (37,69) (41,4) (41,34) (41,61) (41,91) (47,16) (47,41) (47,54) (47,79) (52,9) (52,29) (52,66) (52,86) (56,26) (56,31) (56,64) (56,69) (57,26) (57,31) (57,64) (57,69) (62,6) (62,44) (62,51) (62,89) (66,16) (66,41) (66,54) (66,79) (71,9) (71,29) (71,66) (71,86) (76,26) (76,31) (76,64) (76,69) (77,26) (77,31) (77,64) (77,69) (81,6) (81,44) (81,51) (81,89) (87,1) (87,39) (87,56) (87,94) (92,14) (92,24) (92,71) (92,81)
9	y2 = x3 + 53x + 7	104	(1,21) (1,36) (1,59) (1,74) (2,11) (2,46) (2,49) (2,84) (6,16) (6,41) (6,54) (6,79) (16,26) (16,31) (16,64) (16,69) (17,11) (17,46) (17,49) (17,84) (21,11) (21,46) (21,49) (21,84) (32,9) (32,29) (32,66) (32,86) (36,11) (36,46) (36,49) (36,84) (42,6) (42,44) (42,51) (42,89) (47,4) (47,34) (47,61) (47,91) (51,9) (51,29) (51,66) (51,86) (52,4) (52,34) (52,61) (52,91) (57,11) (57,46) (57,49) (57,84) (61,6) (61,44) (61,51) (61,89) (62,6) (62,44) (62,51) (62,89) (66,4) (66,34) (66,61) (66,91) (67,6) (67,44) (67,51) (67,89) (71,4) (71,34) (71,61) (71,91) (72,4) (72,34) (72,61) (72,91) (76,11) (76,46) (76,49) (76,84) (77,21) (77,36) (77,59) (77,74) (81,6) (81,44) (81,51) (81,89) (82,16) (82,41) (82,54) (82,79) (86,6) (86,44) (86,51) (86,89) (91,4) (91,34) (91,61) (91,91) (92,26) (92,31) (92,64) (92,69)
10	y2 = x3 + 8x + 68	104	(3,28) (3,47) (3,48) (3,67) (8,13) (8,32) (8,63) (8,82) (14,13) (14,32) (14,63) (14,82) (19,7) (19,12) (19,83) (19,88) (24,28) (24,47) (24,48) (24,67) (33,13) (33,32) (33,63) (33,82) (38,7) (38,12) (38,83) (38,88) (39,18) (39,37) (39,58) (39,77) (43,28) (43,47) (43,48) (43,67) (44,3) (44,22) (44,73) (44,92) (49,28) (49,47) (49,48) (49,67) (54,13) (54,32) (54,63) (54,82) (58,18) (58,37) (58,58) (58,77) (59,23) (59,42) (59,53) (59,72) (63,3) (63,22) (63,73) (63,92) (64,7) (64,12) (64,83) (64,88) (68,28) (68,47) (68,48) (68,67) (69,7) (69,12) (69,83) (69,88) (73,13) (73,32) (73,63) (73,82) (74,33) (74,43) (74,52) (74,62) (78,23) (78,42) (78,53) (78,72) (79,28) (79,47) (79,48) (79,67) (83,7) (83,12) (83,83) (83,88) (84,13) (84,32) (84,63) (84,82) (88,7) (88,12) (88,83) (88,88) (93,33) (93,43) (93,52) (93,62)
11	y2 = x3 + 3x + 77	104	(1,9) (1,29) (1,66) (1,86) (6,11) (6,46) (6,49) (6,84) (7,21) (7,36) (7,59) (7,74) (11,4) (11,34) (11,61) (11,91) (12,6) (12,44) (12,51) (12,89) (17,14) (17,24) (17,71) (17,81) (26,21) (26,36) (26,59) (26,74) (27,9) (27,29) (27,66) (27,86) (31,6) (31,44) (31,51) (31,89) (36,14) (36,24) (36,71) (36,81) (37,4) (37,34) (37,61) (37,91) (42,1) (42,39) (42,56) (42,94) (46,9) (46,29) (46,66) (46,86) (47,4) (47,34) (47,61) (47,91) (56,4) (56,34) (56,61) (56,91) (57,1) (57,39) (57,56) (57,94) (61,1) (61,39) (61,56) (61,94) (66,4) (66,34) (66,61) (66,91) (67,9) (67,29) (67,66) (67,86) (72,1) (72,39) (72,56) (72,94) (76,1) (76,39) (76,56) (76,94) (77,9) (77,29) (77,66) (77,86) (82,11) (82,46) (82,49) (82,84) (86,9) (86,29) (86,66) (86,86) (87,4) (87,34) (87,61) (87,91) (91,1) (91,39) (91,56) (91,94)
12	y2 = x3 + 33x + 77	104	(1,4) (1,34) (1,61) (1,91) (6,4) (6,34) (6,61) (6,91) (7,9) (7,29) (7,66) (7,86) (11,21) (11,36) (11,59) (11,74) (12,4) (12,34) (12,61) (12,91) (26,9) (26,29) (26,66) (26,86) (27,6) (27,44) (27,51) (27,89) (31,4) (31,34) (31,61) (31,91) (32,9) (32,29) (32,66) (32,86) (37,9) (37,29) (37,66) (37,86) (42,11) (42,46) (42,49) (42,84) (46,6) (46,44) (46,51) (46,89) (47,1) (47,39) (47,56) (47,94) (51,9) (51,29) (51,66) (51,86) (56,9) (56,29) (56,66) (56,86) (57,1) (57,39) (57,56) (57,94) (61,11) (61,46) (61,49) (61,84) (62,14) (62,24) (62,71) (62,81) (66,1) (66,39) (66,56) (66,94) (67,1) (67,39) (67,56) (67,94) (76,1) (76,39) (76,56) (76,94) (77,4) (77,34) (77,61) (77,91) (81,14) (81,24) (81,71) (81,81) (82,4) (82,34) (82,61) (82,91) (86,1) (86,39) (86,56) (86,94) (87,21) (87,36) (87,59) (87,74)
13	y2 = x3 + 13x + 83	104	(3,23) (3,42) (3,53) (3,72) (4,3) (4,22) (4,73) (4,92) (9,13) (9,32) (9,63) (9,82) (13,13) (13,32) (13,63) (13,82) (14,8) (14,27) (14,68) (14,87) (19,8) (19,27) (19,68) (19,87) (23,3) (23,22) (23,73) (23,92) (24,8) (24,27) (24,68) (24,87) (28,13) (28,32) (28,63) (28,82) (29,23) (29,42) (29,53) (29,72) (33,8) (33,27) (33,68) (33,87) (34,28) (34,47) (34,48) (34,67) (38,8) (38,27) (38,68) (38,87) (43,8) (43,27) (43,68) (43,87) (44,23) (44,42) (44,53) (44,72) (48,23) (48,42) (48,53) (48,72) (53,28) (53,47) (53,48) (53,67) (54,13) (54,32) (54,63) (54,82) (63,23) (63,42) (63,53) (63,72) (64,2) (64,17) (64,78) (64,93) (73,13) (73,32) (73,63) (73,82) (74,7) (74,12) (74,83) (74,88) (79,23) (79,42) (79,53) (79,72) (83,2) (83,17) (83,78) (83,93) (89,13) (89,32) (89,63) (89,82) (93,7) (93,12) (93,83) (93,88)
14	y2 = x3 + 78x + 77	104	(1,21) (1,36) (1,59) (1,74) (6,1) (6,39) (6,56) (6,94) (7,4) (7,34) (7,61) (7,91) (11,9) (11,29) (11,66) (11,86) (12,9) (12,29) (12,66) (12,86) (16,14) (16,24) (16,71) (16,81) (26,4) (26,34) (26,61) (26,91) (27,4) (27,34) (27,61) (27,91) (31,9) (31,29) (31,66) (31,86) (32,1) (32,39) (32,56) (32,94) (37,6) (37,44) (37,51) (37,89) (42,4) (42,34) (42,61) (42,91) (46,4) (46,34) (46,61) (46,91) (47,11) (47,46) (47,49) (47,84) (51,1) (51,39) (51,56) (51,94) (56,6) (56,44) (56,51) (56,89) (57,1) (57,39) (57,56) (57,94) (61,4) (61,34) (61,61) (61,91) (66,11) (66,46) (66,49) (66,84) (72,9) (72,29) (72,66) (72,86) (76,1) (76,39) (76,56) (76,94) (77,21) (77,36) (77,59) (77,74) (82,1) (82,39) (82,56) (82,94) (87,9) (87,29) (87,66) (87,86) (91,9) (91,29) (91,66) (91,86) (92,14) (92,24) (92,71) (92,81)
15	y2 = x3 + 88x + 68	104	(3,13) (3,32) (3,63) (3,82) (4,3) (4,22) (4,73) (4,92) (8,7) (8,12) (8,83) (8,88) (14,23) (14,42) (14,53) (14,72) (18,13) (18,32) (18,63) (18,82) (19,7) (19,12) (19,83) (19,88) (23,3) (23,22) (23,73) (23,92) (24,33) (24,43) (24,52) (24,62) (33,23) (33,42) (33,53) (33,72) (38,7) (38,12) (38,83) (38,88) (39,28) (39,47) (39,48) (39,67) (43,33) (43,43) (43,52) (43,62) (49,7) (49,12) (49,83) (49,88) (54,28) (54,47) (54,48) (54,67) (58,28) (58,47) (58,48) (58,67) (59,28) (59,47) (59,48) (59,67) (64,18) (64,37) (64,58) (64,77) (68,7) (68,12) (68,83) (68,88) (73,28) (73,47) (73,48) (73,67) (74,13) (74,32) (74,63) (74,82) (78,28) (78,47) (78,48) (78,67) (79,13) (79,32) (79,63) (79,82) (83,18) (83,37) (83,58) (83,77) (84,7) (84,12) (84,83) (84,88) (93,13) (93,32) (93,63) (93,82) (94,13) (94,32) (94,63) (94,82)
16	y2 = x3 + 48x + 7	104	(2,4) (2,34) (2,61) (2,91) (6,6) (6,44) (6,51) (6,89) (11,21) (11,36) (11,59) (11,74) (16,11) (16,46) (16,49) (16,84) (17,6) (17,44) (17,51) (17,89) (21,4) (21,34) (21,61) (21,91) (22,11) (22,46) (22,49) (22,84) (32,4) (32,34) (32,61) (32,91) (36,6) (36,44) (36,51) (36,89) (41,11) (41,46) (41,49) (41,84) (42,4) (42,34) (42,61) (42,91) (47,16) (47,41) (47,54) (47,79) (51,4) (51,34) (51,61) (51,91) (57,11) (57,46) (57,49) (57,84) (61,4) (61,34) (61,61) (61,91) (62,26) (62,31) (62,64) (62,69) (66,16) (66,41) (66,54) (66,79) (67,9) (67,29) (67,66) (67,86) (72,6) (72,44) (72,51) (72,89) (76,11) (76,46) (76,49) (76,84) (81,26) (81,31) (81,64) (81,69) (82,6) (82,44) (82,51) (82,89) (86,9) (86,29) (86,66) (86,86) (87,21) (87,36) (87,59) (87,74) (91,6) (91,44) (91,51) (91,89) (92,11) (92,46) (92,49) (92,84)
17	y2 = x3 + 18x + 68	104	(3,23) (3,42) (3,53) (3,72) (9,3) (9,22) (9,73) (9,92) (14,28) (14,47) (14,48) (14,67) (18,7) (18,12) (18,83) (18,88) (19,7) (19,12) (19,83) (19,88) (24,13) (24,32) (24,63) (24,82) (28,3) (28,22) (28,73) (28,92) (33,28) (33,47) (33,48) (33,67) (38,7) (38,12) (38,83) (38,88) (39,7) (39,12) (39,83) (39,88) (43,13) (43,32) (43,63) (43,82) (49,18) (49,37) (49,58) (49,77) (54,33) (54,43) (54,52) (54,62) (58,7) (58,12) (58,83) (58,88) (59,13) (59,32) (59,63) (59,82) (64,28) (64,47) (64,48) (64,67) (68,18) (68,37) (68,58) (68,77) (69,13) (69,32) (69,63) (69,82) (73,33) (73,43) (73,52) (73,62) (74,28) (74,47) (74,48) (74,67) (78,13) (78,32) (78,63) (78,82) (79,23) (79,42) (79,53) (79,72) (83,28) (83,47) (83,48) (83,67) (88,13) (88,32) (88,63) (88,82) (93,28) (93,47) (93,48) (93,67) (94,7) (94,12) (94,83) (94,88)
18	y2 = x3 + 3x + 58	104	(4,18) (4,37) (4,58) (4,77) (8,28) (8,47) (8,48) (8,67) (9,23) (9,42) (9,53) (9,72) (18,23) (18,42) (18,53) (18,72) (19,18) (19,37) (19,58) (19,77) (23,18) (23,37) (23,58) (23,77) (28,23) (28,42) (28,53) (28,72) (29,28) (29,47) (29,48) (29,67) (34,18) (34,37) (34,58) (34,77) (38,18) (38,37) (38,58) (38,77) (39,28) (39,47) (39,48) (39,67) (44,8) (44,27) (44,68) (44,87) (48,28) (48,47) (48,48) (48,67) (49,23) (49,42) (49,53) (49,72) (53,18) (53,37) (53,58) (53,77) (58,28) (58,47) (58,48) (58,67) (63,8) (63,27) (63,68) (63,87) (64,2) (64,17) (64,78) (64,93) (68,23) (68,42) (68,53) (68,72) (69,13) (69,32) (69,63) (69,82) (74,33) (74,43) (74,52) (74,62) (83,2) (83,17) (83,78) (83,93) (84,28) (84,47) (84,48) (84,67) (88,13) (88,32) (88,63) (88,82) (93,33) (93,43) (93,52) (93,62) (94,23) (94,42) (94,53) (94,72)