class leader: y² = x³ + 117x + 20

Sr no.	class members	# points	points
1	y2 = x3 + 117x + 20	96	(7,18) (7,70) (7,73) (7,125) (8,18) (8,70) (8,73) (8,125) (11,8) (11,47) (11,96) (11,135) (20,8) (20,47) (20,96) (20,135) (21,21) (21,34) (21,109) (21,122) (24,8) (24,47) (24,96) (24,135) (33,8) (33,47) (33,96) (33,135) (46,8) (46,47) (46,96) (46,135) (50,5) (50,60) (50,83) (50,138) (60,31) (60,57) (60,86) (60,112) (63,18) (63,70) (63,73) (63,125) (72,5) (72,60) (72,83) (72,138) (73,18) (73,70) (73,73) (73,125) (76,21) (76,34) (76,109) (76,122) (85,18) (85,70) (85,73) (85,125) (86,8) (86,47) (86,96) (86,135) (98,21) (98,34) (98,109) (98,122) (99,8) (99,47) (99,96) (99,135) (112,8) (112,47) (112,96) (112,135) (115,31) (115,57) (115,86) (115,112) (128,18) (128,70) (128,73) (128,125) (137,31) (137,57) (137,86) (137,112) (138,5) (138,60) (138,83) (138,138) (141,8) (141,47) (141,96) (141,135)
2	y2 = x3 + 52x + 45	96	(2,27) (2,38) (2,105) (2,116) (5,1) (5,12) (5,131) (5,142) (6,1) (6,12) (6,131) (6,142) (15,14) (15,25) (15,118) (15,129) (18,53) (18,64) (18,79) (18,90) (19,40) (19,51) (19,92) (19,103) (28,1) (28,12) (28,131) (28,142) (32,27) (32,38) (32,105) (32,116) (41,40) (41,51) (41,92) (41,103) (44,1) (44,12) (44,131) (44,142) (54,27) (54,38) (54,105) (54,116) (57,27) (57,38) (57,105) (57,116) (70,14) (70,25) (70,118) (70,129) (71,1) (71,12) (71,131) (71,142) (83,1) (83,12) (83,131) (83,142) (84,53) (84,64) (84,79) (84,90) (93,1) (93,12) (93,131) (93,142) (96,40) (96,51) (96,92) (96,103) (106,53) (106,64) (106,79) (106,90) (109,27) (109,38) (109,105) (109,116) (110,1) (110,12) (110,131) (110,142) (123,27) (123,38) (123,105) (123,116) (132,1) (132,12) (132,131) (132,142) (136,14) (136,25) (136,118) (136,129)
3	y2 = x3 + 65x + 124	96	(7,8) (7,47) (7,96) (7,135) (8,21) (8,34) (8,109) (8,122) (11,5) (11,60) (11,83) (11,138) (21,5) (21,60) (21,83) (21,138) (24,8) (24,47) (24,96) (24,135) (33,5) (33,60) (33,83) (33,138) (34,5) (34,60) (34,83) (34,138) (46,8) (46,47) (46,96) (46,135) (47,18) (47,70) (47,73) (47,125) (50,31) (50,57) (50,86) (50,112) (63,21) (63,34) (63,109) (63,122) (72,31) (72,57) (72,86) (72,112) (73,8) (73,47) (73,96) (73,135) (76,5) (76,60) (76,83) (76,138) (85,21) (85,34) (85,109) (85,122) (89,5) (89,60) (89,83) (89,138) (98,5) (98,60) (98,83) (98,138) (99,5) (99,60) (99,83) (99,138) (102,18) (102,70) (102,73) (102,125) (111,5) (111,60) (111,83) (111,138) (112,8) (112,47) (112,96) (112,135) (124,18) (124,70) (124,73) (124,125) (128,8) (128,47) (128,96) (128,135) (138,31) (138,57) (138,86) (138,112)
4	y2 = x3 + 39x + 137	96	(7,18) (7,70) (7,73) (7,125) (8,31) (8,57) (8,86) (8,112) (11,18) (11,70) (11,73) (11,125) (21,8) (21,47) (21,96) (21,135) (24,5) (24,60) (24,83) (24,138) (33,18) (33,70) (33,73) (33,125) (34,21) (34,34) (34,109) (34,122) (37,18) (37,70) (37,73) (37,125) (46,5) (46,60) (46,83) (46,138) (50,31) (50,57) (50,86) (50,112) (59,18) (59,70) (59,73) (59,125) (63,31) (63,57) (63,86) (63,112) (72,31) (72,57) (72,86) (72,112) (73,18) (73,70) (73,73) (73,125) (76,8) (76,47) (76,96) (76,135) (85,31) (85,57) (85,86) (85,112) (89,21) (89,34) (89,109) (89,122) (98,8) (98,47) (98,96) (98,135) (99,18) (99,70) (99,73) (99,125) (111,21) (111,34) (111,109) (111,122) (112,5) (112,60) (112,83) (112,138) (125,18) (125,70) (125,73) (125,125) (128,18) (128,70) (128,73) (128,125) (138,31) (138,57) (138,86) (138,112)
5	y2 = x3 + 13x + 136	96	(2,40) (2,51) (2,92) (2,103) (6,1) (6,12) (6,131) (6,142) (18,14) (18,25) (18,118) (18,129) (19,53) (19,64) (19,79) (19,90) (28,1) (28,12) (28,131) (28,142) (31,27) (31,38) (31,105) (31,116) (32,1) (32,12) (32,131) (32,142) (41,53) (41,64) (41,79) (41,90) (44,53) (44,64) (44,79) (44,90) (54,1) (54,12) (54,131) (54,142) (57,40) (57,51) (57,92) (57,103) (58,53) (58,64) (58,79) (58,90) (80,53) (80,64) (80,79) (80,90) (83,1) (83,12) (83,131) (83,142) (84,14) (84,25) (84,118) (84,129) (96,53) (96,64) (96,79) (96,90) (97,27) (97,38) (97,105) (97,116) (106,14) (106,25) (106,118) (106,129) (109,1) (109,12) (109,131) (109,142) (110,53) (110,64) (110,79) (110,90) (119,27) (119,38) (119,105) (119,116) (123,40) (123,51) (123,92) (123,103) (132,53) (132,64) (132,79) (132,90) (135,53) (135,64) (135,79) (135,90)
6	y2 = x3 + 39x + 71	96	(2,27) (2,38) (2,105) (2,116) (6,53) (6,64) (6,79) (6,90) (15,40) (15,51) (15,92) (15,103) (18,40) (18,51) (18,92) (18,103) (19,53) (19,64) (19,79) (19,90) (28,53) (28,64) (28,79) (28,90) (32,14) (32,25) (32,118) (32,129) (41,53) (41,64) (41,79) (41,90) (44,40) (44,51) (44,92) (44,103) (45,1) (45,12) (45,131) (45,142) (54,14) (54,25) (54,118) (54,129) (57,27) (57,38) (57,105) (57,116) (67,1) (67,12) (67,131) (67,142) (70,40) (70,51) (70,92) (70,103) (83,53) (83,64) (83,79) (83,90) (84,40) (84,51) (84,92) (84,103) (96,53) (96,64) (96,79) (96,90) (106,40) (106,51) (106,92) (106,103) (109,14) (109,25) (109,118) (109,129) (110,40) (110,51) (110,92) (110,103) (122,1) (122,12) (122,131) (122,142) (123,27) (123,38) (123,105) (123,116) (132,40) (132,51) (132,92) (132,103) (136,40) (136,51) (136,92) (136,103)
7	y2 = x3 + 65x + 58	96	(2,14) (2,25) (2,118) (2,129) (6,53) (6,64) (6,79) (6,90) (18,14) (18,25) (18,118) (18,129) (19,1) (19,12) (19,131) (19,142) (28,53) (28,64) (28,79) (28,90) (32,27) (32,38) (32,105) (32,116) (41,1) (41,12) (41,131) (41,142) (44,27) (44,38) (44,105) (44,116) (45,27) (45,38) (45,105) (45,116) (54,27) (54,38) (54,105) (54,116) (57,14) (57,25) (57,118) (57,129) (58,40) (58,51) (58,92) (58,103) (67,27) (67,38) (67,105) (67,116) (80,40) (80,51) (80,92) (80,103) (83,53) (83,64) (83,79) (83,90) (84,14) (84,25) (84,118) (84,129) (96,1) (96,12) (96,131) (96,142) (106,14) (106,25) (106,118) (106,129) (109,27) (109,38) (109,105) (109,116) (110,27) (110,38) (110,105) (110,116) (122,27) (122,38) (122,105) (122,116) (123,14) (123,25) (123,118) (123,129) (132,27) (132,38) (132,105) (132,116) (135,40) (135,51) (135,92) (135,103)
8	y2 = x3 + 52x + 111	96	(7,31) (7,57) (7,86) (7,112) (8,18) (8,70) (8,73) (8,125) (11,21) (11,34) (11,109) (11,122) (21,5) (21,60) (21,83) (21,138) (24,5) (24,60) (24,83) (24,138) (33,21) (33,34) (33,109) (33,122) (37,8) (37,47) (37,96) (37,135) (46,5) (46,60) (46,83) (46,138) (50,21) (50,34) (50,109) (50,122) (59,8) (59,47) (59,96) (59,135) (60,21) (60,34) (60,109) (60,122) (63,18) (63,70) (63,73) (63,125) (72,21) (72,34) (72,109) (72,122) (73,31) (73,57) (73,86) (73,112) (76,5) (76,60) (76,83) (76,138) (85,18) (85,70) (85,73) (85,125) (98,5) (98,60) (98,83) (98,138) (99,21) (99,34) (99,109) (99,122) (112,5) (112,60) (112,83) (112,138) (115,21) (115,34) (115,109) (115,122) (125,8) (125,47) (125,96) (125,135) (128,31) (128,57) (128,86) (128,112) (137,21) (137,34) (137,109) (137,122) (138,21) (138,34) (138,109) (138,122)
9	y2 = x3 + 13x + 59	96	(7,8) (7,47) (7,96) (7,135) (8,31) (8,57) (8,86) (8,112) (11,31) (11,57) (11,86) (11,112) (20,5) (20,60) (20,83) (20,138) (21,21) (21,34) (21,109) (21,122) (24,18) (24,70) (24,73) (24,125) (33,31) (33,57) (33,86) (33,112) (46,18) (46,70) (46,73) (46,125) (47,31) (47,57) (47,86) (47,112) (50,21) (50,34) (50,109) (50,122) (63,31) (63,57) (63,86) (63,112) (72,21) (72,34) (72,109) (72,122) (73,8) (73,47) (73,96) (73,135) (76,21) (76,34) (76,109) (76,122) (85,31) (85,57) (85,86) (85,112) (86,5) (86,60) (86,83) (86,138) (98,21) (98,34) (98,109) (98,122) (99,31) (99,57) (99,86) (99,112) (102,31) (102,57) (102,86) (102,112) (112,18) (112,70) (112,73) (112,125) (124,31) (124,57) (124,86) (124,112) (128,8) (128,47) (128,96) (128,135) (138,21) (138,34) (138,109) (138,122) (141,5) (141,60) (141,83) (141,138)
10	y2 = x3 + 117x + 97	96	(2,14) (2,25) (2,118) (2,129) (5,53) (5,64) (5,79) (5,90) (6,27) (6,38) (6,105) (6,116) (18,40) (18,51) (18,92) (18,103) (19,40) (19,51) (19,92) (19,103) (28,27) (28,38) (28,105) (28,116) (31,14) (31,25) (31,118) (31,129) (32,1) (32,12) (32,131) (32,142) (41,40) (41,51) (41,92) (41,103) (44,14) (44,25) (44,118) (44,129) (54,1) (54,12) (54,131) (54,142) (57,14) (57,25) (57,118) (57,129) (71,53) (71,64) (71,79) (71,90) (83,27) (83,38) (83,105) (83,116) (84,40) (84,51) (84,92) (84,103) (93,53) (93,64) (93,79) (93,90) (96,40) (96,51) (96,92) (96,103) (97,14) (97,25) (97,118) (97,129) (106,40) (106,51) (106,92) (106,103) (109,1) (109,12) (109,131) (109,142) (110,14) (110,25) (110,118) (110,129) (119,14) (119,25) (119,118) (119,129) (123,14) (123,25) (123,118) (123,129) (132,14) (132,25) (132,118) (132,129)