class leader: y² = x³ + 35x + 124

Sr no.	class members	# points	points
1	y2 = x3 + 35x + 124	150	(3,9) (3,16) (3,159) (3,166) (5,68) (5,82) (5,93) (5,107) (6,5) (6,30) (6,40) (6,65) (6,75) (6,100) (6,110) (6,135) (6,145) (6,170) (10,68) (10,82) (10,93) (10,107) (13,26) (13,51) (13,124) (13,149) (20,68) (20,82) (20,93) (20,107) (31,5) (31,30) (31,40) (31,65) (31,75) (31,100) (31,110) (31,135) (31,145) (31,170) (33,54) (33,79) (33,96) (33,121) (38,26) (38,51) (38,124) (38,149) (40,68) (40,82) (40,93) (40,107) (45,68) (45,82) (45,93) (45,107) (48,61) (48,86) (48,89) (48,114) (55,68) (55,82) (55,93) (55,107) (68,19) (68,44) (68,131) (68,156) (73,61) (73,86) (73,89) (73,114) (75,68) (75,82) (75,93) (75,107) (80,68) (80,82) (80,93) (80,107) (83,54) (83,79) (83,96) (83,121) (90,68) (90,82) (90,93) (90,107) (103,9) (103,16) (103,159) (103,166) (108,54) (108,79) (108,96) (108,121) (110,68) (110,82) (110,93) (110,107) (115,68) (115,82) (115,93) (115,107) (118,19) (118,44) (118,131) (118,156) (125,68) (125,82) (125,93) (125,107) (131,5) (131,30) (131,40) (131,65) (131,75) (131,100) (131,110) (131,135) (131,145) (131,170) (138,26) (138,51) (138,124) (138,149) (143,19) (143,44) (143,131) (143,156) (145,68) (145,82) (145,93) (145,107) (150,68) (150,82) (150,93) (150,107) (153,9) (153,16) (153,159) (153,166) (160,68) (160,82) (160,93) (160,107) (173,61) (173,86) (173,89) (173,114)
2	y2 = x3 + 35x + 166	150	(5,54) (5,79) (5,96) (5,121) (10,54) (10,79) (10,96) (10,121) (12,33) (12,58) (12,117) (12,142) (17,68) (17,82) (17,93) (17,107) (20,54) (20,79) (20,96) (20,121) (27,12) (27,37) (27,138) (27,163) (40,54) (40,79) (40,96) (40,121) (45,54) (45,79) (45,96) (45,121) (47,47) (47,72) (47,103) (47,128) (52,12) (52,37) (52,138) (52,163) (55,54) (55,79) (55,96) (55,121) (62,33) (62,58) (62,117) (62,142) (75,54) (75,79) (75,96) (75,121) (80,54) (80,79) (80,96) (80,121) (82,2) (82,23) (82,152) (82,173) (87,33) (87,58) (87,117) (87,142) (89,5) (89,30) (89,40) (89,65) (89,75) (89,100) (89,110) (89,135) (89,145) (89,170) (90,54) (90,79) (90,96) (90,121) (97,47) (97,72) (97,103) (97,128) (110,54) (110,79) (110,96) (110,121) (115,54) (115,79) (115,96) (115,121) (117,68) (117,82) (117,93) (117,107) (122,47) (122,72) (122,103) (122,128) (125,54) (125,79) (125,96) (125,121) (132,2) (132,23) (132,152) (132,173) (139,5) (139,30) (139,40) (139,65) (139,75) (139,100) (139,110) (139,135) (139,145) (139,170) (145,54) (145,79) (145,96) (145,121) (150,54) (150,79) (150,96) (150,121) (152,12) (152,37) (152,138) (152,163) (157,2) (157,23) (157,152) (157,173) (160,54) (160,79) (160,96) (160,121) (164,5) (164,30) (164,40) (164,65) (164,75) (164,100) (164,110) (164,135) (164,145) (164,170) (167,68) (167,82) (167,93) (167,107)
3	y2 = x3 + 35x + 131	150	(5,9) (5,16) (5,159) (5,166) (10,9) (10,16) (10,159) (10,166) (12,2) (12,23) (12,152) (12,173) (17,33) (17,58) (17,117) (17,142) (20,9) (20,16) (20,159) (20,166) (27,47) (27,72) (27,103) (27,128) (34,5) (34,30) (34,40) (34,65) (34,75) (34,100) (34,110) (34,135) (34,145) (34,170) (40,9) (40,16) (40,159) (40,166) (45,9) (45,16) (45,159) (45,166) (47,68) (47,82) (47,93) (47,107) (52,47) (52,72) (52,103) (52,128) (55,9) (55,16) (55,159) (55,166) (59,5) (59,30) (59,40) (59,65) (59,75) (59,100) (59,110) (59,135) (59,145) (59,170) (62,2) (62,23) (62,152) (62,173) (75,9) (75,16) (75,159) (75,166) (80,9) (80,16) (80,159) (80,166) (82,12) (82,37) (82,138) (82,163) (87,2) (87,23) (87,152) (87,173) (90,9) (90,16) (90,159) (90,166) (97,68) (97,82) (97,93) (97,107) (110,9) (110,16) (110,159) (110,166) (115,9) (115,16) (115,159) (115,166) (117,33) (117,58) (117,117) (117,142) (122,68) (122,82) (122,93) (122,107) (125,9) (125,16) (125,159) (125,166) (132,12) (132,37) (132,138) (132,163) (145,9) (145,16) (145,159) (145,166) (150,9) (150,16) (150,159) (150,166) (152,47) (152,72) (152,103) (152,128) (157,12) (157,37) (157,138) (157,163) (159,5) (159,30) (159,40) (159,65) (159,75) (159,100) (159,110) (159,135) (159,145) (159,170) (160,9) (160,16) (160,159) (160,166) (167,33) (167,58) (167,117) (167,142)
4	y2 = x3 + 35x + 19	150	(3,26) (3,51) (3,124) (3,149) (5,12) (5,37) (5,138) (5,163) (10,12) (10,37) (10,138) (10,163) (13,61) (13,86) (13,89) (13,114) (20,12) (20,37) (20,138) (20,163) (33,19) (33,44) (33,131) (33,156) (38,61) (38,86) (38,89) (38,114) (40,12) (40,37) (40,138) (40,163) (41,5) (41,30) (41,40) (41,65) (41,75) (41,100) (41,110) (41,135) (41,145) (41,170) (45,12) (45,37) (45,138) (45,163) (48,54) (48,79) (48,96) (48,121) (55,12) (55,37) (55,138) (55,163) (66,5) (66,30) (66,40) (66,65) (66,75) (66,100) (66,110) (66,135) (66,145) (66,170) (68,9) (68,16) (68,159) (68,166) (73,54) (73,79) (73,96) (73,121) (75,12) (75,37) (75,138) (75,163) (80,12) (80,37) (80,138) (80,163) (83,19) (83,44) (83,131) (83,156) (90,12) (90,37) (90,138) (90,163) (103,26) (103,51) (103,124) (103,149) (108,19) (108,44) (108,131) (108,156) (110,12) (110,37) (110,138) (110,163) (115,12) (115,37) (115,138) (115,163) (118,9) (118,16) (118,159) (118,166) (125,12) (125,37) (125,138) (125,163) (138,61) (138,86) (138,89) (138,114) (143,9) (143,16) (143,159) (143,166) (145,12) (145,37) (145,138) (145,163) (150,12) (150,37) (150,138) (150,163) (153,26) (153,51) (153,124) (153,149) (160,12) (160,37) (160,138) (160,163) (166,5) (166,30) (166,40) (166,65) (166,75) (166,100) (166,110) (166,135) (166,145) (166,170) (173,54) (173,79) (173,96) (173,121)
5	y2 = x3 + 35x + 54	150	(3,19) (3,44) (3,131) (3,156) (5,2) (5,23) (5,152) (5,173) (10,2) (10,23) (10,152) (10,173) (13,9) (13,16) (13,159) (13,166) (20,2) (20,23) (20,152) (20,173) (33,61) (33,86) (33,89) (33,114) (38,9) (38,16) (38,159) (38,166) (40,2) (40,23) (40,152) (40,173) (45,2) (45,23) (45,152) (45,173) (48,26) (48,51) (48,124) (48,149) (55,2) (55,23) (55,152) (55,173) (68,54) (68,79) (68,96) (68,121) (73,26) (73,51) (73,124) (73,149) (75,2) (75,23) (75,152) (75,173) (80,2) (80,23) (80,152) (80,173) (83,61) (83,86) (83,89) (83,114) (90,2) (90,23) (90,152) (90,173) (96,5) (96,30) (96,40) (96,65) (96,75) (96,100) (96,110) (96,135) (96,145) (96,170) (103,19) (103,44) (103,131) (103,156) (108,61) (108,86) (108,89) (108,114) (110,2) (110,23) (110,152) (110,173) (115,2) (115,23) (115,152) (115,173) (118,54) (118,79) (118,96) (118,121) (125,2) (125,23) (125,152) (125,173) (138,9) (138,16) (138,159) (138,166) (143,54) (143,79) (143,96) (143,121) (145,2) (145,23) (145,152) (145,173) (146,5) (146,30) (146,40) (146,65) (146,75) (146,100) (146,110) (146,135) (146,145) (146,170) (150,2) (150,23) (150,152) (150,173) (153,19) (153,44) (153,131) (153,156) (160,2) (160,23) (160,152) (160,173) (171,5) (171,30) (171,40) (171,65) (171,75) (171,100) (171,110) (171,135) (171,145) (171,170) (173,26) (173,51) (173,124) (173,149)
6	y2 = x3 + 35x + 96	150	(5,61) (5,86) (5,89) (5,114) (10,61) (10,86) (10,89) (10,114) (12,12) (12,37) (12,138) (12,163) (17,2) (17,23) (17,152) (17,173) (20,61) (20,86) (20,89) (20,114) (27,68) (27,82) (27,93) (27,107) (40,61) (40,86) (40,89) (40,114) (45,61) (45,86) (45,89) (45,114) (47,33) (47,58) (47,117) (47,142) (52,68) (52,82) (52,93) (52,107) (54,5) (54,30) (54,40) (54,65) (54,75) (54,100) (54,110) (54,135) (54,145) (54,170) (55,61) (55,86) (55,89) (55,114) (62,12) (62,37) (62,138) (62,163) (75,61) (75,86) (75,89) (75,114) (80,61) (80,86) (80,89) (80,114) (82,47) (82,72) (82,103) (82,128) (87,12) (87,37) (87,138) (87,163) (90,61) (90,86) (90,89) (90,114) (97,33) (97,58) (97,117) (97,142) (104,5) (104,30) (104,40) (104,65) (104,75) (104,100) (104,110) (104,135) (104,145) (104,170) (110,61) (110,86) (110,89) (110,114) (115,61) (115,86) (115,89) (115,114) (117,2) (117,23) (117,152) (117,173) (122,33) (122,58) (122,117) (122,142) (125,61) (125,86) (125,89) (125,114) (129,5) (129,30) (129,40) (129,65) (129,75) (129,100) (129,110) (129,135) (129,145) (129,170) (132,47) (132,72) (132,103) (132,128) (145,61) (145,86) (145,89) (145,114) (150,61) (150,86) (150,89) (150,114) (152,68) (152,82) (152,93) (152,107) (157,47) (157,72) (157,103) (157,128) (160,61) (160,86) (160,89) (160,114) (167,2) (167,23) (167,152) (167,173)
7	y2 = x3 + 35x + 89	150	(3,61) (3,86) (3,89) (3,114) (5,33) (5,58) (5,117) (5,142) (10,33) (10,58) (10,117) (10,142) (13,54) (13,79) (13,96) (13,121) (20,33) (20,58) (20,117) (20,142) (26,5) (26,30) (26,40) (26,65) (26,75) (26,100) (26,110) (26,135) (26,145) (26,170) (33,9) (33,16) (33,159) (33,166) (38,54) (38,79) (38,96) (38,121) (40,33) (40,58) (40,117) (40,142) (45,33) (45,58) (45,117) (45,142) (48,19) (48,44) (48,131) (48,156) (55,33) (55,58) (55,117) (55,142) (68,26) (68,51) (68,124) (68,149) (73,19) (73,44) (73,131) (73,156) (75,33) (75,58) (75,117) (75,142) (76,5) (76,30) (76,40) (76,65) (76,75) (76,100) (76,110) (76,135) (76,145) (76,170) (80,33) (80,58) (80,117) (80,142) (83,9) (83,16) (83,159) (83,166) (90,33) (90,58) (90,117) (90,142) (101,5) (101,30) (101,40) (101,65) (101,75) (101,100) (101,110) (101,135) (101,145) (101,170) (103,61) (103,86) (103,89) (103,114) (108,9) (108,16) (108,159) (108,166) (110,33) (110,58) (110,117) (110,142) (115,33) (115,58) (115,117) (115,142) (118,26) (118,51) (118,124) (118,149) (125,33) (125,58) (125,117) (125,142) (138,54) (138,79) (138,96) (138,121) (143,26) (143,51) (143,124) (143,149) (145,33) (145,58) (145,117) (145,142) (150,33) (150,58) (150,117) (150,142) (153,61) (153,86) (153,89) (153,114) (160,33) (160,58) (160,117) (160,142) (173,19) (173,44) (173,131) (173,156)
8	y2 = x3 + 35x + 159	150	(3,54) (3,79) (3,96) (3,121) (5,47) (5,72) (5,103) (5,128) (10,47) (10,72) (10,103) (10,128) (13,19) (13,44) (13,131) (13,156) (20,47) (20,72) (20,103) (20,128) (33,26) (33,51) (33,124) (33,149) (38,19) (38,44) (38,131) (38,156) (40,47) (40,72) (40,103) (40,128) (45,47) (45,72) (45,103) (45,128) (48,9) (48,16) (48,159) (48,166) (55,47) (55,72) (55,103) (55,128) (61,5) (61,30) (61,40) (61,65) (61,75) (61,100) (61,110) (61,135) (61,145) (61,170) (68,61) (68,86) (68,89) (68,114) (73,9) (73,16) (73,159) (73,166) (75,47) (75,72) (75,103) (75,128) (80,47) (80,72) (80,103) (80,128) (83,26) (83,51) (83,124) (83,149) (90,47) (90,72) (90,103) (90,128) (103,54) (103,79) (103,96) (103,121) (108,26) (108,51) (108,124) (108,149) (110,47) (110,72) (110,103) (110,128) (111,5) (111,30) (111,40) (111,65) (111,75) (111,100) (111,110) (111,135) (111,145) (111,170) (115,47) (115,72) (115,103) (115,128) (118,61) (118,86) (118,89) (118,114) (125,47) (125,72) (125,103) (125,128) (136,5) (136,30) (136,40) (136,65) (136,75) (136,100) (136,110) (136,135) (136,145) (136,170) (138,19) (138,44) (138,131) (138,156) (143,61) (143,86) (143,89) (143,114) (145,47) (145,72) (145,103) (145,128) (150,47) (150,72) (150,103) (150,128) (153,54) (153,79) (153,96) (153,121) (160,47) (160,72) (160,103) (160,128) (173,9) (173,16) (173,159) (173,166)
9	y2 = x3 + 35x + 61	150	(5,19) (5,44) (5,131) (5,156) (10,19) (10,44) (10,131) (10,156) (12,47) (12,72) (12,103) (12,128) (17,12) (17,37) (17,138) (17,163) (20,19) (20,44) (20,131) (20,156) (24,5) (24,30) (24,40) (24,65) (24,75) (24,100) (24,110) (24,135) (24,145) (24,170) (27,33) (27,58) (27,117) (27,142) (40,19) (40,44) (40,131) (40,156) (45,19) (45,44) (45,131) (45,156) (47,2) (47,23) (47,152) (47,173) (52,33) (52,58) (52,117) (52,142) (55,19) (55,44) (55,131) (55,156) (62,47) (62,72) (62,103) (62,128) (75,19) (75,44) (75,131) (75,156) (80,19) (80,44) (80,131) (80,156) (82,68) (82,82) (82,93) (82,107) (87,47) (87,72) (87,103) (87,128) (90,19) (90,44) (90,131) (90,156) (97,2) (97,23) (97,152) (97,173) (110,19) (110,44) (110,131) (110,156) (115,19) (115,44) (115,131) (115,156) (117,12) (117,37) (117,138) (117,163) (122,2) (122,23) (122,152) (122,173) (124,5) (124,30) (124,40) (124,65) (124,75) (124,100) (124,110) (124,135) (124,145) (124,170) (125,19) (125,44) (125,131) (125,156) (132,68) (132,82) (132,93) (132,107) (145,19) (145,44) (145,131) (145,156) (150,19) (150,44) (150,131) (150,156) (152,33) (152,58) (152,117) (152,142) (157,68) (157,82) (157,93) (157,107) (160,19) (160,44) (160,131) (160,156) (167,12) (167,37) (167,138) (167,163) (174,5) (174,30) (174,40) (174,65) (174,75) (174,100) (174,110) (174,135) (174,145) (174,170)
10	y2 = x3 + 35x + 26	150	(5,26) (5,51) (5,124) (5,149) (10,26) (10,51) (10,124) (10,149) (12,68) (12,82) (12,93) (12,107) (17,47) (17,72) (17,103) (17,128) (19,5) (19,30) (19,40) (19,65) (19,75) (19,100) (19,110) (19,135) (19,145) (19,170) (20,26) (20,51) (20,124) (20,149) (27,2) (27,23) (27,152) (27,173) (40,26) (40,51) (40,124) (40,149) (45,26) (45,51) (45,124) (45,149) (47,12) (47,37) (47,138) (47,163) (52,2) (52,23) (52,152) (52,173) (55,26) (55,51) (55,124) (55,149) (62,68) (62,82) (62,93) (62,107) (69,5) (69,30) (69,40) (69,65) (69,75) (69,100) (69,110) (69,135) (69,145) (69,170) (75,26) (75,51) (75,124) (75,149) (80,26) (80,51) (80,124) (80,149) (82,33) (82,58) (82,117) (82,142) (87,68) (87,82) (87,93) (87,107) (90,26) (90,51) (90,124) (90,149) (94,5) (94,30) (94,40) (94,65) (94,75) (94,100) (94,110) (94,135) (94,145) (94,170) (97,12) (97,37) (97,138) (97,163) (110,26) (110,51) (110,124) (110,149) (115,26) (115,51) (115,124) (115,149) (117,47) (117,72) (117,103) (117,128) (122,12) (122,37) (122,138) (122,163) (125,26) (125,51) (125,124) (125,149) (132,33) (132,58) (132,117) (132,142) (145,26) (145,51) (145,124) (145,149) (150,26) (150,51) (150,124) (150,149) (152,2) (152,23) (152,152) (152,173) (157,33) (157,58) (157,117) (157,142) (160,26) (160,51) (160,124) (160,149) (167,47) (167,72) (167,103) (167,128)