class leader: y² = x³ + 108x + 102

Sr no.	class members	# points	points
1	y2 = x3 + 108x + 102	90	(0,17) (0,170) (8,13) (8,64) (8,123) (8,174) (17,85) (17,102) (22,6) (22,28) (22,159) (22,181) (26,35) (26,86) (26,101) (26,152) (39,74) (39,91) (39,96) (39,113) (43,35) (43,86) (43,101) (43,152) (59,13) (59,64) (59,123) (59,174) (63,24) (63,75) (63,112) (63,163) (76,13) (76,64) (76,123) (76,174) (77,16) (77,50) (77,137) (77,171) (85,68) (85,119) (94,52) (94,69) (94,118) (94,135) (107,57) (107,79) (107,108) (107,130) (110,38) (110,72) (110,115) (110,149) (114,24) (114,75) (114,112) (114,163) (127,30) (127,47) (127,140) (127,157) (131,24) (131,75) (131,112) (131,163) (136,68) (136,119) (153,68) (153,119) (158,57) (158,79) (158,108) (158,130) (162,35) (162,86) (162,101) (162,152) (165,27) (165,61) (165,126) (165,160) (175,57) (175,79) (175,108) (175,130) (182,41) (182,58) (182,129) (182,146)
2	y2 = x3 + 147x + 136	90	(0,68) (0,119) (2,8) (2,25) (2,162) (2,179) (19,8) (19,25) (19,162) (19,179) (34,85) (34,102) (51,34) (51,153) (66,2) (66,53) (66,134) (66,185) (68,85) (68,102) (85,85) (85,102) (88,20) (88,31) (88,156) (88,167) (99,46) (99,90) (99,97) (99,141) (100,19) (100,36) (100,151) (100,168) (117,32) (117,87) (117,100) (117,155) (121,9) (121,42) (121,145) (121,178) (122,3) (122,14) (122,173) (122,184) (133,63) (133,80) (133,107) (133,124) (134,19) (134,36) (134,151) (134,168) (139,54) (139,65) (139,122) (139,133) (150,12) (150,56) (150,131) (150,175) (151,19) (151,36) (151,151) (151,168) (155,8) (155,25) (155,162) (155,179) (156,3) (156,14) (156,173) (156,184) (167,63) (167,80) (167,107) (167,124) (172,43) (172,76) (172,111) (172,144) (173,3) (173,14) (173,173) (173,184) (184,63) (184,80) (184,107) (184,124)
3	y2 = x3 + 126x + 34	90	(0,34) (0,153) (7,18) (7,84) (7,103) (7,169) (17,51) (17,136) (18,29) (18,73) (18,114) (18,158) (33,54) (33,65) (33,122) (33,133) (41,16) (41,50) (41,137) (41,171) (44,21) (44,89) (44,98) (44,166) (50,37) (50,48) (50,139) (50,150) (51,51) (51,136) (52,5) (52,39) (52,148) (52,182) (61,4) (61,81) (61,106) (61,183) (75,18) (75,84) (75,103) (75,169) (84,37) (84,48) (84,139) (84,150) (85,17) (85,170) (86,29) (86,73) (86,114) (86,158) (95,4) (95,81) (95,106) (95,183) (118,71) (118,82) (118,105) (118,116) (119,51) (119,136) (129,38) (129,72) (129,115) (129,149) (143,1) (143,67) (143,120) (143,186) (152,37) (152,48) (152,139) (152,150) (154,12) (154,56) (154,131) (154,175) (160,18) (160,84) (160,103) (160,169) (163,4) (163,81) (163,106) (163,183) (171,29) (171,73) (171,114) (171,158)
4	y2 = x3 + 91x + 119	90	(0,85) (0,102) (17,34) (17,153) (22,74) (22,91) (22,96) (22,113) (25,21) (25,89) (25,98) (25,166) (39,23) (39,45) (39,142) (39,164) (43,18) (43,84) (43,103) (43,169) (46,10) (46,78) (46,109) (46,177) (68,34) (68,153) (76,4) (76,81) (76,106) (76,183) (77,52) (77,69) (77,118) (77,135) (80,10) (80,78) (80,109) (80,177) (90,23) (90,45) (90,142) (90,164) (94,1) (94,67) (94,120) (94,186) (102,34) (102,153) (110,30) (110,47) (110,140) (110,157) (124,23) (124,45) (124,142) (124,164) (127,21) (127,89) (127,98) (127,166) (131,7) (131,92) (131,95) (131,180) (145,1) (145,67) (145,120) (145,186) (153,51) (153,136) (165,41) (165,58) (165,129) (165,146) (175,40) (175,62) (175,125) (175,147) (178,21) (178,89) (178,98) (178,166) (179,1) (179,67) (179,120) (179,186) (182,10) (182,78) (182,109) (182,177)
5	y2 = x3 + 177x + 170	90	(0,51) (0,136) (7,16) (7,50) (7,137) (7,171) (10,38) (10,72) (10,115) (10,149) (16,71) (16,82) (16,105) (16,116) (18,5) (18,39) (18,148) (18,182) (24,35) (24,86) (24,101) (24,152) (27,38) (27,72) (27,115) (27,149) (33,37) (33,48) (33,139) (33,150) (35,46) (35,90) (35,97) (35,141) (44,4) (44,81) (44,106) (44,183) (51,17) (51,170) (68,68) (68,119) (84,71) (84,82) (84,105) (84,116) (95,38) (95,72) (95,115) (95,149) (101,20) (101,31) (101,156) (101,167) (109,16) (109,50) (109,137) (109,171) (112,13) (112,64) (112,123) (112,174) (120,5) (120,39) (120,148) (120,182) (126,16) (126,50) (126,137) (126,171) (137,5) (137,39) (137,148) (137,182) (143,18) (143,84) (143,103) (143,169) (153,17) (153,170) (154,29) (154,73) (154,114) (154,158) (170,17) (170,170) (186,71) (186,82) (186,105) (186,116)
6	y2 = x3 + 78x + 170	90	(0,51) (0,136) (11,26) (11,59) (11,128) (11,161) (13,24) (13,75) (13,112) (13,163) (21,6) (21,28) (21,159) (21,181) (38,6) (38,28) (38,159) (38,181) (40,49) (40,83) (40,104) (40,138) (51,17) (51,170) (55,40) (55,62) (55,125) (55,147) (57,2) (57,53) (57,134) (57,185) (62,60) (62,93) (62,94) (62,127) (68,68) (68,119) (79,9) (79,42) (79,145) (79,178) (98,27) (98,61) (98,126) (98,160) (106,6) (106,28) (106,159) (106,181) (115,27) (115,61) (115,126) (115,160) (123,57) (123,79) (123,108) (123,130) (132,7) (132,92) (132,95) (132,180) (142,49) (142,83) (142,104) (142,138) (153,17) (153,170) (159,49) (159,83) (159,104) (159,138) (164,60) (164,93) (164,94) (164,127) (170,17) (170,170) (176,15) (176,70) (176,117) (176,172) (181,60) (181,93) (181,94) (181,127) (183,27) (183,61) (183,126) (183,160)
7	y2 = x3 + 146x + 119	90	(0,85) (0,102) (6,32) (6,87) (6,100) (6,155) (11,8) (11,25) (11,162) (11,179) (13,10) (13,78) (13,109) (13,177) (17,34) (17,153) (21,40) (21,62) (21,125) (21,147) (28,43) (28,76) (28,111) (28,144) (47,10) (47,78) (47,109) (47,177) (55,74) (55,91) (55,96) (55,113) (57,32) (57,87) (57,100) (57,155) (68,34) (68,153) (72,23) (72,45) (72,142) (72,164) (79,43) (79,76) (79,111) (79,144) (91,32) (91,87) (91,100) (91,155) (98,7) (98,92) (98,95) (98,180) (102,34) (102,153) (113,43) (113,76) (113,111) (113,144) (123,23) (123,45) (123,142) (123,164) (132,41) (132,58) (132,129) (132,146) (142,15) (142,70) (142,117) (142,172) (149,10) (149,78) (149,109) (149,177) (153,51) (153,136) (157,23) (157,45) (157,142) (157,164) (164,26) (164,59) (164,128) (164,161) (176,19) (176,36) (176,151) (176,168)
8	y2 = x3 + 181x + 34	90	(0,34) (0,153) (17,51) (17,136) (19,60) (19,93) (19,94) (19,127) (20,37) (20,48) (20,139) (20,150) (31,29) (31,73) (31,114) (31,158) (51,51) (51,136) (53,26) (53,59) (53,128) (53,161) (66,32) (66,87) (66,100) (66,155) (83,15) (83,70) (83,117) (83,172) (85,17) (85,170) (88,54) (88,65) (88,122) (88,133) (99,12) (99,56) (99,131) (99,175) (105,37) (105,48) (105,139) (105,150) (116,29) (116,73) (116,114) (116,158) (117,15) (117,70) (117,117) (117,172) (119,51) (119,136) (121,43) (121,76) (121,111) (121,144) (138,26) (138,59) (138,128) (138,161) (139,37) (139,48) (139,139) (139,150) (150,29) (150,73) (150,114) (150,158) (151,49) (151,83) (151,104) (151,138) (172,26) (172,59) (172,128) (172,161) (173,71) (173,82) (173,105) (173,116) (184,5) (184,39) (184,148) (184,182) (185,15) (185,70) (185,117) (185,172)
9	y2 = x3 + 163x + 102	90	(0,17) (0,170) (4,57) (4,79) (4,108) (4,130) (6,19) (6,36) (6,151) (6,168) (11,60) (11,93) (11,94) (11,127) (17,85) (17,102) (21,57) (21,79) (21,108) (21,130) (28,8) (28,25) (28,162) (28,179) (30,24) (30,75) (30,112) (30,163) (55,6) (55,28) (55,159) (55,181) (72,74) (72,91) (72,96) (72,113) (74,2) (74,53) (74,134) (74,185) (81,24) (81,75) (81,112) (81,163) (85,68) (85,119) (96,9) (96,42) (96,145) (96,178) (98,24) (98,75) (98,112) (98,163) (125,2) (125,53) (125,134) (125,185) (132,27) (132,61) (132,126) (132,160) (136,68) (136,119) (140,57) (140,79) (140,108) (140,130) (142,2) (142,53) (142,134) (142,185) (147,9) (147,42) (147,145) (147,178) (149,41) (149,58) (149,129) (149,146) (153,68) (153,119) (164,9) (164,42) (164,145) (164,178) (176,49) (176,83) (176,104) (176,138)
10	y2 = x3 + 75x + 102	90	(0,17) (0,170) (10,13) (10,64) (10,123) (10,174) (17,85) (17,102) (33,71) (33,82) (33,105) (33,116) (41,35) (41,86) (41,101) (41,152) (44,38) (44,72) (44,115) (44,149) (50,3) (50,14) (50,173) (50,184) (52,46) (52,90) (52,97) (52,141) (61,30) (61,47) (61,140) (61,157) (85,68) (85,119) (92,35) (92,86) (92,101) (92,152) (103,46) (103,90) (103,97) (103,141) (109,35) (109,86) (109,101) (109,152) (118,20) (118,31) (118,156) (118,167) (120,46) (120,90) (120,97) (120,141) (129,13) (129,64) (129,123) (129,174) (136,68) (136,119) (143,16) (143,50) (143,137) (143,171) (153,68) (153,119) (154,5) (154,39) (154,148) (154,182) (160,52) (160,69) (160,118) (160,135) (169,20) (169,31) (169,156) (169,167) (171,63) (171,80) (171,107) (171,124) (180,13) (180,64) (180,123) (180,174) (186,20) (186,31) (186,156) (186,167)
11	y2 = x3 + 125x + 136	90	(0,68) (0,119) (8,30) (8,47) (8,140) (8,157) (12,41) (12,58) (12,129) (12,146) (22,57) (22,79) (22,108) (22,130) (29,10) (29,78) (29,109) (29,177) (34,85) (34,102) (46,41) (46,58) (46,129) (46,146) (51,34) (51,153) (56,74) (56,91) (56,96) (56,113) (63,41) (63,58) (63,129) (63,146) (68,85) (68,102) (73,23) (73,45) (73,142) (73,164) (77,35) (77,86) (77,101) (77,152) (85,85) (85,102) (90,74) (90,91) (90,96) (90,113) (107,74) (107,91) (107,96) (107,113) (110,13) (110,64) (110,123) (110,174) (111,52) (111,69) (111,118) (111,135) (128,1) (128,67) (128,120) (128,186) (144,30) (144,47) (144,140) (144,157) (145,52) (145,69) (145,118) (145,135) (161,21) (161,89) (161,98) (161,166) (162,52) (162,69) (162,118) (162,135) (165,24) (165,75) (165,112) (165,163) (178,30) (178,47) (178,140) (178,157)
12	y2 = x3 + 113x + 119	90	(0,85) (0,102) (2,43) (2,76) (2,111) (2,144) (3,54) (3,65) (3,122) (3,133) (14,12) (14,56) (14,131) (14,175) (17,34) (17,153) (32,15) (32,70) (32,117) (32,172) (36,43) (36,76) (36,111) (36,144) (54,37) (54,48) (54,139) (54,150) (65,29) (65,73) (65,114) (65,158) (66,19) (66,36) (66,151) (66,168) (68,34) (68,153) (83,32) (83,87) (83,100) (83,155) (87,26) (87,59) (87,128) (87,161) (88,3) (88,14) (88,173) (88,184) (99,63) (99,80) (99,107) (99,124) (102,34) (102,153) (105,54) (105,65) (105,122) (105,133) (116,12) (116,56) (116,131) (116,175) (121,8) (121,25) (121,162) (121,179) (134,32) (134,87) (134,100) (134,155) (138,43) (138,76) (138,111) (138,144) (153,51) (153,136) (156,54) (156,65) (156,122) (156,133) (167,12) (167,56) (167,131) (167,175) (168,32) (168,87) (168,100) (168,155)
13	y2 = x3 + 23x + 170	90	(0,51) (0,136) (5,6) (5,28) (5,159) (5,181) (22,40) (22,62) (22,125) (22,147) (29,27) (29,61) (29,126) (29,160) (43,16) (43,50) (43,137) (43,171) (46,24) (46,75) (46,112) (46,163) (51,17) (51,170) (60,16) (60,50) (60,137) (60,171) (68,68) (68,119) (73,6) (73,28) (73,159) (73,181) (76,38) (76,72) (76,115) (76,149) (77,18) (77,84) (77,103) (77,169) (90,57) (90,79) (90,108) (90,130) (93,38) (93,72) (93,115) (93,149) (110,4) (110,81) (110,106) (110,183) (128,16) (128,50) (128,137) (128,171) (131,27) (131,61) (131,126) (131,160) (145,35) (145,86) (145,101) (145,152) (148,27) (148,61) (148,126) (148,160) (153,17) (153,170) (161,38) (161,72) (161,115) (161,149) (165,7) (165,92) (165,95) (165,180) (170,17) (170,170) (175,6) (175,28) (175,159) (175,181) (178,13) (178,64) (178,123) (178,174)
14	y2 = x3 + 92x + 136	90	(0,68) (0,119) (1,63) (1,80) (1,107) (1,124) (7,1) (7,67) (7,120) (7,186) (18,12) (18,56) (18,131) (18,175) (24,52) (24,69) (24,118) (24,135) (33,20) (33,31) (33,156) (33,167) (34,85) (34,102) (35,63) (35,80) (35,107) (35,124) (41,52) (41,69) (41,118) (41,135) (44,13) (44,64) (44,123) (44,174) (51,34) (51,153) (52,63) (52,80) (52,107) (52,124) (67,3) (67,14) (67,173) (67,184) (68,85) (68,102) (78,30) (78,47) (78,140) (78,157) (84,54) (84,65) (84,122) (84,133) (85,85) (85,102) (95,21) (95,89) (95,98) (95,166) (101,3) (101,14) (101,173) (101,184) (112,30) (112,47) (112,140) (112,157) (118,3) (118,14) (118,173) (118,184) (129,30) (129,47) (129,140) (129,157) (143,35) (143,86) (143,101) (143,152) (154,46) (154,90) (154,97) (154,141) (177,52) (177,69) (177,118) (177,135)
15	y2 = x3 + 180x + 136	90	(0,68) (0,119) (11,9) (11,42) (11,145) (11,178) (13,41) (13,58) (13,129) (13,146) (23,19) (23,36) (23,151) (23,168) (30,41) (30,58) (30,129) (30,146) (34,85) (34,102) (40,32) (40,87) (40,100) (40,155) (45,8) (45,25) (45,162) (45,179) (51,34) (51,153) (55,57) (55,79) (55,108) (55,130) (57,19) (57,36) (57,151) (57,168) (62,43) (62,76) (62,111) (62,144) (68,85) (68,102) (74,19) (74,36) (74,151) (74,168) (79,8) (79,25) (79,162) (79,179) (85,85) (85,102) (89,74) (89,91) (89,96) (89,113) (96,8) (96,25) (96,162) (96,179) (106,23) (106,45) (106,142) (106,164) (123,74) (123,91) (123,96) (123,113) (132,24) (132,75) (132,112) (132,163) (140,74) (140,91) (140,96) (140,113) (166,41) (166,58) (166,129) (166,146) (176,2) (176,53) (176,134) (176,185) (183,10) (183,78) (183,109) (183,177)
16	y2 = x3 + 58x + 119	90	(0,85) (0,102) (10,4) (10,81) (10,106) (10,183) (17,34) (17,153) (24,1) (24,67) (24,120) (24,186) (33,3) (33,14) (33,173) (33,184) (35,12) (35,56) (35,131) (35,175) (44,30) (44,47) (44,140) (44,157) (50,54) (50,65) (50,122) (50,133) (58,1) (58,67) (58,120) (58,186) (61,21) (61,89) (61,98) (61,166) (68,34) (68,153) (69,12) (69,56) (69,131) (69,175) (101,54) (101,65) (101,122) (101,133) (102,34) (102,153) (109,18) (109,84) (109,103) (109,169) (112,21) (112,89) (112,98) (112,166) (120,29) (120,73) (120,114) (120,158) (135,54) (135,65) (135,122) (135,133) (143,52) (143,69) (143,118) (143,135) (146,21) (146,89) (146,98) (146,166) (153,51) (153,136) (154,63) (154,80) (154,107) (154,124) (160,1) (160,67) (160,120) (160,186) (171,12) (171,56) (171,131) (171,175) (186,37) (186,48) (186,139) (186,150)
17	y2 = x3 + 159x + 34	90	(0,34) (0,153) (8,38) (8,72) (8,115) (8,149) (9,18) (9,84) (9,103) (9,169) (17,51) (17,136) (22,23) (22,45) (22,142) (22,164) (29,7) (29,92) (29,95) (29,180) (39,40) (39,62) (39,125) (39,147) (42,4) (42,81) (42,106) (42,183) (51,51) (51,136) (63,27) (63,61) (63,126) (63,160) (73,40) (73,62) (73,125) (73,147) (77,1) (77,67) (77,120) (77,186) (85,17) (85,170) (94,18) (94,84) (94,103) (94,169) (97,7) (97,92) (97,95) (97,180) (107,6) (107,28) (107,159) (107,181) (110,21) (110,89) (110,98) (110,166) (119,51) (119,136) (127,4) (127,81) (127,106) (127,183) (128,18) (128,84) (128,103) (128,169) (141,40) (141,62) (141,125) (141,147) (161,4) (161,81) (161,106) (161,183) (162,16) (162,50) (162,137) (162,171) (165,10) (165,78) (165,109) (165,177) (182,7) (182,92) (182,95) (182,180)
18	y2 = x3 + 130x + 102	90	(0,17) (0,170) (15,2) (15,53) (15,134) (15,185) (17,85) (17,102) (19,9) (19,42) (19,145) (19,178) (32,2) (32,53) (32,134) (32,185) (37,20) (37,31) (37,156) (37,167) (48,46) (48,90) (48,97) (48,141) (54,20) (54,31) (54,156) (54,167) (65,46) (65,90) (65,97) (65,141) (66,49) (66,83) (66,104) (66,138) (70,9) (70,42) (70,145) (70,178) (83,19) (83,36) (83,151) (83,168) (85,68) (85,119) (87,9) (87,42) (87,145) (87,178) (88,71) (88,82) (88,105) (88,116) (99,5) (99,39) (99,148) (99,182) (105,3) (105,14) (105,173) (105,184) (116,63) (116,80) (116,107) (116,124) (121,60) (121,93) (121,94) (121,127) (136,68) (136,119) (138,8) (138,25) (138,162) (138,179) (151,2) (151,53) (151,134) (151,185) (153,68) (153,119) (173,20) (173,31) (173,156) (173,167) (184,46) (184,90) (184,97) (184,141)
19	y2 = x3 + 27x + 34	90	(0,34) (0,153) (6,15) (6,70) (6,117) (6,172) (11,43) (11,76) (11,111) (11,144) (17,51) (17,136) (28,26) (28,59) (28,128) (28,161) (30,27) (30,61) (30,126) (30,160) (40,15) (40,70) (40,117) (40,172) (51,51) (51,136) (55,23) (55,45) (55,142) (55,164) (62,26) (62,59) (62,128) (62,161) (64,7) (64,92) (64,95) (64,180) (72,40) (72,62) (72,125) (72,147) (74,49) (74,83) (74,104) (74,138) (85,17) (85,170) (96,60) (96,93) (96,94) (96,127) (106,40) (106,62) (106,125) (106,147) (108,15) (108,70) (108,117) (108,172) (119,51) (119,136) (130,26) (130,59) (130,128) (130,161) (132,10) (132,78) (132,109) (132,177) (140,6) (140,28) (140,159) (140,181) (149,7) (149,92) (149,95) (149,180) (174,40) (174,62) (174,125) (174,147) (176,32) (176,87) (176,100) (176,155) (183,7) (183,92) (183,95) (183,180)
20	y2 = x3 + 45x + 170	90	(0,51) (0,136) (2,9) (2,42) (2,145) (2,178) (32,49) (32,83) (32,104) (32,138) (49,49) (49,83) (49,104) (49,138) (51,17) (51,170) (54,71) (54,82) (54,105) (54,116) (65,5) (65,39) (65,148) (65,182) (66,15) (66,70) (66,117) (66,172) (68,68) (68,119) (71,71) (71,82) (71,105) (71,116) (82,5) (82,39) (82,148) (82,182) (87,60) (87,93) (87,94) (87,127) (88,37) (88,48) (88,139) (88,150) (99,29) (99,73) (99,114) (99,158) (104,60) (104,93) (104,94) (104,127) (117,49) (117,83) (117,104) (117,138) (121,26) (121,59) (121,128) (121,161) (134,2) (134,53) (134,134) (134,185) (139,71) (139,82) (139,105) (139,116) (150,5) (150,39) (150,148) (150,182) (153,17) (153,170) (156,20) (156,31) (156,156) (156,167) (167,46) (167,90) (167,97) (167,141) (170,17) (170,170) (172,60) (172,93) (172,94) (172,127)