class leader: y² = x³ + 126x + 38

Sr no.	class members	# points	points
1	y2 = x3 + 126x + 38	180	(4,9) (4,16) (4,159) (4,166) (9,26) (9,51) (9,124) (9,149) (16,5) (16,30) (16,40) (16,65) (16,75) (16,100) (16,110) (16,135) (16,145) (16,170) (19,4) (19,46) (19,129) (19,171) (24,31) (24,81) (24,94) (24,144) (29,9) (29,16) (29,159) (29,166) (34,24) (34,74) (34,101) (34,151) (39,61) (39,86) (39,89) (39,114) (41,10) (41,25) (41,45) (41,60) (41,80) (41,95) (41,115) (41,130) (41,150) (41,165) (44,54) (44,79) (44,96) (44,121) (54,59) (54,66) (54,109) (54,116) (59,24) (59,74) (59,101) (59,151) (64,61) (64,86) (64,89) (64,114) (66,10) (66,25) (66,45) (66,60) (66,80) (66,95) (66,115) (66,130) (66,150) (66,165) (69,4) (69,46) (69,129) (69,171) (74,19) (74,44) (74,131) (74,156) (79,9) (79,16) (79,159) (79,166) (89,11) (89,39) (89,136) (89,164) (94,4) (94,46) (94,129) (94,171) (99,19) (99,44) (99,131) (99,156) (104,59) (104,66) (104,109) (104,116) (109,26) (109,51) (109,124) (109,149) (114,61) (114,86) (114,89) (114,114) (116,5) (116,30) (116,40) (116,65) (116,75) (116,100) (116,110) (116,135) (116,145) (116,170) (124,31) (124,81) (124,94) (124,144) (129,59) (129,66) (129,109) (129,116) (134,26) (134,51) (134,124) (134,149) (139,11) (139,39) (139,136) (139,164) (141,5) (141,30) (141,40) (141,65) (141,75) (141,100) (141,110) (141,135) (141,145) (141,170) (144,54) (144,79) (144,96) (144,121) (149,19) (149,44) (149,131) (149,156) (159,24) (159,74) (159,101) (159,151) (164,11) (164,39) (164,136) (164,164) (166,10) (166,25) (166,45) (166,60) (166,80) (166,95) (166,115) (166,130) (166,150) (166,165) (169,54) (169,79) (169,96) (169,121) (174,31) (174,81) (174,94) (174,144)
2	y2 = x3 + 161x + 17	180	(1,2) (1,23) (1,152) (1,173) (4,5) (4,30) (4,40) (4,65) (4,75) (4,100) (4,110) (4,135) (4,145) (4,170) (6,18) (6,32) (6,143) (6,157) (11,12) (11,37) (11,138) (11,163) (16,33) (16,58) (16,117) (16,142) (26,52) (26,73) (26,102) (26,123) (29,5) (29,30) (29,40) (29,65) (29,75) (29,100) (29,110) (29,135) (29,145) (29,170) (31,18) (31,32) (31,143) (31,157) (36,12) (36,37) (36,138) (36,163) (41,17) (41,67) (41,108) (41,158) (46,47) (46,72) (46,103) (46,128) (51,2) (51,23) (51,152) (51,173) (54,10) (54,25) (54,45) (54,60) (54,80) (54,95) (54,115) (54,130) (54,150) (54,165) (61,38) (61,87) (61,88) (61,137) (66,17) (66,67) (66,108) (66,158) (71,47) (71,72) (71,103) (71,128) (76,52) (76,73) (76,102) (76,123) (79,5) (79,30) (79,40) (79,65) (79,75) (79,100) (79,110) (79,135) (79,145) (79,170) (81,68) (81,82) (81,93) (81,107) (86,12) (86,37) (86,138) (86,163) (96,3) (96,53) (96,122) (96,172) (101,52) (101,73) (101,102) (101,123) (104,10) (104,25) (104,45) (104,60) (104,80) (104,95) (104,115) (104,130) (104,150) (104,165) (106,68) (106,82) (106,93) (106,107) (111,38) (111,87) (111,88) (111,137) (116,33) (116,58) (116,117) (116,142) (121,47) (121,72) (121,103) (121,128) (129,10) (129,25) (129,45) (129,60) (129,80) (129,95) (129,115) (129,130) (129,150) (129,165) (131,18) (131,32) (131,143) (131,157) (136,38) (136,87) (136,88) (136,137) (141,33) (141,58) (141,117) (141,142) (146,3) (146,53) (146,122) (146,172) (151,2) (151,23) (151,152) (151,173) (156,68) (156,82) (156,93) (156,107) (166,17) (166,67) (166,108) (166,158) (171,3) (171,53) (171,122) (171,172)
3	y2 = x3 + 21x + 122	180	(1,12) (1,37) (1,138) (1,163) (6,17) (6,67) (6,108) (6,158) (11,47) (11,72) (11,103) (11,128) (16,2) (16,23) (16,152) (16,173) (24,10) (24,25) (24,45) (24,60) (24,80) (24,95) (24,115) (24,130) (24,150) (24,165) (26,38) (26,87) (26,88) (26,137) (31,17) (31,67) (31,108) (31,158) (36,47) (36,72) (36,103) (36,128) (41,52) (41,73) (41,102) (41,123) (46,68) (46,82) (46,93) (46,107) (51,12) (51,37) (51,138) (51,163) (61,3) (61,53) (61,122) (61,172) (66,52) (66,73) (66,102) (66,123) (71,68) (71,82) (71,93) (71,107) (74,5) (74,30) (74,40) (74,65) (74,75) (74,100) (74,110) (74,135) (74,145) (74,170) (76,38) (76,87) (76,88) (76,137) (81,33) (81,58) (81,117) (81,142) (86,47) (86,72) (86,103) (86,128) (96,18) (96,32) (96,143) (96,157) (99,5) (99,30) (99,40) (99,65) (99,75) (99,100) (99,110) (99,135) (99,145) (99,170) (101,38) (101,87) (101,88) (101,137) (106,33) (106,58) (106,117) (106,142) (111,3) (111,53) (111,122) (111,172) (116,2) (116,23) (116,152) (116,173) (121,68) (121,82) (121,93) (121,107) (124,10) (124,25) (124,45) (124,60) (124,80) (124,95) (124,115) (124,130) (124,150) (124,165) (131,17) (131,67) (131,108) (131,158) (136,3) (136,53) (136,122) (136,172) (141,2) (141,23) (141,152) (141,173) (146,18) (146,32) (146,143) (146,157) (149,5) (149,30) (149,40) (149,65) (149,75) (149,100) (149,110) (149,135) (149,145) (149,170) (151,12) (151,37) (151,138) (151,163) (156,33) (156,58) (156,117) (156,142) (166,52) (166,73) (166,102) (166,123) (171,18) (171,32) (171,143) (171,157) (174,10) (174,25) (174,45) (174,60) (174,80) (174,95) (174,115) (174,130) (174,150) (174,165)
4	y2 = x3 + 21x + 3	180	(1,5) (1,30) (1,40) (1,65) (1,75) (1,100) (1,110) (1,135) (1,145) (1,170) (4,26) (4,51) (4,124) (4,149) (9,61) (9,86) (9,89) (9,114) (19,31) (19,81) (19,94) (19,144) (24,59) (24,66) (24,109) (24,116) (26,10) (26,25) (26,45) (26,60) (26,80) (26,95) (26,115) (26,130) (26,150) (26,165) (29,26) (29,51) (29,124) (29,149) (34,11) (34,39) (34,136) (34,164) (39,54) (39,79) (39,96) (39,121) (44,19) (44,44) (44,131) (44,156) (51,5) (51,30) (51,40) (51,65) (51,75) (51,100) (51,110) (51,135) (51,145) (51,170) (54,24) (54,74) (54,101) (54,151) (59,11) (59,39) (59,136) (59,164) (64,54) (64,79) (64,96) (64,121) (69,31) (69,81) (69,94) (69,144) (74,9) (74,16) (74,159) (74,166) (76,10) (76,25) (76,45) (76,60) (76,80) (76,95) (76,115) (76,130) (76,150) (76,165) (79,26) (79,51) (79,124) (79,149) (89,4) (89,46) (89,129) (89,171) (94,31) (94,81) (94,94) (94,144) (99,9) (99,16) (99,159) (99,166) (101,10) (101,25) (101,45) (101,60) (101,80) (101,95) (101,115) (101,130) (101,150) (101,165) (104,24) (104,74) (104,101) (104,151) (109,61) (109,86) (109,89) (109,114) (114,54) (114,79) (114,96) (114,121) (124,59) (124,66) (124,109) (124,116) (129,24) (129,74) (129,101) (129,151) (134,61) (134,86) (134,89) (134,114) (139,4) (139,46) (139,129) (139,171) (144,19) (144,44) (144,131) (144,156) (149,9) (149,16) (149,159) (149,166) (151,5) (151,30) (151,40) (151,65) (151,75) (151,100) (151,110) (151,135) (151,145) (151,170) (159,11) (159,39) (159,136) (159,164) (164,4) (164,46) (164,129) (164,171) (169,19) (169,44) (169,131) (169,156) (174,59) (174,66) (174,109) (174,116)
5	y2 = x3 + 56x + 73	180	(4,19) (4,44) (4,131) (4,156) (6,10) (6,25) (6,45) (6,60) (6,80) (6,95) (6,115) (6,130) (6,150) (6,165) (9,9) (9,16) (9,159) (9,166) (19,11) (19,39) (19,136) (19,164) (24,4) (24,46) (24,129) (24,171) (29,19) (29,44) (29,131) (29,156) (31,10) (31,25) (31,45) (31,60) (31,80) (31,95) (31,115) (31,130) (31,150) (31,165) (34,59) (34,66) (34,109) (34,116) (39,26) (39,51) (39,124) (39,149) (44,61) (44,86) (44,89) (44,114) (54,31) (54,81) (54,94) (54,144) (59,59) (59,66) (59,109) (59,116) (64,26) (64,51) (64,124) (64,149) (69,11) (69,39) (69,136) (69,164) (74,54) (74,79) (74,96) (74,121) (79,19) (79,44) (79,131) (79,156) (81,5) (81,30) (81,40) (81,65) (81,75) (81,100) (81,110) (81,135) (81,145) (81,170) (89,24) (89,74) (89,101) (89,151) (94,11) (94,39) (94,136) (94,164) (99,54) (99,79) (99,96) (99,121) (104,31) (104,81) (104,94) (104,144) (106,5) (106,30) (106,40) (106,65) (106,75) (106,100) (106,110) (106,135) (106,145) (106,170) (109,9) (109,16) (109,159) (109,166) (114,26) (114,51) (114,124) (114,149) (124,4) (124,46) (124,129) (124,171) (129,31) (129,81) (129,94) (129,144) (131,10) (131,25) (131,45) (131,60) (131,80) (131,95) (131,115) (131,130) (131,150) (131,165) (134,9) (134,16) (134,159) (134,166) (139,24) (139,74) (139,101) (139,151) (144,61) (144,86) (144,89) (144,114) (149,54) (149,79) (149,96) (149,121) (156,5) (156,30) (156,40) (156,65) (156,75) (156,100) (156,110) (156,135) (156,145) (156,170) (159,59) (159,66) (159,109) (159,116) (164,24) (164,74) (164,101) (164,151) (169,61) (169,86) (169,89) (169,114) (174,4) (174,46) (174,129) (174,171)
6	y2 = x3 + 56x + 52	180	(1,47) (1,72) (1,103) (1,128) (6,52) (6,73) (6,102) (6,123) (11,68) (11,82) (11,93) (11,107) (16,12) (16,37) (16,138) (16,163) (19,10) (19,25) (19,45) (19,60) (19,80) (19,95) (19,115) (19,130) (19,150) (19,165) (26,3) (26,53) (26,122) (26,172) (31,52) (31,73) (31,102) (31,123) (36,68) (36,82) (36,93) (36,107) (41,38) (41,87) (41,88) (41,137) (44,5) (44,30) (44,40) (44,65) (44,75) (44,100) (44,110) (44,135) (44,145) (44,170) (46,33) (46,58) (46,117) (46,142) (51,47) (51,72) (51,103) (51,128) (61,18) (61,32) (61,143) (61,157) (66,38) (66,87) (66,88) (66,137) (69,10) (69,25) (69,45) (69,60) (69,80) (69,95) (69,115) (69,130) (69,150) (69,165) (71,33) (71,58) (71,117) (71,142) (76,3) (76,53) (76,122) (76,172) (81,2) (81,23) (81,152) (81,173) (86,68) (86,82) (86,93) (86,107) (94,10) (94,25) (94,45) (94,60) (94,80) (94,95) (94,115) (94,130) (94,150) (94,165) (96,17) (96,67) (96,108) (96,158) (101,3) (101,53) (101,122) (101,172) (106,2) (106,23) (106,152) (106,173) (111,18) (111,32) (111,143) (111,157) (116,12) (116,37) (116,138) (116,163) (121,33) (121,58) (121,117) (121,142) (131,52) (131,73) (131,102) (131,123) (136,18) (136,32) (136,143) (136,157) (141,12) (141,37) (141,138) (141,163) (144,5) (144,30) (144,40) (144,65) (144,75) (144,100) (144,110) (144,135) (144,145) (144,170) (146,17) (146,67) (146,108) (146,158) (151,47) (151,72) (151,103) (151,128) (156,2) (156,23) (156,152) (156,173) (166,38) (166,87) (166,88) (166,137) (169,5) (169,30) (169,40) (169,65) (169,75) (169,100) (169,110) (169,135) (169,145) (169,170) (171,17) (171,67) (171,108) (171,158)
7	y2 = x3 + 91x + 143	180	(4,61) (4,86) (4,89) (4,114) (9,54) (9,79) (9,96) (9,121) (11,5) (11,30) (11,40) (11,65) (11,75) (11,100) (11,110) (11,135) (11,145) (11,170) (19,59) (19,66) (19,109) (19,116) (24,24) (24,74) (24,101) (24,151) (29,61) (29,86) (29,89) (29,114) (34,4) (34,46) (34,129) (34,171) (36,5) (36,30) (36,40) (36,65) (36,75) (36,100) (36,110) (36,135) (36,145) (36,170) (39,19) (39,44) (39,131) (39,156) (44,9) (44,16) (44,159) (44,166) (54,11) (54,39) (54,136) (54,164) (59,4) (59,46) (59,129) (59,171) (61,10) (61,25) (61,45) (61,60) (61,80) (61,95) (61,115) (61,130) (61,150) (61,165) (64,19) (64,44) (64,131) (64,156) (69,59) (69,66) (69,109) (69,116) (74,26) (74,51) (74,124) (74,149) (79,61) (79,86) (79,89) (79,114) (86,5) (86,30) (86,40) (86,65) (86,75) (86,100) (86,110) (86,135) (86,145) (86,170) (89,31) (89,81) (89,94) (89,144) (94,59) (94,66) (94,109) (94,116) (99,26) (99,51) (99,124) (99,149) (104,11) (104,39) (104,136) (104,164) (109,54) (109,79) (109,96) (109,121) (111,10) (111,25) (111,45) (111,60) (111,80) (111,95) (111,115) (111,130) (111,150) (111,165) (114,19) (114,44) (114,131) (114,156) (124,24) (124,74) (124,101) (124,151) (129,11) (129,39) (129,136) (129,164) (134,54) (134,79) (134,96) (134,121) (136,10) (136,25) (136,45) (136,60) (136,80) (136,95) (136,115) (136,130) (136,150) (136,165) (139,31) (139,81) (139,94) (139,144) (144,9) (144,16) (144,159) (144,166) (149,26) (149,51) (149,124) (149,149) (159,4) (159,46) (159,129) (159,171) (164,31) (164,81) (164,94) (164,144) (169,9) (169,16) (169,159) (169,166) (174,24) (174,74) (174,101) (174,151)
8	y2 = x3 + 161x + 108	180	(4,54) (4,79) (4,96) (4,121) (9,19) (9,44) (9,131) (9,156) (19,24) (19,74) (19,101) (19,151) (24,11) (24,39) (24,136) (24,164) (29,54) (29,79) (29,96) (29,121) (34,31) (34,81) (34,94) (34,144) (39,9) (39,16) (39,159) (39,166) (44,26) (44,51) (44,124) (44,149) (46,5) (46,30) (46,40) (46,65) (46,75) (46,100) (46,110) (46,135) (46,145) (46,170) (54,4) (54,46) (54,129) (54,171) (59,31) (59,81) (59,94) (59,144) (64,9) (64,16) (64,159) (64,166) (69,24) (69,74) (69,101) (69,151) (71,5) (71,30) (71,40) (71,65) (71,75) (71,100) (71,110) (71,135) (71,145) (71,170) (74,61) (74,86) (74,89) (74,114) (79,54) (79,79) (79,96) (79,121) (89,59) (89,66) (89,109) (89,116) (94,24) (94,74) (94,101) (94,151) (96,10) (96,25) (96,45) (96,60) (96,80) (96,95) (96,115) (96,130) (96,150) (96,165) (99,61) (99,86) (99,89) (99,114) (104,4) (104,46) (104,129) (104,171) (109,19) (109,44) (109,131) (109,156) (114,9) (114,16) (114,159) (114,166) (121,5) (121,30) (121,40) (121,65) (121,75) (121,100) (121,110) (121,135) (121,145) (121,170) (124,11) (124,39) (124,136) (124,164) (129,4) (129,46) (129,129) (129,171) (134,19) (134,44) (134,131) (134,156) (139,59) (139,66) (139,109) (139,116) (144,26) (144,51) (144,124) (144,149) (146,10) (146,25) (146,45) (146,60) (146,80) (146,95) (146,115) (146,130) (146,150) (146,165) (149,61) (149,86) (149,89) (149,114) (159,31) (159,81) (159,94) (159,144) (164,59) (164,66) (164,109) (164,116) (169,26) (169,51) (169,124) (169,149) (171,10) (171,25) (171,45) (171,60) (171,80) (171,95) (171,115) (171,130) (171,150) (171,165) (174,11) (174,39) (174,136) (174,164)
9	y2 = x3 + 91x + 157	180	(1,68) (1,82) (1,93) (1,107) (6,38) (6,87) (6,88) (6,137) (11,33) (11,58) (11,117) (11,142) (16,47) (16,72) (16,103) (16,128) (26,18) (26,32) (26,143) (26,157) (31,38) (31,87) (31,88) (31,137) (36,33) (36,58) (36,117) (36,142) (39,5) (39,30) (39,40) (39,65) (39,75) (39,100) (39,110) (39,135) (39,145) (39,170) (41,3) (41,53) (41,122) (41,172) (46,2) (46,23) (46,152) (46,173) (51,68) (51,82) (51,93) (51,107) (61,17) (61,67) (61,108) (61,158) (64,5) (64,30) (64,40) (64,65) (64,75) (64,100) (64,110) (64,135) (64,145) (64,170) (66,3) (66,53) (66,122) (66,172) (71,2) (71,23) (71,152) (71,173) (76,18) (76,32) (76,143) (76,157) (81,12) (81,37) (81,138) (81,163) (86,33) (86,58) (86,117) (86,142) (89,10) (89,25) (89,45) (89,60) (89,80) (89,95) (89,115) (89,130) (89,150) (89,165) (96,52) (96,73) (96,102) (96,123) (101,18) (101,32) (101,143) (101,157) (106,12) (106,37) (106,138) (106,163) (111,17) (111,67) (111,108) (111,158) (114,5) (114,30) (114,40) (114,65) (114,75) (114,100) (114,110) (114,135) (114,145) (114,170) (116,47) (116,72) (116,103) (116,128) (121,2) (121,23) (121,152) (121,173) (131,38) (131,87) (131,88) (131,137) (136,17) (136,67) (136,108) (136,158) (139,10) (139,25) (139,45) (139,60) (139,80) (139,95) (139,115) (139,130) (139,150) (139,165) (141,47) (141,72) (141,103) (141,128) (146,52) (146,73) (146,102) (146,123) (151,68) (151,82) (151,93) (151,107) (156,12) (156,37) (156,138) (156,163) (164,10) (164,25) (164,45) (164,60) (164,80) (164,95) (164,115) (164,130) (164,150) (164,165) (166,3) (166,53) (166,122) (166,172) (171,52) (171,73) (171,102) (171,123)
10	y2 = x3 + 126x + 87	180	(1,33) (1,58) (1,117) (1,142) (6,3) (6,53) (6,122) (6,172) (9,5) (9,30) (9,40) (9,65) (9,75) (9,100) (9,110) (9,135) (9,145) (9,170) (11,2) (11,23) (11,152) (11,173) (16,68) (16,82) (16,93) (16,107) (26,17) (26,67) (26,108) (26,158) (31,3) (31,53) (31,122) (31,172) (34,10) (34,25) (34,45) (34,60) (34,80) (34,95) (34,115) (34,130) (34,150) (34,165) (36,2) (36,23) (36,152) (36,173) (41,18) (41,32) (41,143) (41,157) (46,12) (46,37) (46,138) (46,163) (51,33) (51,58) (51,117) (51,142) (59,10) (59,25) (59,45) (59,60) (59,80) (59,95) (59,115) (59,130) (59,150) (59,165) (61,52) (61,73) (61,102) (61,123) (66,18) (66,32) (66,143) (66,157) (71,12) (71,37) (71,138) (71,163) (76,17) (76,67) (76,108) (76,158) (81,47) (81,72) (81,103) (81,128) (86,2) (86,23) (86,152) (86,173) (96,38) (96,87) (96,88) (96,137) (101,17) (101,67) (101,108) (101,158) (106,47) (106,72) (106,103) (106,128) (109,5) (109,30) (109,40) (109,65) (109,75) (109,100) (109,110) (109,135) (109,145) (109,170) (111,52) (111,73) (111,102) (111,123) (116,68) (116,82) (116,93) (116,107) (121,12) (121,37) (121,138) (121,163) (131,3) (131,53) (131,122) (131,172) (134,5) (134,30) (134,40) (134,65) (134,75) (134,100) (134,110) (134,135) (134,145) (134,170) (136,52) (136,73) (136,102) (136,123) (141,68) (141,82) (141,93) (141,107) (146,38) (146,87) (146,88) (146,137) (151,33) (151,58) (151,117) (151,142) (156,47) (156,72) (156,103) (156,128) (159,10) (159,25) (159,45) (159,60) (159,80) (159,95) (159,115) (159,130) (159,150) (159,165) (166,18) (166,32) (166,143) (166,157) (171,38) (171,87) (171,88) (171,137)