class leader: y² = x³ + 105x + 86

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