class leader: y² = x³ + 114x + 125

Sr no.	class members	# points	points
1	y2 = x3 + 114x + 125	110	(2,19) (2,114) (3,19) (3,114) (10,2) (10,40) (10,93) (10,131) (15,17) (15,59) (15,74) (15,116) (19,50) (19,64) (19,69) (19,83) (22,38) (22,95) (29,17) (29,59) (29,74) (29,116) (32,36) (32,55) (32,78) (32,97) (33,57) (33,76) (38,12) (38,26) (38,107) (38,121) (40,57) (40,76) (51,2) (51,40) (51,93) (51,131) (52,19) (52,114) (53,36) (53,55) (53,78) (53,97) (57,31) (57,45) (57,88) (57,102) (59,19) (59,114) (60,57) (60,76) (67,36) (67,55) (67,78) (67,97) (71,38) (71,95) (72,2) (72,40) (72,93) (72,131) (78,38) (78,95) (79,19) (79,114) (86,2) (86,40) (86,93) (86,131) (89,36) (89,55) (89,78) (89,97) (95,50) (95,64) (95,69) (95,83) (108,2) (108,40) (108,93) (108,131) (109,57) (109,76) (110,36) (110,55) (110,78) (110,97) (114,12) (114,26) (114,107) (114,121) (116,57) (116,76) (117,57) (117,76) (124,36) (124,55) (124,78) (124,97) (127,17) (127,59) (127,74) (127,116) (128,19) (128,114) (129,2) (129,40) (129,93) (129,131)
2	y2 = x3 + 57x + 83	110	(8,43) (8,62) (8,71) (8,90) (10,57) (10,76) (13,19) (13,114) (15,57) (15,76) (18,5) (18,33) (18,100) (18,128) (27,5) (27,33) (27,100) (27,128) (29,57) (29,76) (31,43) (31,62) (31,71) (31,90) (32,19) (32,114) (34,19) (34,114) (37,24) (37,52) (37,81) (37,109) (38,8) (38,27) (38,106) (38,125) (46,5) (46,33) (46,100) (46,128) (48,19) (48,114) (50,43) (50,62) (50,71) (50,90) (51,38) (51,95) (53,19) (53,114) (57,8) (57,27) (57,106) (57,125) (65,24) (65,52) (65,81) (65,109) (67,19) (67,114) (69,5) (69,33) (69,100) (69,128) (72,38) (72,95) (76,30) (76,65) (76,68) (76,103) (86,38) (86,95) (88,5) (88,33) (88,100) (88,128) (94,43) (94,62) (94,71) (94,90) (95,30) (95,65) (95,68) (95,103) (107,24) (107,52) (107,81) (107,109) (108,57) (108,76) (113,43) (113,62) (113,71) (113,90) (114,11) (114,46) (114,87) (114,122) (122,43) (122,62) (122,71) (122,90) (127,57) (127,76) (129,57) (129,76) (132,5) (132,33) (132,100) (132,128)
3	y2 = x3 + 95x + 83	110	(8,5) (8,33) (8,100) (8,128) (12,5) (12,33) (12,100) (12,128) (13,57) (13,76) (15,19) (15,114) (18,24) (18,52) (18,81) (18,109) (19,30) (19,65) (19,68) (19,103) (27,43) (27,62) (27,71) (27,90) (29,19) (29,114) (32,38) (32,95) (34,57) (34,76) (37,43) (37,62) (37,71) (37,90) (46,24) (46,52) (46,81) (46,109) (48,57) (48,76) (50,5) (50,33) (50,100) (50,128) (51,57) (51,76) (53,38) (53,95) (57,30) (57,65) (57,68) (57,103) (65,43) (65,62) (65,71) (65,90) (67,38) (67,95) (69,43) (69,62) (69,71) (69,90) (72,57) (72,76) (75,5) (75,33) (75,100) (75,128) (76,8) (76,27) (76,106) (76,125) (86,57) (86,76) (88,24) (88,52) (88,81) (88,109) (89,19) (89,114) (95,11) (95,46) (95,87) (95,122) (103,5) (103,33) (103,100) (103,128) (107,43) (107,62) (107,71) (107,90) (110,19) (110,114) (113,5) (113,33) (113,100) (113,128) (114,8) (114,27) (114,106) (114,125) (124,19) (124,114) (127,19) (127,114) (132,43) (132,62) (132,71) (132,90)
4	y2 = x3 + 95x + 20	110	(2,22) (2,41) (2,92) (2,111) (8,19) (8,114) (12,19) (12,114) (18,38) (18,95) (19,37) (19,58) (19,75) (19,96) (22,16) (22,54) (22,79) (22,117) (27,57) (27,76) (33,16) (33,54) (33,79) (33,117) (37,57) (37,76) (40,16) (40,54) (40,79) (40,117) (41,22) (41,41) (41,92) (41,111) (46,38) (46,95) (50,19) (50,114) (57,37) (57,58) (57,75) (57,96) (60,3) (60,60) (60,73) (60,130) (65,57) (65,76) (69,57) (69,76) (71,16) (71,54) (71,79) (71,117) (75,19) (75,114) (76,1) (76,20) (76,113) (76,132) (78,16) (78,54) (78,79) (78,117) (79,22) (79,41) (79,92) (79,111) (88,38) (88,95) (90,22) (90,41) (90,92) (90,111) (95,18) (95,39) (95,94) (95,115) (97,22) (97,41) (97,92) (97,111) (103,19) (103,114) (107,57) (107,76) (109,3) (109,60) (109,73) (109,130) (113,19) (113,114) (114,1) (114,20) (114,113) (114,132) (116,3) (116,60) (116,73) (116,130) (117,16) (117,54) (117,79) (117,117) (128,22) (128,41) (128,92) (128,111) (132,57) (132,76)
5	y2 = x3 + 114x + 20	110	(2,16) (2,54) (2,79) (2,117) (3,16) (3,54) (3,79) (3,117) (8,38) (8,95) (12,57) (12,76) (18,57) (18,76) (19,1) (19,20) (19,113) (19,132) (22,3) (22,60) (22,73) (22,130) (31,19) (31,114) (33,22) (33,41) (33,92) (33,111) (37,19) (37,114) (38,37) (38,58) (38,75) (38,96) (40,22) (40,41) (40,92) (40,111) (46,57) (46,76) (50,38) (50,95) (52,16) (52,54) (52,79) (52,117) (57,18) (57,39) (57,94) (57,115) (59,16) (59,54) (59,79) (59,117) (60,22) (60,41) (60,92) (60,111) (65,19) (65,114) (71,3) (71,60) (71,73) (71,130) (75,57) (75,76) (78,3) (78,60) (78,73) (78,130) (79,16) (79,54) (79,79) (79,117) (88,57) (88,76) (94,19) (94,114) (95,1) (95,20) (95,113) (95,132) (103,57) (103,76) (107,19) (107,114) (109,22) (109,41) (109,92) (109,111) (113,38) (113,95) (114,37) (114,58) (114,75) (114,96) (116,22) (116,41) (116,92) (116,111) (117,22) (117,41) (117,92) (117,111) (122,19) (122,114) (128,16) (128,54) (128,79) (128,117)
6	y2 = x3 + 57x + 20	110	(2,3) (2,60) (2,73) (2,130) (3,22) (3,41) (3,92) (3,111) (8,57) (8,76) (18,19) (18,114) (22,22) (22,41) (22,92) (22,111) (27,19) (27,114) (31,57) (31,76) (37,38) (37,95) (38,1) (38,20) (38,113) (38,132) (41,16) (41,54) (41,79) (41,117) (46,19) (46,114) (50,57) (50,76) (52,22) (52,41) (52,92) (52,111) (57,1) (57,20) (57,113) (57,132) (59,22) (59,41) (59,92) (59,111) (60,16) (60,54) (60,79) (60,117) (65,38) (65,95) (69,19) (69,114) (71,22) (71,41) (71,92) (71,111) (76,37) (76,58) (76,75) (76,96) (78,22) (78,41) (78,92) (78,111) (79,3) (79,60) (79,73) (79,130) (88,19) (88,114) (90,16) (90,54) (90,79) (90,117) (94,57) (94,76) (95,37) (95,58) (95,75) (95,96) (97,16) (97,54) (97,79) (97,117) (107,38) (107,95) (109,16) (109,54) (109,79) (109,117) (113,57) (113,76) (114,18) (114,39) (114,94) (114,115) (116,16) (116,54) (116,79) (116,117) (122,57) (122,76) (128,3) (128,60) (128,73) (128,130) (132,19) (132,114)
7	y2 = x3 + 95x + 125	110	(2,57) (2,76) (13,36) (13,55) (13,78) (13,97) (15,2) (15,40) (15,93) (15,131) (19,12) (19,26) (19,107) (19,121) (22,19) (22,114) (29,2) (29,40) (29,93) (29,131) (32,17) (32,59) (32,74) (32,116) (33,19) (33,114) (34,36) (34,55) (34,78) (34,97) (40,19) (40,114) (41,57) (41,76) (48,36) (48,55) (48,78) (48,97) (51,36) (51,55) (51,78) (51,97) (53,17) (53,59) (53,74) (53,116) (57,12) (57,26) (57,107) (57,121) (60,38) (60,95) (67,17) (67,59) (67,74) (67,116) (71,19) (71,114) (72,36) (72,55) (72,78) (72,97) (76,50) (76,64) (76,69) (76,83) (78,19) (78,114) (79,57) (79,76) (86,36) (86,55) (86,78) (86,97) (89,2) (89,40) (89,93) (89,131) (90,57) (90,76) (95,31) (95,45) (95,88) (95,102) (97,57) (97,76) (109,38) (109,95) (110,2) (110,40) (110,93) (110,131) (114,50) (114,64) (114,69) (114,83) (116,38) (116,95) (117,19) (117,114) (124,2) (124,40) (124,93) (124,131) (127,2) (127,40) (127,93) (127,131) (128,57) (128,76)
8	y2 = x3 + 57x + 125	110	(2,38) (2,95) (3,57) (3,76) (10,36) (10,55) (10,78) (10,97) (13,2) (13,40) (13,93) (13,131) (15,36) (15,55) (15,78) (15,97) (22,57) (22,76) (29,36) (29,55) (29,78) (29,97) (32,2) (32,40) (32,93) (32,131) (34,2) (34,40) (34,93) (34,131) (38,50) (38,64) (38,69) (38,83) (41,19) (41,114) (48,2) (48,40) (48,93) (48,131) (51,17) (51,59) (51,74) (51,116) (52,57) (52,76) (53,2) (53,40) (53,93) (53,131) (57,50) (57,64) (57,69) (57,83) (59,57) (59,76) (60,19) (60,114) (67,2) (67,40) (67,93) (67,131) (71,57) (71,76) (72,17) (72,59) (72,74) (72,116) (76,12) (76,26) (76,107) (76,121) (78,57) (78,76) (79,38) (79,95) (86,17) (86,59) (86,74) (86,116) (90,19) (90,114) (95,12) (95,26) (95,107) (95,121) (97,19) (97,114) (108,36) (108,55) (108,78) (108,97) (109,19) (109,114) (114,31) (114,45) (114,88) (114,102) (116,19) (116,114) (127,36) (127,55) (127,78) (127,97) (128,38) (128,95) (129,36) (129,55) (129,78) (129,97)
9	y2 = x3 + 114x + 83	110	(8,24) (8,52) (8,81) (8,109) (10,19) (10,114) (12,43) (12,62) (12,71) (12,90) (15,38) (15,95) (18,43) (18,62) (18,71) (18,90) (19,8) (19,27) (19,106) (19,125) (29,38) (29,95) (31,5) (31,33) (31,100) (31,128) (32,57) (32,76) (37,5) (37,33) (37,100) (37,128) (38,30) (38,65) (38,68) (38,103) (46,43) (46,62) (46,71) (46,90) (50,24) (50,52) (50,81) (50,109) (51,19) (51,114) (53,57) (53,76) (57,11) (57,46) (57,87) (57,122) (65,5) (65,33) (65,100) (65,128) (67,57) (67,76) (72,19) (72,114) (75,43) (75,62) (75,71) (75,90) (86,19) (86,114) (88,43) (88,62) (88,71) (88,90) (89,57) (89,76) (94,5) (94,33) (94,100) (94,128) (95,8) (95,27) (95,106) (95,125) (103,43) (103,62) (103,71) (103,90) (107,5) (107,33) (107,100) (107,128) (108,19) (108,114) (110,57) (110,76) (113,24) (113,52) (113,81) (113,109) (114,30) (114,65) (114,68) (114,103) (122,5) (122,33) (122,100) (122,128) (124,57) (124,76) (127,38) (127,95) (129,19) (129,114)