class leader: y² = x³ + 112x + 9

Sr no.	class members	# points	points
1	y2 = x3 + 112x + 9	112	(0,3) (0,31) (0,88) (0,116) (3,27) (3,41) (3,78) (3,92) (6,8) (6,43) (6,76) (6,111) (10,15) (10,36) (10,83) (10,104) (12,15) (12,36) (12,83) (12,104) (17,20) (17,48) (17,71) (17,99) (20,27) (20,41) (20,78) (20,92) (27,15) (27,36) (27,83) (27,104) (33,27) (33,41) (33,78) (33,92) (34,20) (34,48) (34,71) (34,99) (40,8) (40,43) (40,76) (40,111) (49,10) (49,24) (49,95) (49,109) (54,27) (54,41) (54,78) (54,92) (61,15) (61,36) (61,83) (61,104) (63,32) (63,53) (63,66) (63,87) (66,27) (66,41) (66,78) (66,92) (68,20) (68,48) (68,71) (68,99) (80,15) (80,36) (80,83) (80,104) (83,27) (83,41) (83,78) (83,92) (84,10) (84,24) (84,95) (84,109) (91,25) (91,59) (91,60) (91,94) (97,15) (97,36) (97,83) (97,104) (101,27) (101,41) (101,78) (101,92) (105,10) (105,24) (105,95) (105,109) (108,8) (108,43) (108,76) (108,111) (112,32) (112,53) (112,66) (112,87) (117,27) (117,41) (117,78) (117,92) (118,27) (118,41) (118,78) (118,92)
2	y2 = x3 + 7x + 2	112	(0,11) (0,45) (0,74) (0,108) (3,13) (3,55) (3,64) (3,106) (5,20) (5,48) (5,71) (5,99) (10,1) (10,50) (10,69) (10,118) (17,6) (17,57) (17,62) (17,113) (20,13) (20,55) (20,64) (20,106) (21,3) (21,31) (21,88) (21,116) (27,1) (27,50) (27,69) (27,118) (28,4) (28,38) (28,81) (28,115) (34,6) (34,57) (34,62) (34,113) (38,20) (38,48) (38,71) (38,99) (42,3) (42,31) (42,88) (42,116) (45,13) (45,55) (45,64) (45,106) (54,13) (54,55) (54,64) (54,106) (55,20) (55,48) (55,71) (55,99) (56,3) (56,31) (56,88) (56,116) (59,20) (59,48) (59,71) (59,99) (61,1) (61,50) (61,69) (61,118) (62,13) (62,55) (62,64) (62,106) (68,6) (68,57) (68,62) (68,113) (73,20) (73,48) (73,71) (73,99) (76,20) (76,48) (76,71) (76,99) (89,20) (89,48) (89,71) (89,99) (90,20) (90,48) (90,71) (90,99) (96,13) (96,55) (96,64) (96,106) (105,4) (105,38) (105,81) (105,115) (110,20) (110,48) (110,71) (110,99) (112,18) (112,52) (112,67) (112,101)
3	y2 = x3 + 91x + 72	112	(0,32) (0,53) (0,66) (0,87) (3,27) (3,41) (3,78) (3,92) (6,1) (6,50) (6,69) (6,118) (7,10) (7,24) (7,95) (7,109) (12,6) (12,57) (12,62) (12,113) (13,1) (13,50) (13,69) (13,118) (17,15) (17,36) (17,83) (17,104) (20,27) (20,41) (20,78) (20,92) (24,27) (24,41) (24,78) (24,92) (34,15) (34,36) (34,83) (34,104) (40,1) (40,50) (40,69) (40,118) (41,27) (41,41) (41,78) (41,92) (47,1) (47,50) (47,69) (47,118) (49,18) (49,52) (49,67) (49,101) (54,27) (54,41) (54,78) (54,92) (63,11) (63,45) (63,74) (63,108) (66,1) (66,50) (66,69) (66,118) (68,15) (68,36) (68,83) (68,104) (75,27) (75,41) (75,78) (75,92) (80,6) (80,57) (80,62) (80,113) (83,1) (83,50) (83,69) (83,118) (91,18) (91,52) (91,67) (91,101) (97,6) (97,57) (97,62) (97,113) (98,18) (98,52) (98,67) (98,101) (105,10) (105,24) (105,95) (105,109) (108,1) (108,50) (108,69) (108,118) (115,1) (115,50) (115,69) (115,118) (117,1) (117,50) (117,69) (117,118)
4	y2 = x3 + 112x + 93	112	(0,39) (0,46) (0,73) (0,80) (5,8) (5,43) (5,76) (5,111) (7,25) (7,59) (7,60) (7,94) (14,11) (14,45) (14,74) (14,108) (17,22) (17,29) (17,90) (17,97) (19,6) (19,57) (19,62) (19,113) (24,8) (24,43) (24,76) (24,111) (28,32) (28,53) (28,66) (28,87) (31,6) (31,57) (31,62) (31,113) (34,22) (34,29) (34,90) (34,97) (35,11) (35,45) (35,74) (35,108) (41,8) (41,43) (41,76) (41,111) (45,15) (45,36) (45,83) (45,104) (48,6) (48,57) (48,62) (48,113) (52,6) (52,57) (52,62) (52,113) (56,25) (56,59) (56,60) (56,94) (62,15) (62,36) (62,83) (62,104) (68,22) (68,29) (68,90) (68,97) (69,6) (69,57) (69,62) (69,113) (70,11) (70,45) (70,74) (70,108) (73,8) (73,43) (73,76) (73,111) (75,8) (75,43) (75,76) (75,111) (82,6) (82,57) (82,62) (82,113) (87,6) (87,57) (87,62) (87,113) (90,8) (90,43) (90,76) (90,111) (96,15) (96,36) (96,83) (96,104) (103,6) (103,57) (103,62) (103,113) (104,6) (104,57) (104,62) (104,113)
5	y2 = x3 + 91x + 30	112	(0,25) (0,59) (0,60) (0,94) (5,27) (5,41) (5,78) (5,92) (10,6) (10,57) (10,62) (10,113) (14,11) (14,45) (14,74) (14,108) (17,8) (17,43) (17,76) (17,111) (19,13) (19,55) (19,64) (19,106) (21,4) (21,38) (21,81) (21,115) (27,6) (27,57) (27,62) (27,113) (28,4) (28,38) (28,81) (28,115) (31,6) (31,57) (31,62) (31,113) (34,8) (34,43) (34,76) (34,111) (38,13) (38,55) (38,64) (38,106) (45,13) (45,55) (45,64) (45,106) (48,6) (48,57) (48,62) (48,113) (55,13) (55,55) (55,64) (55,106) (56,10) (56,24) (56,95) (56,109) (61,6) (61,57) (61,62) (61,113) (62,13) (62,55) (62,64) (62,106) (68,8) (68,43) (68,76) (68,111) (70,4) (70,38) (70,81) (70,115) (73,27) (73,41) (73,78) (73,92) (82,6) (82,57) (82,62) (82,113) (87,13) (87,55) (87,64) (87,106) (89,13) (89,55) (89,64) (89,106) (90,27) (90,41) (90,78) (90,92) (96,13) (96,55) (96,64) (96,106) (104,13) (104,55) (104,64) (104,106) (112,11) (112,45) (112,74) (112,108)
6	y2 = x3 + 28x + 16	112	(0,4) (0,38) (0,81) (0,115) (3,22) (3,29) (3,90) (3,97) (5,20) (5,48) (5,71) (5,99) (6,20) (6,48) (6,71) (6,99) (10,15) (10,36) (10,83) (10,104) (17,13) (17,55) (17,64) (17,106) (20,22) (20,29) (20,90) (20,97) (27,15) (27,36) (27,83) (27,104) (33,15) (33,36) (33,83) (33,104) (34,13) (34,55) (34,64) (34,106) (40,20) (40,48) (40,71) (40,99) (42,32) (42,53) (42,66) (42,87) (54,22) (54,29) (54,90) (54,97) (56,3) (56,31) (56,88) (56,116) (59,15) (59,36) (59,83) (59,104) (61,15) (61,36) (61,83) (61,104) (68,13) (68,55) (68,64) (68,106) (73,20) (73,48) (73,71) (73,99) (76,15) (76,36) (76,83) (76,104) (84,32) (84,53) (84,66) (84,87) (90,20) (90,48) (90,71) (90,99) (91,3) (91,31) (91,88) (91,116) (101,15) (101,36) (101,83) (101,104) (105,39) (105,46) (105,73) (105,80) (108,20) (108,48) (108,71) (108,99) (110,15) (110,36) (110,83) (110,104) (112,32) (112,53) (112,66) (112,87) (118,15) (118,36) (118,83) (118,104)
7	y2 = x3 + 7x + 100	112	(0,10) (0,24) (0,95) (0,109) (6,1) (6,50) (6,69) (6,118) (7,4) (7,38) (7,81) (7,115) (12,22) (12,29) (12,90) (12,97) (13,22) (13,29) (13,90) (13,97) (14,18) (14,52) (14,67) (14,101) (17,27) (17,41) (17,78) (17,92) (24,13) (24,55) (24,64) (24,106) (26,22) (26,29) (26,90) (26,97) (31,1) (31,50) (31,69) (31,118) (34,27) (34,41) (34,78) (34,92) (40,1) (40,50) (40,69) (40,118) (41,13) (41,55) (41,64) (41,106) (47,22) (47,29) (47,90) (47,97) (48,1) (48,50) (48,69) (48,118) (63,39) (63,46) (63,73) (63,80) (68,27) (68,41) (68,78) (68,92) (75,13) (75,55) (75,64) (75,106) (77,39) (77,46) (77,73) (77,80) (80,22) (80,29) (80,90) (80,97) (82,1) (82,50) (82,69) (82,118) (91,18) (91,52) (91,67) (91,101) (94,22) (94,29) (94,90) (94,97) (97,22) (97,29) (97,90) (97,97) (98,39) (98,46) (98,73) (98,80) (108,1) (108,50) (108,69) (108,118) (111,22) (111,29) (111,90) (111,97) (115,22) (115,29) (115,90) (115,97)
8	y2 = x3 + 28x + 86	112	(0,18) (0,52) (0,67) (0,101) (7,25) (7,59) (7,60) (7,94) (12,22) (12,29) (12,90) (12,97) (14,3) (14,31) (14,88) (14,116) (17,1) (17,50) (17,69) (17,118) (24,8) (24,43) (24,76) (24,111) (26,8) (26,43) (26,76) (26,111) (28,39) (28,46) (28,73) (28,80) (31,20) (31,48) (31,71) (31,99) (34,1) (34,50) (34,69) (34,118) (35,25) (35,59) (35,60) (35,94) (41,8) (41,43) (41,76) (41,111) (45,22) (45,29) (45,90) (45,97) (48,20) (48,48) (48,71) (48,99) (52,8) (52,43) (52,76) (52,111) (62,22) (62,29) (62,90) (62,97) (63,39) (63,46) (63,73) (63,80) (68,1) (68,50) (68,69) (68,118) (69,8) (69,43) (69,76) (69,111) (75,8) (75,43) (75,76) (75,111) (77,25) (77,59) (77,60) (77,94) (80,22) (80,29) (80,90) (80,97) (82,20) (82,48) (82,71) (82,99) (94,8) (94,43) (94,76) (94,111) (96,22) (96,29) (96,90) (96,97) (97,22) (97,29) (97,90) (97,97) (103,8) (103,43) (103,76) (103,111) (111,8) (111,43) (111,76) (111,111)