class leader: y² = x³ + 106x + 17

Sr no.	class members	# points	points
1	y2 = x3 + 106x + 17	75	(5,14) (5,105) (6,6) (6,57) (6,62) (6,113) (11,27) (11,41) (11,78) (11,92) (12,56) (12,63) (19,21) (19,98) (25,34) (25,85) (26,0) (32,1) (32,50) (32,69) (32,118) (34,34) (34,85) (39,20) (39,48) (39,71) (39,99) (40,28) (40,91) (46,22) (46,29) (46,90) (46,97) (53,13) (53,55) (53,64) (53,106) (60,34) (60,85) (62,27) (62,41) (62,78) (62,92) (68,0) (74,6) (74,57) (74,62) (74,113) (76,34) (76,85) (83,1) (83,50) (83,69) (83,118) (90,20) (90,48) (90,71) (90,99) (96,7) (96,112) (97,22) (97,29) (97,90) (97,97) (102,34) (102,85) (104,13) (104,55) (104,64) (104,106) (110,0) (111,34) (111,85) (117,35) (117,84)
2	y2 = x3 + 81x + 17	75	(3,7) (3,112) (8,15) (8,36) (8,83) (8,104) (10,56) (10,63) (15,34) (15,85) (17,0) (19,34) (19,85) (24,14) (24,105) (26,8) (26,43) (26,76) (26,111) (31,28) (31,91) (36,34) (36,85) (43,8) (43,43) (43,76) (43,111) (54,27) (54,41) (54,78) (54,92) (59,49) (59,70) (61,22) (61,29) (61,90) (61,97) (66,0) (68,34) (68,85) (71,27) (71,41) (71,78) (71,92) (75,20) (75,48) (75,71) (75,99) (78,22) (78,29) (78,90) (78,97) (82,6) (82,57) (82,62) (82,113) (85,34) (85,85) (87,0) (92,20) (92,48) (92,71) (92,99) (94,42) (94,77) (99,6) (99,57) (99,62) (99,113) (110,15) (110,36) (110,83) (110,104) (117,34) (117,85)
3	y2 = x3 + 16x + 17	75	(10,15) (10,36) (10,83) (10,104) (13,56) (13,63) (16,34) (16,85) (17,34) (17,85) (24,8) (24,43) (24,76) (24,111) (27,49) (27,70) (30,22) (30,29) (30,90) (30,97) (34,0) (38,20) (38,48) (38,71) (38,99) (41,42) (41,77) (44,15) (44,36) (44,83) (44,104) (51,34) (51,85) (52,34) (52,85) (55,14) (55,105) (58,8) (58,43) (58,76) (58,111) (69,0) (72,20) (72,48) (72,71) (72,99) (73,1) (73,50) (73,69) (73,118) (80,13) (80,55) (80,64) (80,106) (86,34) (86,85) (90,35) (90,84) (97,21) (97,98) (101,34) (101,85) (107,1) (107,50) (107,69) (107,118) (114,13) (114,55) (114,64) (114,106) (115,22) (115,29) (115,90) (115,97) (118,0)
4	y2 = x3 + 72x + 17	75	(2,13) (2,55) (2,64) (2,106) (6,28) (6,91) (9,34) (9,85) (17,34) (17,85) (23,6) (23,57) (23,62) (23,113) (34,0) (45,27) (45,41) (45,78) (45,92) (51,34) (51,85) (59,34) (59,85) (62,7) (62,112) (66,1) (66,50) (66,69) (66,118) (73,20) (73,48) (73,71) (73,99) (76,0) (79,27) (79,41) (79,78) (79,92) (80,22) (80,29) (80,90) (80,97) (83,35) (83,84) (87,13) (87,55) (87,64) (87,106) (90,14) (90,105) (93,34) (93,85) (94,34) (94,85) (97,56) (97,63) (100,1) (100,50) (100,69) (100,118) (104,21) (104,98) (107,20) (107,48) (107,71) (107,99) (108,6) (108,57) (108,62) (108,113) (111,0) (114,22) (114,29) (114,90) (114,97)
5	y2 = x3 + 67x + 17	75	(1,34) (1,85) (5,1) (5,50) (5,69) (5,118) (10,49) (10,70) (12,13) (12,55) (12,64) (12,106) (17,0) (22,1) (22,50) (22,69) (22,118) (24,42) (24,77) (29,13) (29,55) (29,64) (29,106) (33,34) (33,85) (38,14) (38,105) (47,22) (47,29) (47,90) (47,97) (50,34) (50,85) (52,0) (61,15) (61,36) (61,83) (61,104) (64,22) (64,29) (64,90) (64,97) (68,34) (68,85) (73,35) (73,84) (75,8) (75,43) (75,76) (75,111) (78,15) (78,36) (78,83) (78,104) (80,21) (80,98) (85,34) (85,85) (89,20) (89,48) (89,71) (89,99) (92,8) (92,43) (92,76) (92,111) (101,0) (103,34) (103,85) (106,20) (106,48) (106,71) (106,99) (115,56) (115,63)
6	y2 = x3 + 1x + 17	75	(4,34) (4,85) (6,1) (6,50) (6,69) (6,118) (11,13) (11,55) (11,64) (11,106) (13,34) (13,85) (18,6) (18,57) (18,62) (18,113) (20,8) (20,43) (20,76) (20,111) (33,7) (33,112) (34,34) (34,85) (40,35) (40,84) (47,0) (48,15) (48,36) (48,83) (48,104) (54,42) (54,77) (55,34) (55,85) (62,13) (62,55) (62,64) (62,106) (67,27) (67,41) (67,78) (67,92) (68,0) (69,6) (69,57) (69,62) (69,113) (74,1) (74,50) (74,69) (74,118) (81,34) (81,85) (82,49) (82,70) (88,8) (88,43) (88,76) (88,111) (89,0) (96,21) (96,98) (102,34) (102,85) (103,28) (103,91) (116,15) (116,36) (116,83) (116,104) (118,27) (118,41) (118,78) (118,92)
7	y2 = x3 + 64x + 17	75	(19,0) (20,27) (20,41) (20,78) (20,92) (25,15) (25,36) (25,83) (25,104) (26,42) (26,77) (27,22) (27,29) (27,90) (27,97) (32,34) (32,85) (34,34) (34,85) (41,20) (41,48) (41,71) (41,99) (48,6) (48,57) (48,62) (48,113) (53,34) (53,85) (54,7) (54,112) (60,8) (60,43) (60,76) (60,111) (61,56) (61,63) (68,0) (75,14) (75,105) (76,15) (76,36) (76,83) (76,104) (82,28) (82,91) (83,34) (83,85) (88,27) (88,41) (88,78) (88,92) (95,22) (95,29) (95,90) (95,97) (102,34) (102,85) (104,34) (104,85) (109,20) (109,48) (109,71) (109,99) (110,49) (110,70) (111,8) (111,43) (111,76) (111,111) (116,6) (116,57) (116,62) (116,113) (117,0)
8	y2 = x3 + 86x + 17	75	(3,8) (3,43) (3,76) (3,111) (6,35) (6,84) (13,0) (16,27) (16,41) (16,78) (16,92) (17,34) (17,85) (20,42) (20,77) (23,1) (23,50) (23,69) (23,118) (30,34) (30,85) (31,15) (31,36) (31,83) (31,104) (34,0) (37,8) (37,43) (37,76) (37,111) (38,34) (38,85) (45,13) (45,55) (45,64) (45,106) (48,49) (48,70) (51,34) (51,85) (52,6) (52,57) (52,62) (52,113) (55,0) (62,21) (62,98) (65,15) (65,36) (65,83) (65,104) (69,28) (69,91) (72,34) (72,85) (79,13) (79,55) (79,64) (79,106) (86,6) (86,57) (86,62) (86,113) (101,27) (101,41) (101,78) (101,92) (108,1) (108,50) (108,69) (108,118) (115,34) (115,85) (118,7) (118,112)
9	y2 = x3 + 4x + 17	75	(5,20) (5,48) (5,71) (5,99) (8,34) (8,85) (12,22) (12,29) (12,90) (12,97) (15,1) (15,50) (15,69) (15,118) (17,0) (19,13) (19,55) (19,64) (19,106) (22,20) (22,48) (22,71) (22,99) (26,34) (26,85) (29,22) (29,29) (29,90) (29,97) (36,13) (36,55) (36,64) (36,106) (40,6) (40,57) (40,62) (40,113) (43,34) (43,85) (45,7) (45,112) (57,6) (57,57) (57,62) (57,113) (59,0) (66,35) (66,84) (68,34) (68,85) (73,14) (73,105) (80,56) (80,63) (85,34) (85,85) (87,21) (87,98) (94,0) (96,27) (96,41) (96,78) (96,92) (108,28) (108,91) (110,34) (110,85) (113,27) (113,41) (113,78) (113,92) (117,1) (117,50) (117,69) (117,118)
10	y2 = x3 + 50x + 17	75	(4,20) (4,48) (4,71) (4,99) (5,35) (5,84) (12,21) (12,98) (13,22) (13,29) (13,90) (13,97) (18,34) (18,85) (27,15) (27,36) (27,83) (27,104) (33,0) (34,34) (34,85) (39,1) (39,50) (39,69) (39,118) (41,8) (41,43) (41,76) (41,111) (46,13) (46,55) (46,64) (46,106) (47,56) (47,63) (55,20) (55,48) (55,71) (55,99) (61,49) (61,70) (67,34) (67,85) (68,0) (69,34) (69,85) (75,42) (75,77) (81,22) (81,29) (81,90) (81,97) (89,14) (89,105) (90,1) (90,50) (90,69) (90,118) (95,15) (95,36) (95,83) (95,104) (97,13) (97,55) (97,64) (97,106) (102,34) (102,85) (103,0) (109,8) (109,43) (109,76) (109,111) (118,34) (118,85)
11	y2 = x3 + 18x + 17	75	(1,6) (1,57) (1,62) (1,113) (3,42) (3,77) (17,0) (31,49) (31,70) (33,27) (33,41) (33,78) (33,92) (38,0) (40,1) (40,50) (40,69) (40,118) (45,21) (45,98) (47,34) (47,85) (50,27) (50,41) (50,78) (50,92) (52,28) (52,91) (54,8) (54,43) (54,76) (54,111) (57,1) (57,50) (57,69) (57,118) (64,34) (64,85) (68,34) (68,85) (71,8) (71,43) (71,76) (71,111) (82,15) (82,36) (82,83) (82,104) (85,34) (85,85) (89,34) (89,85) (96,13) (96,55) (96,64) (96,106) (99,15) (99,36) (99,83) (99,104) (101,7) (101,112) (103,6) (103,57) (103,62) (103,113) (106,34) (106,85) (108,35) (108,84) (113,13) (113,55) (113,64) (113,106) (115,0)
12	y2 = x3 + 30x + 17	75	(2,34) (2,85) (3,27) (3,41) (3,78) (3,92) (9,8) (9,43) (9,76) (9,111) (10,22) (10,29) (10,90) (10,97) (17,34) (17,85) (20,7) (20,112) (24,20) (24,48) (24,71) (24,99) (27,56) (27,63) (31,6) (31,57) (31,62) (31,113) (34,0) (37,27) (37,41) (37,78) (37,92) (41,14) (41,105) (44,22) (44,29) (44,90) (44,97) (48,28) (48,91) (51,34) (51,85) (58,20) (58,48) (58,71) (58,99) (59,15) (59,36) (59,83) (59,104) (65,6) (65,57) (65,62) (65,113) (66,34) (66,85) (76,49) (76,70) (83,0) (87,34) (87,85) (93,15) (93,36) (93,83) (93,104) (94,8) (94,43) (94,76) (94,111) (100,34) (100,85) (104,0) (111,42) (111,77)