class leader: y² = x³ + 100x + 17

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