class leader: y² = x³ + 12x + 72

Sr no.	class members	# points	points
1	y2 = x3 + 12x + 72	96	(3,17) (3,38) (3,39) (3,60) (7,24) (7,31) (7,46) (7,53) (8,8) (8,36) (8,41) (8,69) (10,24) (10,31) (10,46) (10,53) (14,17) (14,38) (14,39) (14,60) (18,24) (18,31) (18,46) (18,53) (21,24) (21,31) (21,46) (21,53) (24,4) (24,18) (24,59) (24,73) (25,17) (25,38) (25,39) (25,60) (29,13) (29,20) (29,57) (29,64) (32,24) (32,31) (32,46) (32,53) (35,4) (35,18) (35,59) (35,73) (36,6) (36,27) (36,50) (36,71) (38,24) (38,31) (38,46) (38,53) (43,13) (43,20) (43,57) (43,64) (46,4) (46,18) (46,59) (46,73) (49,24) (49,31) (49,46) (49,53) (52,3) (52,25) (52,52) (52,74) (57,15) (57,29) (57,48) (57,62) (60,24) (60,31) (60,46) (60,53) (63,3) (63,25) (63,52) (63,74) (71,13) (71,20) (71,57) (71,64) (73,24) (73,31) (73,46) (73,53) (74,3) (74,25) (74,52) (74,74)
2	y2 = x3 + 20x + 30	96	(2,1) (2,34) (2,43) (2,76) (6,17) (6,38) (6,39) (6,60) (8,3) (8,25) (8,52) (8,74) (9,13) (9,20) (9,57) (9,64) (13,10) (13,32) (13,45) (13,67) (15,3) (15,25) (15,52) (15,74) (20,24) (20,31) (20,46) (20,53) (21,3) (21,25) (21,52) (21,74) (28,17) (28,38) (28,39) (28,60) (30,8) (30,36) (30,41) (30,69) (35,10) (35,32) (35,45) (35,67) (37,8) (37,36) (37,41) (37,69) (41,3) (41,25) (41,52) (41,74) (42,24) (42,31) (42,46) (42,53) (43,3) (43,25) (43,52) (43,74) (48,3) (48,25) (48,52) (48,74) (50,17) (50,38) (50,39) (50,60) (57,10) (57,32) (57,45) (57,67) (63,3) (63,25) (63,52) (63,74) (64,24) (64,31) (64,46) (64,53) (65,8) (65,36) (65,41) (65,69) (70,3) (70,25) (70,52) (70,74) (72,6) (72,27) (72,50) (72,71) (76,3) (76,25) (76,52) (76,74)
3	y2 = x3 + 3x + 2	96	(2,4) (2,18) (2,59) (2,73) (4,1) (4,34) (4,43) (4,76) (7,17) (7,38) (7,39) (7,60) (14,4) (14,18) (14,59) (14,73) (18,6) (18,27) (18,50) (18,71) (21,3) (21,25) (21,52) (21,74) (25,15) (25,29) (25,48) (25,62) (26,10) (26,32) (26,45) (26,67) (28,4) (28,18) (28,59) (28,73) (32,8) (32,36) (32,41) (32,69) (35,4) (35,18) (35,59) (35,73) (37,10) (37,32) (37,45) (37,67) (39,15) (39,29) (39,48) (39,62) (40,17) (40,38) (40,39) (40,60) (46,15) (46,29) (46,48) (46,62) (47,4) (47,18) (47,59) (47,73) (51,17) (51,38) (51,39) (51,60) (54,3) (54,25) (54,52) (54,74) (58,4) (58,18) (58,59) (58,73) (61,4) (61,18) (61,59) (61,73) (65,3) (65,25) (65,52) (65,74) (68,4) (68,18) (68,59) (68,73) (70,10) (70,32) (70,45) (70,67) (72,4) (72,18) (72,59) (72,73)
4	y2 = x3 + 59x + 51	96	(2,10) (2,32) (2,45) (2,67) (5,3) (5,25) (5,52) (5,74) (7,24) (7,31) (7,46) (7,53) (12,10) (12,32) (12,45) (12,67) (16,3) (16,25) (16,52) (16,74) (18,13) (18,20) (18,57) (18,64) (19,10) (19,32) (19,45) (19,67) (23,10) (23,32) (23,45) (23,67) (28,4) (28,18) (28,59) (28,73) (30,10) (30,32) (30,45) (30,67) (35,10) (35,32) (35,45) (35,67) (39,15) (39,29) (39,48) (39,62) (40,24) (40,31) (40,46) (40,53) (46,1) (46,34) (46,43) (46,76) (49,3) (49,25) (49,52) (49,74) (51,24) (51,31) (51,46) (51,53) (56,10) (56,32) (56,45) (56,67) (60,8) (60,36) (60,41) (60,69) (61,4) (61,18) (61,59) (61,73) (63,10) (63,32) (63,45) (63,67) (67,1) (67,34) (67,43) (67,76) (68,10) (68,32) (68,45) (68,67) (72,4) (72,18) (72,59) (72,73) (74,1) (74,34) (74,43) (74,76)
5	y2 = x3 + 27x + 65	96	(1,4) (1,18) (1,59) (1,73) (6,17) (6,38) (6,39) (6,60) (7,17) (7,38) (7,39) (7,60) (8,10) (8,32) (8,45) (8,67) (9,6) (9,27) (9,50) (9,71) (20,17) (20,38) (20,39) (20,60) (21,24) (21,31) (21,46) (21,53) (23,15) (23,29) (23,48) (23,62) (28,17) (28,38) (28,39) (28,60) (29,17) (29,38) (29,39) (29,60) (30,1) (30,34) (30,43) (30,76) (34,4) (34,18) (34,59) (34,73) (41,10) (41,32) (41,45) (41,67) (42,17) (42,38) (42,39) (42,60) (43,24) (43,31) (43,46) (43,53) (50,17) (50,38) (50,39) (50,60) (51,6) (51,27) (51,50) (51,71) (56,4) (56,18) (56,59) (56,73) (62,17) (62,38) (62,39) (62,60) (63,10) (63,32) (63,45) (63,67) (64,17) (64,38) (64,39) (64,60) (65,13) (65,20) (65,57) (65,64) (72,6) (72,27) (72,50) (72,71) (76,24) (76,31) (76,46) (76,53)
6	y2 = x3 + 5x + 65	96	(1,15) (1,29) (1,48) (1,62) (7,17) (7,38) (7,39) (7,60) (8,1) (8,34) (8,43) (8,76) (10,24) (10,31) (10,46) (10,53) (17,17) (17,38) (17,39) (17,60) (18,17) (18,38) (18,39) (18,60) (21,24) (21,31) (21,46) (21,53) (28,17) (28,38) (28,39) (28,60) (29,6) (29,27) (29,50) (29,71) (31,17) (31,38) (31,39) (31,60) (32,24) (32,31) (32,46) (32,53) (39,17) (39,38) (39,39) (39,60) (42,17) (42,38) (42,39) (42,60) (43,13) (43,20) (43,57) (43,64) (45,4) (45,18) (45,59) (45,73) (50,6) (50,27) (50,50) (50,71) (52,10) (52,32) (52,45) (52,67) (53,17) (53,38) (53,39) (53,60) (56,4) (56,18) (56,59) (56,73) (63,10) (63,32) (63,45) (63,67) (64,6) (64,27) (64,50) (64,71) (67,4) (67,18) (67,59) (67,73) (73,17) (73,38) (73,39) (73,60) (74,10) (74,32) (74,45) (74,67)
7	y2 = x3 + 47x + 2	96	(3,4) (3,18) (3,59) (3,73) (4,10) (4,32) (4,45) (4,67) (7,17) (7,38) (7,39) (7,60) (10,3) (10,25) (10,52) (10,74) (14,4) (14,18) (14,59) (14,73) (15,1) (15,34) (15,43) (15,76) (17,4) (17,18) (17,59) (17,73) (18,17) (18,38) (18,39) (18,60) (21,3) (21,25) (21,52) (21,74) (24,4) (24,18) (24,59) (24,73) (25,4) (25,18) (25,59) (25,73) (28,4) (28,18) (28,59) (28,73) (29,6) (29,27) (29,50) (29,71) (32,3) (32,25) (32,52) (32,74) (35,4) (35,18) (35,59) (35,73) (36,15) (36,29) (36,48) (36,62) (39,4) (39,18) (39,59) (39,73) (43,8) (43,36) (43,41) (43,69) (46,4) (46,18) (46,59) (46,73) (50,15) (50,29) (50,48) (50,62) (57,15) (57,29) (57,48) (57,62) (59,10) (59,32) (59,45) (59,67) (70,10) (70,32) (70,45) (70,67) (73,17) (73,38) (73,39) (73,60)
8	y2 = x3 + 45x + 72	96	(2,4) (2,18) (2,59) (2,73) (5,24) (5,31) (5,46) (5,53) (7,24) (7,31) (7,46) (7,53) (14,17) (14,38) (14,39) (14,60) (16,24) (16,31) (16,46) (16,53) (18,13) (18,20) (18,57) (18,64) (19,3) (19,25) (19,52) (19,74) (21,24) (21,31) (21,46) (21,53) (25,6) (25,27) (25,50) (25,71) (30,3) (30,25) (30,52) (30,74) (32,13) (32,20) (32,57) (32,64) (35,4) (35,18) (35,59) (35,73) (40,24) (40,31) (40,46) (40,53) (46,15) (46,29) (46,48) (46,62) (47,17) (47,38) (47,39) (47,60) (49,24) (49,31) (49,46) (49,53) (51,24) (51,31) (51,46) (51,53) (54,24) (54,31) (54,46) (54,53) (58,17) (58,38) (58,39) (58,60) (60,13) (60,20) (60,57) (60,64) (63,3) (63,25) (63,52) (63,74) (65,24) (65,31) (65,46) (65,53) (68,4) (68,18) (68,59) (68,73) (74,8) (74,36) (74,41) (74,69)
9	y2 = x3 + 34x + 72	96	(2,15) (2,29) (2,48) (2,62) (7,24) (7,31) (7,46) (7,53) (8,3) (8,25) (8,52) (8,74) (13,4) (13,18) (13,59) (13,73) (14,17) (14,38) (14,39) (14,60) (16,13) (16,20) (16,57) (16,64) (21,24) (21,31) (21,46) (21,53) (27,24) (27,31) (27,46) (27,53) (29,24) (29,31) (29,46) (29,53) (30,8) (30,36) (30,41) (30,69) (35,4) (35,18) (35,59) (35,73) (36,17) (36,38) (36,39) (36,60) (41,3) (41,25) (41,52) (41,74) (43,24) (43,31) (43,46) (43,53) (49,24) (49,31) (49,46) (49,53) (51,13) (51,20) (51,57) (51,64) (57,4) (57,18) (57,59) (57,73) (58,6) (58,27) (58,50) (58,71) (62,24) (62,31) (62,46) (62,53) (63,3) (63,25) (63,52) (63,74) (65,13) (65,20) (65,57) (65,64) (69,17) (69,38) (69,39) (69,60) (71,24) (71,31) (71,46) (71,53) (76,24) (76,31) (76,46) (76,53)
10	y2 = x3 + 75x + 30	96	(4,3) (4,25) (4,52) (4,74) (8,8) (8,36) (8,41) (8,69) (10,3) (10,25) (10,52) (10,74) (15,8) (15,36) (15,41) (15,69) (17,17) (17,38) (17,39) (17,60) (21,3) (21,25) (21,52) (21,74) (24,10) (24,32) (24,45) (24,67) (28,17) (28,38) (28,39) (28,60) (31,24) (31,31) (31,46) (31,53) (32,3) (32,25) (32,52) (32,74) (35,10) (35,32) (35,45) (35,67) (39,17) (39,38) (39,39) (39,60) (42,24) (42,31) (42,46) (42,53) (43,8) (43,36) (43,41) (43,69) (46,10) (46,32) (46,45) (46,67) (50,6) (50,27) (50,50) (50,71) (52,3) (52,25) (52,52) (52,74) (53,24) (53,31) (53,46) (53,53) (57,1) (57,34) (57,43) (57,76) (59,3) (59,25) (59,52) (59,74) (63,3) (63,25) (63,52) (63,74) (64,13) (64,20) (64,57) (64,64) (70,3) (70,25) (70,52) (70,74) (74,3) (74,25) (74,52) (74,74)
11	y2 = x3 + 26x + 51	96	(1,1) (1,34) (1,43) (1,76) (7,24) (7,31) (7,46) (7,53) (8,1) (8,34) (8,43) (8,76) (17,4) (17,18) (17,59) (17,73) (18,24) (18,31) (18,46) (18,53) (24,10) (24,32) (24,45) (24,67) (28,4) (28,18) (28,59) (28,73) (29,13) (29,20) (29,57) (29,64) (35,10) (35,32) (35,45) (35,67) (38,3) (38,25) (38,52) (38,74) (39,4) (39,18) (39,59) (39,73) (45,10) (45,32) (45,45) (45,67) (46,10) (46,32) (46,45) (46,67) (49,3) (49,25) (49,52) (49,74) (50,15) (50,29) (50,48) (50,62) (52,10) (52,32) (52,45) (52,67) (56,10) (56,32) (56,45) (56,67) (57,1) (57,34) (57,43) (57,76) (60,3) (60,25) (60,52) (60,74) (63,10) (63,32) (63,45) (63,67) (67,10) (67,32) (67,45) (67,67) (71,8) (71,36) (71,41) (71,69) (73,24) (73,31) (73,46) (73,53) (74,10) (74,32) (74,45) (74,67)
12	y2 = x3 + 38x + 65	96	(7,17) (7,38) (7,39) (7,60) (9,17) (9,38) (9,39) (9,60) (12,4) (12,18) (12,59) (12,73) (18,6) (18,27) (18,50) (18,71) (19,10) (19,32) (19,45) (19,67) (21,24) (21,31) (21,46) (21,53) (23,4) (23,18) (23,59) (23,73) (28,17) (28,38) (28,39) (28,60) (30,10) (30,32) (30,45) (30,67) (32,13) (32,20) (32,57) (32,64) (39,6) (39,27) (39,50) (39,71) (40,17) (40,38) (40,39) (40,60) (42,17) (42,38) (42,39) (42,60) (51,17) (51,38) (51,39) (51,60) (53,6) (53,27) (53,50) (53,71) (54,24) (54,31) (54,46) (54,53) (56,4) (56,18) (56,59) (56,73) (61,17) (61,38) (61,39) (61,60) (63,10) (63,32) (63,45) (63,67) (65,24) (65,31) (65,46) (65,53) (67,15) (67,29) (67,48) (67,62) (72,17) (72,38) (72,39) (72,60) (74,1) (74,34) (74,43) (74,76) (75,17) (75,38) (75,39) (75,60)
13	y2 = x3 + 69x + 2	96	(2,15) (2,29) (2,48) (2,62) (6,4) (6,18) (6,59) (6,73) (7,17) (7,38) (7,39) (7,60) (13,4) (13,18) (13,59) (13,73) (14,4) (14,18) (14,59) (14,73) (15,10) (15,32) (15,45) (15,67) (21,3) (21,25) (21,52) (21,74) (28,4) (28,18) (28,59) (28,73) (29,17) (29,38) (29,39) (29,60) (35,4) (35,18) (35,59) (35,73) (36,4) (36,18) (36,59) (36,73) (37,1) (37,34) (37,43) (37,76) (43,3) (43,25) (43,52) (43,74) (48,10) (48,32) (48,45) (48,67) (50,4) (50,18) (50,59) (50,73) (51,6) (51,27) (51,50) (51,71) (57,4) (57,18) (57,59) (57,73) (58,15) (58,29) (58,48) (58,62) (62,17) (62,38) (62,39) (62,60) (65,8) (65,36) (65,41) (65,69) (69,4) (69,18) (69,59) (69,73) (70,10) (70,32) (70,45) (70,67) (72,15) (72,29) (72,48) (72,62) (76,3) (76,25) (76,52) (76,74)
14	y2 = x3 + 31x + 30	96	(2,10) (2,32) (2,45) (2,67) (4,8) (4,36) (4,41) (4,69) (9,24) (9,31) (9,46) (9,53) (19,3) (19,25) (19,52) (19,74) (21,3) (21,25) (21,52) (21,74) (26,3) (26,25) (26,52) (26,74) (28,17) (28,38) (28,39) (28,60) (30,3) (30,25) (30,52) (30,74) (32,8) (32,36) (32,41) (32,69) (35,10) (35,32) (35,45) (35,67) (37,3) (37,25) (37,52) (37,74) (39,6) (39,27) (39,50) (39,71) (42,24) (42,31) (42,46) (42,53) (46,1) (46,34) (46,43) (46,76) (53,13) (53,20) (53,57) (53,64) (54,3) (54,25) (54,52) (54,74) (61,17) (61,38) (61,39) (61,60) (63,3) (63,25) (63,52) (63,74) (65,3) (65,25) (65,52) (65,74) (68,10) (68,32) (68,45) (68,67) (70,3) (70,25) (70,52) (70,74) (72,17) (72,38) (72,39) (72,60) (74,8) (74,36) (74,41) (74,69) (75,24) (75,31) (75,46) (75,53)
15	y2 = x3 + 48x + 51	96	(1,10) (1,32) (1,45) (1,67) (2,1) (2,34) (2,43) (2,76) (6,4) (6,18) (6,59) (6,73) (7,24) (7,31) (7,46) (7,53) (8,10) (8,32) (8,45) (8,67) (13,10) (13,32) (13,45) (13,67) (16,8) (16,36) (16,41) (16,69) (23,1) (23,34) (23,43) (23,76) (27,3) (27,25) (27,52) (27,74) (28,4) (28,18) (28,59) (28,73) (29,24) (29,31) (29,46) (29,53) (30,1) (30,34) (30,43) (30,76) (34,10) (34,32) (34,45) (34,67) (35,10) (35,32) (35,45) (35,67) (41,10) (41,32) (41,45) (41,67) (49,3) (49,25) (49,52) (49,74) (50,4) (50,18) (50,59) (50,73) (51,13) (51,20) (51,57) (51,64) (56,10) (56,32) (56,45) (56,67) (57,10) (57,32) (57,45) (57,67) (62,24) (62,31) (62,46) (62,53) (63,10) (63,32) (63,45) (63,67) (71,3) (71,25) (71,52) (71,74) (72,15) (72,29) (72,48) (72,62)