class leader: y² = x³ + 27x + 4

Sr no.	class members	# points	points
1	y2 = x3 + 27x + 4	117	(0,2) (0,37) (0,54) (0,89) (7,9) (7,30) (7,61) (7,82) (8,2) (8,37) (8,54) (8,89) (10,0) (13,2) (13,37) (13,54) (13,89) (15,12) (15,40) (15,51) (15,79) (18,15) (18,41) (18,50) (18,76) (20,9) (20,30) (20,61) (20,82) (21,2) (21,37) (21,54) (21,89) (22,12) (22,40) (22,51) (22,79) (28,12) (28,40) (28,51) (28,79) (31,28) (31,63) (34,2) (34,37) (34,54) (34,89) (35,12) (35,40) (35,51) (35,79) (36,26) (36,65) (39,15) (39,41) (39,50) (39,76) (41,12) (41,40) (41,51) (41,79) (46,22) (46,43) (46,48) (46,69) (48,12) (48,40) (48,51) (48,79) (49,26) (49,65) (52,28) (52,63) (57,2) (57,37) (57,54) (57,89) (59,35) (59,56) (60,15) (60,41) (60,50) (60,76) (62,26) (62,65) (67,1) (67,27) (67,64) (67,90) (70,2) (70,37) (70,54) (70,89) (73,28) (73,63) (74,1) (74,27) (74,64) (74,90) (78,2) (78,37) (78,54) (78,89) (80,14) (80,77) (83,2) (83,37) (83,54) (83,89) (85,9) (85,30) (85,61) (85,82) (87,14) (87,77) (88,13) (88,78)
2	y2 = x3 + 87x + 74	117	(0,16) (0,23) (0,68) (0,75) (2,16) (2,23) (2,68) (2,75) (5,19) (5,33) (5,58) (5,72) (7,5) (7,44) (7,47) (7,86) (9,26) (9,65) (12,5) (12,44) (12,47) (12,86) (13,42) (13,49) (15,29) (15,36) (15,55) (15,62) (20,21) (20,70) (22,13) (22,78) (26,16) (26,23) (26,68) (26,75) (28,16) (28,23) (28,68) (28,75) (33,5) (33,44) (33,47) (33,86) (35,26) (35,65) (37,16) (37,23) (37,68) (37,75) (41,42) (41,49) (44,19) (44,33) (44,58) (44,72) (48,0) (50,29) (50,36) (50,55) (50,62) (51,5) (51,44) (51,47) (51,86) (54,16) (54,23) (54,68) (54,75) (57,6) (57,20) (57,71) (57,85) (61,26) (61,65) (63,16) (63,23) (63,68) (63,75) (64,8) (64,34) (64,57) (64,83) (65,16) (65,23) (65,68) (65,75) (70,19) (70,33) (70,58) (70,72) (72,5) (72,44) (72,47) (72,86) (76,42) (76,49) (77,5) (77,44) (77,47) (77,86) (78,29) (78,36) (78,55) (78,62) (83,7) (83,84) (85,8) (85,34) (85,57) (85,83) (89,16) (89,23) (89,68) (89,75) (90,21) (90,70)
3	y2 = x3 + 61x + 4	117	(0,2) (0,37) (0,54) (0,89) (2,15) (2,41) (2,50) (2,76) (4,26) (4,65) (11,2) (11,37) (11,54) (11,89) (14,12) (14,40) (14,51) (14,79) (17,26) (17,65) (19,14) (19,77) (21,9) (21,30) (21,61) (21,82) (24,2) (24,37) (24,54) (24,89) (26,28) (26,63) (28,2) (28,37) (28,54) (28,89) (30,13) (30,78) (32,12) (32,40) (32,51) (32,79) (37,15) (37,41) (37,50) (37,76) (39,2) (39,37) (39,54) (39,89) (40,14) (40,77) (45,12) (45,40) (45,51) (45,79) (47,35) (47,56) (52,2) (52,37) (52,54) (52,89) (53,12) (53,40) (53,51) (53,79) (54,28) (54,63) (56,26) (56,65) (58,1) (58,27) (58,64) (58,90) (60,9) (60,30) (60,61) (60,82) (63,2) (63,37) (63,54) (63,89) (65,15) (65,41) (65,50) (65,76) (66,12) (66,40) (66,51) (66,79) (67,2) (67,37) (67,54) (67,89) (73,9) (73,30) (73,61) (73,82) (79,1) (79,27) (79,64) (79,90) (80,2) (80,37) (80,54) (80,89) (82,0) (84,12) (84,40) (84,51) (84,79) (86,22) (86,43) (86,48) (86,69) (89,28) (89,63)
4	y2 = x3 + 68x + 4	117	(0,2) (0,37) (0,54) (0,89) (3,12) (3,40) (3,51) (3,79) (5,14) (5,77) (7,2) (7,37) (7,54) (7,89) (11,9) (11,30) (11,61) (11,82) (12,0) (16,1) (16,27) (16,64) (16,90) (18,12) (18,40) (18,51) (18,79) (19,28) (19,63) (24,9) (24,30) (24,61) (24,82) (25,26) (25,65) (26,28) (26,63) (31,12) (31,40) (31,51) (31,79) (32,2) (32,37) (32,54) (32,89) (33,28) (33,63) (37,22) (37,43) (37,48) (37,69) (38,26) (38,65) (39,2) (39,37) (39,54) (39,89) (42,12) (42,40) (42,51) (42,79) (44,1) (44,27) (44,64) (44,90) (45,2) (45,37) (45,54) (45,89) (46,2) (46,37) (46,54) (46,89) (51,13) (51,78) (52,2) (52,37) (52,54) (52,89) (58,15) (58,41) (58,50) (58,76) (59,2) (59,37) (59,54) (59,89) (63,9) (63,30) (63,61) (63,82) (65,15) (65,41) (65,50) (65,76) (68,14) (68,77) (70,12) (70,40) (70,51) (70,79) (72,15) (72,41) (72,50) (72,76) (77,26) (77,65) (81,12) (81,40) (81,51) (81,79) (84,2) (84,37) (84,54) (84,89) (89,35) (89,56)
5	y2 = x3 + 66x + 74	117	(0,16) (0,23) (0,68) (0,75) (5,16) (5,23) (5,68) (5,75) (6,7) (6,84) (8,29) (8,36) (8,55) (8,62) (13,42) (13,49) (16,26) (16,65) (19,19) (19,33) (19,58) (19,72) (21,16) (21,23) (21,68) (21,75) (26,16) (26,23) (26,68) (26,75) (29,13) (29,78) (30,5) (30,44) (30,47) (30,86) (34,42) (34,49) (37,5) (37,44) (37,47) (37,86) (42,26) (42,65) (43,8) (43,34) (43,57) (43,83) (44,16) (44,23) (44,68) (44,75) (47,16) (47,23) (47,68) (47,75) (50,8) (50,34) (50,57) (50,83) (55,0) (56,5) (56,44) (56,47) (56,86) (57,29) (57,36) (57,55) (57,62) (58,19) (58,33) (58,58) (58,72) (63,5) (63,44) (63,47) (63,86) (65,16) (65,23) (65,68) (65,75) (68,26) (68,65) (69,21) (69,70) (70,16) (70,23) (70,68) (70,75) (71,6) (71,20) (71,71) (71,85) (76,21) (76,70) (78,29) (78,36) (78,55) (78,62) (82,5) (82,44) (82,47) (82,86) (83,42) (83,49) (84,19) (84,33) (84,58) (84,72) (86,16) (86,23) (86,68) (86,75) (89,5) (89,44) (89,47) (89,86)
6	y2 = x3 + 55x + 74	117	(0,16) (0,23) (0,68) (0,75) (1,26) (1,65) (6,16) (6,23) (6,68) (6,75) (7,16) (7,23) (7,68) (7,75) (8,5) (8,44) (8,47) (8,86) (10,21) (10,70) (13,16) (13,23) (13,68) (13,75) (14,26) (14,65) (15,19) (15,33) (15,58) (15,72) (20,16) (20,23) (20,68) (20,75) (21,5) (21,44) (21,47) (21,86) (27,26) (27,65) (28,19) (28,33) (28,58) (28,72) (32,29) (32,36) (32,55) (32,62) (34,5) (34,44) (34,47) (34,86) (36,5) (36,44) (36,47) (36,86) (39,29) (39,36) (39,55) (39,62) (41,19) (41,33) (41,58) (41,72) (45,42) (45,49) (46,29) (46,36) (46,55) (46,62) (49,5) (49,44) (49,47) (49,86) (52,42) (52,49) (53,13) (53,78) (59,42) (59,49) (60,8) (60,34) (60,57) (60,83) (62,5) (62,44) (62,47) (62,86) (66,0) (67,6) (67,20) (67,71) (67,85) (71,16) (71,23) (71,68) (71,75) (73,21) (73,70) (78,16) (78,23) (78,68) (78,75) (80,7) (80,84) (84,16) (84,23) (84,68) (84,75) (85,16) (85,23) (85,68) (85,75) (88,8) (88,34) (88,57) (88,83)
7	y2 = x3 + 27x + 74	117	(0,16) (0,23) (0,68) (0,75) (3,0) (4,8) (4,34) (4,57) (4,83) (6,19) (6,33) (6,58) (6,72) (8,16) (8,23) (8,68) (8,75) (11,8) (11,34) (11,57) (11,83) (13,16) (13,23) (13,68) (13,75) (17,21) (17,70) (18,29) (18,36) (18,55) (18,62) (21,16) (21,23) (21,68) (21,75) (24,21) (24,70) (29,26) (29,65) (31,42) (31,49) (32,6) (32,20) (32,71) (32,85) (34,16) (34,23) (34,68) (34,75) (39,29) (39,36) (39,55) (39,62) (42,26) (42,65) (43,5) (43,44) (43,47) (43,86) (45,7) (45,84) (50,5) (50,44) (50,47) (50,86) (52,42) (52,49) (55,26) (55,65) (56,5) (56,44) (56,47) (56,86) (57,16) (57,23) (57,68) (57,75) (60,29) (60,36) (60,55) (60,62) (63,5) (63,44) (63,47) (63,86) (69,5) (69,44) (69,47) (69,86) (70,16) (70,23) (70,68) (70,75) (71,19) (71,33) (71,58) (71,72) (73,42) (73,49) (76,5) (76,44) (76,47) (76,86) (78,16) (78,23) (78,68) (78,75) (81,13) (81,78) (83,16) (83,23) (83,68) (83,75) (84,19) (84,33) (84,58) (84,72)
8	y2 = x3 + 3x + 4	117	(0,2) (0,37) (0,54) (0,89) (5,12) (5,40) (5,51) (5,79) (6,28) (6,63) (7,2) (7,37) (7,54) (7,89) (12,26) (12,65) (13,28) (13,63) (16,12) (16,40) (16,51) (16,79) (19,2) (19,37) (19,54) (19,89) (20,28) (20,63) (26,2) (26,37) (26,54) (26,89) (29,1) (29,27) (29,64) (29,90) (33,2) (33,37) (33,54) (33,89) (37,9) (37,30) (37,61) (37,82) (42,12) (42,40) (42,51) (42,79) (44,12) (44,40) (44,51) (44,79) (50,22) (50,43) (50,48) (50,69) (51,26) (51,65) (55,14) (55,77) (57,1) (57,27) (57,64) (57,90) (58,2) (58,37) (58,54) (58,89) (63,9) (63,30) (63,61) (63,82) (64,13) (64,78) (65,2) (65,37) (65,54) (65,89) (68,12) (68,40) (68,51) (68,79) (70,12) (70,40) (70,51) (70,79) (71,15) (71,41) (71,50) (71,76) (72,2) (72,37) (72,54) (72,89) (76,35) (76,56) (77,26) (77,65) (78,15) (78,41) (78,50) (78,76) (83,14) (83,77) (84,2) (84,37) (84,54) (84,89) (85,15) (85,41) (85,50) (85,76) (89,9) (89,30) (89,61) (89,82) (90,0)
9	y2 = x3 + 61x + 74	117	(0,16) (0,23) (0,68) (0,75) (2,29) (2,36) (2,55) (2,62) (5,7) (5,84) (7,5) (7,44) (7,47) (7,86) (9,13) (9,78) (11,16) (11,23) (11,68) (11,75) (12,21) (12,70) (18,19) (18,33) (18,58) (18,72) (24,16) (24,23) (24,68) (24,75) (25,5) (25,44) (25,47) (25,86) (26,42) (26,49) (28,16) (28,23) (28,68) (28,75) (31,19) (31,33) (31,58) (31,72) (33,21) (33,70) (35,26) (35,65) (37,29) (37,36) (37,55) (37,62) (38,5) (38,44) (38,47) (38,86) (39,16) (39,23) (39,68) (39,75) (44,6) (44,20) (44,71) (44,85) (46,5) (46,44) (46,47) (46,86) (51,8) (51,34) (51,57) (51,83) (52,16) (52,23) (52,68) (52,75) (54,42) (54,49) (59,5) (59,44) (59,47) (59,86) (61,0) (63,16) (63,23) (63,68) (63,75) (65,29) (65,36) (65,55) (65,62) (67,16) (67,23) (67,68) (67,75) (70,19) (70,33) (70,58) (70,72) (72,8) (72,34) (72,57) (72,83) (74,26) (74,65) (77,5) (77,44) (77,47) (77,86) (80,16) (80,23) (80,68) (80,75) (87,26) (87,65) (89,42) (89,49)
10	y2 = x3 + 66x + 4	117	(0,2) (0,37) (0,54) (0,89) (2,12) (2,40) (2,51) (2,79) (5,2) (5,37) (5,54) (5,89) (7,9) (7,30) (7,61) (7,82) (8,15) (8,41) (8,50) (8,76) (9,12) (9,40) (9,51) (9,79) (13,28) (13,63) (15,1) (15,27) (15,64) (15,90) (20,35) (20,56) (21,2) (21,37) (21,54) (21,89) (22,1) (22,27) (22,64) (22,90) (23,26) (23,65) (26,2) (26,37) (26,54) (26,89) (28,12) (28,40) (28,51) (28,79) (33,9) (33,30) (33,61) (33,82) (34,28) (34,63) (35,12) (35,40) (35,51) (35,79) (36,13) (36,78) (41,14) (41,77) (44,2) (44,37) (44,54) (44,89) (47,2) (47,37) (47,54) (47,89) (48,14) (48,77) (49,26) (49,65) (54,12) (54,40) (54,51) (54,79) (57,15) (57,41) (57,50) (57,76) (61,12) (61,40) (61,51) (61,79) (62,0) (65,2) (65,37) (65,54) (65,89) (70,2) (70,37) (70,54) (70,89) (72,9) (72,30) (72,61) (72,82) (75,26) (75,65) (78,15) (78,41) (78,50) (78,76) (83,28) (83,63) (85,22) (85,43) (85,48) (85,69) (86,2) (86,37) (86,54) (86,89)
11	y2 = x3 + 48x + 74	117	(0,16) (0,23) (0,68) (0,75) (7,5) (7,44) (7,47) (7,86) (11,29) (11,36) (11,55) (11,62) (13,16) (13,23) (13,68) (13,75) (15,16) (15,23) (15,68) (15,75) (18,6) (18,20) (18,71) (18,85) (20,5) (20,44) (20,47) (20,86) (22,26) (22,65) (24,42) (24,49) (25,8) (25,34) (25,57) (25,83) (28,16) (28,23) (28,68) (28,75) (31,7) (31,84) (35,26) (35,65) (38,21) (38,70) (39,29) (39,36) (39,55) (39,62) (41,16) (41,23) (41,68) (41,75) (46,8) (46,34) (46,57) (46,83) (48,26) (48,65) (50,16) (50,23) (50,68) (50,75) (52,42) (52,49) (57,19) (57,33) (57,58) (57,72) (59,21) (59,70) (63,16) (63,23) (63,68) (63,75) (64,5) (64,44) (64,47) (64,86) (67,29) (67,36) (67,55) (67,62) (70,19) (70,33) (70,58) (70,72) (74,13) (74,78) (76,16) (76,23) (76,68) (76,75) (77,5) (77,44) (77,47) (77,86) (78,16) (78,23) (78,68) (78,75) (80,42) (80,49) (83,19) (83,33) (83,58) (83,72) (85,5) (85,44) (85,47) (85,86) (87,0) (90,5) (90,44) (90,47) (90,86)
12	y2 = x3 + 87x + 4	117	(0,2) (0,37) (0,54) (0,89) (1,1) (1,27) (1,64) (1,90) (2,2) (2,37) (2,54) (2,89) (6,14) (6,77) (8,22) (8,43) (8,48) (8,69) (13,28) (13,63) (14,12) (14,40) (14,51) (14,79) (15,15) (15,41) (15,50) (15,76) (19,12) (19,40) (19,51) (19,79) (21,9) (21,30) (21,61) (21,82) (26,2) (26,37) (26,54) (26,89) (27,14) (27,77) (28,2) (28,37) (28,54) (28,89) (30,26) (30,65) (34,35) (34,56) (37,2) (37,37) (37,54) (37,89) (40,12) (40,40) (40,51) (40,79) (41,28) (41,63) (43,13) (43,78) (47,9) (47,30) (47,61) (47,82) (50,15) (50,41) (50,50) (50,76) (54,2) (54,37) (54,54) (54,89) (56,26) (56,65) (58,12) (58,40) (58,51) (58,79) (63,2) (63,37) (63,54) (63,89) (65,2) (65,37) (65,54) (65,89) (69,0) (71,1) (71,27) (71,64) (71,90) (76,28) (76,63) (78,15) (78,41) (78,50) (78,76) (79,12) (79,40) (79,51) (79,79) (82,26) (82,65) (84,12) (84,40) (84,51) (84,79) (86,9) (86,30) (86,61) (86,82) (89,2) (89,37) (89,54) (89,89)
13	y2 = x3 + 40x + 74	117	(0,16) (0,23) (0,68) (0,75) (3,26) (3,65) (4,5) (4,44) (4,47) (4,86) (5,42) (5,49) (11,5) (11,44) (11,47) (11,86) (16,13) (16,78) (17,5) (17,44) (17,47) (17,86) (18,16) (18,23) (18,68) (18,75) (19,7) (19,84) (21,16) (21,23) (21,68) (21,75) (24,5) (24,44) (24,47) (24,86) (26,42) (26,49) (30,8) (30,34) (30,57) (30,83) (31,16) (31,23) (31,68) (31,75) (32,19) (32,33) (32,58) (32,72) (37,8) (37,34) (37,57) (37,83) (39,16) (39,23) (39,68) (39,75) (42,26) (42,65) (44,29) (44,36) (44,55) (44,62) (45,19) (45,33) (45,58) (45,72) (47,42) (47,49) (52,16) (52,23) (52,68) (52,75) (56,5) (56,44) (56,47) (56,86) (58,6) (58,20) (58,71) (58,85) (60,16) (60,23) (60,68) (60,75) (63,5) (63,44) (63,47) (63,86) (65,29) (65,36) (65,55) (65,62) (68,0) (70,16) (70,23) (70,68) (70,75) (73,16) (73,23) (73,68) (73,75) (81,26) (81,65) (82,21) (82,70) (84,19) (84,33) (84,58) (84,72) (86,29) (86,36) (86,55) (86,62) (89,21) (89,70)
14	y2 = x3 + 3x + 74	117	(0,16) (0,23) (0,68) (0,75) (1,13) (1,78) (2,19) (2,33) (2,58) (2,72) (6,42) (6,49) (7,16) (7,23) (7,68) (7,75) (8,8) (8,34) (8,57) (8,83) (13,42) (13,49) (14,26) (14,65) (15,6) (15,20) (15,71) (15,85) (19,16) (19,23) (19,68) (19,75) (20,42) (20,49) (21,5) (21,44) (21,47) (21,86) (23,5) (23,44) (23,47) (23,86) (26,16) (26,23) (26,68) (26,75) (27,0) (28,19) (28,33) (28,58) (28,72) (33,16) (33,23) (33,68) (33,75) (34,21) (34,70) (36,8) (36,34) (36,57) (36,83) (40,26) (40,65) (41,7) (41,84) (47,5) (47,44) (47,47) (47,86) (49,5) (49,44) (49,47) (49,86) (54,19) (54,33) (54,58) (54,72) (58,16) (58,23) (58,68) (58,75) (62,21) (62,70) (65,16) (65,23) (65,68) (65,75) (71,29) (71,36) (71,55) (71,62) (72,16) (72,23) (72,68) (72,75) (75,5) (75,44) (75,47) (75,86) (78,29) (78,36) (78,55) (78,62) (79,26) (79,65) (84,16) (84,23) (84,68) (84,75) (85,29) (85,36) (85,55) (85,62) (86,5) (86,44) (86,47) (86,86)
15	y2 = x3 + 55x + 4	117	(0,2) (0,37) (0,54) (0,89) (3,14) (3,77) (6,2) (6,37) (6,54) (6,89) (7,2) (7,37) (7,54) (7,89) (11,22) (11,43) (11,48) (11,69) (13,2) (13,37) (13,54) (13,89) (18,1) (18,27) (18,64) (18,90) (20,2) (20,37) (20,54) (20,89) (24,35) (24,56) (25,13) (25,78) (29,12) (29,40) (29,51) (29,79) (31,14) (31,77) (32,15) (32,41) (32,50) (32,76) (38,0) (39,15) (39,41) (39,50) (39,76) (42,12) (42,40) (42,51) (42,79) (45,28) (45,63) (46,15) (46,41) (46,50) (46,76) (50,9) (50,30) (50,61) (50,82) (52,28) (52,63) (55,12) (55,40) (55,51) (55,79) (57,12) (57,40) (57,51) (57,79) (59,28) (59,63) (63,9) (63,30) (63,61) (63,82) (64,26) (64,65) (70,12) (70,40) (70,51) (70,79) (71,2) (71,37) (71,54) (71,89) (76,9) (76,30) (76,61) (76,82) (77,26) (77,65) (78,2) (78,37) (78,54) (78,89) (81,1) (81,27) (81,64) (81,90) (83,12) (83,40) (83,51) (83,79) (84,2) (84,37) (84,54) (84,89) (85,2) (85,37) (85,54) (85,89) (90,26) (90,65)
16	y2 = x3 + 40x + 4	117	(0,2) (0,37) (0,54) (0,89) (2,1) (2,27) (2,64) (2,90) (5,28) (5,63) (7,9) (7,30) (7,61) (7,82) (9,1) (9,27) (9,64) (9,90) (10,26) (10,65) (18,2) (18,37) (18,54) (18,89) (21,2) (21,37) (21,54) (21,89) (23,13) (23,78) (26,28) (26,63) (28,12) (28,40) (28,51) (28,79) (31,2) (31,37) (31,54) (31,89) (33,35) (33,56) (35,12) (35,40) (35,51) (35,79) (39,2) (39,37) (39,54) (39,89) (44,15) (44,41) (44,50) (44,76) (46,9) (46,30) (46,61) (46,82) (47,28) (47,63) (49,26) (49,65) (52,2) (52,37) (52,54) (52,89) (54,14) (54,77) (59,9) (59,30) (59,61) (59,82) (60,2) (60,37) (60,54) (60,89) (61,14) (61,77) (65,15) (65,41) (65,50) (65,76) (67,12) (67,40) (67,51) (67,79) (70,2) (70,37) (70,54) (70,89) (72,22) (72,43) (72,48) (72,69) (73,2) (73,37) (73,54) (73,89) (74,12) (74,40) (74,51) (74,79) (75,0) (80,12) (80,40) (80,51) (80,79) (86,15) (86,41) (86,50) (86,76) (87,12) (87,40) (87,51) (87,79) (88,26) (88,65)
17	y2 = x3 + 48x + 4	117	(0,2) (0,37) (0,54) (0,89) (1,12) (1,40) (1,51) (1,79) (4,13) (4,78) (6,12) (6,40) (6,51) (6,79) (8,9) (8,30) (8,61) (8,82) (11,15) (11,41) (11,50) (11,76) (13,2) (13,37) (13,54) (13,89) (14,12) (14,40) (14,51) (14,79) (15,2) (15,37) (15,54) (15,89) (17,0) (21,9) (21,30) (21,61) (21,82) (24,28) (24,63) (27,12) (27,40) (27,51) (27,79) (28,2) (28,37) (28,54) (28,89) (32,1) (32,27) (32,64) (32,90) (34,9) (34,30) (34,61) (34,82) (39,15) (39,41) (39,50) (39,76) (41,2) (41,37) (41,54) (41,89) (43,26) (43,65) (45,14) (45,77) (50,2) (50,37) (50,54) (50,89) (52,28) (52,63) (53,1) (53,27) (53,64) (53,90) (56,26) (56,65) (60,22) (60,43) (60,48) (60,69) (63,2) (63,37) (63,54) (63,89) (66,14) (66,77) (67,15) (67,41) (67,50) (67,76) (69,26) (69,65) (71,12) (71,40) (71,51) (71,79) (73,35) (73,56) (76,2) (76,37) (76,54) (76,89) (78,2) (78,37) (78,54) (78,89) (80,28) (80,63) (84,12) (84,40) (84,51) (84,79)
18	y2 = x3 + 68x + 74	117	(0,16) (0,23) (0,68) (0,75) (2,6) (2,20) (2,71) (2,85) (7,16) (7,23) (7,68) (7,75) (10,5) (10,44) (10,47) (10,86) (14,26) (14,65) (19,42) (19,49) (21,5) (21,44) (21,47) (21,86) (23,8) (23,34) (23,57) (23,83) (26,42) (26,49) (28,19) (28,33) (28,58) (28,72) (32,16) (32,23) (32,68) (32,75) (33,42) (33,49) (39,16) (39,23) (39,68) (39,75) (40,0) (45,16) (45,23) (45,68) (45,75) (46,16) (46,23) (46,68) (46,75) (47,21) (47,70) (49,5) (49,44) (49,47) (49,86) (52,16) (52,23) (52,68) (52,75) (53,26) (53,65) (54,7) (54,84) (58,29) (58,36) (58,55) (58,62) (59,16) (59,23) (59,68) (59,75) (60,5) (60,44) (60,47) (60,86) (65,29) (65,36) (65,55) (65,62) (66,26) (66,65) (67,19) (67,33) (67,58) (67,72) (72,29) (72,36) (72,55) (72,62) (73,5) (73,44) (73,47) (73,86) (75,21) (75,70) (79,13) (79,78) (80,19) (80,33) (80,58) (80,72) (84,16) (84,23) (84,68) (84,75) (86,8) (86,34) (86,57) (86,83) (88,5) (88,44) (88,47) (88,86)