class leader: y² = x³ + 12x

Sr no.	class members	# points	points
1	y2 = x3 + 12x	105	(0,0) (2,11) (2,78) (6,33) (6,56) (7,31) (7,58) (9,6) (9,83) (11,22) (11,67) (13,22) (13,67) (14,8) (14,81) (15,23) (15,66) (16,4) (16,85) (17,20) (17,69) (18,21) (18,68) (21,41) (21,48) (23,28) (23,61) (24,36) (24,53) (26,34) (26,55) (27,31) (27,58) (29,23) (29,66) (31,9) (31,80) (32,20) (32,69) (33,33) (33,56) (34,14) (34,75) (37,10) (37,79) (39,35) (39,54) (40,20) (40,69) (42,30) (42,59) (44,19) (44,70) (45,23) (45,66) (47,41) (47,48) (49,32) (49,57) (50,33) (50,56) (52,16) (52,73) (55,31) (55,58) (56,35) (56,54) (57,32) (57,57) (58,39) (58,50) (60,19) (60,70) (62,14) (62,75) (63,1) (63,88) (65,22) (65,67) (66,27) (66,62) (68,30) (68,59) (71,2) (71,87) (72,32) (72,57) (73,42) (73,47) (74,19) (74,70) (75,5) (75,84) (76,36) (76,53) (78,36) (78,53) (80,26) (80,63) (82,14) (82,75) (83,35) (83,54) (87,18) (87,71)
2	y2 = x3 + 23x	105	(0,0) (4,44) (4,45) (6,40) (6,49) (8,42) (8,47) (10,42) (10,47) (11,31) (11,58) (13,2) (13,87) (14,29) (14,60) (15,31) (15,58) (17,26) (17,63) (18,4) (18,85) (19,40) (19,49) (20,19) (20,70) (24,15) (24,74) (25,25) (25,64) (26,14) (26,75) (28,41) (28,48) (29,15) (29,74) (30,10) (30,79) (32,29) (32,60) (34,6) (34,83) (36,15) (36,74) (38,11) (38,78) (40,22) (40,67) (41,34) (41,55) (43,29) (43,60) (44,20) (44,69) (45,32) (45,57) (46,7) (46,82) (48,1) (48,88) (49,36) (49,53) (51,18) (51,71) (53,24) (53,65) (55,26) (55,63) (57,7) (57,82) (59,16) (59,73) (60,24) (60,65) (61,30) (61,59) (63,31) (63,58) (64,40) (64,49) (65,24) (65,65) (69,23) (69,66) (70,25) (70,64) (71,42) (71,47) (72,6) (72,83) (74,14) (74,75) (75,7) (75,82) (76,21) (76,68) (78,14) (78,75) (79,4) (79,85) (81,4) (81,85) (83,25) (83,64) (85,17) (85,72)
3	y2 = x3 + 43x	105	(0,0) (1,20) (1,69) (2,19) (2,70) (3,44) (3,45) (5,42) (5,47) (7,33) (7,56) (8,12) (8,77) (14,26) (14,63) (16,44) (16,45) (18,38) (18,51) (19,17) (19,72) (20,7) (20,82) (21,14) (21,75) (23,42) (23,47) (25,18) (25,71) (26,2) (26,87) (27,14) (27,75) (28,4) (28,85) (29,2) (29,87) (32,18) (32,71) (34,2) (34,87) (36,12) (36,77) (37,1) (37,88) (38,13) (38,76) (41,14) (41,75) (43,30) (43,59) (44,37) (44,52) (45,12) (45,77) (46,41) (46,48) (48,31) (48,58) (51,3) (51,86) (52,34) (52,55) (53,37) (53,52) (55,21) (55,68) (57,11) (57,78) (60,21) (60,68) (61,42) (61,47) (62,31) (62,58) (63,21) (63,68) (64,11) (64,78) (66,4) (66,85) (68,31) (68,58) (69,29) (69,60) (70,44) (70,45) (71,43) (71,46) (73,17) (73,72) (75,6) (75,83) (81,37) (81,52) (82,35) (82,54) (84,4) (84,85) (86,17) (86,72) (87,23) (87,66) (88,32) (88,57)
4	y2 = x3 + 7x	105	(0,0) (1,39) (1,50) (2,17) (2,72) (5,31) (5,58) (6,13) (6,76) (7,6) (7,83) (8,37) (8,52) (9,13) (9,76) (10,25) (10,64) (11,42) (11,47) (12,11) (12,78) (15,3) (15,86) (16,5) (16,84) (18,23) (18,66) (19,36) (19,53) (25,15) (25,74) (26,15) (26,74) (27,5) (27,84) (33,37) (33,52) (35,20) (35,69) (36,19) (36,70) (37,2) (37,87) (38,15) (38,74) (40,17) (40,72) (41,12) (41,77) (42,44) (42,45) (43,8) (43,81) (46,5) (46,84) (47,17) (47,72) (48,37) (48,52) (49,44) (49,45) (51,24) (51,65) (52,21) (52,68) (53,23) (53,66) (54,32) (54,57) (56,12) (56,77) (62,8) (62,81) (63,24) (63,65) (64,24) (64,65) (70,22) (70,67) (71,19) (71,70) (73,8) (73,81) (74,13) (74,76) (77,18) (77,71) (78,4) (78,85) (79,40) (79,49) (80,3) (80,86) (81,12) (81,77) (82,26) (82,63) (83,3) (83,86) (84,14) (84,75) (87,44) (87,45) (88,9) (88,80)
5	y2 = x3 + 6x	105	(0,0) (2,38) (2,51) (3,32) (3,57) (4,34) (4,55) (9,31) (9,58) (10,9) (10,80) (12,38) (12,51) (13,36) (13,53) (14,43) (14,46) (16,3) (16,86) (20,33) (20,56) (21,24) (21,65) (22,10) (22,79) (24,23) (24,66) (25,17) (25,72) (26,33) (26,56) (27,40) (27,49) (29,34) (29,55) (31,42) (31,47) (33,1) (33,88) (34,9) (34,80) (35,3) (35,86) (38,3) (38,86) (40,31) (40,58) (42,5) (42,84) (43,33) (43,56) (44,39) (44,50) (45,9) (45,80) (46,35) (46,54) (47,8) (47,81) (49,14) (49,75) (51,13) (51,76) (54,13) (54,76) (55,39) (55,50) (56,34) (56,55) (58,4) (58,85) (60,1) (60,88) (62,25) (62,64) (63,35) (63,54) (64,44) (64,45) (65,19) (65,70) (67,16) (67,73) (68,15) (68,74) (69,35) (69,54) (73,13) (73,76) (75,38) (75,51) (76,22) (76,67) (77,43) (77,46) (79,39) (79,50) (80,14) (80,75) (85,1) (85,88) (86,20) (86,69) (87,43) (87,46)
6	y2 = x3 + 75x	105	(0,0) (2,43) (2,46) (4,39) (4,50) (5,12) (5,77) (7,44) (7,45) (8,20) (8,69) (9,43) (9,46) (11,38) (11,51) (12,15) (12,74) (13,18) (13,71) (15,36) (15,53) (16,32) (16,57) (17,15) (17,74) (21,44) (21,45) (22,4) (22,85) (23,39) (23,50) (24,7) (24,82) (27,9) (27,80) (28,17) (28,72) (29,24) (29,65) (33,26) (33,63) (35,33) (35,56) (36,36) (36,53) (38,36) (38,53) (40,28) (40,61) (41,23) (41,66) (44,14) (44,75) (45,31) (45,58) (48,19) (48,70) (49,27) (49,62) (51,22) (51,67) (53,22) (53,67) (54,35) (54,54) (56,6) (56,83) (60,15) (60,74) (61,44) (61,45) (62,39) (62,50) (65,29) (65,60) (66,9) (66,80) (67,42) (67,47) (68,17) (68,72) (72,24) (72,65) (73,20) (73,69) (74,22) (74,67) (76,11) (76,78) (77,24) (77,65) (78,43) (78,46) (80,38) (80,51) (81,32) (81,57) (82,17) (82,72) (84,37) (84,52) (85,9) (85,80) (87,38) (87,51)
7	y2 = x3 + 83x	105	(0,0) (1,23) (1,66) (2,21) (2,68) (3,3) (3,86) (4,29) (4,60) (6,25) (6,64) (7,37) (7,52) (10,36) (10,53) (13,28) (13,61) (14,41) (14,48) (15,9) (15,80) (16,23) (16,66) (17,19) (17,70) (21,18) (21,71) (25,16) (25,73) (28,35) (28,54) (31,18) (31,71) (32,25) (32,64) (33,36) (33,53) (35,37) (35,52) (36,31) (36,58) (37,18) (37,71) (38,40) (38,49) (39,16) (39,73) (40,6) (40,83) (42,12) (42,77) (43,22) (43,67) (46,36) (46,53) (47,37) (47,52) (49,26) (49,63) (50,10) (50,79) (51,25) (51,64) (52,11) (52,78) (53,14) (53,75) (54,12) (54,77) (56,22) (56,67) (57,40) (57,49) (58,11) (58,78) (61,33) (61,56) (64,10) (64,79) (68,11) (68,78) (72,23) (72,66) (73,19) (73,70) (74,39) (74,50) (75,30) (75,59) (76,27) (76,62) (79,22) (79,67) (82,12) (82,77) (83,40) (83,49) (85,7) (85,82) (86,13) (86,76) (87,2) (87,87) (88,19) (88,70)
8	y2 = x3 + 28x	105	(0,0) (2,8) (2,81) (3,17) (3,72) (4,40) (4,49) (5,40) (5,49) (7,19) (7,70) (9,25) (9,64) (10,37) (10,52) (12,27) (12,62) (13,43) (13,46) (14,33) (14,56) (15,18) (15,71) (16,19) (16,70) (17,7) (17,82) (18,27) (18,62) (19,2) (19,87) (20,4) (20,85) (22,36) (22,53) (23,23) (23,66) (24,16) (24,73) (30,28) (30,61) (32,17) (32,72) (35,44) (35,45) (36,7) (36,82) (37,43) (37,46) (38,20) (38,69) (39,43) (39,46) (50,38) (50,51) (51,32) (51,57) (52,38) (52,51) (53,29) (53,60) (54,17) (54,72) (57,44) (57,45) (59,27) (59,62) (65,10) (65,79) (66,19) (66,70) (67,22) (67,67) (69,42) (69,47) (70,21) (70,68) (71,28) (71,61) (72,29) (72,60) (73,23) (73,66) (74,11) (74,78) (75,35) (75,54) (76,38) (76,51) (77,28) (77,61) (79,12) (79,77) (80,40) (80,49) (82,23) (82,66) (84,25) (84,64) (85,25) (85,64) (86,44) (86,45) (87,5) (87,84)
9	y2 = x3 + 56x	105	(0,0) (1,18) (1,71) (3,27) (3,62) (4,33) (4,56) (5,7) (5,82) (6,14) (6,75) (10,15) (10,74) (11,16) (11,73) (14,18) (14,71) (15,11) (15,78) (16,39) (16,50) (17,13) (17,76) (19,25) (19,64) (20,24) (20,65) (23,4) (23,85) (29,5) (29,84) (30,17) (30,72) (31,33) (31,56) (33,7) (33,82) (34,1) (34,88) (35,35) (35,54) (36,16) (36,73) (38,29) (38,60) (39,2) (39,87) (41,27) (41,62) (42,16) (42,73) (44,28) (44,61) (45,27) (45,62) (47,10) (47,79) (48,28) (48,61) (50,21) (50,68) (51,7) (51,82) (53,10) (53,79) (54,33) (54,56) (55,34) (55,55) (56,29) (56,60) (58,35) (58,54) (59,44) (59,45) (60,8) (60,81) (66,42) (66,47) (69,15) (69,74) (70,40) (70,49) (72,3) (72,86) (73,9) (73,80) (74,18) (74,71) (75,11) (75,78) (78,10) (78,79) (79,24) (79,65) (83,31) (83,58) (84,29) (84,60) (85,35) (85,54) (86,28) (86,61) (88,11) (88,78)
10	y2 = x3 + 24x	105	(0,0) (1,5) (1,84) (3,30) (3,59) (4,31) (4,58) (5,44) (5,45) (6,2) (6,87) (8,9) (8,80) (9,12) (9,77) (13,27) (13,62) (18,37) (18,52) (19,27) (19,62) (20,5) (20,84) (21,8) (21,81) (23,9) (23,80) (24,31) (24,58) (26,20) (26,69) (27,22) (27,67) (28,14) (28,75) (31,39) (31,50) (32,28) (32,61) (35,4) (35,85) (37,30) (37,59) (39,25) (39,64) (40,41) (40,48) (41,29) (41,60) (42,43) (42,46) (44,34) (44,55) (45,1) (45,88) (47,38) (47,51) (48,7) (48,82) (49,30) (49,59) (50,40) (50,49) (52,41) (52,48) (54,42) (54,47) (57,27) (57,62) (58,9) (58,80) (61,31) (61,58) (62,36) (62,53) (63,32) (63,57) (65,14) (65,75) (66,39) (66,50) (68,5) (68,84) (69,8) (69,81) (70,28) (70,61) (71,12) (71,77) (76,28) (76,61) (80,37) (80,52) (81,39) (81,50) (83,21) (83,68) (84,17) (84,72) (85,14) (85,75) (86,41) (86,48) (88,8) (88,81)
11	y2 = x3 + 77x	105	(0,0) (1,16) (1,73) (2,42) (2,47) (3,13) (3,76) (4,4) (4,85) (6,12) (6,77) (7,9) (7,80) (9,40) (9,49) (10,41) (10,48) (11,24) (11,65) (12,31) (12,58) (14,23) (14,66) (15,13) (15,76) (17,9) (17,80) (18,3) (18,86) (19,32) (19,57) (20,27) (20,62) (21,38) (21,51) (24,39) (24,50) (25,27) (25,62) (26,40) (26,49) (28,16) (28,73) (29,10) (29,79) (31,7) (31,82) (35,25) (35,64) (39,17) (39,72) (44,27) (44,62) (45,28) (45,61) (50,44) (50,45) (54,40) (54,49) (58,29) (58,60) (60,16) (60,73) (61,10) (61,79) (63,25) (63,64) (64,28) (64,61) (65,9) (65,80) (68,43) (68,46) (69,28) (69,61) (70,20) (70,69) (71,13) (71,76) (72,39) (72,50) (74,3) (74,86) (75,19) (75,70) (77,14) (77,75) (78,15) (78,74) (79,30) (79,59) (80,25) (80,64) (82,39) (82,50) (83,37) (83,52) (85,42) (85,47) (86,3) (86,86) (87,4) (87,85) (88,10) (88,79)
12	y2 = x3 + 33x	105	(0,0) (1,37) (1,52) (4,14) (4,75) (7,29) (7,60) (8,8) (8,81) (9,15) (9,74) (10,23) (10,66) (13,32) (13,57) (14,25) (14,64) (16,21) (16,68) (17,32) (17,57) (18,14) (18,75) (19,30) (19,59) (22,31) (22,58) (23,33) (23,56) (24,38) (24,51) (26,10) (26,79) (30,20) (30,69) (31,38) (31,51) (32,2) (32,87) (33,25) (33,64) (34,38) (34,51) (35,8) (35,81) (41,26) (41,63) (42,25) (42,64) (43,5) (43,84) (44,22) (44,67) (45,36) (45,53) (46,8) (46,81) (47,40) (47,49) (48,6) (48,83) (54,5) (54,84) (55,43) (55,46) (56,40) (56,49) (57,21) (57,68) (58,43) (58,46) (59,32) (59,57) (63,16) (63,73) (65,43) (65,46) (66,35) (66,54) (67,14) (67,75) (70,41) (70,48) (71,31) (71,58) (72,20) (72,69) (73,2) (73,87) (75,40) (75,49) (76,20) (76,69) (79,19) (79,70) (80,24) (80,65) (81,5) (81,84) (82,7) (82,82) (85,31) (85,58) (88,12) (88,77)
13	y2 = x3 + 66x	105	(0,0) (1,44) (1,45) (3,15) (3,74) (5,30) (5,59) (6,16) (6,73) (7,2) (7,87) (11,30) (11,59) (15,2) (15,87) (16,41) (16,48) (17,28) (17,61) (18,16) (18,73) (20,8) (20,81) (22,21) (22,68) (23,35) (23,54) (24,10) (24,79) (25,3) (25,86) (26,35) (26,54) (27,4) (27,85) (30,12) (30,77) (31,8) (31,81) (32,9) (32,80) (38,8) (38,81) (40,35) (40,54) (41,31) (41,58) (42,26) (42,63) (43,38) (43,51) (44,44) (44,45) (45,17) (45,72) (46,43) (46,46) (47,6) (47,83) (48,14) (48,75) (49,33) (49,56) (51,5) (51,84) (57,39) (57,50) (58,5) (58,84) (59,37) (59,52) (62,42) (62,47) (63,33) (63,56) (64,13) (64,76) (65,16) (65,73) (66,33) (66,56) (67,2) (67,87) (69,5) (69,84) (71,10) (71,79) (72,27) (72,62) (73,30) (73,59) (74,21) (74,68) (78,41) (78,48) (82,21) (82,68) (83,10) (83,79) (84,41) (84,48) (86,24) (86,65) (88,17) (88,72)
14	y2 = x3 + 14x	105	(0,0) (2,6) (2,83) (3,43) (3,46) (5,27) (5,62) (7,21) (7,68) (8,1) (8,88) (10,28) (10,61) (15,5) (15,84) (17,16) (17,73) (18,11) (18,78) (19,19) (19,70) (21,11) (21,78) (22,3) (22,86) (24,3) (24,86) (25,20) (25,69) (27,6) (27,83) (28,19) (28,70) (29,26) (29,63) (30,39) (30,50) (33,40) (33,49) (35,17) (35,72) (36,41) (36,48) (37,21) (37,68) (39,18) (39,71) (42,19) (42,70) (43,3) (43,86) (44,2) (44,87) (45,21) (45,68) (46,13) (46,76) (47,23) (47,66) (50,11) (50,78) (52,2) (52,87) (53,30) (53,59) (54,44) (54,45) (56,25) (56,64) (59,9) (59,80) (60,6) (60,83) (61,23) (61,66) (62,26) (62,63) (64,32) (64,57) (65,13) (65,76) (67,13) (67,76) (68,18) (68,71) (70,23) (70,66) (71,18) (71,71) (72,10) (72,79) (74,8) (74,81) (79,27) (79,62) (81,34) (81,55) (82,2) (82,87) (84,28) (84,61) (86,38) (86,51) (87,26) (87,63)
15	y2 = x3 + 61x	105	(0,0) (3,11) (3,78) (8,33) (8,56) (9,11) (9,78) (10,39) (10,50) (11,20) (11,69) (12,18) (12,71) (13,26) (13,63) (15,14) (15,75) (16,34) (16,55) (19,39) (19,50) (20,26) (20,63) (21,29) (21,60) (22,8) (22,81) (23,24) (23,65) (24,43) (24,46) (29,9) (29,80) (31,40) (31,49) (32,30) (32,59) (33,6) (33,83) (36,13) (36,76) (37,20) (37,69) (39,33) (39,56) (41,20) (41,69) (42,33) (42,56) (43,28) (43,61) (44,5) (44,84) (45,8) (45,81) (46,27) (46,62) (47,35) (47,54) (48,32) (48,57) (50,35) (50,54) (52,32) (52,57) (53,3) (53,86) (56,26) (56,63) (57,41) (57,48) (58,25) (58,64) (60,39) (60,50) (65,38) (65,51) (66,15) (66,74) (67,5) (67,84) (68,7) (68,82) (69,6) (69,83) (70,9) (70,80) (73,1) (73,88) (74,31) (74,58) (76,6) (76,83) (77,11) (77,78) (78,32) (78,57) (79,9) (79,80) (80,18) (80,71) (81,35) (81,54) (86,18) (86,71)
16	y2 = x3 + 48x	105	(0,0) (1,7) (1,82) (4,16) (4,73) (5,3) (5,86) (9,2) (9,87) (11,41) (11,48) (12,41) (12,48) (14,37) (14,52) (15,1) (15,88) (18,33) (18,56) (21,37) (21,52) (22,32) (22,57) (23,30) (23,59) (25,2) (25,87) (26,32) (26,57) (27,8) (27,81) (28,44) (28,45) (30,7) (30,82) (31,29) (31,60) (32,22) (32,67) (34,21) (34,68) (35,12) (35,77) (36,18) (36,71) (37,39) (37,50) (41,32) (41,57) (42,3) (42,86) (43,15) (43,74) (46,24) (46,65) (47,13) (47,76) (48,20) (48,69) (52,9) (52,80) (53,11) (53,78) (54,37) (54,52) (55,2) (55,87) (57,36) (57,53) (58,7) (58,82) (59,29) (59,60) (61,17) (61,72) (62,5) (62,84) (63,20) (63,69) (64,21) (64,68) (66,41) (66,48) (67,20) (67,69) (68,12) (68,77) (71,35) (71,54) (74,34) (74,55) (75,12) (75,77) (77,30) (77,59) (78,30) (78,59) (80,21) (80,68) (84,13) (84,76) (85,10) (85,79) (88,29) (88,60)
17	y2 = x3 + 46x	105	(0,0) (1,15) (1,74) (2,10) (2,79) (5,34) (5,55) (6,15) (6,74) (7,24) (7,65) (8,41) (8,48) (10,6) (10,83) (11,18) (11,71) (12,12) (12,77) (13,6) (13,83) (17,34) (17,55) (19,41) (19,48) (20,38) (20,51) (21,9) (21,80) (22,1) (22,88) (23,26) (23,63) (27,30) (27,59) (28,10) (28,79) (29,25) (29,64) (30,16) (30,73) (31,44) (31,45) (32,8) (32,81) (34,27) (34,62) (38,4) (38,85) (40,43) (40,46) (43,36) (43,53) (46,22) (46,67) (49,38) (49,51) (51,42) (51,47) (55,28) (55,61) (57,5) (57,84) (58,17) (58,72) (59,10) (59,79) (60,40) (60,49) (61,16) (61,73) (62,41) (62,48) (66,6) (66,83) (67,34) (67,55) (68,39) (68,50) (69,43) (69,46) (70,30) (70,59) (72,1) (72,88) (76,26) (76,63) (77,37) (77,52) (78,11) (78,78) (79,26) (79,63) (81,30) (81,59) (82,15) (82,74) (83,24) (83,65) (84,1) (84,88) (87,16) (87,73) (88,24) (88,65)
18	y2 = x3 + 3x	105	(0,0) (1,2) (1,87) (3,6) (3,83) (7,39) (7,50) (8,25) (8,64) (9,20) (9,69) (12,42) (12,47) (13,10) (13,79) (16,36) (16,53) (17,43) (17,46) (20,36) (20,53) (21,35) (21,54) (22,37) (22,52) (25,6) (25,83) (26,11) (26,78) (28,26) (28,63) (29,1) (29,88) (30,37) (30,52) (31,43) (31,46) (33,13) (33,76) (34,35) (34,54) (36,22) (36,67) (37,37) (37,52) (38,42) (38,47) (39,42) (39,47) (40,29) (40,60) (41,43) (41,46) (48,38) (48,51) (49,7) (49,82) (50,4) (50,85) (51,4) (51,85) (52,12) (52,77) (53,36) (53,53) (55,33) (55,56) (56,3) (56,86) (58,38) (58,51) (59,12) (59,77) (60,34) (60,55) (61,6) (61,83) (63,18) (63,71) (64,26) (64,63) (67,12) (67,77) (68,33) (68,56) (69,22) (69,67) (72,38) (72,51) (73,22) (73,67) (76,16) (76,73) (77,4) (77,85) (80,32) (80,57) (81,40) (81,49) (82,9) (82,80) (86,26) (86,63) (88,21) (88,68)
19	y2 = x3 + 41x	105	(0,0) (1,24) (1,65) (2,1) (2,88) (4,36) (4,53) (6,27) (6,62) (8,22) (8,67) (11,25) (11,64) (12,23) (12,66) (14,5) (14,84) (18,42) (18,47) (19,42) (19,47) (20,3) (20,86) (22,43) (22,46) (24,37) (24,52) (27,26) (27,63) (28,7) (28,82) (30,27) (30,62) (31,1) (31,88) (33,34) (33,55) (34,5) (34,84) (36,28) (36,61) (37,4) (37,85) (38,2) (38,87) (39,24) (39,65) (40,15) (40,74) (41,5) (41,84) (42,31) (42,58) (47,14) (47,75) (48,8) (48,81) (49,24) (49,65) (50,15) (50,74) (51,21) (51,68) (52,42) (52,47) (53,27) (53,62) (55,8) (55,81) (56,1) (56,88) (58,34) (58,55) (59,28) (59,61) (61,29) (61,60) (62,6) (62,83) (65,12) (65,77) (67,38) (67,51) (69,13) (69,76) (70,4) (70,85) (71,4) (71,85) (75,8) (75,81) (77,19) (77,70) (78,40) (78,49) (81,36) (81,53) (83,28) (83,61) (85,22) (85,67) (87,34) (87,55) (88,15) (88,74)
20	y2 = x3 + 82x	105	(0,0) (4,6) (4,83) (5,1) (5,88) (6,21) (6,68) (8,10) (8,79) (10,29) (10,60) (11,39) (11,50) (12,24) (12,65) (16,35) (16,54) (18,30) (18,59) (21,6) (21,83) (22,9) (22,80) (23,13) (23,76) (24,22) (24,67) (25,26) (25,63) (26,22) (26,67) (28,29) (28,60) (29,44) (29,45) (30,1) (30,88) (33,27) (33,62) (34,23) (34,66) (35,34) (35,55) (37,38) (37,51) (38,7) (38,82) (39,22) (39,67) (40,21) (40,68) (43,21) (43,68) (46,2) (46,87) (49,2) (49,87) (50,36) (50,53) (51,29) (51,60) (52,43) (52,46) (54,1) (54,88) (55,19) (55,70) (56,28) (56,61) (59,34) (59,55) (60,17) (60,72) (61,7) (61,82) (63,36) (63,53) (64,6) (64,83) (65,36) (65,53) (66,3) (66,86) (67,39) (67,50) (68,26) (68,63) (71,41) (71,48) (73,33) (73,56) (77,15) (77,74) (78,9) (78,80) (79,7) (79,82) (81,16) (81,73) (83,2) (83,87) (84,34) (84,55) (85,26) (85,63)
21	y2 = x3 + 86x	105	(0,0) (1,40) (1,49) (2,25) (2,64) (3,14) (3,75) (5,33) (5,56) (6,38) (6,51) (7,12) (7,77) (9,41) (9,48) (10,13) (10,76) (12,1) (12,88) (13,17) (13,72) (14,11) (14,78) (22,13) (22,76) (25,8) (25,81) (27,17) (27,72) (29,19) (29,70) (30,11) (30,78) (32,3) (32,86) (34,24) (34,65) (35,36) (35,53) (36,1) (36,88) (37,41) (37,48) (39,27) (39,62) (40,44) (40,45) (41,1) (41,88) (43,41) (43,48) (44,18) (44,71) (45,11) (45,78) (46,30) (46,59) (48,34) (48,55) (49,17) (49,72) (50,28) (50,61) (52,30) (52,59) (53,34) (53,55) (54,22) (54,67) (55,15) (55,74) (57,13) (57,76) (59,18) (59,71) (60,23) (60,66) (62,44) (62,45) (64,5) (64,84) (67,3) (67,86) (75,18) (75,71) (76,44) (76,45) (77,34) (77,55) (79,3) (79,86) (80,30) (80,59) (82,37) (82,52) (83,43) (83,46) (84,35) (84,54) (86,31) (86,58) (87,40) (87,49) (88,25) (88,64)
22	y2 = x3 + 65x	105	(0,0) (2,7) (2,82) (3,20) (3,69) (4,18) (4,71) (5,19) (5,70) (6,28) (6,61) (8,26) (8,63) (9,35) (9,54) (11,34) (11,55) (12,4) (12,85) (13,4) (13,85) (14,19) (14,70) (15,16) (15,73) (17,12) (17,77) (19,23) (19,66) (20,20) (20,69) (23,32) (23,57) (25,42) (25,47) (26,24) (26,65) (27,16) (27,73) (28,3) (28,86) (30,5) (30,84) (32,7) (32,82) (33,41) (33,48) (34,29) (34,60) (39,34) (39,55) (42,10) (42,79) (47,16) (47,73) (50,1) (50,88) (55,7) (55,82) (56,30) (56,59) (57,29) (57,60) (59,8) (59,81) (61,13) (61,76) (62,10) (62,79) (63,15) (63,74) (64,4) (64,85) (66,20) (66,69) (69,32) (69,57) (70,19) (70,70) (72,37) (72,52) (74,10) (74,79) (75,23) (75,66) (76,42) (76,47) (77,42) (77,47) (78,1) (78,88) (80,33) (80,56) (81,6) (81,83) (83,27) (83,62) (84,23) (84,66) (85,11) (85,78) (86,32) (86,57) (87,29) (87,60)