class leader: y² = x³ + 10x

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