class leader: y² = x³ + 12x

Sr no.	class members	# points	points
1	y2 = x3 + 12x	121	(0,0) (1,35) (1,66) (5,36) (5,65) (7,15) (7,86) (10,3) (10,98) (11,7) (11,94) (12,16) (12,85) (13,38) (13,63) (14,36) (14,65) (15,11) (15,90) (19,44) (19,57) (21,25) (21,76) (22,2) (22,99) (23,11) (23,90) (25,13) (25,88) (27,3) (27,98) (28,13) (28,88) (31,41) (31,60) (32,23) (32,78) (34,25) (34,76) (36,27) (36,74) (37,30) (37,71) (38,9) (38,92) (39,46) (39,55) (42,16) (42,85) (43,43) (43,58) (44,8) (44,93) (45,19) (45,82) (46,25) (46,76) (47,16) (47,85) (48,13) (48,88) (53,29) (53,72) (54,42) (54,59) (55,48) (55,53) (56,12) (56,89) (57,21) (57,80) (58,26) (58,75) (59,42) (59,59) (62,45) (62,56) (63,11) (63,90) (64,3) (64,98) (65,33) (65,68) (67,48) (67,53) (69,28) (69,73) (70,6) (70,95) (73,29) (73,72) (74,30) (74,71) (76,29) (76,72) (78,9) (78,92) (79,20) (79,81) (80,48) (80,53) (82,36) (82,65) (86,9) (86,92) (87,44) (87,57) (88,24) (88,77) (89,42) (89,59) (90,31) (90,70) (91,30) (91,71) (94,49) (94,52) (96,44) (96,57) (100,47) (100,54)
2	y2 = x3 + 26x	121	(0,0) (3,2) (3,99) (7,11) (7,90) (8,35) (8,66) (9,16) (9,85) (11,1) (11,100) (12,11) (12,90) (14,49) (14,52) (16,13) (16,88) (19,9) (19,92) (20,6) (20,95) (22,3) (22,98) (24,45) (24,56) (25,32) (25,69) (27,36) (27,65) (28,37) (28,64) (29,14) (29,87) (30,45) (30,56) (31,14) (31,87) (32,13) (32,88) (33,43) (33,58) (35,31) (35,70) (36,18) (36,83) (37,2) (37,99) (39,6) (39,95) (40,20) (40,81) (41,14) (41,87) (42,6) (42,95) (45,48) (45,53) (47,45) (47,56) (48,29) (48,72) (53,13) (53,88) (54,46) (54,55) (56,25) (56,76) (59,41) (59,60) (60,39) (60,62) (61,2) (61,99) (62,41) (62,60) (64,20) (64,81) (65,22) (65,79) (66,7) (66,94) (68,26) (68,75) (69,29) (69,72) (70,39) (70,62) (71,46) (71,55) (72,39) (72,62) (73,34) (73,67) (74,44) (74,57) (76,17) (76,84) (77,46) (77,55) (79,30) (79,71) (81,41) (81,60) (82,11) (82,90) (85,29) (85,72) (87,15) (87,86) (89,9) (89,92) (90,10) (90,91) (92,42) (92,59) (93,47) (93,54) (94,9) (94,92) (98,20) (98,81)
3	y2 = x3 + 60x	121	(0,0) (3,45) (3,56) (4,1) (4,100) (5,18) (5,83) (6,24) (6,77) (7,37) (7,64) (10,40) (10,61) (12,23) (12,78) (14,7) (14,94) (15,29) (15,72) (16,39) (16,62) (19,11) (19,90) (20,3) (20,98) (21,44) (21,57) (23,35) (23,66) (24,35) (24,66) (25,37) (25,64) (26,42) (26,59) (29,24) (29,77) (32,34) (32,67) (35,38) (35,63) (36,29) (36,72) (38,17) (38,84) (39,7) (39,94) (40,12) (40,89) (45,20) (45,81) (46,45) (46,56) (47,47) (47,54) (48,7) (48,94) (49,46) (49,55) (50,29) (50,72) (51,13) (51,88) (52,45) (52,56) (53,31) (53,70) (54,35) (54,66) (55,46) (55,55) (56,2) (56,99) (61,19) (61,82) (62,31) (62,70) (63,32) (63,69) (65,13) (65,88) (66,24) (66,77) (69,37) (69,64) (72,38) (72,63) (75,16) (75,85) (76,34) (76,67) (77,47) (77,54) (78,47) (78,54) (80,36) (80,65) (81,30) (81,71) (82,9) (82,92) (85,14) (85,87) (86,13) (86,88) (87,31) (87,70) (89,28) (89,73) (91,4) (91,97) (94,34) (94,67) (95,38) (95,63) (96,22) (96,79) (97,10) (97,91) (98,46) (98,55)
4	y2 = x3 + 90x	121	(0,0) (2,17) (2,84) (3,14) (3,87) (4,11) (4,90) (5,26) (5,75) (6,7) (6,94) (7,8) (7,93) (8,11) (8,90) (9,23) (9,78) (10,48) (10,53) (12,9) (12,92) (14,41) (14,60) (15,33) (15,68) (16,48) (16,53) (17,22) (17,79) (18,33) (18,68) (19,40) (19,61) (23,20) (23,81) (26,25) (26,76) (27,14) (27,87) (28,38) (28,63) (30,39) (30,62) (32,46) (32,55) (33,27) (33,74) (34,34) (34,67) (35,26) (35,75) (37,7) (37,94) (40,43) (40,58) (43,31) (43,70) (45,29) (45,72) (47,36) (47,65) (54,44) (54,57) (56,13) (56,88) (58,7) (58,94) (61,26) (61,75) (64,31) (64,70) (66,43) (66,58) (67,37) (67,64) (68,33) (68,68) (69,45) (69,56) (71,14) (71,87) (73,24) (73,77) (74,39) (74,62) (75,48) (75,53) (78,2) (78,99) (82,4) (82,97) (83,27) (83,74) (84,18) (84,83) (85,25) (85,76) (86,27) (86,74) (87,6) (87,95) (89,11) (89,90) (91,25) (91,76) (92,28) (92,73) (93,9) (93,92) (94,21) (94,80) (95,31) (95,70) (96,43) (96,58) (97,9) (97,92) (98,39) (98,62) (99,32) (99,69)
5	y2 = x3 + 91x	121	(0,0) (1,30) (1,71) (4,23) (4,78) (7,24) (7,77) (9,29) (9,72) (10,30) (10,71) (11,3) (11,98) (13,42) (13,59) (14,33) (14,68) (17,20) (17,81) (18,20) (18,81) (20,15) (20,86) (22,5) (22,96) (23,25) (23,76) (25,15) (25,86) (26,34) (26,67) (27,18) (27,83) (28,19) (28,82) (30,6) (30,95) (34,33) (34,68) (35,2) (35,99) (40,24) (40,77) (41,29) (41,72) (43,14) (43,87) (44,45) (44,56) (45,49) (45,52) (46,44) (46,57) (47,38) (47,63) (48,27) (48,74) (49,10) (49,91) (50,13) (50,88) (51,29) (51,72) (52,1) (52,100) (53,33) (53,68) (54,24) (54,77) (55,36) (55,65) (56,15) (56,86) (57,46) (57,55) (58,39) (58,62) (60,13) (60,88) (61,38) (61,63) (66,20) (66,81) (67,27) (67,74) (71,41) (71,60) (73,12) (73,89) (74,22) (74,79) (75,37) (75,64) (76,49) (76,52) (78,48) (78,53) (79,50) (79,51) (81,49) (81,52) (83,2) (83,99) (84,2) (84,99) (87,27) (87,74) (88,16) (88,85) (90,30) (90,71) (91,3) (91,98) (92,13) (92,88) (94,38) (94,63) (97,28) (97,73) (100,3) (100,98)
6	y2 = x3 + 29x	121	(0,0) (1,38) (1,63) (3,35) (3,66) (4,33) (4,68) (5,13) (5,88) (6,17) (6,84) (8,21) (8,80) (9,9) (9,92) (10,49) (10,52) (12,37) (12,64) (13,7) (13,94) (14,25) (14,76) (18,30) (18,71) (19,21) (19,80) (20,46) (20,55) (24,28) (24,73) (26,7) (26,94) (27,8) (27,93) (29,9) (29,92) (30,14) (30,87) (31,17) (31,84) (34,30) (34,71) (35,37) (35,64) (37,32) (37,69) (38,11) (38,90) (39,31) (39,70) (41,4) (41,97) (44,2) (44,99) (47,34) (47,67) (48,50) (48,51) (49,30) (49,71) (52,3) (52,98) (53,5) (53,96) (54,37) (54,64) (57,20) (57,81) (60,40) (60,61) (62,7) (62,94) (63,9) (63,92) (64,17) (64,84) (66,34) (66,67) (67,3) (67,98) (70,32) (70,69) (71,39) (71,62) (72,11) (72,90) (74,21) (74,80) (75,31) (75,70) (77,23) (77,78) (81,45) (81,56) (82,8) (82,93) (83,3) (83,98) (87,48) (87,53) (88,31) (88,70) (89,34) (89,67) (91,15) (91,86) (92,11) (92,90) (93,8) (93,93) (95,32) (95,69) (96,29) (96,72) (97,27) (97,74) (98,47) (98,54) (100,24) (100,77)
7	y2 = x3 + 39x	121	(0,0) (3,12) (3,89) (5,44) (5,57) (8,4) (8,97) (9,26) (9,75) (10,28) (10,73) (11,12) (11,89) (13,49) (13,52) (14,19) (14,82) (15,18) (15,83) (17,18) (17,83) (18,26) (18,75) (19,5) (19,96) (21,9) (21,92) (24,32) (24,69) (25,6) (25,95) (26,39) (26,62) (27,43) (27,58) (28,4) (28,97) (29,13) (29,88) (30,30) (30,71) (32,22) (32,79) (33,37) (33,64) (36,40) (36,61) (37,9) (37,92) (38,20) (38,81) (41,27) (41,74) (42,28) (42,73) (43,9) (43,92) (46,7) (46,94) (49,28) (49,73) (52,23) (52,78) (55,31) (55,70) (58,11) (58,90) (59,23) (59,78) (60,33) (60,68) (63,2) (63,99) (64,11) (64,90) (65,4) (65,97) (68,34) (68,67) (69,18) (69,83) (71,3) (71,98) (72,29) (72,72) (73,40) (73,61) (74,26) (74,75) (75,14) (75,87) (76,41) (76,60) (77,17) (77,84) (80,11) (80,90) (82,50) (82,51) (83,43) (83,58) (84,22) (84,79) (86,22) (86,79) (87,12) (87,89) (88,15) (88,86) (90,19) (90,82) (91,23) (91,78) (92,43) (92,58) (93,40) (93,61) (96,36) (96,65) (98,19) (98,82)
8	y2 = x3 + 94x	121	(0,0) (1,14) (1,87) (2,14) (2,87) (3,39) (3,62) (4,6) (4,95) (7,30) (7,71) (8,31) (8,70) (10,18) (10,83) (14,11) (14,90) (16,34) (16,67) (17,42) (17,59) (21,23) (21,78) (23,47) (23,54) (24,18) (24,83) (26,27) (26,74) (27,1) (27,100) (29,42) (29,59) (30,5) (30,96) (31,48) (31,53) (32,27) (32,74) (34,22) (34,79) (36,34) (36,67) (37,46) (37,55) (42,8) (42,93) (43,27) (43,74) (44,6) (44,95) (46,16) (46,85) (47,26) (47,75) (48,41) (48,60) (49,34) (49,67) (50,4) (50,97) (51,40) (51,61) (52,37) (52,64) (53,6) (53,95) (54,43) (54,58) (55,42) (55,59) (57,41) (57,60) (58,33) (58,68) (59,21) (59,80) (64,45) (64,56) (65,37) (65,64) (67,18) (67,83) (69,33) (69,68) (70,25) (70,76) (71,50) (71,51) (72,16) (72,85) (74,10) (74,91) (75,33) (75,68) (77,22) (77,79) (78,35) (78,66) (80,28) (80,73) (84,16) (84,85) (85,37) (85,64) (87,9) (87,92) (91,22) (91,79) (93,7) (93,94) (94,3) (94,98) (97,41) (97,60) (98,14) (98,87) (99,39) (99,62) (100,39) (100,62)
9	y2 = x3 + 98x	121	(0,0) (4,31) (4,70) (5,3) (5,98) (6,20) (6,81) (7,25) (7,76) (8,36) (8,65) (9,46) (9,55) (12,50) (12,51) (13,21) (13,80) (14,50) (14,51) (17,32) (17,69) (18,18) (18,83) (22,49) (22,52) (23,33) (23,68) (24,4) (24,97) (25,20) (25,81) (26,5) (26,96) (28,31) (28,70) (31,2) (31,99) (32,7) (32,94) (33,36) (33,65) (34,32) (34,69) (35,42) (35,59) (36,47) (36,54) (38,4) (38,97) (39,4) (39,97) (41,44) (41,57) (42,38) (42,63) (46,6) (46,95) (47,37) (47,64) (50,32) (50,69) (51,17) (51,84) (54,34) (54,67) (55,41) (55,60) (59,24) (59,77) (60,36) (60,65) (62,40) (62,61) (63,40) (63,61) (65,35) (65,66) (66,16) (66,85) (67,17) (67,84) (68,44) (68,57) (69,31) (69,70) (70,20) (70,81) (73,7) (73,94) (75,50) (75,51) (76,2) (76,99) (77,40) (77,61) (78,27) (78,74) (79,15) (79,86) (83,22) (83,79) (84,17) (84,84) (87,5) (87,96) (88,8) (88,93) (89,5) (89,96) (92,45) (92,56) (93,44) (93,57) (94,48) (94,53) (95,2) (95,99) (96,30) (96,71) (97,7) (97,94)
10	y2 = x3 + 46x	121	(0,0) (1,42) (1,59) (2,10) (2,91) (3,8) (3,93) (5,31) (5,70) (6,47) (6,54) (11,25) (11,76) (12,19) (12,82) (13,13) (13,88) (15,5) (15,96) (16,40) (16,61) (18,14) (18,87) (22,34) (22,67) (23,14) (23,87) (24,9) (24,92) (25,3) (25,98) (26,17) (26,84) (30,10) (30,91) (32,1) (32,100) (33,40) (33,61) (34,8) (34,93) (35,34) (35,67) (37,21) (37,80) (41,39) (41,62) (42,13) (42,88) (43,33) (43,68) (44,34) (44,67) (46,13) (46,88) (47,6) (47,95) (48,36) (48,65) (49,4) (49,97) (52,40) (52,61) (53,44) (53,57) (54,41) (54,60) (55,29) (55,72) (57,37) (57,64) (58,27) (58,74) (59,29) (59,72) (60,14) (60,87) (64,8) (64,93) (66,37) (66,64) (67,21) (67,80) (68,4) (68,97) (69,10) (69,91) (71,1) (71,100) (75,32) (75,69) (76,30) (76,71) (77,11) (77,90) (78,39) (78,62) (79,37) (79,64) (83,39) (83,62) (85,4) (85,97) (86,50) (86,51) (88,29) (88,72) (89,12) (89,89) (90,48) (90,53) (95,35) (95,66) (96,7) (96,94) (98,21) (98,80) (99,1) (99,100) (100,16) (100,85)
11	y2 = x3 + 27x	121	(0,0) (4,24) (4,77) (5,19) (5,82) (8,18) (8,83) (10,19) (10,82) (13,15) (13,86) (14,30) (14,71) (15,12) (15,89) (16,36) (16,65) (17,25) (17,76) (18,37) (18,64) (19,10) (19,91) (20,37) (20,64) (21,43) (21,58) (22,43) (22,58) (28,36) (28,65) (29,15) (29,86) (31,5) (31,96) (32,10) (32,91) (33,8) (33,93) (34,23) (34,78) (35,17) (35,84) (38,34) (38,67) (40,6) (40,95) (42,49) (42,52) (43,26) (43,75) (44,44) (44,57) (47,31) (47,70) (48,9) (48,92) (49,14) (49,87) (50,10) (50,91) (51,1) (51,100) (52,39) (52,62) (53,11) (53,90) (54,7) (54,94) (57,36) (57,65) (58,43) (58,58) (59,15) (59,86) (61,41) (61,60) (63,37) (63,64) (66,32) (66,69) (67,28) (67,73) (68,21) (68,80) (69,1) (69,100) (70,50) (70,51) (72,49) (72,52) (73,44) (73,57) (79,26) (79,75) (80,26) (80,75) (81,34) (81,67) (82,1) (82,100) (83,34) (83,67) (84,48) (84,53) (85,44) (85,57) (86,19) (86,82) (87,3) (87,98) (88,49) (88,52) (91,12) (91,89) (93,22) (93,79) (96,12) (96,89) (97,38) (97,63)
12	y2 = x3 + 34x	121	(0,0) (2,50) (2,51) (6,4) (6,97) (7,50) (7,51) (8,28) (8,73) (9,5) (9,96) (13,35) (13,66) (15,42) (15,59) (16,14) (16,87) (17,21) (17,80) (18,9) (18,92) (19,43) (19,58) (20,14) (20,87) (21,28) (21,73) (22,36) (22,65) (23,18) (23,83) (24,46) (24,55) (26,49) (26,52) (28,49) (28,52) (29,23) (29,78) (30,12) (30,89) (32,18) (32,83) (36,39) (36,62) (39,34) (39,67) (40,35) (40,66) (41,25) (41,76) (43,13) (43,88) (44,27) (44,74) (46,18) (46,83) (47,49) (47,52) (48,35) (48,66) (53,47) (53,54) (54,15) (54,86) (55,22) (55,79) (57,33) (57,68) (58,29) (58,72) (60,48) (60,53) (61,47) (61,54) (62,37) (62,64) (65,14) (65,87) (69,22) (69,79) (71,19) (71,82) (72,28) (72,73) (73,15) (73,86) (75,15) (75,86) (77,45) (77,56) (78,22) (78,79) (79,44) (79,57) (80,23) (80,78) (81,39) (81,62) (82,26) (82,75) (83,11) (83,90) (84,8) (84,93) (85,39) (85,62) (86,16) (86,85) (88,47) (88,54) (92,50) (92,51) (93,23) (93,78) (94,5) (94,96) (95,40) (95,61) (99,5) (99,96)
13	y2 = x3 + 51x	121	(0,0) (1,31) (1,70) (2,3) (2,98) (3,33) (3,68) (5,28) (5,73) (6,44) (6,57) (9,28) (9,73) (10,46) (10,55) (12,44) (12,57) (14,23) (14,78) (15,10) (15,91) (16,8) (16,93) (17,15) (17,86) (18,36) (18,65) (20,43) (20,58) (21,38) (21,63) (22,16) (22,85) (24,10) (24,91) (25,29) (25,72) (27,31) (27,70) (28,7) (28,94) (37,11) (37,90) (39,1) (39,100) (40,17) (40,84) (41,3) (41,98) (42,50) (42,51) (43,30) (43,71) (45,46) (45,55) (46,46) (46,55) (48,18) (48,83) (50,47) (50,54) (51,35) (51,66) (53,22) (53,79) (55,45) (55,56) (56,45) (56,56) (58,3) (58,98) (59,5) (59,96) (60,30) (60,71) (61,32) (61,69) (62,10) (62,91) (64,9) (64,92) (73,31) (73,70) (74,7) (74,94) (76,13) (76,88) (77,1) (77,100) (79,42) (79,59) (80,24) (80,77) (81,26) (81,75) (83,44) (83,57) (84,49) (84,52) (85,21) (85,80) (86,1) (86,100) (87,28) (87,73) (89,36) (89,65) (91,45) (91,56) (92,23) (92,78) (95,36) (95,65) (96,23) (96,78) (98,27) (98,74) (99,30) (99,71) (100,7) (100,94)
14	y2 = x3 + 69x	121	(0,0) (1,26) (1,75) (2,34) (2,67) (4,21) (4,80) (6,23) (6,78) (8,16) (8,85) (9,21) (9,80) (11,26) (11,75) (12,43) (12,58) (13,8) (13,93) (16,7) (16,94) (18,2) (18,99) (20,47) (20,54) (21,2) (21,99) (25,33) (25,68) (26,33) (26,68) (27,29) (27,72) (31,32) (31,69) (32,38) (32,63) (33,6) (33,95) (36,16) (36,85) (37,22) (37,79) (38,5) (38,96) (39,20) (39,81) (40,10) (40,91) (42,23) (42,78) (43,19) (43,82) (44,42) (44,59) (47,39) (47,62) (48,28) (48,73) (50,33) (50,68) (51,27) (51,74) (53,23) (53,78) (54,14) (54,87) (57,16) (57,85) (58,12) (58,89) (59,28) (59,73) (61,1) (61,100) (62,2) (62,99) (63,50) (63,51) (64,18) (64,83) (65,42) (65,59) (68,41) (68,60) (69,24) (69,77) (70,17) (70,84) (74,13) (74,88) (75,27) (75,74) (76,27) (76,74) (80,20) (80,81) (81,35) (81,66) (83,20) (83,81) (85,31) (85,70) (88,21) (88,80) (89,26) (89,75) (90,43) (90,58) (92,8) (92,93) (93,42) (93,59) (95,28) (95,73) (97,8) (97,93) (99,37) (99,64) (100,43) (100,58)
15	y2 = x3 + 99x	121	(0,0) (1,10) (1,91) (2,2) (2,99) (3,18) (3,83) (4,37) (4,64) (5,32) (5,69) (8,30) (8,71) (9,2) (9,99) (10,24) (10,77) (11,20) (11,81) (12,47) (12,54) (16,23) (16,78) (17,43) (17,58) (19,16) (19,85) (20,48) (20,53) (22,10) (22,91) (23,1) (23,100) (25,18) (25,83) (28,22) (28,79) (32,9) (32,92) (33,4) (33,97) (35,48) (35,53) (36,15) (36,86) (37,33) (37,68) (38,16) (38,85) (40,47) (40,54) (41,19) (41,82) (44,16) (44,85) (46,48) (46,53) (49,47) (49,54) (50,8) (50,93) (51,21) (51,80) (52,35) (52,66) (55,25) (55,76) (57,42) (57,59) (60,12) (60,89) (61,35) (61,66) (63,42) (63,59) (64,27) (64,74) (65,49) (65,52) (66,25) (66,76) (68,40) (68,61) (69,11) (69,90) (73,18) (73,83) (76,22) (76,79) (78,10) (78,91) (79,1) (79,100) (81,25) (81,76) (82,42) (82,59) (84,26) (84,75) (85,28) (85,73) (89,35) (89,66) (90,2) (90,99) (91,38) (91,63) (92,20) (92,81) (93,3) (93,98) (96,17) (96,84) (97,34) (97,67) (98,22) (98,79) (99,20) (99,81) (100,1) (100,100)
16	y2 = x3 + 44x	121	(0,0) (1,34) (1,67) (2,46) (2,55) (3,19) (3,82) (6,50) (6,51) (7,34) (7,67) (8,37) (8,64) (9,32) (9,69) (15,46) (15,55) (17,45) (17,56) (19,25) (19,76) (21,40) (21,61) (22,1) (22,100) (23,7) (23,94) (24,29) (24,72) (27,41) (27,60) (31,42) (31,59) (33,25) (33,76) (34,20) (34,81) (35,50) (35,51) (37,8) (37,93) (38,40) (38,61) (39,43) (39,58) (40,3) (40,98) (41,5) (41,96) (42,40) (42,61) (44,19) (44,82) (45,36) (45,65) (46,28) (46,73) (47,12) (47,89) (49,25) (49,76) (52,48) (52,53) (54,19) (54,82) (55,23) (55,78) (56,44) (56,57) (57,12) (57,89) (59,4) (59,97) (60,50) (60,51) (61,30) (61,71) (62,26) (62,75) (63,4) (63,97) (64,21) (64,80) (66,5) (66,96) (67,2) (67,99) (68,48) (68,53) (70,16) (70,85) (74,6) (74,95) (77,13) (77,88) (78,31) (78,70) (79,10) (79,91) (80,4) (80,97) (82,48) (82,53) (84,46) (84,55) (86,45) (86,56) (92,17) (92,84) (93,34) (93,67) (94,37) (94,64) (95,5) (95,96) (98,12) (98,89) (99,45) (99,56) (100,37) (100,64)
17	y2 = x3 + 40x	121	(0,0) (2,47) (2,54) (4,27) (4,74) (5,27) (5,74) (6,31) (6,70) (7,44) (7,57) (8,23) (8,78) (9,33) (9,68) (10,17) (10,84) (11,16) (11,85) (12,17) (12,84) (15,6) (15,95) (18,47) (18,54) (20,35) (20,66) (21,1) (21,100) (22,32) (22,69) (23,19) (23,82) (27,19) (27,82) (29,20) (29,81) (30,18) (30,83) (31,23) (31,78) (35,21) (35,80) (36,11) (36,90) (37,44) (37,57) (39,28) (39,73) (43,15) (43,86) (44,36) (44,65) (45,45) (45,56) (46,14) (46,87) (49,5) (49,96) (50,12) (50,89) (51,19) (51,82) (52,50) (52,51) (55,39) (55,62) (56,46) (56,55) (57,44) (57,57) (58,49) (58,52) (62,23) (62,78) (64,36) (64,65) (65,9) (65,92) (66,8) (66,93) (70,28) (70,73) (71,22) (71,79) (72,2) (72,99) (74,12) (74,89) (78,12) (78,89) (79,17) (79,84) (80,10) (80,91) (81,47) (81,54) (83,35) (83,66) (86,41) (86,60) (89,32) (89,69) (90,42) (90,59) (91,32) (91,69) (92,27) (92,74) (93,28) (93,73) (94,36) (94,65) (95,7) (95,94) (96,33) (96,68) (97,33) (97,68) (99,35) (99,66)
18	y2 = x3 + 66x	121	(0,0) (3,15) (3,86) (4,5) (4,96) (6,39) (6,62) (8,38) (8,63) (11,21) (11,80) (12,46) (12,55) (13,5) (13,96) (15,27) (15,74) (16,1) (16,100) (17,50) (17,51) (19,29) (19,72) (22,9) (22,92) (24,37) (24,64) (25,2) (25,99) (26,1) (26,100) (28,41) (28,60) (29,12) (29,89) (31,27) (31,74) (34,21) (34,80) (36,42) (36,59) (37,26) (37,75) (39,9) (39,92) (40,9) (40,92) (42,10) (42,91) (43,38) (43,63) (44,4) (44,97) (45,8) (45,93) (46,33) (46,68) (49,17) (49,84) (50,38) (50,63) (51,24) (51,77) (52,32) (52,69) (55,27) (55,74) (56,21) (56,80) (57,40) (57,61) (58,24) (58,77) (59,1) (59,100) (61,11) (61,90) (62,11) (62,90) (64,43) (64,58) (65,16) (65,85) (67,8) (67,93) (70,33) (70,68) (72,19) (72,82) (73,6) (73,95) (75,10) (75,91) (76,20) (76,81) (77,34) (77,67) (79,11) (79,90) (82,13) (82,88) (84,5) (84,96) (85,10) (85,91) (86,33) (86,68) (88,50) (88,51) (89,45) (89,56) (90,8) (90,93) (93,24) (93,77) (95,14) (95,87) (97,50) (97,51) (98,49) (98,52)
19	y2 = x3 + 42x	121	(0,0) (1,12) (1,89) (2,30) (2,71) (3,31) (3,70) (4,38) (4,63) (6,8) (6,93) (7,43) (7,58) (9,20) (9,81) (10,39) (10,62) (11,50) (11,51) (13,4) (13,97) (14,10) (14,91) (16,18) (16,83) (18,15) (18,86) (19,48) (19,53) (21,12) (21,89) (22,19) (22,82) (26,36) (26,65) (28,10) (28,91) (29,16) (29,85) (30,9) (30,92) (33,16) (33,85) (35,39) (35,62) (36,30) (36,71) (38,3) (38,98) (39,16) (39,85) (40,38) (40,63) (42,1) (42,100) (44,24) (44,77) (45,14) (45,87) (49,27) (49,74) (52,33) (52,68) (56,39) (56,62) (57,38) (57,63) (59,10) (59,91) (61,24) (61,77) (62,42) (62,59) (63,30) (63,71) (65,3) (65,98) (66,14) (66,87) (68,42) (68,59) (71,11) (71,90) (72,42) (72,59) (73,1) (73,100) (75,44) (75,57) (79,12) (79,89) (80,19) (80,82) (82,25) (82,76) (83,49) (83,52) (85,22) (85,79) (87,1) (87,100) (88,40) (88,61) (90,5) (90,96) (91,14) (91,87) (92,2) (92,99) (94,26) (94,75) (95,21) (95,80) (97,24) (97,77) (98,7) (98,94) (99,3) (99,98) (100,19) (100,82)
20	y2 = x3 + 8x	121	(0,0) (1,3) (1,98) (2,23) (2,78) (4,46) (4,55) (5,8) (5,93) (7,46) (7,55) (8,24) (8,77) (10,26) (10,75) (11,45) (11,56) (12,39) (12,62) (13,33) (13,68) (17,10) (17,91) (18,44) (18,57) (20,22) (20,79) (21,6) (21,95) (22,44) (22,57) (24,49) (24,52) (29,49) (29,52) (30,24) (30,77) (33,12) (33,89) (34,40) (34,61) (36,22) (36,79) (37,34) (37,67) (38,38) (38,63) (40,36) (40,65) (41,8) (41,93) (42,47) (42,54) (45,22) (45,79) (46,21) (46,80) (47,13) (47,88) (48,49) (48,52) (53,15) (53,86) (54,29) (54,72) (55,8) (55,93) (56,18) (56,83) (59,35) (59,66) (60,21) (60,80) (61,44) (61,57) (63,24) (63,77) (64,37) (64,64) (65,18) (65,83) (67,4) (67,97) (68,19) (68,82) (71,38) (71,63) (72,15) (72,86) (77,15) (77,86) (79,36) (79,65) (80,41) (80,60) (81,18) (81,83) (83,36) (83,65) (84,1) (84,100) (88,27) (88,74) (89,14) (89,87) (90,46) (90,55) (91,43) (91,58) (93,38) (93,63) (94,45) (94,56) (96,21) (96,80) (97,45) (97,56) (99,28) (99,73) (100,30) (100,71)
21	y2 = x3 + 86x	121	(0,0) (1,17) (1,84) (2,33) (2,68) (4,2) (4,99) (6,5) (6,96) (7,6) (7,95) (12,29) (12,72) (14,3) (14,98) (15,25) (15,76) (19,3) (19,98) (20,23) (20,78) (21,19) (21,82) (22,4) (22,97) (23,45) (23,56) (24,43) (24,58) (25,10) (25,91) (26,4) (26,97) (27,47) (27,54) (28,25) (28,76) (29,44) (29,57) (30,47) (30,54) (31,6) (31,95) (33,30) (33,71) (35,43) (35,58) (38,41) (38,60) (41,38) (41,63) (42,43) (42,58) (43,48) (43,53) (44,47) (44,54) (48,40) (48,61) (50,11) (50,90) (51,9) (51,92) (53,4) (53,97) (57,35) (57,66) (58,25) (58,76) (59,26) (59,75) (60,24) (60,77) (63,6) (63,95) (66,26) (66,75) (68,3) (68,98) (70,41) (70,60) (71,35) (71,66) (72,36) (72,65) (73,48) (73,53) (74,35) (74,66) (75,40) (75,61) (76,1) (76,100) (77,26) (77,75) (78,46) (78,55) (79,40) (79,61) (80,12) (80,89) (81,28) (81,73) (82,30) (82,71) (86,48) (86,53) (87,30) (87,71) (89,13) (89,88) (94,41) (94,60) (95,50) (95,51) (97,20) (97,81) (99,27) (99,74) (100,32) (100,69)
22	y2 = x3 + 63x	121	(0,0) (1,8) (1,93) (2,29) (2,72) (3,32) (3,69) (4,35) (4,66) (5,6) (5,95) (7,28) (7,73) (8,39) (8,62) (9,36) (9,65) (10,32) (10,69) (11,2) (11,99) (13,17) (13,84) (15,49) (15,52) (16,16) (16,85) (17,5) (17,96) (19,28) (19,73) (21,22) (21,79) (23,48) (23,53) (24,40) (24,61) (25,38) (25,63) (26,23) (26,78) (28,48) (28,53) (30,2) (30,99) (31,38) (31,63) (34,6) (34,95) (38,10) (38,91) (39,41) (39,60) (41,20) (41,81) (45,38) (45,63) (48,30) (48,71) (50,48) (50,53) (51,25) (51,76) (53,3) (53,98) (56,24) (56,77) (60,2) (60,99) (62,6) (62,95) (63,1) (63,100) (67,41) (67,60) (70,24) (70,77) (71,20) (71,81) (73,25) (73,76) (75,28) (75,73) (76,24) (76,77) (77,4) (77,97) (78,25) (78,76) (80,18) (80,83) (82,23) (82,78) (84,50) (84,51) (85,42) (85,59) (86,15) (86,86) (88,32) (88,69) (90,20) (90,81) (91,17) (91,84) (92,44) (92,57) (93,14) (93,87) (94,23) (94,78) (96,41) (96,60) (97,47) (97,54) (98,17) (98,84) (99,13) (99,88) (100,21) (100,80)
23	y2 = x3 + 18x	121	(0,0) (1,25) (1,76) (3,9) (3,92) (5,35) (5,66) (6,18) (6,83) (7,41) (7,60) (11,32) (11,69) (12,5) (12,96) (15,3) (15,98) (17,13) (17,88) (18,46) (18,55) (19,38) (19,63) (20,49) (20,52) (25,4) (25,97) (27,26) (27,75) (29,41) (29,60) (30,13) (30,88) (31,7) (31,94) (32,32) (32,69) (33,26) (33,75) (34,18) (34,83) (36,6) (36,95) (38,39) (38,62) (40,22) (40,79) (41,26) (41,75) (43,17) (43,84) (44,5) (44,96) (45,5) (45,96) (47,29) (47,72) (49,19) (49,82) (50,16) (50,85) (51,42) (51,59) (52,12) (52,89) (54,13) (54,88) (56,50) (56,51) (57,50) (57,51) (58,32) (58,69) (60,43) (60,58) (61,18) (61,83) (63,14) (63,87) (65,41) (65,60) (67,22) (67,79) (68,43) (68,58) (69,17) (69,84) (70,31) (70,70) (71,29) (71,72) (72,6) (72,95) (74,43) (74,58) (76,40) (76,61) (81,15) (81,86) (82,24) (82,77) (83,45) (83,56) (84,29) (84,72) (86,30) (86,71) (89,50) (89,51) (90,17) (90,84) (94,6) (94,95) (95,22) (95,79) (96,47) (96,54) (98,11) (98,90) (100,48) (100,53)
24	y2 = x3 + 28x	121	(0,0) (2,8) (2,93) (6,9) (6,92) (10,13) (10,88) (11,15) (11,86) (13,6) (13,95) (14,45) (14,56) (15,19) (15,82) (16,10) (16,91) (17,6) (17,95) (20,50) (20,51) (21,31) (21,70) (23,40) (23,61) (25,8) (25,93) (26,15) (26,86) (27,21) (27,80) (29,31) (29,70) (30,41) (30,60) (31,37) (31,64) (32,43) (32,58) (33,20) (33,81) (34,19) (34,82) (35,18) (35,83) (37,49) (37,52) (39,35) (39,66) (40,50) (40,51) (41,50) (41,51) (42,25) (42,76) (45,24) (45,77) (49,12) (49,89) (50,7) (50,94) (51,31) (51,70) (52,19) (52,82) (56,38) (56,63) (59,48) (59,53) (60,5) (60,96) (61,5) (61,96) (62,47) (62,54) (64,15) (64,86) (66,22) (66,79) (67,12) (67,89) (68,2) (68,99) (69,26) (69,75) (70,34) (70,67) (71,6) (71,95) (72,7) (72,94) (74,8) (74,93) (75,49) (75,52) (76,21) (76,80) (78,4) (78,97) (80,7) (80,94) (81,5) (81,96) (84,41) (84,60) (85,1) (85,100) (86,12) (86,89) (87,46) (87,55) (88,41) (88,60) (90,49) (90,52) (91,29) (91,72) (95,11) (95,90) (99,21) (99,80)
25	y2 = x3 + 53x	121	(0,0) (1,16) (1,85) (2,35) (2,66) (3,40) (3,61) (5,17) (5,84) (9,14) (9,87) (11,46) (11,55) (13,19) (13,82) (14,31) (14,70) (16,46) (16,55) (18,25) (18,76) (20,24) (20,77) (23,16) (23,85) (24,42) (24,59) (27,45) (27,56) (28,2) (28,99) (29,26) (29,75) (31,15) (31,86) (32,15) (32,86) (33,35) (33,66) (34,10) (34,91) (35,47) (35,54) (36,36) (36,65) (38,15) (38,86) (39,33) (39,68) (43,28) (43,73) (45,40) (45,61) (46,17) (46,84) (48,4) (48,97) (49,37) (49,64) (50,17) (50,84) (51,32) (51,69) (52,34) (52,67) (53,40) (53,61) (55,32) (55,69) (56,4) (56,97) (58,23) (58,78) (62,27) (62,74) (63,49) (63,52) (65,44) (65,57) (66,35) (66,66) (67,1) (67,100) (68,47) (68,54) (69,49) (69,52) (70,49) (70,52) (72,43) (72,58) (73,20) (73,81) (74,46) (74,55) (77,16) (77,85) (78,42) (78,59) (81,38) (81,63) (83,48) (83,53) (85,45) (85,56) (87,7) (87,94) (88,12) (88,89) (90,45) (90,56) (92,39) (92,62) (96,32) (96,69) (98,4) (98,97) (99,47) (99,54) (100,42) (100,59)