class leader: y² = x³ + 10x + 19

Sr no.	class members	# points	points
1	y2 = x3 + 10x + 19	117	(0,25) (0,76) (1,38) (1,63) (2,42) (2,59) (3,50) (3,51) (4,27) (4,74) (8,45) (8,56) (9,38) (9,63) (12,7) (12,94) (13,15) (13,86) (15,3) (15,98) (16,29) (16,72) (17,31) (17,70) (21,20) (21,81) (22,22) (22,79) (25,21) (25,80) (26,33) (26,68) (28,43) (28,58) (29,16) (29,85) (30,7) (30,94) (31,27) (31,74) (32,22) (32,79) (34,24) (34,77) (35,4) (35,97) (36,26) (36,75) (37,21) (37,80) (38,23) (38,78) (39,21) (39,80) (40,48) (40,53) (41,8) (41,93) (43,41) (43,60) (44,46) (44,55) (45,47) (45,54) (46,42) (46,59) (47,22) (47,79) (48,30) (48,71) (50,28) (50,73) (53,42) (53,59) (55,30) (55,71) (57,12) (57,89) (59,7) (59,94) (62,1) (62,100) (63,32) (63,69) (64,1) (64,100) (66,27) (66,74) (67,13) (67,88) (70,4) (70,97) (72,40) (72,61) (74,8) (74,93) (76,1) (76,100) (77,14) (77,87) (78,34) (78,67) (81,0) (84,17) (84,84) (85,45) (85,56) (87,8) (87,93) (91,38) (91,63) (93,29) (93,72) (97,4) (97,97) (99,30) (99,71)
2	y2 = x3 + 89x + 65	117	(0,41) (0,60) (1,16) (1,85) (2,7) (2,94) (3,37) (3,64) (4,9) (4,92) (7,18) (7,83) (8,28) (8,73) (9,22) (9,79) (10,6) (10,95) (11,31) (11,70) (12,29) (12,72) (16,38) (16,63) (18,5) (18,96) (19,38) (19,63) (21,40) (21,61) (26,19) (26,82) (29,13) (29,88) (33,16) (33,85) (34,50) (34,51) (35,10) (35,91) (36,43) (36,58) (37,28) (37,73) (39,29) (39,72) (40,37) (40,64) (41,4) (41,97) (42,11) (42,90) (47,1) (47,100) (48,30) (48,71) (50,29) (50,72) (51,20) (51,81) (56,28) (56,73) (57,42) (57,59) (58,37) (58,64) (59,3) (59,98) (60,35) (60,66) (62,20) (62,81) (63,47) (63,54) (66,38) (66,63) (67,16) (67,85) (68,50) (68,51) (69,1) (69,100) (70,21) (70,80) (76,30) (76,71) (78,30) (78,71) (79,36) (79,65) (80,34) (80,67) (81,48) (81,53) (82,10) (82,91) (83,2) (83,99) (85,10) (85,91) (86,1) (86,100) (87,32) (87,69) (89,20) (89,81) (90,49) (90,52) (95,27) (95,74) (96,0) (97,7) (97,94) (99,9) (99,92) (100,50) (100,51)
3	y2 = x3 + 50x + 33	117	(0,29) (0,72) (1,36) (1,65) (4,14) (4,87) (5,2) (5,99) (7,25) (7,76) (8,6) (8,95) (9,0) (11,46) (11,55) (13,31) (13,70) (14,12) (14,89) (15,44) (15,57) (16,9) (16,92) (19,41) (19,60) (22,41) (22,60) (26,27) (26,74) (27,19) (27,82) (28,16) (28,85) (29,4) (29,97) (31,8) (31,93) (34,43) (34,58) (35,4) (35,97) (36,3) (36,98) (37,4) (37,97) (38,12) (38,89) (39,46) (39,55) (40,22) (40,79) (41,1) (41,100) (43,48) (43,53) (44,31) (44,70) (45,36) (45,65) (48,39) (48,62) (49,12) (49,89) (50,24) (50,77) (51,46) (51,55) (52,15) (52,86) (55,36) (55,65) (57,32) (57,69) (58,40) (58,61) (59,10) (59,91) (60,41) (60,60) (61,17) (61,84) (62,24) (62,77) (63,15) (63,86) (69,45) (69,56) (76,5) (76,96) (77,19) (77,82) (79,1) (79,100) (80,23) (80,78) (81,27) (81,74) (82,1) (82,100) (83,13) (83,88) (86,7) (86,94) (87,15) (87,86) (88,32) (88,69) (90,24) (90,77) (93,38) (93,63) (94,42) (94,59) (95,27) (95,74) (98,19) (98,82)
4	y2 = x3 + 75x + 31	117	(0,43) (0,58) (1,39) (1,62) (2,47) (2,54) (3,9) (3,92) (4,30) (4,71) (9,18) (9,83) (10,8) (10,93) (12,29) (12,72) (14,47) (14,54) (15,17) (15,84) (17,19) (17,82) (19,29) (19,72) (20,21) (20,80) (24,0) (25,19) (25,82) (26,8) (26,93) (27,23) (27,78) (28,34) (28,67) (30,30) (30,71) (34,24) (34,77) (35,9) (35,92) (37,38) (37,63) (38,48) (38,53) (40,13) (40,88) (41,32) (41,69) (42,2) (42,99) (45,46) (45,55) (46,25) (46,76) (47,4) (47,97) (49,16) (49,85) (50,39) (50,62) (51,37) (51,64) (53,26) (53,75) (55,12) (55,89) (57,15) (57,86) (59,19) (59,82) (61,14) (61,87) (63,9) (63,92) (65,8) (65,93) (66,48) (66,53) (67,30) (67,71) (68,10) (68,91) (70,29) (70,72) (71,24) (71,77) (72,38) (72,63) (73,44) (73,57) (76,2) (76,99) (78,28) (78,73) (81,5) (81,96) (83,11) (83,90) (84,2) (84,99) (85,47) (85,54) (86,50) (86,51) (90,20) (90,81) (93,38) (93,63) (96,6) (96,95) (97,24) (97,77) (98,48) (98,53) (100,37) (100,64)
5	y2 = x3 + 59x + 97	117	(0,20) (0,81) (1,37) (1,64) (2,18) (2,83) (7,34) (7,67) (8,24) (8,77) (10,24) (10,77) (13,43) (13,58) (14,43) (14,58) (15,32) (15,69) (16,17) (16,84) (17,16) (17,85) (18,27) (18,74) (22,23) (22,78) (23,17) (23,84) (26,44) (26,57) (30,48) (30,53) (32,3) (32,98) (33,45) (33,56) (35,30) (35,71) (37,3) (37,98) (38,34) (38,67) (39,39) (39,62) (40,10) (40,91) (41,38) (41,63) (42,2) (42,99) (46,37) (46,64) (47,21) (47,80) (49,12) (49,89) (50,22) (50,79) (51,35) (51,66) (53,46) (53,55) (54,37) (54,64) (55,21) (55,80) (56,34) (56,67) (58,41) (58,60) (62,17) (62,84) (64,36) (64,65) (65,10) (65,91) (66,1) (66,100) (67,46) (67,55) (68,47) (68,54) (69,36) (69,65) (74,43) (74,58) (75,50) (75,51) (78,39) (78,62) (80,0) (82,46) (82,55) (83,24) (83,77) (85,39) (85,62) (86,33) (86,68) (89,40) (89,61) (90,6) (90,95) (91,27) (91,74) (92,7) (92,94) (93,27) (93,74) (96,9) (96,92) (97,10) (97,91) (98,14) (98,87) (100,21) (100,80)
6	y2 = x3 + 41x + 81	117	(0,9) (0,92) (1,27) (1,74) (2,26) (2,75) (4,39) (4,62) (7,2) (7,99) (9,13) (9,88) (10,28) (10,73) (11,34) (11,67) (12,33) (12,68) (13,36) (13,65) (15,43) (15,58) (19,12) (19,89) (20,35) (20,66) (22,4) (22,97) (27,41) (27,60) (28,31) (28,70) (29,45) (29,56) (30,43) (30,58) (32,15) (32,86) (33,1) (33,100) (34,50) (34,51) (35,31) (35,70) (36,6) (36,95) (38,31) (38,70) (39,46) (39,55) (40,24) (40,77) (41,36) (41,65) (45,38) (45,63) (46,11) (46,90) (47,36) (47,65) (49,16) (49,85) (54,49) (54,52) (56,43) (56,58) (57,16) (57,85) (59,18) (59,83) (60,49) (60,52) (63,3) (63,98) (65,5) (65,96) (66,3) (66,98) (71,38) (71,63) (72,37) (72,64) (73,3) (73,98) (74,20) (74,81) (75,15) (75,86) (76,46) (76,55) (77,25) (77,76) (78,0) (79,34) (79,67) (83,50) (83,51) (85,50) (85,51) (86,38) (86,63) (87,46) (87,55) (88,49) (88,52) (90,4) (90,97) (91,40) (91,61) (93,7) (93,94) (95,15) (95,86) (96,16) (96,85) (99,30) (99,71)
7	y2 = x3 + 83x + 43	117	(0,12) (0,89) (3,4) (3,97) (5,49) (5,52) (7,19) (7,82) (9,2) (9,99) (11,41) (11,60) (13,17) (13,84) (15,44) (15,57) (16,35) (16,66) (17,2) (17,99) (18,20) (18,81) (19,46) (19,55) (23,22) (23,79) (25,13) (25,88) (26,48) (26,53) (28,33) (28,68) (31,17) (31,84) (32,4) (32,97) (33,6) (33,95) (34,31) (34,70) (35,26) (35,75) (36,46) (36,55) (38,14) (38,87) (39,22) (39,79) (40,20) (40,81) (42,7) (42,94) (43,20) (43,81) (44,10) (44,91) (45,8) (45,93) (46,46) (46,55) (47,0) (48,40) (48,61) (49,16) (49,85) (50,32) (50,69) (53,1) (53,100) (56,27) (56,74) (57,17) (57,84) (59,21) (59,80) (62,39) (62,62) (63,30) (63,71) (66,4) (66,97) (69,26) (69,75) (70,10) (70,91) (71,34) (71,67) (74,6) (74,95) (75,2) (75,99) (77,36) (77,65) (78,39) (78,62) (81,33) (81,68) (84,48) (84,53) (87,50) (87,51) (88,10) (88,91) (90,18) (90,83) (91,43) (91,58) (92,48) (92,53) (93,33) (93,68) (95,6) (95,95) (98,26) (98,75) (99,24) (99,77)
8	y2 = x3 + 11x + 21	117	(0,18) (0,83) (1,29) (1,72) (3,9) (3,92) (5,10) (5,91) (6,0) (7,21) (7,80) (10,11) (10,90) (17,24) (17,77) (18,30) (18,71) (19,25) (19,76) (21,25) (21,76) (24,26) (24,75) (25,8) (25,93) (26,39) (26,62) (29,40) (29,61) (30,9) (30,92) (32,35) (32,66) (34,39) (34,62) (37,50) (37,51) (38,8) (38,93) (39,49) (39,52) (40,15) (40,86) (41,39) (41,62) (42,29) (42,72) (43,3) (43,98) (46,14) (46,87) (51,32) (51,69) (53,1) (53,100) (54,32) (54,69) (57,1) (57,100) (58,29) (58,72) (59,3) (59,98) (60,6) (60,95) (61,25) (61,76) (62,41) (62,60) (63,33) (63,68) (67,6) (67,95) (68,9) (68,92) (70,47) (70,54) (72,19) (72,82) (73,48) (73,53) (75,6) (75,95) (76,33) (76,68) (78,23) (78,78) (80,15) (80,86) (82,15) (82,86) (85,30) (85,71) (86,4) (86,97) (87,31) (87,70) (88,2) (88,99) (89,22) (89,79) (90,36) (90,65) (91,27) (91,74) (92,1) (92,100) (94,45) (94,56) (96,12) (96,89) (97,32) (97,69) (99,30) (99,71) (100,3) (100,98)
9	y2 = x3 + 48x + 52	117	(0,31) (0,70) (1,0) (3,18) (3,83) (4,45) (4,56) (5,35) (5,66) (7,23) (7,78) (9,1) (9,100) (10,44) (10,57) (12,29) (12,72) (13,34) (13,67) (15,39) (15,62) (16,13) (16,88) (17,23) (17,78) (18,48) (18,53) (20,15) (20,86) (21,25) (21,76) (23,30) (23,71) (24,22) (24,79) (27,15) (27,86) (28,44) (28,57) (29,49) (29,52) (31,18) (31,83) (32,4) (32,97) (33,1) (33,100) (38,17) (38,84) (39,21) (39,80) (40,25) (40,76) (44,36) (44,65) (45,35) (45,66) (47,9) (47,92) (48,38) (48,63) (49,41) (49,60) (51,35) (51,66) (54,15) (54,86) (57,11) (57,90) (59,1) (59,100) (60,41) (60,60) (61,40) (61,61) (63,44) (63,57) (65,42) (65,59) (67,18) (67,83) (69,47) (69,54) (73,17) (73,84) (74,9) (74,92) (75,32) (75,69) (77,23) (77,78) (79,8) (79,93) (80,40) (80,61) (81,9) (81,92) (82,19) (82,82) (83,27) (83,74) (84,22) (84,79) (85,6) (85,95) (87,26) (87,75) (89,24) (89,77) (91,17) (91,84) (93,41) (93,60) (94,22) (94,79) (99,7) (99,94)
10	y2 = x3 + 10x + 82	117	(0,48) (0,53) (2,3) (2,98) (4,40) (4,61) (8,13) (8,88) (10,24) (10,77) (14,21) (14,80) (16,46) (16,55) (17,32) (17,69) (20,0) (23,37) (23,64) (24,39) (24,62) (25,10) (25,91) (27,21) (27,80) (29,4) (29,97) (31,40) (31,61) (34,29) (34,72) (35,33) (35,68) (37,10) (37,91) (38,17) (38,84) (39,10) (39,91) (42,31) (42,70) (44,19) (44,82) (46,3) (46,98) (48,16) (48,85) (51,23) (51,78) (53,3) (53,98) (54,18) (54,83) (55,16) (55,85) (56,35) (56,66) (57,45) (57,56) (58,6) (58,95) (60,21) (60,80) (61,25) (61,76) (62,8) (62,93) (63,28) (63,73) (64,8) (64,93) (65,43) (65,58) (66,40) (66,61) (67,38) (67,63) (69,18) (69,83) (70,33) (70,68) (71,31) (71,70) (72,42) (72,59) (73,26) (73,75) (75,27) (75,74) (76,8) (76,93) (79,18) (79,83) (80,2) (80,99) (84,7) (84,94) (85,13) (85,88) (86,30) (86,71) (88,49) (88,52) (89,31) (89,70) (92,24) (92,77) (93,46) (93,55) (97,33) (97,68) (98,5) (98,96) (99,16) (99,85) (100,24) (100,77)
11	y2 = x3 + 48x + 49	117	(0,7) (0,94) (2,31) (2,70) (7,18) (7,83) (8,6) (8,95) (10,32) (10,69) (12,38) (12,63) (14,43) (14,58) (16,41) (16,60) (17,18) (17,83) (18,33) (18,68) (19,12) (19,89) (20,11) (20,90) (21,4) (21,97) (22,21) (22,80) (24,28) (24,73) (26,17) (26,84) (27,11) (27,90) (28,32) (28,69) (32,35) (32,66) (34,22) (34,79) (36,16) (36,85) (38,36) (38,65) (40,4) (40,97) (41,6) (41,95) (42,10) (42,91) (44,9) (44,92) (47,49) (47,52) (50,47) (50,54) (52,6) (52,95) (53,24) (53,77) (54,11) (54,90) (56,47) (56,54) (57,44) (57,57) (61,48) (61,53) (62,8) (62,93) (63,32) (63,69) (68,10) (68,91) (69,40) (69,61) (70,22) (70,79) (72,15) (72,86) (73,36) (73,65) (74,49) (74,52) (77,18) (77,83) (78,3) (78,98) (80,48) (80,53) (81,49) (81,52) (83,25) (83,76) (84,28) (84,73) (85,29) (85,72) (86,14) (86,87) (88,37) (88,64) (89,13) (89,88) (91,36) (91,65) (92,10) (92,91) (94,28) (94,73) (96,47) (96,54) (97,46) (97,55) (98,22) (98,79) (100,0)
12	y2 = x3 + 72x + 6	117	(0,39) (0,62) (1,33) (1,68) (3,42) (3,59) (5,17) (5,84) (7,34) (7,67) (8,36) (8,65) (9,26) (9,75) (10,3) (10,98) (14,18) (14,83) (15,44) (15,57) (18,8) (18,93) (19,31) (19,70) (22,44) (22,57) (24,2) (24,99) (27,25) (27,76) (28,21) (28,80) (29,18) (29,83) (30,49) (30,52) (32,43) (32,58) (34,34) (34,67) (35,31) (35,70) (37,46) (37,55) (40,23) (40,78) (41,13) (41,88) (43,30) (43,71) (44,36) (44,65) (45,21) (45,80) (46,19) (46,82) (47,31) (47,70) (48,5) (48,96) (49,36) (49,65) (50,29) (50,72) (51,22) (51,79) (53,47) (53,54) (56,50) (56,51) (58,18) (58,83) (59,19) (59,82) (60,34) (60,67) (62,14) (62,87) (64,44) (64,57) (67,13) (67,88) (69,48) (69,53) (70,0) (72,30) (72,71) (73,50) (73,51) (76,16) (76,85) (78,11) (78,90) (79,46) (79,55) (83,7) (83,94) (84,38) (84,63) (86,46) (86,55) (87,30) (87,71) (88,2) (88,99) (90,2) (90,99) (92,12) (92,89) (94,13) (94,88) (95,41) (95,60) (97,19) (97,82) (99,37) (99,64)
13	y2 = x3 + 73x + 1	117	(0,1) (0,100) (2,16) (2,85) (3,34) (3,67) (4,16) (4,85) (5,17) (5,84) (6,7) (6,94) (7,42) (7,59) (8,17) (8,84) (10,32) (10,69) (11,32) (11,69) (12,22) (12,79) (13,4) (13,97) (14,38) (14,63) (16,35) (16,66) (17,14) (17,87) (18,28) (18,73) (20,13) (20,88) (24,15) (24,86) (25,33) (25,68) (29,34) (29,67) (32,19) (32,82) (33,13) (33,88) (35,48) (35,53) (38,28) (38,73) (39,31) (39,70) (42,30) (42,71) (44,27) (44,74) (45,28) (45,73) (48,13) (48,88) (50,49) (50,52) (51,5) (51,96) (52,50) (52,51) (54,3) (54,98) (55,2) (55,99) (57,9) (57,92) (60,10) (60,91) (64,50) (64,51) (65,45) (65,56) (66,18) (66,83) (69,34) (69,67) (70,41) (70,60) (71,0) (72,19) (72,82) (73,12) (73,89) (75,11) (75,90) (76,23) (76,78) (77,22) (77,79) (80,32) (80,69) (82,21) (82,80) (86,50) (86,51) (88,17) (88,84) (89,15) (89,86) (93,4) (93,97) (94,37) (94,64) (95,16) (95,85) (96,4) (96,97) (97,7) (97,94) (98,19) (98,82) (99,7) (99,94)
14	y2 = x3 + 62x + 78	117	(0,49) (0,52) (4,17) (4,84) (7,42) (7,59) (8,50) (8,51) (9,31) (9,70) (10,48) (10,53) (11,24) (11,77) (12,5) (12,96) (14,16) (14,85) (21,6) (21,95) (22,24) (22,77) (23,6) (23,95) (26,50) (26,51) (27,15) (27,86) (28,43) (28,58) (29,45) (29,56) (30,31) (30,70) (31,28) (31,73) (33,40) (33,61) (34,22) (34,79) (35,28) (35,73) (36,48) (36,53) (37,0) (40,10) (40,91) (41,29) (41,72) (43,21) (43,80) (44,25) (44,76) (47,19) (47,82) (48,18) (48,83) (49,26) (49,75) (50,3) (50,98) (55,48) (55,53) (57,6) (57,95) (59,34) (59,67) (60,27) (60,74) (61,37) (61,64) (62,31) (62,70) (63,4) (63,97) (66,33) (66,68) (67,50) (67,51) (68,24) (68,77) (69,26) (69,75) (70,33) (70,68) (73,23) (73,78) (75,22) (75,79) (77,44) (77,57) (78,25) (78,76) (79,40) (79,61) (80,25) (80,76) (82,11) (82,90) (84,26) (84,75) (87,1) (87,100) (88,2) (88,99) (89,38) (89,63) (90,40) (90,61) (93,22) (93,79) (95,46) (95,55) (96,42) (96,59) (99,42) (99,59)
15	y2 = x3 + 93x + 9	117	(0,3) (0,98) (2,1) (2,100) (6,50) (6,51) (10,11) (10,90) (12,5) (12,96) (13,48) (13,53) (22,49) (22,52) (24,39) (24,62) (25,48) (25,53) (26,45) (26,56) (27,36) (27,65) (28,27) (28,74) (30,2) (30,99) (32,10) (32,91) (37,13) (37,88) (38,21) (38,80) (41,15) (41,86) (42,43) (42,58) (44,1) (44,100) (45,50) (45,51) (46,44) (46,57) (49,45) (49,56) (50,50) (50,51) (51,12) (51,89) (52,35) (52,66) (54,17) (54,84) (55,1) (55,100) (56,12) (56,89) (57,44) (57,57) (58,38) (58,63) (59,47) (59,54) (60,46) (60,55) (62,17) (62,84) (63,48) (63,53) (65,0) (66,6) (66,95) (67,8) (67,93) (69,25) (69,76) (71,32) (71,69) (72,30) (72,71) (73,20) (73,81) (75,35) (75,66) (76,21) (76,80) (78,34) (78,67) (80,39) (80,62) (81,42) (81,59) (83,49) (83,52) (84,22) (84,79) (85,9) (85,92) (86,17) (86,84) (88,21) (88,80) (90,33) (90,68) (94,5) (94,96) (95,12) (95,89) (96,5) (96,96) (97,49) (97,52) (98,39) (98,62) (99,44) (99,57) (100,4) (100,97)
16	y2 = x3 + 7x + 24	117	(0,23) (0,78) (6,22) (6,79) (8,17) (8,84) (10,36) (10,65) (15,26) (15,75) (17,39) (17,62) (18,15) (18,86) (19,42) (19,59) (20,36) (20,65) (22,25) (22,76) (23,38) (23,63) (24,49) (24,52) (25,13) (25,88) (26,39) (26,62) (27,10) (27,91) (30,41) (30,60) (35,44) (35,57) (36,13) (36,88) (38,4) (38,97) (40,13) (40,88) (41,42) (41,59) (42,26) (42,75) (44,26) (44,75) (47,34) (47,67) (48,16) (48,85) (50,29) (50,72) (52,0) (53,14) (53,87) (55,29) (55,72) (57,33) (57,68) (58,39) (58,62) (59,33) (59,68) (60,1) (60,100) (61,9) (61,92) (62,27) (62,74) (64,4) (64,97) (65,9) (65,92) (66,43) (66,58) (68,32) (68,69) (70,35) (70,66) (71,36) (71,65) (72,50) (72,51) (73,46) (73,55) (74,7) (74,94) (76,9) (76,92) (77,24) (77,77) (80,3) (80,98) (81,41) (81,60) (82,1) (82,100) (83,5) (83,96) (85,19) (85,82) (86,33) (86,68) (89,38) (89,63) (90,38) (90,63) (91,41) (91,60) (94,6) (94,95) (97,29) (97,72) (98,28) (98,73) (100,4) (100,97)
17	y2 = x3 + 32x + 88	117	(0,47) (0,54) (1,11) (1,90) (3,3) (3,98) (4,49) (4,52) (5,26) (5,75) (6,30) (6,71) (7,7) (7,94) (9,14) (9,87) (10,14) (10,87) (11,16) (11,85) (12,33) (12,68) (15,2) (15,99) (19,9) (19,92) (21,27) (21,74) (26,35) (26,66) (27,43) (27,58) (28,3) (28,98) (29,16) (29,85) (30,24) (30,77) (32,34) (32,67) (33,32) (33,69) (34,22) (34,79) (35,42) (35,59) (36,27) (36,74) (38,11) (38,90) (40,18) (40,83) (41,5) (41,96) (43,26) (43,75) (44,27) (44,74) (45,6) (45,95) (46,44) (46,57) (48,45) (48,56) (49,23) (49,78) (53,26) (53,75) (55,19) (55,82) (58,45) (58,56) (61,16) (61,85) (62,11) (62,90) (64,8) (64,93) (67,46) (67,55) (69,38) (69,63) (70,3) (70,98) (71,2) (71,99) (72,18) (72,83) (76,5) (76,96) (81,29) (81,72) (82,14) (82,87) (83,12) (83,89) (84,40) (84,61) (85,5) (85,96) (86,24) (86,77) (88,0) (89,20) (89,81) (90,18) (90,83) (91,9) (91,92) (92,9) (92,92) (95,36) (95,65) (96,45) (96,56) (99,4) (99,97)
18	y2 = x3 + 3x + 45	117	(0,34) (0,67) (1,7) (1,94) (3,9) (3,92) (4,11) (4,90) (5,36) (5,65) (6,28) (6,73) (7,45) (7,56) (8,50) (8,51) (10,41) (10,60) (11,46) (11,55) (12,30) (12,71) (15,43) (15,58) (20,5) (20,96) (21,28) (21,73) (26,23) (26,78) (27,35) (27,66) (29,33) (29,68) (31,29) (31,72) (32,36) (32,65) (33,23) (33,78) (35,10) (35,91) (37,39) (37,62) (38,17) (38,84) (40,38) (40,63) (41,45) (41,56) (42,23) (42,78) (44,4) (44,97) (45,1) (45,100) (46,16) (46,85) (47,22) (47,79) (48,40) (48,61) (50,37) (50,64) (53,45) (53,56) (55,6) (55,95) (60,40) (60,61) (64,36) (64,65) (69,39) (69,62) (71,15) (71,86) (74,28) (74,73) (76,0) (77,17) (77,84) (78,38) (78,63) (79,21) (79,80) (80,35) (80,66) (81,41) (81,60) (83,44) (83,57) (84,38) (84,63) (87,17) (87,84) (88,43) (88,58) (90,14) (90,87) (91,5) (91,96) (92,20) (92,81) (93,32) (93,69) (94,40) (94,61) (95,35) (95,66) (96,39) (96,62) (97,26) (97,75) (98,3) (98,98) (99,43) (99,58)
19	y2 = x3 + 72x + 95	117	(0,14) (0,87) (2,34) (2,67) (4,12) (4,89) (6,6) (6,95) (7,29) (7,72) (9,19) (9,82) (11,20) (11,81) (13,20) (13,81) (14,3) (14,98) (15,45) (15,56) (17,24) (17,77) (18,31) (18,70) (22,45) (22,56) (23,9) (23,92) (25,42) (25,59) (28,5) (28,96) (29,3) (29,98) (31,0) (32,25) (32,76) (34,29) (34,72) (37,36) (37,65) (39,39) (39,62) (41,37) (41,64) (42,12) (42,89) (43,22) (43,79) (45,5) (45,96) (48,35) (48,66) (50,18) (50,83) (51,13) (51,88) (52,44) (52,57) (53,50) (53,51) (54,7) (54,94) (55,12) (55,89) (56,8) (56,93) (57,44) (57,57) (58,3) (58,98) (60,29) (60,72) (61,28) (61,73) (64,45) (64,56) (66,7) (66,94) (67,37) (67,64) (69,26) (69,75) (71,15) (71,86) (72,22) (72,79) (73,8) (73,93) (74,48) (74,53) (77,20) (77,81) (79,36) (79,65) (82,7) (82,94) (83,21) (83,80) (86,36) (86,65) (87,22) (87,79) (91,30) (91,71) (92,43) (92,58) (93,44) (93,57) (94,37) (94,64) (96,32) (96,69) (98,16) (98,85) (100,27) (100,74)
20	y2 = x3 + 89x + 36	117	(0,6) (0,95) (1,5) (1,96) (2,11) (2,90) (4,31) (4,70) (5,0) (6,33) (6,68) (11,15) (11,86) (12,2) (12,99) (14,17) (14,84) (15,10) (15,91) (16,1) (16,100) (18,20) (18,81) (19,1) (19,100) (20,25) (20,76) (21,37) (21,64) (22,44) (22,57) (23,3) (23,98) (25,3) (25,98) (31,8) (31,93) (32,10) (32,91) (33,5) (33,96) (34,42) (34,59) (35,24) (35,77) (38,35) (38,66) (39,2) (39,99) (41,47) (41,54) (42,30) (42,71) (43,34) (43,67) (44,16) (44,85) (45,23) (45,78) (50,2) (50,99) (51,13) (51,88) (53,3) (53,98) (54,10) (54,91) (59,9) (59,92) (60,40) (60,61) (61,34) (61,67) (62,13) (62,88) (64,23) (64,78) (65,26) (65,75) (66,1) (66,100) (67,5) (67,96) (68,42) (68,59) (72,29) (72,72) (75,12) (75,89) (80,4) (80,97) (82,24) (82,77) (83,50) (83,51) (85,24) (85,77) (89,13) (89,88) (90,7) (90,94) (91,41) (91,60) (92,18) (92,83) (93,23) (93,78) (94,22) (94,79) (97,11) (97,90) (98,34) (98,67) (99,31) (99,70) (100,42) (100,59)
21	y2 = x3 + 11x + 80	117	(0,22) (0,79) (1,30) (1,71) (2,3) (2,98) (4,17) (4,84) (5,19) (5,82) (7,46) (7,55) (9,10) (9,91) (10,33) (10,68) (11,44) (11,57) (12,18) (12,83) (13,20) (13,81) (14,7) (14,94) (15,40) (15,61) (16,3) (16,98) (19,49) (19,52) (21,49) (21,52) (23,28) (23,73) (25,27) (25,74) (26,41) (26,60) (28,25) (28,76) (29,12) (29,89) (31,35) (31,66) (33,11) (33,90) (34,41) (34,60) (38,27) (38,74) (39,6) (39,95) (40,48) (40,53) (41,41) (41,60) (42,30) (42,71) (43,13) (43,88) (44,10) (44,91) (47,17) (47,84) (48,10) (48,91) (50,17) (50,84) (55,39) (55,62) (58,30) (58,71) (59,13) (59,88) (60,14) (60,87) (61,49) (61,52) (62,15) (62,86) (63,21) (63,80) (64,5) (64,96) (67,14) (67,87) (69,47) (69,54) (71,11) (71,90) (72,4) (72,97) (75,14) (75,87) (76,21) (76,80) (77,43) (77,58) (80,48) (80,53) (82,48) (82,53) (83,3) (83,98) (84,38) (84,63) (91,9) (91,92) (94,8) (94,93) (95,0) (96,1) (96,100) (98,11) (98,90) (100,13) (100,88)
22	y2 = x3 + 3x + 56	117	(0,37) (0,64) (2,26) (2,75) (3,30) (3,71) (4,43) (4,58) (5,14) (5,87) (6,47) (6,54) (7,4) (7,97) (8,17) (8,84) (9,2) (9,99) (10,50) (10,51) (11,39) (11,62) (13,26) (13,75) (14,32) (14,69) (17,24) (17,77) (18,36) (18,65) (20,6) (20,95) (21,47) (21,54) (22,8) (22,93) (23,24) (23,77) (24,32) (24,69) (25,0) (27,23) (27,78) (30,49) (30,52) (32,14) (32,87) (37,44) (37,57) (41,4) (41,97) (46,41) (46,60) (48,46) (48,55) (51,34) (51,67) (53,4) (53,97) (54,18) (54,83) (55,42) (55,59) (56,10) (56,91) (57,40) (57,61) (59,28) (59,73) (60,46) (60,55) (61,24) (61,77) (63,32) (63,69) (64,14) (64,87) (66,1) (66,100) (68,28) (68,73) (69,44) (69,57) (70,13) (70,88) (72,27) (72,74) (74,47) (74,54) (75,28) (75,73) (80,23) (80,78) (81,50) (81,51) (86,26) (86,75) (89,3) (89,98) (90,45) (90,56) (91,6) (91,95) (93,5) (93,96) (94,46) (94,55) (95,23) (95,78) (96,44) (96,57) (97,9) (97,92) (98,11) (98,90) (100,31) (100,70)
23	y2 = x3 + 67x + 84	117	(0,36) (0,65) (2,23) (2,78) (3,3) (3,98) (6,46) (6,55) (7,47) (7,54) (8,18) (8,83) (10,21) (10,80) (11,43) (11,58) (13,18) (13,83) (15,11) (15,90) (16,0) (17,50) (17,51) (18,31) (18,70) (20,43) (20,58) (23,37) (23,64) (28,50) (28,51) (30,39) (30,62) (31,6) (31,95) (33,16) (33,85) (34,16) (34,85) (35,37) (35,64) (38,29) (38,72) (42,23) (42,78) (43,37) (43,64) (44,12) (44,89) (45,30) (45,71) (47,20) (47,81) (48,41) (48,60) (51,2) (51,99) (52,7) (52,94) (54,24) (54,77) (56,50) (56,51) (57,23) (57,78) (59,12) (59,89) (60,5) (60,96) (61,8) (61,93) (62,41) (62,60) (64,49) (64,52) (65,1) (65,100) (67,35) (67,66) (68,35) (68,66) (69,44) (69,57) (70,43) (70,58) (73,30) (73,71) (74,2) (74,99) (77,2) (77,99) (79,48) (79,53) (80,18) (80,83) (81,6) (81,95) (84,30) (84,71) (86,42) (86,59) (89,28) (89,73) (90,6) (90,95) (91,38) (91,63) (92,41) (92,60) (94,22) (94,79) (98,19) (98,82) (99,12) (99,89) (100,4) (100,97)
24	y2 = x3 + 55x + 79	117	(0,33) (0,68) (2,46) (2,55) (6,25) (6,76) (7,10) (7,91) (8,18) (8,83) (10,35) (10,66) (11,46) (11,55) (12,12) (12,89) (14,19) (14,82) (15,21) (15,80) (16,45) (16,56) (18,29) (18,72) (19,2) (19,99) (21,30) (21,71) (22,25) (22,76) (23,49) (23,52) (26,20) (26,81) (27,21) (27,80) (29,45) (29,56) (30,34) (30,67) (32,41) (32,60) (34,34) (34,67) (36,29) (36,72) (37,34) (37,67) (38,28) (38,73) (40,15) (40,86) (42,11) (42,90) (45,31) (45,70) (46,37) (46,64) (47,29) (47,72) (49,43) (49,58) (50,8) (50,93) (53,13) (53,88) (54,23) (54,78) (55,1) (55,100) (56,45) (56,56) (58,44) (58,57) (59,21) (59,80) (62,15) (62,86) (63,9) (63,92) (65,23) (65,78) (66,27) (66,74) (68,0) (70,14) (70,87) (72,31) (72,70) (73,25) (73,76) (74,11) (74,90) (76,42) (76,59) (77,40) (77,61) (78,22) (78,79) (83,23) (83,78) (85,31) (85,70) (86,11) (86,90) (87,10) (87,91) (88,46) (88,55) (89,32) (89,69) (93,6) (93,95) (94,19) (94,82) (100,15) (100,86)
25	y2 = x3 + 35x + 54	117	(0,16) (0,85) (2,43) (2,58) (3,40) (3,61) (4,37) (4,64) (6,50) (6,51) (7,6) (7,95) (9,47) (9,54) (12,9) (12,92) (13,22) (13,79) (14,37) (14,64) (16,8) (16,93) (18,31) (18,70) (20,13) (20,88) (27,49) (27,52) (29,39) (29,62) (31,23) (31,78) (32,39) (32,62) (33,33) (33,68) (34,42) (34,59) (35,44) (35,57) (36,46) (36,55) (37,47) (37,54) (38,10) (38,91) (39,21) (39,80) (40,39) (40,62) (41,35) (41,66) (42,8) (42,93) (43,8) (43,93) (44,25) (44,76) (45,6) (45,95) (46,11) (46,90) (47,49) (47,52) (48,32) (48,69) (49,6) (49,95) (50,7) (50,94) (54,38) (54,63) (55,47) (55,54) (60,14) (60,87) (61,1) (61,100) (62,24) (62,77) (64,11) (64,90) (69,1) (69,100) (70,36) (70,65) (71,48) (71,53) (72,1) (72,100) (73,7) (73,94) (74,38) (74,63) (76,44) (76,57) (79,7) (79,94) (82,2) (82,99) (83,37) (83,64) (84,0) (87,31) (87,70) (91,44) (91,57) (92,11) (92,90) (93,26) (93,75) (97,31) (97,70) (98,15) (98,86) (99,28) (99,73)
26	y2 = x3 + 74x + 30	117	(0,38) (0,63) (1,2) (1,99) (2,40) (2,61) (3,28) (3,73) (4,17) (4,84) (5,11) (5,90) (6,36) (6,65) (8,15) (8,86) (11,16) (11,85) (12,11) (12,90) (13,19) (13,82) (15,24) (15,77) (16,19) (16,82) (18,15) (18,86) (19,35) (19,66) (20,4) (20,97) (22,40) (22,61) (24,50) (24,51) (26,21) (26,80) (27,20) (27,81) (28,4) (28,97) (34,6) (34,95) (35,34) (35,67) (38,12) (38,89) (39,25) (39,76) (43,0) (44,14) (44,87) (49,2) (49,99) (50,37) (50,64) (51,2) (51,99) (52,37) (52,64) (53,4) (53,97) (54,30) (54,71) (55,47) (55,54) (60,47) (60,54) (61,29) (61,72) (63,44) (63,57) (64,13) (64,88) (67,23) (67,78) (68,43) (68,58) (71,10) (71,91) (72,19) (72,82) (74,8) (74,93) (75,15) (75,86) (77,40) (77,61) (79,50) (79,51) (80,27) (80,74) (82,42) (82,59) (83,21) (83,80) (84,11) (84,90) (87,47) (87,54) (90,39) (90,62) (92,7) (92,94) (93,21) (93,80) (94,49) (94,52) (95,28) (95,73) (98,36) (98,65) (99,50) (99,51) (100,37) (100,64)
27	y2 = x3 + 38x + 85	117	(0,40) (0,61) (1,15) (1,86) (2,13) (2,88) (3,23) (3,78) (5,20) (5,81) (6,23) (6,78) (7,47) (7,54) (9,34) (9,67) (11,4) (11,97) (12,42) (12,59) (13,7) (13,94) (18,6) (18,95) (20,19) (20,82) (23,20) (23,81) (25,46) (25,55) (26,41) (26,60) (29,15) (29,86) (31,42) (31,59) (34,33) (34,68) (35,31) (35,70) (36,29) (36,72) (38,12) (38,89) (39,36) (39,65) (40,37) (40,64) (42,25) (42,76) (43,27) (43,74) (44,9) (44,92) (45,0) (46,47) (46,54) (48,47) (48,54) (53,48) (53,53) (54,18) (54,83) (55,48) (55,53) (58,42) (58,59) (61,35) (61,66) (65,6) (65,95) (66,44) (66,57) (69,21) (69,80) (70,27) (70,74) (71,15) (71,86) (73,20) (73,81) (74,9) (74,92) (75,2) (75,99) (77,14) (77,87) (79,32) (79,69) (80,5) (80,96) (82,33) (82,68) (83,29) (83,72) (84,9) (84,92) (86,33) (86,68) (88,11) (88,90) (89,27) (89,74) (92,23) (92,78) (93,28) (93,73) (94,48) (94,53) (95,34) (95,67) (97,24) (97,77) (98,34) (98,67) (99,1) (99,100)
28	y2 = x3 + 67x + 17	117	(0,44) (0,57) (1,40) (1,61) (2,19) (2,82) (3,12) (3,89) (7,18) (7,83) (9,6) (9,95) (10,24) (10,77) (11,41) (11,60) (12,23) (12,78) (15,16) (15,85) (17,3) (17,98) (20,41) (20,60) (21,22) (21,79) (22,25) (22,76) (24,20) (24,81) (27,20) (27,81) (28,3) (28,98) (31,26) (31,75) (32,36) (32,65) (33,47) (33,54) (34,47) (34,54) (36,10) (36,91) (37,15) (37,86) (39,6) (39,95) (40,21) (40,80) (41,50) (41,51) (42,19) (42,82) (44,28) (44,73) (45,5) (45,96) (47,38) (47,63) (49,31) (49,70) (50,20) (50,81) (53,6) (53,95) (54,2) (54,99) (56,3) (56,98) (57,19) (57,82) (58,34) (58,67) (59,28) (59,73) (63,13) (63,88) (66,34) (66,67) (67,42) (67,59) (68,42) (68,59) (70,41) (70,60) (71,14) (71,87) (73,5) (73,96) (78,34) (78,67) (81,26) (81,75) (83,7) (83,94) (84,5) (84,96) (85,0) (86,9) (86,92) (88,22) (88,79) (90,26) (90,75) (91,8) (91,93) (93,22) (93,79) (94,35) (94,66) (95,45) (95,56) (98,30) (98,71) (99,28) (99,73)
29	y2 = x3 + 73x + 100	117	(0,10) (0,91) (2,31) (2,70) (3,12) (3,89) (4,31) (4,70) (5,40) (5,61) (6,42) (6,59) (7,34) (7,67) (8,40) (8,61) (12,49) (12,52) (13,32) (13,69) (15,5) (15,96) (19,8) (19,93) (21,17) (21,84) (24,18) (24,83) (25,28) (25,73) (26,9) (26,92) (28,19) (28,82) (29,12) (29,89) (30,0) (31,6) (31,95) (32,37) (32,64) (35,22) (35,79) (36,46) (36,55) (37,5) (37,96) (41,1) (41,100) (44,11) (44,90) (46,20) (46,81) (47,30) (47,71) (49,5) (49,96) (50,50) (50,51) (51,15) (51,86) (53,29) (53,72) (56,23) (56,78) (57,33) (57,68) (59,3) (59,98) (62,7) (62,94) (63,23) (63,78) (66,25) (66,76) (68,29) (68,72) (69,12) (69,89) (72,37) (72,64) (76,27) (76,74) (77,49) (77,52) (81,29) (81,72) (83,23) (83,78) (84,39) (84,62) (85,47) (85,54) (87,24) (87,77) (88,40) (88,61) (89,18) (89,83) (90,17) (90,84) (91,17) (91,84) (93,32) (93,69) (94,16) (94,85) (95,31) (95,70) (96,32) (96,69) (97,42) (97,59) (98,37) (98,64) (99,42) (99,59)
30	y2 = x3 + 50x + 68	117	(0,13) (0,88) (3,12) (3,89) (6,33) (6,68) (7,16) (7,85) (8,24) (8,77) (11,38) (11,63) (13,17) (13,84) (14,49) (14,52) (15,31) (15,70) (18,29) (18,72) (19,10) (19,91) (20,33) (20,68) (21,28) (21,73) (22,10) (22,91) (24,12) (24,89) (25,50) (25,51) (32,46) (32,55) (38,49) (38,52) (39,38) (39,63) (40,32) (40,69) (41,6) (41,95) (42,1) (42,100) (43,4) (43,97) (44,17) (44,84) (46,44) (46,57) (49,49) (49,52) (50,45) (50,56) (51,38) (51,63) (52,19) (52,82) (53,14) (53,87) (56,44) (56,57) (57,7) (57,94) (58,25) (58,76) (60,10) (60,91) (61,18) (61,83) (62,45) (62,56) (63,19) (63,82) (64,40) (64,61) (65,30) (65,71) (66,40) (66,61) (67,26) (67,75) (70,21) (70,80) (72,40) (72,61) (73,42) (73,59) (74,12) (74,89) (75,33) (75,68) (79,6) (79,95) (82,6) (82,95) (85,11) (85,90) (86,36) (86,65) (87,19) (87,82) (88,7) (88,94) (90,45) (90,56) (92,0) (93,41) (93,60) (94,48) (94,53) (96,20) (96,81) (97,39) (97,62) (100,44) (100,57)
31	y2 = x3 + 83x + 58	117	(0,19) (0,82) (2,38) (2,63) (3,43) (3,58) (6,41) (6,60) (8,27) (8,74) (9,25) (9,76) (10,26) (10,75) (11,22) (11,79) (13,1) (13,100) (14,5) (14,96) (17,25) (17,76) (20,27) (20,74) (23,14) (23,87) (24,44) (24,57) (26,20) (26,81) (27,41) (27,60) (30,37) (30,64) (31,1) (31,100) (32,43) (32,58) (35,40) (35,61) (38,3) (38,98) (39,14) (39,87) (42,8) (42,93) (44,32) (44,69) (45,33) (45,68) (48,10) (48,91) (51,17) (51,84) (52,42) (52,59) (53,4) (53,97) (54,0) (55,45) (55,56) (56,21) (56,80) (57,1) (57,100) (58,2) (58,99) (59,31) (59,70) (61,2) (61,99) (62,18) (62,83) (63,39) (63,62) (65,45) (65,56) (66,43) (66,58) (67,7) (67,94) (68,41) (68,60) (69,40) (69,61) (70,32) (70,69) (73,27) (73,74) (75,25) (75,76) (76,29) (76,72) (78,18) (78,83) (82,45) (82,56) (83,2) (83,99) (84,20) (84,81) (85,47) (85,54) (86,36) (86,65) (88,32) (88,69) (90,6) (90,95) (92,20) (92,81) (94,12) (94,89) (96,15) (96,86) (98,40) (98,61)
32	y2 = x3 + 32x + 13	117	(0,35) (0,66) (2,40) (2,61) (5,46) (5,55) (6,44) (6,57) (9,11) (9,90) (10,11) (10,90) (11,22) (11,79) (12,2) (12,99) (13,0) (15,38) (15,63) (16,50) (16,51) (17,4) (17,97) (18,19) (18,82) (19,39) (19,62) (20,13) (20,88) (25,50) (25,51) (29,22) (29,79) (30,20) (30,81) (31,30) (31,71) (32,24) (32,77) (34,45) (34,56) (37,21) (37,80) (39,9) (39,92) (40,42) (40,59) (43,46) (43,55) (46,12) (46,89) (48,43) (48,58) (52,28) (52,73) (53,46) (53,55) (55,36) (55,65) (56,41) (56,60) (57,33) (57,68) (58,43) (58,58) (60,50) (60,51) (61,22) (61,79) (63,9) (63,92) (65,33) (65,68) (66,16) (66,85) (67,18) (67,83) (68,17) (68,84) (69,37) (69,64) (71,38) (71,63) (72,42) (72,59) (73,30) (73,71) (74,26) (74,75) (75,47) (75,54) (80,33) (80,68) (82,11) (82,90) (86,20) (86,81) (89,27) (89,74) (90,42) (90,59) (91,39) (91,62) (92,39) (92,62) (94,31) (94,70) (95,3) (95,98) (96,43) (96,58) (97,15) (97,86) (98,30) (98,71) (100,9) (100,92)
33	y2 = x3 + 38x + 16	117	(0,4) (0,97) (2,10) (2,91) (3,37) (3,64) (4,38) (4,63) (6,37) (6,64) (7,25) (7,76) (8,23) (8,78) (9,28) (9,73) (12,33) (12,68) (13,9) (13,92) (15,27) (15,74) (17,11) (17,90) (18,13) (18,88) (19,27) (19,74) (21,50) (21,51) (22,17) (22,84) (24,39) (24,62) (26,20) (26,81) (27,11) (27,90) (28,2) (28,99) (30,49) (30,52) (31,33) (31,68) (32,8) (32,93) (35,36) (35,65) (36,41) (36,60) (40,47) (40,54) (43,16) (43,85) (46,25) (46,76) (47,22) (47,79) (48,25) (48,76) (53,35) (53,66) (55,35) (55,66) (56,0) (57,11) (57,90) (58,33) (58,68) (59,48) (59,53) (61,34) (61,67) (62,44) (62,57) (63,19) (63,82) (65,13) (65,88) (66,7) (66,94) (67,27) (67,74) (70,16) (70,85) (72,49) (72,52) (75,6) (75,95) (76,45) (76,56) (78,2) (78,99) (81,12) (81,89) (83,41) (83,60) (88,31) (88,70) (89,16) (89,85) (90,40) (90,61) (92,37) (92,64) (94,35) (94,66) (95,28) (95,73) (96,2) (96,99) (98,28) (98,73) (99,29) (99,72) (100,49) (100,52)
34	y2 = x3 + 2x + 14	117	(0,32) (0,69) (1,44) (1,57) (3,42) (3,59) (7,13) (7,88) (8,21) (8,80) (9,16) (9,85) (10,23) (10,78) (11,16) (11,85) (12,7) (12,94) (16,1) (16,100) (18,23) (18,78) (19,12) (19,89) (21,5) (21,96) (22,0) (23,39) (23,62) (24,7) (24,94) (26,13) (26,88) (27,37) (27,64) (28,2) (28,99) (29,25) (29,76) (30,39) (30,62) (32,18) (32,83) (34,20) (34,81) (36,22) (36,79) (39,15) (39,86) (42,31) (42,70) (43,25) (43,76) (46,49) (46,52) (48,39) (48,62) (49,46) (49,55) (50,50) (50,51) (52,29) (52,72) (53,27) (53,74) (57,17) (57,84) (58,3) (58,98) (59,28) (59,73) (60,14) (60,87) (62,45) (62,56) (65,7) (65,94) (66,14) (66,87) (68,13) (68,88) (71,27) (71,74) (72,3) (72,98) (73,23) (73,78) (76,14) (76,87) (77,22) (77,79) (78,27) (78,74) (81,16) (81,85) (83,2) (83,99) (84,4) (84,97) (86,12) (86,89) (87,26) (87,75) (88,35) (88,66) (89,22) (89,79) (91,2) (91,99) (93,30) (93,71) (96,9) (96,92) (97,12) (97,89) (98,48) (98,53)
35	y2 = x3 + 15x + 76	117	(0,50) (0,51) (1,30) (1,71) (2,35) (2,66) (3,42) (3,59) (6,33) (6,68) (7,25) (7,76) (8,1) (8,100) (9,43) (9,58) (10,32) (10,69) (12,41) (12,60) (14,0) (18,44) (18,57) (19,7) (19,94) (22,34) (22,67) (23,8) (23,93) (24,25) (24,76) (25,44) (25,57) (26,8) (26,93) (27,41) (27,60) (29,16) (29,85) (30,16) (30,85) (32,14) (32,87) (33,42) (33,59) (34,46) (34,55) (36,2) (36,99) (37,28) (37,73) (39,17) (39,84) (40,6) (40,95) (41,15) (41,86) (42,16) (42,85) (44,26) (44,75) (46,43) (46,58) (49,47) (49,54) (50,9) (50,92) (51,24) (51,77) (52,8) (52,93) (55,11) (55,90) (56,40) (56,61) (57,48) (57,53) (58,44) (58,57) (62,41) (62,60) (65,42) (65,59) (66,45) (66,56) (67,37) (67,64) (68,2) (68,99) (70,25) (70,76) (73,5) (73,96) (74,17) (74,84) (75,47) (75,54) (78,47) (78,54) (79,39) (79,62) (80,14) (80,87) (81,19) (81,82) (89,17) (89,84) (90,14) (90,87) (91,21) (91,80) (92,11) (92,90) (96,49) (96,52) (98,2) (98,99)
36	y2 = x3 + 57x + 37	117	(0,21) (0,80) (1,14) (1,87) (2,19) (2,82) (3,29) (3,72) (5,12) (5,89) (8,46) (8,55) (10,30) (10,71) (11,50) (11,51) (12,5) (12,96) (15,5) (15,96) (16,46) (16,55) (19,0) (20,17) (20,84) (21,30) (21,71) (22,18) (22,83) (23,48) (23,53) (24,33) (24,68) (26,39) (26,62) (27,7) (27,94) (28,31) (28,70) (29,18) (29,83) (32,17) (32,84) (33,9) (33,92) (34,24) (34,77) (37,28) (37,73) (39,26) (39,75) (43,36) (43,65) (45,10) (45,91) (46,45) (46,56) (47,40) (47,61) (48,12) (48,89) (49,17) (49,84) (50,18) (50,83) (52,47) (52,54) (53,43) (53,58) (57,35) (57,66) (60,40) (60,61) (61,35) (61,66) (62,2) (62,99) (63,8) (63,93) (69,47) (69,54) (70,30) (70,71) (73,27) (73,74) (74,5) (74,96) (75,13) (75,88) (76,37) (76,64) (77,46) (77,55) (81,47) (81,54) (83,42) (83,59) (84,35) (84,66) (85,33) (85,68) (86,7) (86,94) (87,38) (87,63) (89,7) (89,94) (93,33) (93,68) (95,40) (95,61) (96,43) (96,58) (99,4) (99,97) (100,22) (100,79)
37	y2 = x3 + 2x + 87	117	(0,17) (0,84) (3,25) (3,76) (4,19) (4,82) (5,11) (5,90) (8,3) (8,98) (10,20) (10,81) (12,18) (12,83) (13,47) (13,54) (14,43) (14,58) (15,19) (15,82) (17,40) (17,61) (18,20) (18,81) (20,42) (20,59) (23,33) (23,68) (24,18) (24,83) (25,39) (25,62) (28,28) (28,73) (29,30) (29,71) (30,33) (30,68) (33,29) (33,72) (35,39) (35,62) (36,31) (36,70) (39,46) (39,55) (41,39) (41,62) (42,23) (42,78) (43,30) (43,71) (44,32) (44,69) (48,33) (48,68) (49,13) (49,88) (51,5) (51,96) (52,45) (52,56) (53,14) (53,87) (55,15) (55,86) (58,48) (58,53) (59,7) (59,94) (62,49) (62,52) (65,18) (65,83) (67,2) (67,99) (69,22) (69,79) (71,14) (71,87) (72,48) (72,53) (73,20) (73,81) (74,34) (74,67) (75,29) (75,72) (77,31) (77,70) (78,14) (78,87) (79,0) (80,50) (80,51) (82,19) (82,82) (83,28) (83,73) (85,10) (85,91) (89,31) (89,70) (90,42) (90,59) (91,28) (91,73) (92,42) (92,59) (93,8) (93,93) (94,29) (94,72) (98,16) (98,85) (100,36) (100,65)
38	y2 = x3 + 55x + 22	117	(0,27) (0,74) (1,49) (1,52) (7,12) (7,89) (8,41) (8,60) (12,17) (12,84) (13,45) (13,56) (14,1) (14,100) (15,9) (15,92) (16,7) (16,94) (18,28) (18,73) (23,18) (23,83) (24,4) (24,97) (25,16) (25,85) (27,9) (27,92) (28,48) (28,53) (29,7) (29,94) (31,39) (31,62) (33,0) (35,33) (35,68) (36,28) (36,73) (38,11) (38,90) (39,49) (39,52) (42,8) (42,93) (43,36) (43,65) (45,46) (45,55) (46,10) (46,91) (47,28) (47,73) (48,29) (48,72) (51,21) (51,80) (52,26) (52,75) (54,13) (54,88) (55,34) (55,67) (56,7) (56,94) (59,9) (59,92) (61,49) (61,52) (63,23) (63,78) (64,37) (64,64) (65,13) (65,88) (67,37) (67,64) (69,6) (69,95) (71,37) (71,64) (72,46) (72,55) (74,8) (74,93) (75,2) (75,99) (78,15) (78,86) (79,48) (79,53) (80,3) (80,98) (82,20) (82,81) (83,13) (83,88) (85,46) (85,55) (86,8) (86,93) (87,12) (87,89) (89,19) (89,82) (90,45) (90,56) (91,47) (91,54) (93,22) (93,79) (94,1) (94,100) (95,48) (95,53) (99,45) (99,56)
39	y2 = x3 + 62x + 23	117	(0,15) (0,86) (2,16) (2,85) (5,16) (5,85) (6,45) (6,56) (8,18) (8,83) (11,4) (11,97) (12,24) (12,77) (13,20) (13,81) (14,10) (14,91) (17,43) (17,58) (19,9) (19,92) (21,48) (21,53) (22,4) (22,97) (23,48) (23,53) (24,36) (24,65) (26,18) (26,83) (28,28) (28,73) (31,27) (31,74) (32,43) (32,58) (33,38) (33,63) (34,5) (34,96) (35,27) (35,74) (38,40) (38,61) (39,7) (39,94) (40,34) (40,67) (41,33) (41,68) (42,37) (42,64) (44,41) (44,60) (46,25) (46,76) (51,30) (51,71) (52,43) (52,58) (53,22) (53,79) (54,12) (54,89) (57,48) (57,53) (58,8) (58,93) (60,13) (60,88) (61,1) (61,100) (64,0) (65,25) (65,76) (66,23) (66,78) (67,18) (67,83) (68,4) (68,97) (70,23) (70,78) (71,7) (71,94) (72,46) (72,55) (73,26) (73,75) (74,49) (74,52) (75,5) (75,96) (78,41) (78,60) (79,38) (79,63) (80,41) (80,60) (87,42) (87,59) (89,50) (89,51) (90,38) (90,63) (91,25) (91,76) (92,7) (92,94) (93,5) (93,96) (94,16) (94,85) (97,32) (97,69)
40	y2 = x3 + 75x + 70	117	(0,26) (0,75) (1,34) (1,67) (3,25) (3,76) (4,38) (4,63) (5,41) (5,60) (8,24) (8,77) (11,2) (11,99) (15,5) (15,96) (16,35) (16,66) (17,20) (17,81) (18,9) (18,92) (20,50) (20,51) (23,23) (23,78) (25,20) (25,81) (28,36) (28,65) (29,24) (29,77) (30,38) (30,63) (31,13) (31,88) (33,1) (33,100) (34,3) (34,98) (35,25) (35,76) (36,21) (36,80) (38,11) (38,90) (40,39) (40,62) (42,12) (42,89) (44,49) (44,52) (46,19) (46,82) (48,43) (48,58) (50,34) (50,67) (51,14) (51,87) (52,42) (52,59) (54,40) (54,61) (55,48) (55,53) (56,45) (56,56) (59,20) (59,81) (60,17) (60,84) (61,29) (61,72) (63,25) (63,76) (64,24) (64,77) (66,11) (66,90) (67,38) (67,63) (71,3) (71,98) (73,37) (73,64) (74,28) (74,73) (75,21) (75,80) (76,12) (76,89) (77,0) (81,8) (81,93) (82,13) (82,88) (84,12) (84,89) (86,32) (86,69) (87,35) (87,66) (89,13) (89,88) (91,21) (91,80) (92,22) (92,79) (97,3) (97,98) (98,11) (98,90) (99,35) (99,66) (100,14) (100,87)
41	y2 = x3 + 41x + 20	117	(0,11) (0,90) (2,3) (2,98) (5,42) (5,59) (6,49) (6,52) (8,31) (8,70) (10,4) (10,97) (11,40) (11,61) (13,15) (13,86) (14,45) (14,56) (15,24) (15,77) (16,5) (16,96) (18,5) (18,96) (22,37) (22,64) (23,0) (24,48) (24,53) (25,45) (25,56) (26,49) (26,52) (27,2) (27,99) (28,30) (28,71) (29,34) (29,67) (30,24) (30,77) (35,30) (35,71) (36,50) (36,51) (38,30) (38,71) (41,15) (41,86) (42,22) (42,79) (44,42) (44,59) (45,26) (45,75) (47,15) (47,86) (52,42) (52,59) (54,44) (54,57) (55,9) (55,92) (56,24) (56,77) (60,44) (60,57) (61,38) (61,63) (62,45) (62,56) (63,7) (63,94) (65,41) (65,60) (66,7) (66,94) (67,5) (67,96) (68,10) (68,91) (69,49) (69,52) (71,26) (71,75) (72,46) (72,55) (73,7) (73,94) (74,6) (74,95) (79,40) (79,61) (81,47) (81,54) (82,19) (82,82) (86,26) (86,75) (88,44) (88,57) (89,27) (89,74) (90,37) (90,64) (91,23) (91,78) (92,29) (92,72) (94,20) (94,81) (97,14) (97,87) (99,43) (99,58) (100,33) (100,68)
42	y2 = x3 + 7x + 77	117	(0,28) (0,73) (1,40) (1,61) (3,23) (3,78) (4,13) (4,88) (7,41) (7,60) (10,6) (10,95) (11,24) (11,77) (12,24) (12,77) (15,27) (15,74) (16,12) (16,89) (18,50) (18,51) (19,10) (19,91) (20,6) (20,95) (21,30) (21,71) (24,38) (24,63) (25,11) (25,90) (27,31) (27,70) (28,45) (28,56) (29,5) (29,96) (30,44) (30,57) (31,47) (31,54) (33,17) (33,84) (35,26) (35,75) (36,11) (36,90) (37,40) (37,61) (39,33) (39,68) (40,11) (40,90) (41,10) (41,91) (42,27) (42,74) (43,14) (43,87) (44,27) (44,74) (46,13) (46,88) (48,39) (48,62) (49,0) (51,13) (51,88) (53,42) (53,59) (54,37) (54,64) (57,43) (57,58) (59,43) (59,58) (60,16) (60,85) (61,29) (61,72) (63,40) (63,61) (65,29) (65,72) (66,36) (66,65) (71,6) (71,95) (74,1) (74,100) (75,14) (75,87) (76,29) (76,72) (77,15) (77,86) (78,24) (78,77) (79,48) (79,53) (81,44) (81,57) (82,16) (82,85) (83,49) (83,52) (84,14) (84,87) (86,43) (86,58) (91,44) (91,57) (93,32) (93,69) (95,18) (95,83)
43	y2 = x3 + 74x + 71	117	(0,24) (0,77) (1,34) (1,67) (2,5) (2,96) (3,44) (3,57) (6,23) (6,78) (7,15) (7,86) (8,8) (8,93) (9,31) (9,70) (11,14) (11,87) (14,35) (14,66) (17,9) (17,92) (18,8) (18,93) (19,16) (19,85) (21,33) (21,68) (22,5) (22,96) (24,4) (24,97) (26,49) (26,52) (27,21) (27,80) (29,12) (29,89) (30,1) (30,100) (33,26) (33,75) (34,28) (34,73) (37,29) (37,72) (38,36) (38,65) (40,13) (40,88) (41,35) (41,66) (46,35) (46,66) (47,3) (47,98) (48,40) (48,61) (49,34) (49,67) (50,20) (50,81) (51,34) (51,67) (52,20) (52,81) (57,39) (57,62) (58,0) (62,48) (62,53) (63,19) (63,82) (66,37) (66,64) (67,41) (67,60) (73,40) (73,61) (74,2) (74,99) (75,8) (75,93) (77,5) (77,96) (79,4) (79,97) (81,40) (81,61) (82,47) (82,54) (83,49) (83,52) (85,12) (85,89) (86,38) (86,63) (88,12) (88,89) (89,9) (89,92) (90,42) (90,59) (93,49) (93,52) (95,44) (95,57) (96,9) (96,92) (97,32) (97,69) (98,23) (98,78) (99,4) (99,97) (100,20) (100,81)
44	y2 = x3 + 57x + 64	117	(0,8) (0,93) (1,18) (1,83) (2,40) (2,61) (5,26) (5,75) (6,4) (6,97) (8,27) (8,74) (12,31) (12,70) (14,24) (14,77) (15,31) (15,70) (16,27) (16,74) (17,47) (17,54) (18,16) (18,85) (20,35) (20,66) (24,45) (24,56) (25,34) (25,67) (26,29) (26,72) (27,50) (27,51) (28,33) (28,68) (31,3) (31,98) (32,35) (32,66) (38,21) (38,80) (39,20) (39,81) (40,47) (40,54) (41,4) (41,97) (44,47) (44,54) (48,26) (48,75) (49,35) (49,66) (51,22) (51,79) (52,32) (52,69) (53,19) (53,82) (54,4) (54,97) (55,46) (55,55) (56,1) (56,100) (58,44) (58,57) (62,43) (62,58) (64,23) (64,78) (67,38) (67,63) (68,11) (68,90) (69,32) (69,69) (72,22) (72,79) (73,7) (73,94) (74,31) (74,70) (75,14) (75,87) (77,27) (77,74) (78,25) (78,76) (79,22) (79,79) (80,3) (80,98) (81,32) (81,69) (82,0) (85,45) (85,56) (86,50) (86,51) (89,50) (89,51) (90,5) (90,96) (91,3) (91,98) (93,45) (93,56) (96,19) (96,82) (98,13) (98,88) (99,12) (99,89) (100,39) (100,62)
45	y2 = x3 + 61x + 5	117	(0,45) (0,56) (3,35) (3,66) (5,43) (5,58) (6,48) (6,53) (7,13) (7,88) (8,46) (8,55) (9,24) (9,77) (10,10) (10,91) (11,47) (11,54) (14,13) (14,88) (17,20) (17,81) (21,12) (21,89) (22,28) (22,73) (26,49) (26,52) (27,23) (27,78) (28,43) (28,58) (29,2) (29,99) (32,48) (32,53) (33,22) (33,79) (35,26) (35,75) (37,30) (37,71) (40,47) (40,54) (41,11) (41,90) (42,20) (42,81) (43,27) (43,74) (46,37) (46,64) (48,1) (48,100) (49,7) (49,94) (50,47) (50,54) (51,15) (51,86) (53,3) (53,98) (56,41) (56,60) (59,32) (59,69) (61,15) (61,86) (63,48) (63,53) (64,25) (64,76) (65,21) (65,80) (67,21) (67,80) (68,43) (68,58) (70,21) (70,80) (72,39) (72,62) (73,22) (73,79) (74,17) (74,84) (75,29) (75,72) (76,5) (76,96) (78,26) (78,75) (80,13) (80,88) (81,28) (81,73) (84,32) (84,69) (85,36) (85,65) (86,19) (86,82) (87,12) (87,89) (88,34) (88,67) (89,26) (89,75) (90,15) (90,86) (94,12) (94,89) (96,22) (96,79) (97,0) (99,28) (99,73)
46	y2 = x3 + 61x + 96	117	(0,46) (0,55) (2,23) (2,78) (4,0) (5,18) (5,83) (7,19) (7,82) (11,49) (11,52) (12,43) (12,58) (13,37) (13,64) (14,19) (14,82) (15,12) (15,89) (16,44) (16,57) (17,17) (17,84) (20,23) (20,78) (21,29) (21,72) (23,43) (23,58) (25,50) (25,51) (26,13) (26,88) (27,32) (27,69) (28,18) (28,83) (29,14) (29,87) (31,8) (31,93) (33,26) (33,75) (34,8) (34,93) (36,8) (36,93) (37,48) (37,53) (38,25) (38,76) (40,49) (40,52) (42,17) (42,84) (45,6) (45,95) (48,30) (48,71) (50,49) (50,52) (51,35) (51,66) (52,31) (52,70) (53,10) (53,91) (55,34) (55,67) (58,33) (58,68) (59,2) (59,99) (60,9) (60,92) (61,35) (61,66) (64,3) (64,98) (66,43) (66,58) (68,18) (68,83) (69,25) (69,76) (72,20) (72,81) (73,26) (73,75) (74,28) (74,73) (75,15) (75,86) (79,23) (79,78) (80,19) (80,82) (84,2) (84,99) (87,29) (87,72) (90,35) (90,66) (91,1) (91,100) (92,38) (92,63) (93,45) (93,56) (94,29) (94,72) (95,25) (95,76) (96,26) (96,75) (98,47) (98,54)
47	y2 = x3 + 15x + 25	117	(0,5) (0,96) (3,20) (3,81) (5,15) (5,86) (9,9) (9,92) (10,8) (10,93) (11,39) (11,62) (12,32) (12,69) (20,12) (20,89) (21,39) (21,62) (22,14) (22,87) (23,35) (23,66) (26,35) (26,66) (27,32) (27,69) (28,50) (28,51) (31,48) (31,53) (33,20) (33,81) (34,34) (34,67) (35,46) (35,55) (36,16) (36,85) (39,6) (39,95) (43,36) (43,65) (44,25) (44,76) (45,4) (45,97) (46,9) (46,92) (49,21) (49,80) (50,38) (50,63) (51,11) (51,90) (52,35) (52,66) (55,26) (55,75) (57,43) (57,58) (59,42) (59,59) (60,49) (60,52) (61,41) (61,60) (62,32) (62,69) (64,23) (64,78) (65,20) (65,81) (67,45) (67,56) (68,16) (68,85) (69,39) (69,62) (71,42) (71,59) (72,42) (72,59) (74,6) (74,95) (75,21) (75,80) (76,36) (76,65) (77,48) (77,53) (78,21) (78,80) (79,37) (79,64) (82,31) (82,70) (83,36) (83,65) (87,0) (89,6) (89,95) (91,17) (91,84) (92,26) (92,75) (93,10) (93,91) (94,48) (94,53) (95,27) (95,74) (98,16) (98,85) (99,47) (99,54) (100,3) (100,98)
48	y2 = x3 + 35x + 47	117	(0,42) (0,59) (2,23) (2,78) (3,49) (3,52) (4,7) (4,94) (8,43) (8,58) (9,9) (9,92) (10,36) (10,65) (14,7) (14,94) (17,0) (18,34) (18,67) (19,20) (19,81) (22,31) (22,70) (25,36) (25,65) (27,24) (27,77) (28,31) (28,70) (29,10) (29,91) (30,25) (30,76) (31,44) (31,57) (32,10) (32,91) (37,9) (37,92) (39,38) (39,63) (40,10) (40,91) (41,39) (41,62) (46,35) (46,66) (47,24) (47,77) (51,31) (51,70) (52,41) (52,60) (53,17) (53,84) (54,15) (54,86) (55,9) (55,92) (56,41) (56,60) (57,48) (57,53) (58,21) (58,80) (59,21) (59,80) (60,47) (60,54) (61,14) (61,87) (62,8) (62,93) (63,1) (63,100) (64,35) (64,66) (65,45) (65,56) (66,36) (66,65) (67,16) (67,85) (68,27) (68,74) (69,14) (69,87) (70,28) (70,73) (72,14) (72,87) (74,15) (74,86) (81,29) (81,72) (83,7) (83,94) (85,21) (85,80) (87,34) (87,67) (88,18) (88,83) (89,11) (89,90) (92,35) (92,66) (94,41) (94,60) (95,5) (95,96) (97,34) (97,67) (98,4) (98,97) (99,26) (99,75)
49	y2 = x3 + 93x + 92	117	(0,30) (0,71) (1,40) (1,61) (2,36) (2,65) (3,14) (3,87) (4,15) (4,86) (5,50) (5,51) (6,19) (6,82) (7,50) (7,51) (11,27) (11,74) (13,8) (13,93) (15,32) (15,69) (16,11) (16,90) (17,18) (17,83) (18,15) (18,86) (20,16) (20,85) (21,14) (21,87) (23,37) (23,64) (25,8) (25,93) (26,47) (26,54) (28,2) (28,99) (29,3) (29,98) (30,17) (30,84) (32,48) (32,53) (34,21) (34,80) (35,41) (35,60) (36,0) (38,25) (38,76) (39,32) (39,69) (41,45) (41,56) (42,35) (42,66) (43,24) (43,77) (44,36) (44,65) (45,19) (45,82) (46,10) (46,91) (47,32) (47,69) (49,47) (49,54) (50,19) (50,82) (51,5) (51,96) (52,46) (52,55) (55,36) (55,65) (56,5) (56,96) (57,10) (57,91) (59,26) (59,75) (60,49) (60,52) (63,8) (63,93) (64,29) (64,72) (69,1) (69,100) (71,20) (71,81) (73,33) (73,68) (74,44) (74,57) (75,46) (75,55) (76,25) (76,76) (77,14) (77,87) (79,15) (79,86) (88,25) (88,76) (89,50) (89,51) (91,9) (91,92) (95,5) (95,96) (99,10) (99,91)
50	y2 = x3 + 59x + 4	117	(0,2) (0,99) (1,8) (1,93) (3,39) (3,62) (4,1) (4,100) (5,11) (5,90) (8,33) (8,68) (9,31) (9,70) (10,33) (10,68) (11,41) (11,60) (12,4) (12,97) (15,27) (15,74) (16,14) (16,87) (18,38) (18,63) (19,45) (19,56) (21,0) (23,14) (23,87) (26,5) (26,96) (27,26) (27,75) (32,44) (32,57) (33,35) (33,66) (34,45) (34,56) (35,10) (35,91) (36,1) (36,100) (37,44) (37,57) (39,32) (39,69) (43,6) (43,95) (45,37) (45,64) (46,8) (46,93) (47,34) (47,67) (48,45) (48,56) (50,47) (50,54) (51,18) (51,83) (52,19) (52,82) (54,8) (54,93) (55,34) (55,67) (59,20) (59,81) (60,24) (60,77) (61,1) (61,100) (62,14) (62,87) (63,37) (63,64) (64,30) (64,71) (66,3) (66,98) (68,46) (68,55) (69,30) (69,71) (71,25) (71,76) (75,36) (75,65) (78,32) (78,69) (79,28) (79,73) (83,33) (83,68) (84,42) (84,59) (85,32) (85,69) (86,17) (86,84) (87,26) (87,75) (88,26) (88,75) (91,38) (91,63) (93,38) (93,63) (94,37) (94,64) (99,22) (99,79) (100,34) (100,67)