class leader: y² = x³ + 100x + 59

Sr no.	class members	# points	points
1	y2 = x3 + 100x + 59	111	(2,34) (2,93) (4,53) (4,74) (5,7) (5,120) (6,42) (6,85) (9,52) (9,75) (13,0) (17,24) (17,103) (18,43) (18,84) (20,36) (20,91) (21,25) (21,102) (26,13) (26,114) (30,50) (30,77) (35,29) (35,98) (39,63) (39,64) (42,49) (42,78) (47,39) (47,88) (48,32) (48,95) (50,30) (50,97) (51,53) (51,74) (52,43) (52,84) (55,22) (55,105) (57,43) (57,84) (63,45) (63,82) (69,51) (69,76) (70,38) (70,89) (71,31) (71,96) (72,53) (72,74) (73,3) (73,124) (74,21) (74,106) (75,38) (75,89) (76,22) (76,105) (77,19) (77,108) (80,11) (80,116) (81,55) (81,72) (84,31) (84,96) (87,2) (87,125) (89,51) (89,76) (90,58) (90,69) (95,63) (95,64) (96,51) (96,76) (97,44) (97,83) (99,31) (99,96) (101,40) (101,87) (104,18) (104,109) (105,61) (105,66) (106,1) (106,126) (109,38) (109,89) (110,47) (110,80) (115,59) (115,68) (116,26) (116,101) (118,9) (118,118) (119,12) (119,115) (120,63) (120,64) (122,14) (122,113) (123,22) (123,105) (124,42) (124,85)
2	y2 = x3 + 38x + 118	111	(1,41) (1,86) (5,59) (5,68) (12,4) (12,123) (13,53) (13,74) (18,41) (18,86) (19,29) (19,98) (20,49) (20,78) (21,12) (21,115) (24,54) (24,73) (26,34) (26,93) (29,35) (29,92) (30,8) (30,119) (31,37) (31,90) (33,15) (33,112) (34,57) (34,70) (35,0) (36,3) (36,124) (37,19) (37,108) (46,53) (46,74) (49,54) (49,73) (50,48) (50,79) (51,50) (51,77) (52,9) (52,118) (54,54) (54,73) (56,58) (56,69) (57,5) (57,122) (58,40) (58,87) (59,27) (59,100) (64,36) (64,91) (65,37) (65,90) (68,53) (68,74) (70,46) (70,81) (71,38) (71,89) (74,22) (74,105) (76,28) (76,99) (81,27) (81,100) (82,45) (82,82) (86,39) (86,88) (90,16) (90,111) (91,10) (91,117) (93,17) (93,110) (94,30) (94,97) (104,44) (104,83) (105,8) (105,119) (107,11) (107,116) (108,41) (108,86) (109,29) (109,98) (111,42) (111,85) (113,12) (113,115) (114,27) (114,100) (117,32) (117,95) (119,8) (119,119) (120,12) (120,115) (124,55) (124,72) (125,62) (125,65) (126,29) (126,98)
3	y2 = x3 + 42x + 29	111	(1,31) (1,96) (2,11) (2,116) (7,44) (7,83) (8,49) (8,78) (9,45) (9,82) (10,59) (10,68) (11,60) (11,67) (16,15) (16,112) (17,24) (17,103) (18,34) (18,93) (22,60) (22,67) (23,9) (23,118) (24,16) (24,111) (27,48) (27,79) (34,11) (34,116) (36,8) (36,119) (39,36) (39,91) (40,47) (40,80) (41,21) (41,106) (42,58) (42,69) (43,58) (43,69) (47,17) (47,110) (48,49) (48,78) (50,16) (50,111) (52,33) (52,94) (53,16) (53,111) (54,54) (54,73) (56,18) (56,109) (57,52) (57,75) (62,13) (62,114) (65,4) (65,123) (67,40) (67,87) (68,43) (68,84) (70,23) (70,104) (71,49) (71,78) (72,0) (79,18) (79,109) (87,32) (87,95) (88,63) (88,64) (89,40) (89,87) (90,20) (90,107) (91,11) (91,116) (93,8) (93,119) (94,60) (94,67) (98,40) (98,87) (99,53) (99,74) (101,41) (101,86) (104,55) (104,72) (107,29) (107,98) (110,25) (110,102) (111,50) (111,77) (112,56) (112,71) (119,18) (119,109) (121,14) (121,113) (125,8) (125,119) (126,42) (126,85)
4	y2 = x3 + 50x + 109	111	(3,63) (3,64) (5,22) (5,105) (6,25) (6,102) (9,48) (9,79) (13,17) (13,110) (14,39) (14,88) (16,59) (16,68) (17,41) (17,86) (19,60) (19,67) (26,58) (26,69) (27,21) (27,106) (30,62) (30,65) (31,9) (31,118) (32,21) (32,106) (33,55) (33,72) (35,41) (35,86) (37,62) (37,65) (39,52) (39,75) (40,14) (40,113) (41,50) (41,77) (44,25) (44,102) (46,47) (46,80) (48,43) (48,84) (52,51) (52,76) (55,18) (55,109) (58,1) (58,126) (59,44) (59,83) (60,62) (60,65) (61,4) (61,123) (63,24) (63,103) (68,21) (68,106) (70,36) (70,91) (71,1) (71,126) (72,23) (72,104) (75,41) (75,86) (76,6) (76,121) (77,25) (77,102) (78,5) (78,122) (81,26) (81,101) (82,29) (82,98) (84,42) (84,85) (85,11) (85,116) (86,2) (86,125) (87,28) (87,99) (92,51) (92,76) (95,44) (95,83) (100,44) (100,83) (103,43) (103,84) (104,0) (108,38) (108,89) (110,51) (110,76) (113,27) (113,100) (118,33) (118,94) (122,49) (122,78) (123,37) (123,90) (125,1) (125,126)
5	y2 = x3 + 117x + 110	111	(2,15) (2,112) (3,19) (3,108) (7,16) (7,111) (8,62) (8,65) (10,11) (10,116) (11,51) (11,76) (13,48) (13,79) (14,38) (14,89) (18,38) (18,89) (20,6) (20,121) (21,12) (21,115) (22,39) (22,88) (29,29) (29,98) (30,34) (30,93) (31,0) (33,41) (33,86) (41,26) (41,101) (44,48) (44,79) (45,19) (45,108) (48,42) (48,85) (51,60) (51,67) (52,25) (52,102) (53,11) (53,116) (54,58) (54,69) (55,33) (55,94) (62,57) (62,70) (63,37) (63,90) (64,11) (64,116) (65,20) (65,107) (69,53) (69,74) (70,48) (70,79) (71,21) (71,106) (73,44) (73,83) (74,37) (74,90) (75,22) (75,105) (76,7) (76,120) (77,18) (77,109) (79,19) (79,108) (80,32) (80,95) (81,32) (81,95) (82,42) (82,85) (86,59) (86,68) (91,13) (91,114) (93,32) (93,95) (95,38) (95,89) (100,1) (100,126) (103,49) (103,78) (106,40) (106,87) (112,21) (112,106) (115,36) (115,91) (116,63) (116,64) (117,37) (117,90) (121,9) (121,118) (122,17) (122,110) (124,42) (124,85) (125,54) (125,73)
6	y2 = x3 + 82x + 58	111	(2,22) (2,105) (4,14) (4,113) (6,2) (6,125) (9,1) (9,126) (10,10) (10,117) (12,22) (12,105) (13,20) (13,107) (14,34) (14,93) (17,53) (17,74) (18,0) (22,8) (22,119) (26,9) (26,118) (28,7) (28,120) (32,12) (32,115) (34,42) (34,85) (36,3) (36,124) (42,45) (42,82) (45,2) (45,125) (46,57) (46,70) (48,63) (48,64) (54,5) (54,122) (55,1) (55,126) (57,21) (57,106) (62,30) (62,97) (63,1) (63,126) (64,49) (64,78) (66,55) (66,72) (68,36) (68,91) (69,56) (69,71) (72,49) (72,78) (74,39) (74,88) (76,2) (76,125) (77,25) (77,102) (79,46) (79,81) (81,13) (81,114) (86,61) (86,66) (87,56) (87,71) (88,5) (88,122) (91,19) (91,108) (95,37) (95,90) (97,58) (97,69) (98,56) (98,71) (101,17) (101,110) (102,6) (102,121) (105,59) (105,68) (106,39) (106,88) (107,18) (107,109) (112,5) (112,122) (113,22) (113,105) (115,34) (115,93) (117,4) (117,123) (118,49) (118,78) (120,41) (120,86) (122,44) (122,83) (123,38) (123,89) (125,34) (125,93)
7	y2 = x3 + 34x + 58	111	(3,21) (3,106) (4,2) (4,125) (5,37) (5,90) (7,2) (7,125) (10,1) (10,126) (12,17) (12,110) (13,41) (13,86) (14,22) (14,105) (17,56) (17,71) (18,5) (18,122) (19,18) (19,109) (21,0) (26,22) (26,105) (30,30) (30,97) (31,13) (31,114) (37,36) (37,91) (38,56) (38,71) (39,39) (39,88) (40,34) (40,93) (41,53) (41,74) (42,3) (42,124) (43,1) (43,126) (44,39) (44,88) (46,5) (46,122) (47,14) (47,113) (49,45) (49,82) (53,49) (53,78) (54,10) (54,117) (56,63) (56,64) (58,61) (58,66) (59,59) (59,68) (63,5) (63,122) (68,8) (68,119) (71,46) (71,81) (72,56) (72,71) (73,4) (73,123) (74,1) (74,126) (75,7) (75,120) (77,55) (77,72) (80,38) (80,89) (82,42) (82,85) (84,49) (84,78) (85,19) (85,108) (87,22) (87,105) (92,58) (92,69) (96,57) (96,70) (100,44) (100,83) (101,34) (101,93) (111,25) (111,102) (113,34) (113,93) (115,9) (115,118) (116,2) (116,125) (117,49) (117,78) (119,6) (119,121) (121,20) (121,107) (122,12) (122,115)
8	y2 = x3 + 19x + 91	111	(4,55) (4,72) (8,45) (8,82) (10,30) (10,97) (11,19) (11,108) (12,53) (12,74) (13,54) (13,73) (15,24) (15,103) (17,45) (17,82) (18,13) (18,114) (19,31) (19,96) (21,37) (21,90) (23,54) (23,73) (25,58) (25,69) (26,0) (27,27) (27,100) (33,29) (33,98) (34,6) (34,121) (35,18) (35,109) (36,21) (36,106) (40,9) (40,118) (41,24) (41,103) (42,38) (42,89) (47,63) (47,64) (51,19) (51,108) (52,35) (52,92) (53,49) (53,78) (60,51) (60,76) (63,16) (63,111) (65,19) (65,108) (67,11) (67,116) (70,39) (70,88) (71,24) (71,103) (75,10) (75,117) (78,16) (78,111) (81,59) (81,68) (83,47) (83,80) (84,44) (84,83) (85,32) (85,95) (91,54) (91,73) (93,20) (93,107) (94,22) (94,105) (96,8) (96,119) (100,56) (100,71) (102,45) (102,82) (103,17) (103,110) (104,21) (104,106) (105,57) (105,70) (109,34) (109,93) (110,58) (110,69) (111,3) (111,124) (113,16) (113,111) (114,21) (114,106) (117,60) (117,67) (119,58) (119,69) (121,53) (121,74) (126,43) (126,84)
9	y2 = x3 + 104x + 53	111	(1,44) (1,83) (2,53) (2,74) (3,30) (3,97) (4,5) (4,122) (6,2) (6,125) (8,0) (10,51) (10,76) (11,49) (11,78) (14,58) (14,69) (15,17) (15,110) (16,15) (16,112) (20,10) (20,117) (21,24) (21,103) (22,17) (22,110) (24,25) (24,102) (25,25) (25,102) (26,34) (26,93) (28,5) (28,122) (29,36) (29,91) (30,57) (30,70) (32,9) (32,118) (33,59) (33,68) (34,27) (34,100) (36,62) (36,65) (37,43) (37,84) (38,40) (38,87) (45,10) (45,117) (47,59) (47,68) (52,20) (52,107) (59,42) (59,85) (61,29) (61,98) (62,10) (62,117) (64,11) (64,116) (68,45) (68,82) (73,26) (73,101) (75,50) (75,77) (78,25) (78,102) (81,26) (81,101) (83,35) (83,92) (84,23) (84,104) (89,41) (89,86) (90,17) (90,110) (91,31) (91,96) (95,5) (95,122) (97,63) (97,64) (99,9) (99,118) (100,26) (100,101) (104,37) (104,90) (105,43) (105,84) (106,61) (106,66) (110,22) (110,105) (111,32) (111,95) (112,43) (112,84) (113,60) (113,67) (114,21) (114,106) (123,9) (123,118)
10	y2 = x3 + 47x + 93	111	(2,24) (2,103) (5,31) (5,96) (11,6) (11,121) (12,37) (12,90) (13,19) (13,108) (16,49) (16,78) (19,15) (19,112) (20,4) (20,123) (25,16) (25,111) (28,45) (28,82) (29,8) (29,119) (31,37) (31,90) (35,6) (35,121) (37,62) (37,65) (39,44) (39,83) (40,21) (40,106) (42,35) (42,92) (43,50) (43,77) (45,49) (45,78) (48,61) (48,66) (49,41) (49,86) (50,58) (50,69) (51,34) (51,93) (52,4) (52,123) (55,4) (55,123) (61,43) (61,84) (62,17) (62,110) (63,25) (63,102) (64,14) (64,113) (66,49) (66,78) (67,27) (67,100) (68,27) (68,100) (69,11) (69,116) (71,36) (71,91) (77,39) (77,88) (79,23) (79,104) (81,6) (81,121) (82,43) (82,84) (84,37) (84,90) (85,55) (85,72) (90,5) (90,122) (94,18) (94,109) (96,50) (96,77) (97,2) (97,125) (98,54) (98,73) (103,0) (108,56) (108,71) (109,20) (109,107) (111,43) (111,84) (113,45) (113,82) (114,29) (114,98) (115,50) (115,77) (118,46) (118,81) (119,27) (119,100) (121,22) (121,105) (124,59) (124,68)
11	y2 = x3 + 31x + 45	111	(2,49) (2,78) (3,61) (3,66) (5,43) (5,84) (9,52) (9,75) (12,42) (12,85) (19,0) (22,31) (22,96) (23,15) (23,112) (24,32) (24,95) (25,58) (25,69) (29,21) (29,106) (30,17) (30,110) (34,12) (34,115) (38,56) (38,71) (39,11) (39,116) (42,39) (42,88) (43,42) (43,85) (46,1) (46,126) (47,13) (47,114) (49,50) (49,77) (50,22) (50,105) (51,61) (51,66) (52,5) (52,122) (53,18) (53,109) (54,59) (54,68) (55,55) (55,72) (57,51) (57,76) (60,10) (60,117) (62,30) (62,97) (64,34) (64,93) (65,29) (65,98) (67,25) (67,102) (72,42) (72,85) (73,61) (73,66) (76,59) (76,68) (84,55) (84,72) (86,46) (86,81) (89,16) (89,111) (90,51) (90,76) (91,5) (91,122) (93,33) (93,94) (94,13) (94,114) (98,41) (98,86) (100,37) (100,90) (103,35) (103,92) (105,48) (105,79) (107,51) (107,76) (111,5) (111,122) (112,53) (112,74) (113,13) (113,114) (115,55) (115,72) (119,38) (119,89) (120,45) (120,82) (122,20) (122,107) (124,59) (124,68) (126,34) (126,93)
12	y2 = x3 + 21x + 116	111	(1,30) (1,97) (3,29) (3,98) (7,15) (7,112) (8,62) (8,65) (9,48) (9,79) (12,8) (12,119) (16,22) (16,105) (17,59) (17,68) (18,22) (18,105) (19,32) (19,95) (22,47) (22,80) (28,47) (28,80) (30,21) (30,106) (34,16) (34,111) (35,61) (35,66) (36,41) (36,86) (43,32) (43,95) (46,45) (46,82) (49,7) (49,120) (51,19) (51,108) (52,46) (52,81) (56,39) (56,88) (57,18) (57,109) (58,55) (58,72) (60,29) (60,98) (61,63) (61,64) (63,36) (63,91) (64,29) (64,98) (65,32) (65,95) (66,33) (66,94) (67,36) (67,91) (68,0) (69,1) (69,126) (70,17) (70,110) (72,37) (72,90) (74,42) (74,85) (75,23) (75,104) (77,47) (77,80) (79,28) (79,99) (80,9) (80,118) (82,11) (82,116) (85,40) (85,87) (88,7) (88,120) (89,31) (89,96) (90,11) (90,116) (93,22) (93,105) (94,58) (94,69) (109,16) (109,111) (111,16) (111,111) (115,26) (115,101) (117,7) (117,120) (118,50) (118,77) (119,43) (119,84) (122,34) (122,93) (124,36) (124,91) (126,27) (126,100)
13	y2 = x3 + 11x + 58	111	(1,18) (1,109) (2,56) (2,71) (9,39) (9,88) (10,5) (10,122) (11,42) (11,85) (12,34) (12,93) (14,17) (14,110) (15,13) (15,114) (21,5) (21,122) (22,36) (22,91) (23,63) (23,64) (24,7) (24,120) (26,34) (26,93) (27,37) (27,90) (29,1) (29,126) (32,44) (32,83) (33,6) (33,121) (35,30) (35,97) (36,45) (36,82) (37,8) (37,119) (38,22) (38,105) (41,56) (41,71) (44,1) (44,126) (47,2) (47,125) (49,3) (49,124) (51,38) (51,89) (54,1) (54,126) (63,10) (63,117) (64,4) (64,123) (65,58) (65,69) (66,25) (66,102) (67,21) (67,106) (69,53) (69,74) (73,49) (73,78) (76,14) (76,113) (78,19) (78,108) (83,49) (83,78) (84,56) (84,71) (88,0) (89,34) (89,93) (90,59) (90,68) (93,2) (93,125) (96,5) (96,122) (98,49) (98,78) (100,12) (100,115) (101,22) (101,105) (104,46) (104,81) (109,39) (109,88) (110,61) (110,66) (111,55) (111,72) (112,57) (112,70) (113,9) (113,118) (114,2) (114,125) (115,22) (115,105) (120,20) (120,107) (121,41) (121,86)
14	y2 = x3 + 18x + 116	111	(1,32) (1,95) (3,18) (3,109) (10,36) (10,91) (11,11) (11,116) (14,8) (14,119) (17,1) (17,126) (18,7) (18,120) (20,27) (20,100) (21,22) (21,105) (23,39) (23,88) (24,23) (24,104) (25,58) (25,69) (29,32) (29,95) (33,43) (33,84) (35,21) (35,106) (36,7) (36,120) (37,0) (41,59) (41,68) (42,41) (42,86) (44,42) (44,85) (45,22) (45,105) (50,63) (50,64) (51,9) (51,118) (53,50) (53,77) (57,36) (57,91) (60,36) (60,91) (61,22) (61,105) (62,61) (62,66) (66,16) (66,111) (67,29) (67,98) (68,47) (68,80) (70,29) (70,98) (71,28) (71,99) (73,7) (73,120) (74,48) (74,79) (75,47) (75,80) (77,33) (77,94) (78,40) (78,87) (82,16) (82,111) (84,37) (84,90) (94,62) (94,65) (96,45) (96,82) (97,32) (97,95) (100,34) (100,93) (103,46) (103,81) (105,11) (105,116) (106,16) (106,111) (107,30) (107,97) (110,55) (110,72) (111,47) (111,80) (113,26) (113,101) (114,15) (114,112) (117,29) (117,98) (123,19) (123,108) (124,17) (124,110) (125,31) (125,96)
15	y2 = x3 + 72x + 39	111	(2,8) (2,119) (5,4) (5,123) (6,59) (6,68) (7,39) (7,88) (9,20) (9,107) (13,39) (13,88) (15,7) (15,120) (19,30) (19,97) (20,9) (20,118) (21,12) (21,115) (22,29) (22,98) (23,20) (23,107) (27,40) (27,87) (28,2) (28,125) (29,10) (29,117) (34,32) (34,95) (36,30) (36,97) (37,4) (37,123) (40,25) (40,102) (41,41) (41,86) (42,58) (42,69) (46,22) (46,105) (48,26) (48,101) (50,49) (50,78) (58,8) (58,119) (61,48) (61,79) (65,43) (65,84) (66,21) (66,106) (67,8) (67,119) (70,37) (70,90) (72,30) (72,97) (73,55) (73,72) (74,0) (79,52) (79,75) (82,17) (82,110) (83,29) (83,98) (84,42) (84,85) (85,4) (85,123) (87,56) (87,71) (88,53) (88,74) (90,58) (90,69) (93,18) (93,109) (95,20) (95,107) (99,57) (99,70) (100,16) (100,111) (101,28) (101,99) (102,34) (102,93) (106,51) (106,76) (107,39) (107,88) (114,9) (114,118) (119,27) (119,100) (120,9) (120,118) (121,36) (121,91) (122,58) (122,69) (123,24) (123,103) (124,47) (124,80)
16	y2 = x3 + 25x + 55	111	(1,9) (1,118) (2,42) (2,85) (3,41) (3,86) (9,45) (9,82) (10,17) (10,110) (13,52) (13,75) (15,54) (15,73) (21,58) (21,69) (24,1) (24,126) (25,7) (25,120) (26,45) (26,82) (35,25) (35,102) (36,42) (36,85) (37,43) (37,84) (38,39) (38,88) (40,44) (40,83) (42,3) (42,124) (45,22) (45,105) (48,50) (48,77) (52,55) (52,72) (53,4) (53,123) (55,61) (55,66) (58,23) (58,104) (59,36) (59,91) (60,2) (60,125) (61,56) (61,71) (62,41) (62,86) (66,28) (66,99) (68,46) (68,81) (70,0) (72,31) (72,96) (74,27) (74,100) (81,11) (81,116) (83,2) (83,125) (87,29) (87,98) (89,42) (89,85) (91,39) (91,88) (92,45) (92,82) (95,53) (95,74) (98,50) (98,77) (99,3) (99,124) (100,12) (100,115) (101,25) (101,102) (102,51) (102,76) (104,34) (104,93) (107,8) (107,119) (108,50) (108,77) (111,2) (111,125) (112,49) (112,78) (113,3) (113,124) (114,33) (114,94) (116,10) (116,117) (118,25) (118,102) (121,18) (121,109) (123,48) (123,79) (125,39) (125,88)
17	y2 = x3 + 26x + 86	111	(1,42) (1,85) (2,20) (2,107) (3,8) (3,119) (4,0) (5,50) (5,77) (7,22) (7,105) (8,60) (8,67) (10,40) (10,87) (11,59) (11,68) (12,27) (12,100) (13,9) (13,118) (14,20) (14,107) (15,26) (15,101) (16,36) (16,91) (17,19) (17,108) (18,6) (18,121) (19,33) (19,94) (26,47) (26,80) (31,40) (31,87) (32,44) (32,83) (34,53) (34,74) (39,27) (39,100) (42,35) (42,92) (45,59) (45,68) (50,23) (50,104) (52,21) (52,106) (53,10) (53,117) (55,39) (55,88) (56,45) (56,82) (57,43) (57,84) (64,49) (64,78) (65,7) (65,120) (69,58) (69,69) (71,59) (71,68) (74,31) (74,96) (76,27) (76,100) (78,17) (78,110) (80,18) (80,109) (82,45) (82,82) (86,40) (86,87) (87,18) (87,109) (93,41) (93,86) (94,11) (94,116) (100,23) (100,104) (101,54) (101,73) (104,23) (104,104) (105,13) (105,114) (108,37) (108,90) (109,3) (109,124) (111,20) (111,107) (112,2) (112,125) (113,36) (113,91) (116,45) (116,82) (119,1) (119,126) (120,14) (120,113) (125,36) (125,91)
18	y2 = x3 + 70x + 106	111	(1,47) (1,80) (2,0) (4,14) (4,113) (5,33) (5,94) (6,19) (6,108) (7,47) (7,80) (8,17) (8,110) (9,24) (9,103) (13,61) (13,66) (16,49) (16,78) (17,42) (17,85) (21,13) (21,114) (25,35) (25,92) (26,43) (26,84) (28,53) (28,74) (32,58) (32,69) (37,3) (37,124) (38,19) (38,108) (39,59) (39,68) (40,55) (40,72) (41,53) (41,74) (43,33) (43,94) (47,44) (47,83) (50,35) (50,92) (52,35) (52,92) (54,21) (54,106) (56,8) (56,119) (58,53) (58,74) (60,56) (60,71) (64,41) (64,86) (65,32) (65,95) (66,54) (66,73) (67,39) (67,88) (69,18) (69,109) (70,36) (70,91) (71,23) (71,104) (72,51) (72,76) (73,5) (73,122) (79,33) (79,94) (83,19) (83,108) (86,18) (86,109) (90,40) (90,87) (91,29) (91,98) (92,45) (92,82) (96,28) (96,99) (98,22) (98,105) (99,18) (99,109) (107,55) (107,72) (110,37) (110,90) (114,38) (114,89) (116,52) (116,75) (118,12) (118,115) (119,47) (119,80) (120,17) (120,110) (123,4) (123,123) (126,17) (126,110)
19	y2 = x3 + 32x + 59	111	(2,2) (2,125) (4,39) (4,88) (9,21) (9,106) (14,40) (14,87) (15,55) (15,72) (18,25) (18,102) (23,32) (23,95) (26,59) (26,68) (27,63) (27,64) (28,38) (28,89) (29,22) (29,105) (30,29) (30,98) (32,14) (32,113) (36,49) (36,78) (38,34) (38,93) (39,38) (39,89) (40,51) (40,76) (41,51) (41,76) (44,52) (44,75) (45,26) (45,101) (46,51) (46,76) (47,22) (47,105) (51,22) (51,105) (54,45) (54,82) (58,47) (58,80) (59,58) (59,69) (60,38) (60,89) (61,30) (61,97) (62,50) (62,77) (65,44) (65,83) (66,19) (66,108) (67,43) (67,84) (69,24) (69,103) (70,42) (70,85) (71,18) (71,109) (72,31) (72,96) (76,53) (76,74) (79,31) (79,96) (80,53) (80,74) (83,9) (83,118) (88,43) (88,84) (90,61) (90,66) (95,7) (95,120) (98,53) (98,74) (99,43) (99,84) (102,12) (102,115) (103,31) (103,96) (106,63) (106,64) (109,1) (109,126) (113,13) (113,114) (114,42) (114,85) (117,3) (117,124) (120,0) (121,63) (121,64) (123,11) (123,116) (126,36) (126,91)
20	y2 = x3 + 122x + 59	111	(3,43) (3,84) (4,22) (4,105) (5,63) (5,64) (7,42) (7,85) (10,45) (10,82) (12,40) (12,87) (13,63) (13,64) (16,30) (16,97) (17,51) (17,76) (21,43) (21,84) (24,38) (24,89) (27,7) (27,120) (31,55) (31,72) (33,12) (33,115) (35,50) (35,77) (38,2) (38,125) (39,1) (39,126) (41,24) (41,103) (43,22) (43,105) (44,21) (44,106) (47,53) (47,74) (49,49) (49,78) (51,11) (51,116) (52,31) (52,96) (53,9) (53,118) (56,32) (56,95) (59,61) (59,66) (60,42) (60,85) (62,29) (62,98) (64,3) (64,124) (74,52) (74,75) (76,39) (76,88) (79,18) (79,109) (80,22) (80,105) (84,53) (84,74) (86,47) (86,80) (87,34) (87,93) (88,25) (88,102) (92,44) (92,83) (93,26) (93,101) (98,31) (98,96) (100,14) (100,113) (103,43) (103,84) (104,31) (104,96) (105,58) (105,69) (106,38) (106,89) (108,36) (108,91) (109,63) (109,64) (111,19) (111,108) (112,51) (112,76) (113,59) (113,68) (115,13) (115,114) (121,0) (123,53) (123,74) (124,38) (124,89) (125,51) (125,76)
21	y2 = x3 + 60x + 106	111	(2,19) (2,108) (6,38) (6,89) (7,19) (7,108) (8,35) (8,92) (13,17) (13,110) (16,35) (16,92) (17,18) (17,109) (19,55) (19,72) (20,17) (20,110) (22,3) (22,124) (23,8) (23,119) (27,33) (27,94) (29,33) (29,94) (33,47) (33,80) (41,42) (41,85) (47,14) (47,113) (52,18) (52,109) (53,12) (53,115) (57,39) (57,88) (58,18) (58,109) (61,49) (61,78) (63,21) (63,106) (64,5) (64,122) (65,45) (65,82) (69,53) (69,74) (70,56) (70,71) (71,33) (71,94) (72,22) (72,105) (74,24) (74,103) (75,53) (75,74) (76,44) (76,83) (77,54) (77,73) (80,4) (80,123) (84,51) (84,76) (85,29) (85,98) (86,37) (86,90) (87,0) (88,13) (88,114) (89,55) (89,72) (93,52) (93,75) (94,17) (94,110) (97,32) (97,95) (103,35) (103,92) (104,23) (104,104) (105,40) (105,87) (107,47) (107,80) (109,59) (109,68) (110,53) (110,74) (112,28) (112,99) (114,47) (114,80) (115,43) (115,84) (117,41) (117,86) (118,19) (118,108) (121,61) (121,66) (122,58) (122,69) (124,36) (124,91)
22	y2 = x3 + 121x + 90	111	(3,37) (3,90) (6,4) (6,123) (13,47) (13,80) (15,33) (15,94) (16,36) (16,91) (18,37) (18,90) (19,55) (19,72) (21,9) (21,118) (25,43) (25,84) (28,41) (28,86) (30,42) (30,85) (31,55) (31,72) (33,53) (33,74) (34,57) (34,70) (38,39) (38,88) (39,45) (39,82) (44,38) (44,89) (45,34) (45,93) (46,54) (46,73) (48,44) (48,83) (50,40) (50,87) (54,2) (54,125) (55,20) (55,107) (58,6) (58,121) (60,46) (60,81) (64,22) (64,105) (69,12) (69,115) (71,18) (71,109) (72,62) (72,65) (73,7) (73,120) (74,11) (74,116) (75,16) (75,111) (76,29) (76,98) (77,55) (77,72) (79,28) (79,99) (85,26) (85,101) (86,54) (86,73) (87,46) (87,81) (88,21) (88,106) (94,61) (94,66) (95,36) (95,91) (96,40) (96,87) (100,0) (101,14) (101,113) (105,49) (105,78) (106,37) (106,90) (107,46) (107,81) (108,40) (108,87) (109,9) (109,118) (112,19) (112,108) (118,47) (118,80) (121,52) (121,75) (122,54) (122,73) (123,47) (123,80) (124,9) (124,118) (125,27) (125,100)
23	y2 = x3 + 44x + 83	111	(1,1) (1,126) (2,59) (2,68) (3,49) (3,78) (4,14) (4,113) (5,38) (5,89) (7,37) (7,90) (11,45) (11,82) (18,22) (18,105) (19,44) (19,83) (20,33) (20,94) (22,53) (22,74) (24,55) (24,72) (25,60) (25,67) (28,36) (28,91) (29,27) (29,100) (30,35) (30,92) (39,44) (39,83) (41,14) (41,113) (42,33) (42,94) (44,9) (44,118) (46,16) (46,111) (48,30) (48,97) (49,0) (51,55) (51,72) (52,55) (52,72) (53,17) (53,110) (54,41) (54,86) (58,32) (58,95) (59,63) (59,64) (64,11) (64,116) (65,33) (65,94) (66,62) (66,65) (69,44) (69,83) (70,56) (70,71) (72,43) (72,84) (73,3) (73,124) (74,2) (74,125) (75,58) (75,69) (76,58) (76,69) (81,52) (81,75) (82,14) (82,113) (88,32) (88,95) (91,22) (91,105) (93,47) (93,80) (94,63) (94,64) (95,18) (95,109) (97,46) (97,81) (98,31) (98,96) (99,34) (99,93) (101,63) (101,64) (102,54) (102,73) (103,58) (103,69) (108,32) (108,95) (113,5) (113,122) (115,42) (115,85) (126,61) (126,66)
24	y2 = x3 + 41x + 105	111	(2,24) (2,103) (3,1) (3,126) (4,29) (4,98) (7,10) (7,117) (9,21) (9,106) (13,26) (13,101) (14,11) (14,116) (15,44) (15,83) (16,44) (16,83) (17,0) (18,43) (18,84) (20,17) (20,110) (22,15) (22,112) (31,59) (31,68) (32,28) (32,99) (34,6) (34,121) (36,55) (36,72) (44,15) (44,112) (46,34) (46,93) (47,8) (47,119) (48,4) (48,123) (49,16) (49,111) (51,10) (51,117) (53,5) (53,122) (54,12) (54,115) (55,29) (55,98) (59,2) (59,125) (61,15) (61,112) (68,29) (68,98) (69,10) (69,117) (71,45) (71,82) (72,2) (72,125) (75,42) (75,85) (78,9) (78,118) (80,20) (80,107) (81,18) (81,109) (82,37) (82,90) (84,49) (84,78) (86,49) (86,78) (87,39) (87,88) (93,38) (93,89) (94,36) (94,91) (95,51) (95,76) (96,44) (96,83) (97,14) (97,113) (100,4) (100,123) (104,40) (104,87) (106,4) (106,123) (108,50) (108,77) (111,59) (111,68) (112,59) (112,68) (114,13) (114,114) (115,60) (115,67) (123,2) (123,125) (124,35) (124,92) (125,53) (125,74)
25	y2 = x3 + 1x + 91	111	(3,11) (3,116) (4,63) (4,64) (5,27) (5,100) (7,21) (7,106) (8,22) (8,105) (11,6) (11,121) (13,53) (13,74) (15,59) (15,68) (17,24) (17,103) (18,37) (18,90) (25,45) (25,82) (28,10) (28,117) (30,18) (30,109) (31,24) (31,103) (33,45) (33,82) (36,38) (36,89) (39,34) (39,93) (46,8) (46,119) (49,21) (49,106) (52,17) (52,110) (53,47) (53,80) (54,16) (54,111) (56,54) (56,73) (58,58) (58,69) (60,39) (60,88) (63,30) (63,97) (64,60) (64,67) (69,45) (69,82) (71,21) (71,106) (72,44) (72,83) (76,55) (76,72) (77,3) (77,124) (78,54) (78,73) (79,24) (79,103) (80,19) (80,108) (82,19) (82,108) (85,16) (85,111) (88,13) (88,114) (90,57) (90,70) (91,32) (91,95) (92,19) (92,108) (94,58) (94,69) (99,35) (99,92) (101,53) (101,74) (102,58) (102,69) (107,31) (107,96) (108,43) (108,84) (113,0) (115,16) (115,111) (116,20) (116,107) (118,49) (118,78) (119,29) (119,98) (120,54) (120,73) (122,56) (122,71) (124,51) (124,76) (125,9) (125,118)
26	y2 = x3 + 88x + 116	111	(3,36) (3,91) (6,15) (6,112) (8,58) (8,69) (9,42) (9,85) (11,16) (11,111) (16,63) (16,64) (19,30) (19,97) (21,7) (21,120) (22,0) (24,47) (24,80) (25,62) (25,65) (26,26) (26,101) (28,23) (28,104) (30,61) (30,66) (32,34) (32,93) (34,11) (34,116) (37,47) (37,80) (39,16) (39,111) (40,31) (40,96) (41,1) (41,126) (42,7) (42,120) (44,48) (44,79) (48,39) (48,88) (49,41) (49,86) (50,22) (50,105) (54,36) (54,91) (55,32) (55,95) (57,29) (57,98) (59,11) (59,116) (60,17) (60,110) (62,21) (62,106) (64,7) (64,120) (66,47) (66,80) (67,18) (67,109) (69,59) (69,68) (70,36) (70,91) (73,29) (73,98) (77,16) (77,111) (80,19) (80,108) (83,50) (83,77) (86,55) (86,72) (88,22) (88,105) (91,40) (91,87) (92,32) (92,95) (98,37) (98,90) (99,46) (99,81) (101,8) (101,119) (102,43) (102,84) (104,28) (104,99) (107,32) (107,95) (108,27) (108,100) (111,33) (111,94) (112,45) (112,82) (116,22) (116,105) (123,9) (123,118) (124,29) (124,98)
27	y2 = x3 + 64x + 110	111	(4,7) (4,120) (5,38) (5,89) (9,48) (9,79) (10,37) (10,90) (11,42) (11,85) (15,0) (17,53) (17,74) (21,38) (21,89) (24,22) (24,105) (30,57) (30,70) (31,32) (31,95) (32,1) (32,126) (34,51) (34,76) (35,34) (35,93) (39,40) (39,87) (40,54) (40,73) (43,33) (43,94) (44,37) (44,90) (45,32) (45,95) (46,21) (46,106) (51,32) (51,95) (54,11) (54,116) (55,29) (55,98) (56,42) (56,85) (58,59) (58,68) (60,42) (60,85) (63,58) (63,69) (64,44) (64,83) (67,19) (67,108) (68,39) (68,88) (69,26) (69,101) (71,19) (71,108) (73,37) (73,90) (83,11) (83,116) (85,13) (85,114) (87,15) (87,112) (88,12) (88,115) (93,63) (93,64) (94,62) (94,65) (97,20) (97,107) (99,49) (99,78) (100,17) (100,110) (101,38) (101,89) (102,41) (102,86) (103,25) (103,102) (104,21) (104,106) (108,6) (108,121) (111,18) (111,109) (113,36) (113,91) (114,16) (114,111) (116,19) (116,108) (117,11) (117,116) (120,9) (120,118) (121,48) (121,79) (123,60) (123,67) (124,48) (124,79)
28	y2 = x3 + 17x + 105	111	(5,51) (5,76) (6,13) (6,114) (9,15) (9,112) (11,37) (11,90) (15,59) (15,68) (17,10) (17,117) (21,43) (21,84) (24,42) (24,85) (25,36) (25,91) (31,18) (31,109) (32,4) (32,123) (36,16) (36,111) (37,29) (37,98) (38,39) (38,88) (39,4) (39,123) (40,53) (40,74) (41,0) (42,55) (42,72) (43,29) (43,98) (45,38) (45,89) (46,59) (46,68) (47,29) (47,98) (50,15) (50,112) (51,20) (51,107) (56,4) (56,123) (58,49) (58,78) (60,35) (60,92) (61,44) (61,83) (63,12) (63,115) (66,59) (66,68) (67,1) (67,126) (68,15) (68,112) (74,21) (74,106) (76,8) (76,119) (79,40) (79,87) (80,2) (80,125) (81,44) (81,83) (82,6) (82,121) (83,5) (83,122) (84,2) (84,125) (87,24) (87,103) (90,2) (90,125) (91,9) (91,118) (92,14) (92,113) (96,34) (96,93) (98,49) (98,78) (101,11) (101,116) (104,45) (104,82) (108,17) (108,110) (112,44) (112,83) (113,60) (113,67) (114,10) (114,117) (121,26) (121,101) (122,28) (122,99) (123,10) (123,117) (126,50) (126,77)
29	y2 = x3 + 62x + 43	111	(3,16) (3,111) (8,17) (8,110) (9,21) (9,106) (14,37) (14,90) (15,41) (15,86) (17,26) (17,101) (19,29) (19,98) (22,25) (22,102) (23,38) (23,89) (24,49) (24,78) (25,33) (25,94) (27,8) (27,119) (29,24) (29,103) (30,57) (30,70) (32,39) (32,88) (36,6) (36,121) (37,44) (37,83) (38,11) (38,116) (43,38) (43,89) (44,43) (44,84) (47,10) (47,117) (48,33) (48,94) (50,0) (53,21) (53,106) (54,33) (54,94) (56,51) (56,76) (59,61) (59,66) (61,38) (61,89) (62,36) (62,91) (65,21) (65,106) (70,61) (70,66) (71,5) (71,122) (73,34) (73,93) (74,36) (74,91) (76,45) (76,82) (79,34) (79,93) (80,42) (80,85) (83,53) (83,74) (86,9) (86,118) (91,47) (91,80) (98,48) (98,79) (99,55) (99,72) (100,28) (100,99) (101,63) (101,64) (102,34) (102,93) (103,15) (103,112) (106,23) (106,104) (107,57) (107,70) (111,17) (111,110) (114,56) (114,71) (116,58) (116,69) (117,57) (117,70) (118,36) (118,91) (124,46) (124,81) (125,61) (125,66) (126,19) (126,108)
30	y2 = x3 + 68x + 78	111	(5,17) (5,110) (7,32) (7,95) (9,28) (9,99) (10,19) (10,108) (12,35) (12,92) (18,28) (18,99) (21,37) (21,90) (22,41) (22,86) (25,2) (25,125) (30,17) (30,110) (31,10) (31,117) (33,63) (33,64) (34,61) (34,66) (35,11) (35,116) (37,62) (37,65) (39,33) (39,94) (41,63) (41,64) (42,21) (42,106) (47,6) (47,121) (48,53) (48,74) (50,9) (50,118) (53,63) (53,64) (55,34) (55,93) (57,60) (57,67) (62,59) (62,68) (64,1) (64,126) (65,55) (65,72) (69,44) (69,83) (72,4) (72,123) (74,39) (74,88) (75,29) (75,98) (76,22) (76,105) (78,1) (78,126) (80,45) (80,82) (81,43) (81,84) (82,0) (84,18) (84,109) (86,39) (86,88) (89,36) (89,91) (90,54) (90,73) (92,17) (92,110) (94,39) (94,88) (97,11) (97,116) (99,15) (99,112) (100,28) (100,99) (101,61) (101,66) (102,5) (102,122) (112,1) (112,126) (115,57) (115,70) (116,44) (116,83) (117,7) (117,120) (119,61) (119,66) (120,23) (120,104) (122,11) (122,116) (125,51) (125,76) (126,3) (126,124)
31	y2 = x3 + 84x + 39	111	(1,39) (1,88) (2,56) (2,71) (3,8) (3,119) (5,40) (5,87) (6,39) (6,88) (7,9) (7,118) (9,0) (11,32) (11,95) (13,36) (13,91) (14,28) (14,99) (16,48) (16,79) (17,41) (17,86) (18,12) (18,115) (21,53) (21,74) (23,26) (23,101) (24,2) (24,125) (27,20) (27,107) (31,7) (31,120) (32,58) (32,69) (33,34) (33,93) (34,17) (34,110) (36,58) (36,69) (37,29) (37,98) (38,8) (38,119) (43,10) (43,117) (44,20) (44,107) (49,30) (49,97) (51,24) (51,103) (53,29) (53,98) (56,20) (56,107) (59,58) (59,69) (60,37) (60,90) (61,49) (61,78) (68,4) (68,123) (70,47) (70,80) (72,42) (72,85) (86,8) (86,119) (91,4) (91,123) (92,43) (92,84) (95,4) (95,123) (98,30) (98,97) (102,27) (102,100) (103,57) (103,70) (104,52) (104,75) (107,30) (107,97) (109,51) (109,76) (111,21) (111,106) (112,22) (112,105) (114,59) (114,68) (116,18) (116,109) (117,55) (117,72) (120,39) (120,88) (121,9) (121,118) (122,16) (122,111) (125,25) (125,102) (126,9) (126,118)
32	y2 = x3 + 73x + 110	111	(6,16) (6,111) (9,37) (9,90) (10,58) (10,69) (12,38) (12,89) (13,9) (13,118) (15,32) (15,95) (17,26) (17,101) (18,12) (18,115) (23,42) (23,85) (25,62) (25,65) (26,36) (26,91) (27,38) (27,89) (28,22) (28,105) (29,33) (29,94) (32,17) (32,110) (34,42) (34,85) (35,57) (35,70) (37,39) (37,88) (38,15) (38,112) (41,53) (41,74) (43,29) (43,98) (45,63) (45,64) (47,7) (47,120) (52,49) (52,78) (54,37) (54,90) (57,19) (57,108) (60,48) (60,79) (62,34) (62,93) (63,11) (63,116) (64,37) (64,90) (66,18) (66,109) (70,42) (70,85) (73,11) (73,116) (74,48) (74,79) (78,13) (78,114) (79,21) (79,106) (80,60) (80,67) (81,0) (82,51) (82,76) (88,38) (88,89) (89,54) (89,73) (92,20) (92,107) (93,19) (93,108) (96,21) (96,106) (99,25) (99,102) (104,19) (104,108) (109,40) (109,87) (110,59) (110,68) (116,32) (116,95) (117,44) (117,83) (118,11) (118,116) (119,41) (119,86) (120,48) (120,79) (122,1) (122,126) (123,32) (123,95) (126,6) (126,121)
33	y2 = x3 + 107x + 91	111	(1,31) (1,96) (6,21) (6,106) (8,58) (8,69) (10,16) (10,111) (14,53) (14,74) (20,43) (20,84) (21,13) (21,114) (24,10) (24,117) (25,22) (25,105) (26,16) (26,111) (31,59) (31,68) (32,56) (32,71) (33,58) (33,69) (34,19) (34,108) (41,45) (41,82) (42,21) (42,106) (45,20) (45,107) (47,55) (47,72) (48,54) (48,73) (49,38) (49,89) (54,30) (54,97) (57,11) (57,116) (59,57) (59,70) (62,18) (62,109) (66,3) (66,124) (69,24) (69,103) (70,51) (70,76) (73,60) (73,67) (76,63) (76,64) (78,32) (78,95) (79,21) (79,106) (81,24) (81,103) (82,6) (82,121) (83,49) (83,78) (85,54) (85,73) (86,58) (86,69) (88,37) (88,90) (89,9) (89,118) (91,16) (91,111) (94,45) (94,82) (95,27) (95,100) (97,19) (97,108) (98,44) (98,83) (99,17) (99,110) (102,29) (102,98) (103,35) (103,92) (104,24) (104,103) (106,34) (106,93) (112,8) (112,119) (115,0) (118,47) (118,80) (119,45) (119,82) (120,53) (120,74) (121,54) (121,73) (123,19) (123,108) (124,39) (124,88)
34	y2 = x3 + 81x + 45	111	(1,0) (2,56) (2,71) (3,51) (3,76) (4,59) (4,68) (8,58) (8,69) (13,45) (13,82) (14,42) (14,85) (16,22) (16,105) (19,51) (19,76) (20,34) (20,93) (25,13) (25,114) (26,13) (26,114) (27,43) (27,84) (28,32) (28,95) (29,42) (29,85) (30,30) (30,97) (32,37) (32,90) (33,38) (33,89) (35,17) (35,110) (36,50) (36,77) (43,55) (43,72) (45,33) (45,94) (46,53) (46,74) (48,15) (48,112) (49,39) (49,88) (55,21) (55,106) (57,25) (57,102) (58,46) (58,81) (59,48) (59,79) (60,59) (60,68) (63,59) (63,68) (64,61) (64,66) (66,5) (66,122) (67,61) (67,66) (68,31) (68,96) (70,10) (70,117) (72,41) (72,86) (74,52) (74,75) (76,13) (76,114) (82,12) (82,115) (83,18) (83,109) (84,42) (84,85) (85,5) (85,122) (87,49) (87,78) (96,1) (96,126) (97,29) (97,98) (98,55) (98,72) (99,35) (99,92) (100,20) (100,107) (103,5) (103,122) (105,51) (105,76) (109,11) (109,116) (113,55) (113,72) (117,34) (117,93) (123,61) (123,66) (125,16) (125,111)
35	y2 = x3 + 22x + 78	111	(3,60) (3,67) (4,22) (4,105) (8,2) (8,125) (11,0) (12,61) (12,66) (13,23) (13,104) (14,35) (14,92) (15,10) (15,117) (16,9) (16,118) (17,44) (17,83) (20,3) (20,124) (21,28) (21,99) (22,62) (22,65) (24,29) (24,98) (25,39) (25,88) (27,17) (27,110) (30,59) (30,68) (31,43) (31,84) (32,28) (32,99) (33,61) (33,66) (35,17) (35,110) (40,51) (40,76) (43,34) (43,93) (44,39) (44,88) (46,1) (46,126) (49,21) (49,106) (51,45) (51,82) (52,15) (52,112) (54,19) (54,108) (56,53) (56,74) (58,39) (58,88) (62,11) (62,116) (65,17) (65,110) (68,41) (68,86) (69,63) (69,64) (73,7) (73,120) (74,28) (74,99) (76,6) (76,121) (82,61) (82,66) (83,63) (83,64) (84,4) (84,123) (88,37) (88,90) (91,1) (91,126) (92,11) (92,116) (93,44) (93,83) (97,55) (97,72) (98,18) (98,109) (100,11) (100,116) (102,63) (102,64) (105,54) (105,73) (109,33) (109,94) (113,57) (113,70) (114,32) (114,95) (117,1) (117,126) (119,5) (119,122) (125,36) (125,91)
36	y2 = x3 + 52x + 85	111	(1,30) (1,97) (2,18) (2,109) (4,22) (4,105) (7,41) (7,86) (8,39) (8,88) (10,9) (10,118) (13,52) (13,75) (14,1) (14,126) (15,7) (15,120) (16,21) (16,106) (18,54) (18,73) (23,42) (23,85) (24,60) (24,67) (29,57) (29,70) (30,18) (30,109) (32,10) (32,117) (33,20) (33,107) (34,3) (34,124) (35,40) (35,87) (36,37) (36,90) (37,46) (37,81) (38,52) (38,75) (41,48) (41,79) (42,41) (42,86) (48,4) (48,123) (49,34) (49,93) (50,47) (50,80) (64,0) (65,50) (65,77) (70,53) (70,74) (73,50) (73,77) (76,52) (76,75) (77,45) (77,82) (78,41) (78,86) (80,25) (80,102) (81,59) (81,68) (85,34) (85,93) (86,5) (86,122) (88,29) (88,98) (91,43) (91,84) (92,27) (92,100) (93,62) (93,65) (95,18) (95,109) (97,10) (97,117) (105,55) (105,72) (106,20) (106,107) (107,58) (107,69) (112,11) (112,116) (113,13) (113,114) (115,20) (115,107) (116,50) (116,77) (118,44) (118,83) (120,34) (120,93) (122,9) (122,118) (125,10) (125,117) (126,63) (126,64)
37	y2 = x3 + 120x + 90	111	(1,46) (1,81) (2,46) (2,81) (8,61) (8,66) (9,11) (9,116) (10,2) (10,125) (11,57) (11,70) (13,52) (13,75) (14,14) (14,113) (18,9) (18,118) (20,40) (20,87) (21,21) (21,106) (23,44) (23,83) (24,41) (24,86) (27,36) (27,91) (28,16) (28,111) (29,20) (29,107) (31,33) (31,94) (32,54) (32,73) (39,9) (39,118) (41,12) (41,115) (46,40) (46,87) (47,29) (47,98) (50,36) (50,91) (51,47) (51,80) (57,37) (57,90) (61,40) (61,87) (62,42) (62,85) (66,55) (66,72) (70,9) (70,118) (73,22) (73,105) (74,38) (74,89) (79,18) (79,109) (81,55) (81,72) (83,47) (83,80) (86,6) (86,121) (87,39) (87,88) (88,37) (88,90) (89,27) (89,100) (90,49) (90,78) (91,26) (91,101) (93,34) (93,93) (94,43) (94,84) (96,19) (96,108) (98,62) (98,65) (104,28) (104,99) (106,45) (106,82) (107,55) (107,72) (109,37) (109,90) (110,54) (110,73) (112,54) (112,73) (114,4) (114,123) (117,7) (117,120) (119,53) (119,74) (120,47) (120,80) (122,0) (124,46) (124,81)
38	y2 = x3 + 2x + 118	111	(1,11) (1,116) (7,27) (7,100) (8,30) (8,97) (9,22) (9,105) (10,54) (10,73) (11,57) (11,70) (15,27) (15,100) (18,12) (18,115) (19,41) (19,86) (20,41) (20,86) (22,53) (22,74) (30,0) (34,45) (34,82) (39,29) (39,98) (42,54) (42,73) (43,35) (43,92) (47,28) (47,99) (48,58) (48,69) (49,3) (49,124) (59,16) (59,111) (60,46) (60,81) (61,48) (61,79) (62,8) (62,119) (64,32) (64,95) (67,5) (67,122) (68,19) (68,108) (70,55) (70,72) (71,44) (71,83) (73,36) (73,91) (75,54) (75,73) (77,42) (77,85) (78,10) (78,117) (79,38) (79,89) (80,50) (80,77) (81,37) (81,90) (86,40) (86,87) (88,41) (88,86) (89,62) (89,65) (90,8) (90,119) (92,37) (92,90) (95,59) (95,68) (99,9) (99,118) (101,4) (101,123) (102,8) (102,119) (105,27) (105,100) (107,29) (107,98) (108,29) (108,98) (110,39) (110,88) (112,53) (112,74) (113,34) (113,93) (115,12) (115,115) (116,17) (116,110) (119,15) (119,112) (120,53) (120,74) (121,12) (121,115) (126,49) (126,78)
39	y2 = x3 + 124x + 106	111	(1,55) (1,72) (3,39) (3,88) (4,44) (4,83) (6,47) (6,80) (7,38) (7,89) (10,21) (10,106) (17,53) (17,74) (18,13) (18,114) (19,47) (19,80) (24,53) (24,74) (25,17) (25,110) (38,0) (41,18) (41,109) (44,24) (44,103) (45,52) (45,75) (46,28) (46,99) (48,8) (48,119) (50,49) (50,78) (51,4) (51,123) (53,19) (53,108) (55,33) (55,94) (58,37) (58,90) (59,40) (59,87) (60,36) (60,91) (61,35) (61,92) (68,3) (68,124) (69,42) (69,85) (73,41) (73,86) (76,14) (76,113) (78,29) (78,98) (79,23) (79,104) (83,12) (83,115) (84,22) (84,105) (86,53) (86,74) (87,19) (87,108) (92,32) (92,95) (94,35) (94,92) (95,33) (95,94) (97,45) (97,82) (98,51) (98,76) (99,35) (99,92) (100,58) (100,69) (102,47) (102,80) (103,18) (103,109) (104,33) (104,94) (106,59) (106,68) (108,17) (108,110) (110,18) (110,109) (111,54) (111,73) (113,43) (113,84) (114,19) (114,108) (117,5) (117,122) (120,61) (120,66) (121,17) (121,110) (124,56) (124,71) (125,55) (125,72)
40	y2 = x3 + 87x + 118	111	(1,29) (1,98) (3,5) (3,122) (4,28) (4,99) (6,27) (6,100) (11,45) (11,82) (13,12) (13,115) (14,4) (14,123) (15,37) (15,90) (16,48) (16,79) (19,11) (19,116) (20,29) (20,98) (21,41) (21,86) (22,19) (22,108) (23,58) (23,69) (25,30) (25,97) (26,12) (26,115) (27,59) (27,68) (28,54) (28,73) (31,27) (31,100) (33,8) (33,119) (35,8) (35,119) (36,54) (36,73) (37,53) (37,74) (40,62) (40,65) (42,3) (42,124) (44,22) (44,105) (45,17) (45,110) (55,35) (55,92) (58,39) (58,88) (59,8) (59,119) (60,55) (60,72) (62,0) (63,54) (63,73) (66,42) (66,85) (73,32) (73,95) (79,44) (79,83) (82,57) (82,70) (85,10) (85,117) (88,12) (88,115) (90,27) (90,100) (96,53) (96,74) (97,37) (97,90) (102,15) (102,112) (103,9) (103,118) (104,38) (104,89) (105,16) (105,111) (106,29) (106,98) (107,41) (107,86) (108,49) (108,78) (110,40) (110,87) (115,34) (115,93) (117,36) (117,91) (121,53) (121,74) (123,50) (123,77) (124,46) (124,81) (126,41) (126,86)
41	y2 = x3 + 113x + 86	111	(1,33) (1,94) (3,43) (3,84) (4,27) (4,100) (11,45) (11,82) (12,54) (12,73) (13,14) (13,113) (14,27) (14,100) (15,40) (15,87) (16,23) (16,104) (17,58) (17,69) (21,6) (21,121) (23,45) (23,82) (25,11) (25,116) (26,36) (26,91) (27,50) (27,77) (32,23) (32,104) (33,1) (33,126) (34,59) (34,68) (38,18) (38,109) (40,36) (40,91) (41,19) (41,108) (43,39) (43,88) (44,31) (44,96) (45,41) (45,86) (46,2) (46,125) (47,0) (49,35) (49,92) (51,18) (51,109) (54,40) (54,87) (58,40) (58,87) (59,13) (59,114) (61,36) (61,91) (66,20) (66,107) (67,8) (67,119) (79,23) (79,104) (81,26) (81,101) (82,53) (82,74) (83,10) (83,117) (87,20) (87,107) (91,17) (91,110) (93,45) (93,82) (94,60) (94,67) (97,7) (97,120) (101,20) (101,107) (103,21) (103,106) (104,59) (104,68) (106,3) (106,124) (107,42) (107,85) (109,27) (109,100) (114,22) (114,105) (115,47) (115,80) (116,59) (116,68) (117,49) (117,78) (121,9) (121,118) (122,44) (122,83) (126,37) (126,90)
42	y2 = x3 + 99x + 85	111	(2,52) (2,75) (4,52) (4,75) (5,18) (5,109) (13,34) (13,93) (16,47) (16,80) (18,29) (18,98) (19,58) (19,69) (20,63) (20,64) (21,54) (21,73) (22,46) (22,81) (26,13) (26,114) (28,60) (28,67) (31,59) (31,68) (35,18) (35,109) (36,34) (36,93) (39,20) (39,107) (40,10) (40,117) (42,37) (42,90) (45,62) (45,65) (46,11) (46,116) (47,22) (47,105) (48,42) (48,85) (49,41) (49,86) (51,25) (51,102) (53,44) (53,83) (54,9) (54,118) (55,57) (55,70) (56,4) (56,123) (58,5) (58,122) (59,55) (59,72) (61,21) (61,106) (62,40) (62,87) (64,50) (64,77) (65,27) (65,100) (69,48) (69,79) (78,34) (78,93) (81,7) (81,120) (82,3) (82,124) (85,43) (85,84) (87,18) (87,109) (91,41) (91,86) (92,10) (92,117) (93,50) (93,77) (94,39) (94,88) (97,50) (97,77) (100,9) (100,118) (101,1) (101,126) (102,20) (102,107) (107,30) (107,97) (111,45) (111,82) (113,20) (113,107) (114,41) (114,86) (117,0) (121,52) (121,75) (122,10) (122,117) (124,53) (124,74)
43	y2 = x3 + 30x + 43	111	(1,57) (1,70) (4,10) (4,117) (5,8) (5,119) (7,56) (7,71) (9,36) (9,91) (10,33) (10,94) (12,37) (12,90) (14,63) (14,64) (16,38) (16,89) (23,33) (23,94) (25,17) (25,110) (31,41) (31,86) (33,34) (33,93) (35,36) (35,91) (37,25) (37,102) (43,24) (43,103) (44,21) (44,106) (45,58) (45,69) (47,45) (47,82) (48,51) (48,76) (49,6) (49,121) (52,15) (52,112) (53,53) (53,74) (55,38) (55,89) (56,38) (56,89) (57,16) (57,111) (60,61) (60,66) (61,0) (62,57) (62,70) (64,57) (64,70) (68,44) (68,83) (69,26) (69,101) (70,46) (70,81) (74,43) (74,84) (75,49) (75,78) (77,17) (77,110) (78,47) (78,80) (79,5) (79,122) (83,36) (83,91) (84,48) (84,79) (87,11) (87,116) (89,61) (89,66) (92,21) (92,106) (94,33) (94,94) (100,39) (100,88) (103,55) (103,72) (104,34) (104,93) (105,61) (105,66) (107,29) (107,98) (108,19) (108,108) (109,23) (109,104) (110,9) (110,118) (117,34) (117,93) (118,21) (118,106) (122,28) (122,99) (123,42) (123,85)
44	y2 = x3 + 79x + 53	111	(4,59) (4,68) (7,21) (7,106) (11,27) (11,100) (12,58) (12,69) (15,26) (15,101) (16,29) (16,98) (18,24) (18,103) (19,44) (19,83) (22,45) (22,82) (24,5) (24,122) (25,0) (27,5) (27,122) (28,50) (28,77) (31,17) (31,110) (35,10) (35,117) (37,17) (37,110) (38,53) (38,74) (40,41) (40,86) (43,36) (43,91) (49,62) (49,65) (50,15) (50,112) (51,9) (51,118) (53,35) (53,92) (57,30) (57,97) (58,22) (58,105) (59,17) (59,110) (62,57) (62,70) (63,51) (63,76) (65,63) (65,64) (68,43) (68,84) (71,37) (71,90) (72,23) (72,104) (73,11) (73,116) (75,25) (75,102) (76,5) (76,122) (77,32) (77,95) (78,31) (78,96) (82,49) (82,78) (85,25) (85,102) (87,40) (87,87) (90,43) (90,84) (93,10) (93,117) (94,25) (94,102) (96,43) (96,84) (99,20) (99,107) (100,9) (100,118) (103,9) (103,118) (105,42) (105,85) (109,61) (109,66) (113,34) (113,93) (114,2) (114,125) (115,60) (115,67) (117,26) (117,101) (119,59) (119,68) (122,26) (122,101) (126,10) (126,117)
45	y2 = x3 + 15x + 45	111	(1,51) (1,76) (3,25) (3,102) (4,13) (4,114) (8,13) (8,114) (10,59) (10,68) (11,12) (11,115) (26,55) (26,72) (29,55) (29,72) (32,20) (32,107) (35,30) (35,97) (36,39) (36,88) (37,31) (37,96) (38,49) (38,78) (40,16) (40,111) (42,50) (42,77) (43,21) (43,106) (44,52) (44,75) (47,59) (47,68) (52,35) (52,92) (55,42) (55,85) (56,15) (56,112) (57,61) (57,66) (59,51) (59,76) (61,22) (61,105) (62,17) (62,110) (67,51) (67,76) (70,59) (70,68) (72,55) (72,72) (73,34) (73,93) (75,32) (75,95) (77,5) (77,122) (78,5) (78,122) (80,61) (80,66) (84,41) (84,86) (87,56) (87,71) (90,48) (90,79) (92,29) (92,98) (94,58) (94,69) (95,43) (95,84) (96,53) (96,74) (98,42) (98,85) (99,5) (99,122) (101,42) (101,85) (102,38) (102,89) (106,11) (106,116) (107,0) (108,34) (108,93) (110,46) (110,81) (112,1) (112,126) (115,13) (115,114) (116,33) (116,94) (117,61) (117,66) (118,18) (118,109) (121,45) (121,82) (122,37) (122,90) (124,10) (124,117)
46	y2 = x3 + 98x + 39	111	(1,30) (1,97) (5,20) (5,107) (6,9) (6,118) (7,59) (7,68) (11,17) (11,110) (12,28) (12,99) (13,9) (13,118) (16,49) (16,78) (18,53) (18,74) (19,39) (19,88) (22,4) (22,123) (27,4) (27,123) (32,16) (32,111) (33,27) (33,100) (38,56) (38,71) (39,51) (39,76) (42,30) (42,97) (44,0) (45,18) (45,109) (48,20) (48,107) (49,58) (49,69) (50,48) (50,79) (52,57) (52,70) (55,10) (55,117) (56,26) (56,101) (57,8) (57,119) (60,47) (60,80) (64,55) (64,72) (68,29) (68,98) (69,41) (69,86) (71,52) (71,75) (74,20) (74,107) (75,2) (75,125) (77,21) (77,106) (78,4) (78,123) (80,24) (80,103) (81,7) (81,120) (82,32) (82,95) (84,30) (84,97) (87,8) (87,119) (88,12) (88,115) (89,25) (89,102) (95,40) (95,87) (96,22) (96,105) (97,43) (97,84) (98,42) (98,85) (100,58) (100,69) (105,58) (105,69) (108,9) (108,118) (110,8) (110,119) (114,39) (114,88) (118,29) (118,98) (119,34) (119,93) (120,36) (120,91) (121,39) (121,88) (124,37) (124,90)
47	y2 = x3 + 61x + 109	111	(1,60) (1,67) (4,6) (4,121) (5,44) (5,83) (7,25) (7,102) (9,25) (9,102) (10,24) (10,103) (11,29) (11,98) (15,9) (15,118) (22,62) (22,65) (24,41) (24,86) (26,27) (26,100) (27,22) (27,105) (31,26) (31,101) (32,44) (32,83) (35,62) (35,65) (37,21) (37,106) (38,28) (38,99) (40,1) (40,126) (41,41) (41,86) (43,18) (43,109) (50,4) (50,123) (53,33) (53,94) (56,43) (56,84) (58,2) (58,125) (61,59) (61,68) (62,41) (62,86) (65,51) (65,76) (67,63) (67,64) (69,50) (69,77) (70,62) (70,65) (74,48) (74,79) (78,11) (78,116) (79,0) (80,37) (80,90) (84,23) (84,104) (86,51) (86,76) (89,14) (89,113) (90,44) (90,83) (91,5) (91,122) (95,21) (95,106) (96,47) (96,80) (98,42) (98,85) (99,43) (99,84) (100,49) (100,78) (101,39) (101,88) (102,55) (102,72) (103,51) (103,76) (104,1) (104,126) (109,52) (109,75) (110,1) (110,126) (111,25) (111,102) (115,58) (115,69) (121,17) (121,110) (122,21) (122,106) (124,36) (124,91) (126,38) (126,89)
48	y2 = x3 + 74x + 83	111	(1,44) (1,83) (4,58) (4,69) (5,18) (5,109) (8,60) (8,67) (9,9) (9,118) (11,14) (11,113) (12,63) (12,64) (17,44) (17,83) (18,32) (18,95) (20,61) (20,66) (21,22) (21,105) (24,58) (24,69) (25,63) (25,64) (26,5) (26,122) (27,38) (27,89) (28,55) (28,72) (31,52) (31,75) (34,45) (34,82) (35,35) (35,92) (36,0) (44,2) (44,125) (45,47) (45,80) (47,14) (47,113) (49,33) (49,94) (52,34) (52,93) (55,27) (55,100) (56,30) (56,97) (63,41) (63,86) (64,3) (64,124) (67,49) (67,78) (68,53) (68,74) (69,14) (69,113) (72,31) (72,96) (75,36) (75,91) (77,62) (77,65) (83,17) (83,110) (84,43) (84,84) (85,22) (85,105) (87,59) (87,68) (90,63) (90,64) (92,46) (92,81) (96,16) (96,111) (97,33) (97,94) (99,58) (99,69) (103,55) (103,72) (107,1) (107,126) (108,33) (108,94) (109,44) (109,83) (110,32) (110,95) (113,42) (113,85) (114,37) (114,90) (117,11) (117,116) (119,54) (119,73) (123,55) (123,72) (124,56) (124,71) (126,32) (126,95)
49	y2 = x3 + 103x + 85	111	(1,58) (1,69) (6,41) (6,86) (11,3) (11,124) (12,1) (12,126) (15,59) (15,68) (17,48) (17,79) (19,30) (19,97) (21,29) (21,98) (23,4) (23,123) (25,39) (25,88) (26,20) (26,107) (27,18) (27,109) (30,40) (30,87) (31,7) (31,120) (32,9) (32,118) (36,41) (36,86) (38,18) (38,109) (42,34) (42,93) (43,57) (43,70) (45,50) (45,77) (47,52) (47,75) (49,37) (49,90) (50,21) (50,106) (56,42) (56,85) (60,53) (60,74) (61,47) (61,80) (62,18) (62,109) (63,9) (63,118) (65,10) (65,117) (66,45) (66,82) (68,46) (68,81) (73,0) (75,60) (75,67) (76,22) (76,105) (78,43) (78,84) (83,44) (83,83) (85,41) (85,86) (87,52) (87,75) (88,54) (88,73) (89,10) (89,117) (90,55) (90,72) (91,34) (91,93) (92,50) (92,77) (96,11) (96,116) (97,27) (97,100) (100,10) (100,117) (108,63) (108,64) (109,20) (109,107) (110,5) (110,122) (115,13) (115,114) (116,62) (116,65) (117,50) (117,77) (119,20) (119,107) (120,52) (120,75) (121,34) (121,93) (123,25) (123,102)
50	y2 = x3 + 8x + 55	111	(1,8) (1,119) (2,29) (2,98) (7,33) (7,94) (9,27) (9,100) (13,18) (13,109) (14,25) (14,102) (15,11) (15,116) (16,56) (16,71) (18,58) (18,69) (19,9) (19,118) (20,50) (20,77) (22,46) (22,81) (23,50) (23,77) (27,53) (27,74) (29,61) (29,66) (30,25) (30,102) (31,54) (31,73) (33,51) (33,76) (35,41) (35,86) (36,3) (36,124) (38,42) (38,85) (40,42) (40,85) (44,45) (44,82) (45,10) (45,117) (49,42) (49,85) (51,48) (51,79) (53,2) (53,125) (57,41) (57,86) (60,0) (63,17) (63,110) (68,43) (68,84) (71,34) (71,93) (75,1) (75,126) (77,2) (77,125) (78,39) (78,88) (83,25) (83,102) (84,50) (84,77) (86,23) (86,104) (87,39) (87,88) (89,39) (89,88) (93,22) (93,105) (94,7) (94,120) (96,49) (96,78) (97,45) (97,82) (98,31) (98,96) (99,55) (99,72) (103,3) (103,124) (105,36) (105,91) (111,28) (111,99) (113,45) (113,82) (115,3) (115,124) (118,4) (118,123) (120,52) (120,75) (122,12) (122,115) (124,2) (124,125) (125,44) (125,83)
51	y2 = x3 + 16x + 109	111	(2,28) (2,99) (5,21) (5,106) (12,39) (12,88) (15,26) (15,101) (16,4) (16,123) (17,50) (17,77) (20,38) (20,89) (22,21) (22,106) (23,43) (23,84) (27,44) (27,83) (28,41) (28,86) (29,18) (29,109) (30,41) (30,86) (32,49) (32,78) (34,29) (34,98) (44,48) (44,79) (47,6) (47,121) (50,59) (50,68) (51,37) (51,90) (52,43) (52,84) (54,24) (54,103) (57,63) (57,64) (58,51) (58,76) (60,36) (60,91) (62,62) (62,65) (66,25) (66,102) (68,62) (68,65) (69,41) (69,86) (71,0) (72,42) (72,85) (74,25) (74,102) (79,1) (79,126) (81,9) (81,118) (83,33) (83,94) (85,5) (85,122) (86,1) (86,126) (89,1) (89,126) (91,11) (91,116) (95,22) (95,105) (97,51) (97,76) (98,23) (98,104) (99,51) (99,76) (100,21) (100,106) (105,44) (105,83) (106,52) (106,75) (107,60) (107,67) (110,2) (110,125) (112,47) (112,80) (113,58) (113,69) (114,25) (114,102) (115,27) (115,100) (119,55) (119,72) (120,17) (120,110) (122,44) (122,83) (124,62) (124,65) (125,14) (125,113)
52	y2 = x3 + 69x + 105	111	(2,39) (2,88) (4,8) (4,119) (6,10) (6,117) (7,13) (7,114) (8,36) (8,91) (10,12) (10,115) (11,6) (11,121) (12,11) (12,116) (15,18) (15,109) (16,15) (16,112) (20,50) (20,77) (22,29) (22,98) (23,4) (23,123) (26,60) (26,67) (27,51) (27,76) (28,42) (28,85) (29,29) (29,98) (31,44) (31,83) (34,37) (34,90) (37,15) (37,112) (38,24) (38,103) (41,10) (41,117) (42,16) (42,111) (44,21) (44,106) (46,44) (46,83) (49,55) (49,72) (50,44) (50,83) (51,2) (51,125) (57,1) (57,126) (65,14) (65,113) (69,0) (70,35) (70,92) (71,40) (71,87) (72,49) (72,78) (74,15) (74,112) (76,29) (76,98) (77,59) (77,68) (79,45) (79,82) (80,10) (80,117) (81,59) (81,68) (85,9) (85,118) (88,43) (88,84) (89,53) (89,74) (96,59) (96,68) (98,2) (98,125) (100,28) (100,99) (105,2) (105,125) (109,4) (109,123) (110,49) (110,78) (112,34) (112,93) (116,38) (116,89) (118,5) (118,122) (120,26) (120,101) (122,4) (122,123) (123,20) (123,107) (126,17) (126,110)
53	y2 = x3 + 71x + 53	111	(2,40) (2,87) (5,5) (5,122) (6,21) (6,106) (7,2) (7,125) (8,25) (8,102) (22,43) (22,84) (24,50) (24,77) (26,60) (26,67) (28,25) (28,102) (30,10) (30,117) (31,26) (31,101) (32,26) (32,101) (34,49) (34,78) (35,57) (35,70) (37,45) (37,82) (39,61) (39,66) (42,62) (42,65) (46,43) (46,84) (47,5) (47,122) (50,29) (50,98) (52,9) (52,118) (54,51) (54,76) (55,36) (55,91) (59,43) (59,84) (61,15) (61,112) (64,26) (64,101) (66,32) (66,95) (67,30) (67,97) (68,17) (68,110) (75,5) (75,122) (76,59) (76,68) (79,37) (79,90) (80,9) (80,118) (81,17) (81,110) (82,27) (82,100) (85,31) (85,96) (86,22) (86,105) (87,53) (87,74) (88,24) (88,103) (90,42) (90,85) (91,25) (91,102) (92,63) (92,64) (94,0) (98,23) (98,104) (101,58) (101,69) (102,59) (102,68) (103,20) (103,107) (105,17) (105,110) (107,44) (107,83) (108,10) (108,117) (115,34) (115,93) (116,10) (116,117) (117,11) (117,116) (118,35) (118,92) (122,9) (122,118) (125,41) (125,86)
54	y2 = x3 + 4x + 93	111	(1,15) (1,112) (6,29) (6,98) (8,16) (8,111) (10,25) (10,102) (11,43) (11,84) (14,37) (14,90) (15,37) (15,90) (16,58) (16,69) (17,11) (17,116) (22,62) (22,65) (25,18) (25,109) (26,45) (26,82) (27,31) (27,96) (29,50) (29,77) (30,17) (30,110) (31,6) (31,121) (33,27) (33,100) (34,6) (34,121) (36,41) (36,86) (37,27) (37,100) (43,4) (43,123) (49,35) (49,92) (50,43) (50,84) (53,46) (53,81) (55,8) (55,119) (56,61) (56,66) (57,27) (57,100) (60,59) (60,68) (61,49) (61,78) (62,6) (62,121) (66,43) (66,84) (71,23) (71,104) (72,54) (72,73) (75,45) (75,82) (77,49) (77,78) (78,55) (78,72) (87,24) (87,103) (89,21) (89,106) (92,2) (92,125) (98,37) (98,90) (99,0) (103,4) (103,123) (104,36) (104,91) (105,5) (105,122) (106,20) (106,107) (108,4) (108,123) (109,44) (109,83) (111,39) (111,88) (112,50) (112,77) (113,50) (113,77) (116,49) (116,78) (117,14) (117,113) (120,22) (120,105) (121,19) (121,108) (123,34) (123,93) (126,56) (126,71)
55	y2 = x3 + 35x + 43	111	(1,29) (1,98) (2,11) (2,116) (4,45) (4,82) (6,56) (6,71) (8,33) (8,94) (9,43) (9,84) (12,63) (12,64) (16,0) (19,57) (19,70) (20,19) (20,108) (22,44) (22,83) (23,51) (23,76) (28,49) (28,78) (29,38) (29,89) (30,36) (30,91) (32,28) (32,99) (35,57) (35,70) (39,23) (39,104) (40,61) (40,66) (41,26) (41,101) (42,6) (42,121) (44,36) (44,91) (48,38) (48,89) (50,38) (50,89) (51,42) (51,85) (52,55) (52,72) (53,36) (53,91) (55,24) (55,103) (56,33) (56,94) (58,9) (58,118) (60,46) (60,81) (63,33) (63,94) (64,34) (64,93) (66,17) (66,110) (67,16) (67,111) (68,25) (68,102) (71,34) (71,93) (72,48) (72,79) (73,57) (73,70) (74,21) (74,106) (76,10) (76,117) (81,41) (81,86) (83,21) (83,106) (85,47) (85,80) (90,61) (90,66) (93,58) (93,69) (94,17) (94,110) (95,8) (95,119) (97,21) (97,106) (99,15) (99,112) (101,37) (101,90) (104,5) (104,122) (118,53) (118,74) (119,34) (119,93) (122,39) (122,88) (124,61) (124,66)
56	y2 = x3 + 9x + 83	111	(6,37) (6,90) (8,63) (8,64) (9,2) (9,125) (10,41) (10,86) (14,63) (14,64) (15,52) (15,75) (17,14) (17,113) (19,1) (19,126) (20,32) (20,95) (21,32) (21,95) (23,30) (23,97) (24,36) (24,91) (26,42) (26,85) (27,18) (27,109) (28,58) (28,69) (33,54) (33,73) (34,14) (34,113) (36,33) (36,94) (37,53) (37,74) (38,59) (38,68) (41,44) (41,83) (42,0) (43,27) (43,100) (47,58) (47,69) (52,58) (52,69) (57,49) (57,78) (60,56) (60,71) (62,35) (62,92) (65,46) (65,81) (73,11) (73,116) (74,9) (74,118) (75,55) (75,72) (76,14) (76,113) (78,22) (78,105) (80,55) (80,72) (82,45) (82,82) (84,31) (84,96) (86,32) (86,95) (88,22) (88,105) (92,33) (92,94) (94,60) (94,67) (95,38) (95,89) (98,43) (98,84) (99,55) (99,72) (103,34) (103,93) (105,63) (105,64) (106,44) (106,83) (107,44) (107,83) (108,61) (108,66) (111,62) (111,65) (112,16) (112,111) (115,5) (115,122) (116,47) (116,80) (117,3) (117,124) (118,17) (118,110) (126,33) (126,94)
57	y2 = x3 + 49x + 29	111	(1,29) (1,98) (2,32) (2,95) (3,40) (3,87) (4,17) (4,110) (5,48) (5,79) (6,44) (6,83) (8,60) (8,67) (10,54) (10,73) (11,11) (11,116) (13,14) (13,113) (14,41) (14,86) (17,21) (17,106) (19,31) (19,96) (21,63) (21,64) (22,43) (22,84) (23,49) (23,78) (25,49) (25,78) (35,13) (35,114) (36,58) (36,69) (37,60) (37,67) (38,11) (38,116) (40,40) (40,87) (44,45) (44,82) (48,18) (48,109) (49,8) (49,119) (50,15) (50,112) (55,58) (55,69) (56,9) (56,118) (58,25) (58,102) (59,20) (59,107) (60,23) (60,104) (61,16) (61,111) (63,59) (63,68) (67,52) (67,75) (69,24) (69,103) (71,55) (71,72) (75,16) (75,111) (77,50) (77,77) (78,11) (78,116) (79,49) (79,78) (82,60) (82,67) (84,40) (84,87) (88,34) (88,93) (89,8) (89,119) (92,4) (92,123) (96,56) (96,71) (98,0) (99,33) (99,94) (102,18) (102,109) (103,53) (103,74) (104,18) (104,109) (106,36) (106,91) (108,42) (108,85) (116,8) (116,119) (118,16) (118,111) (125,47) (125,80)
58	y2 = x3 + 115x + 86	111	(2,18) (2,109) (6,22) (6,105) (8,11) (8,116) (9,31) (9,96) (11,53) (11,74) (12,20) (12,107) (14,54) (14,73) (19,42) (19,85) (20,37) (20,90) (25,60) (25,67) (29,39) (29,88) (31,26) (31,101) (34,45) (34,82) (36,35) (36,92) (38,20) (38,107) (39,3) (39,124) (41,58) (41,69) (45,45) (45,82) (47,27) (47,100) (48,45) (48,82) (50,36) (50,91) (57,8) (57,119) (61,23) (61,104) (63,40) (63,87) (67,43) (67,84) (69,19) (69,108) (71,23) (71,104) (73,49) (73,78) (76,0) (77,20) (77,107) (79,59) (79,68) (81,40) (81,87) (82,59) (82,68) (85,17) (85,110) (88,6) (88,121) (89,36) (89,91) (90,13) (90,114) (92,7) (92,120) (93,59) (93,68) (95,50) (95,77) (96,2) (96,125) (99,21) (99,106) (100,44) (100,83) (101,27) (101,100) (102,1) (102,126) (106,27) (106,100) (107,33) (107,94) (110,40) (110,87) (113,47) (113,80) (115,36) (115,91) (116,41) (116,86) (118,10) (118,117) (120,9) (120,118) (121,14) (121,113) (122,23) (122,104) (123,18) (123,109)
59	y2 = x3 + 13x + 90	111	(1,55) (1,72) (2,39) (2,88) (4,29) (4,98) (5,36) (5,91) (7,4) (7,123) (8,43) (8,84) (9,38) (9,89) (12,14) (12,113) (15,55) (15,72) (16,40) (16,87) (17,12) (17,115) (18,21) (18,106) (19,46) (19,81) (21,37) (21,90) (24,16) (24,111) (25,61) (25,66) (32,0) (35,42) (35,85) (38,46) (38,81) (39,37) (39,90) (40,27) (40,100) (43,20) (43,107) (44,11) (44,116) (46,19) (46,108) (53,47) (53,80) (56,44) (56,83) (58,54) (58,73) (59,49) (59,78) (60,9) (60,118) (61,36) (61,91) (63,2) (63,125) (64,7) (64,120) (67,37) (67,90) (70,46) (70,81) (71,28) (71,99) (75,41) (75,86) (78,26) (78,101) (80,47) (80,80) (81,33) (81,94) (82,57) (82,70) (84,62) (84,65) (88,9) (88,118) (96,54) (96,73) (100,54) (100,73) (102,53) (102,74) (104,18) (104,109) (106,9) (106,118) (109,45) (109,82) (110,6) (110,121) (111,55) (111,72) (112,40) (112,87) (116,34) (116,93) (117,22) (117,105) (120,52) (120,75) (121,47) (121,80) (126,40) (126,87)
60	y2 = x3 + 36x + 29	111	(3,52) (3,75) (12,41) (12,86) (16,16) (16,111) (18,63) (18,64) (19,29) (19,98) (20,42) (20,85) (21,34) (21,93) (23,18) (23,109) (25,60) (25,67) (28,16) (28,111) (29,58) (29,69) (30,13) (30,114) (33,18) (33,109) (34,60) (34,67) (37,43) (37,84) (38,32) (38,95) (40,8) (40,119) (41,24) (41,103) (42,8) (42,119) (45,8) (45,119) (46,56) (46,71) (48,9) (48,118) (49,58) (49,69) (52,53) (52,74) (54,59) (54,68) (56,49) (56,78) (57,40) (57,87) (61,15) (61,112) (63,54) (63,73) (66,50) (66,77) (68,60) (68,67) (69,21) (69,106) (71,18) (71,109) (72,40) (72,87) (74,45) (74,82) (76,17) (76,110) (79,55) (79,72) (82,11) (82,116) (83,16) (83,111) (84,0) (85,11) (85,116) (86,25) (86,102) (87,11) (87,116) (89,47) (89,80) (94,49) (94,78) (95,48) (95,79) (97,4) (97,123) (103,33) (103,94) (104,49) (104,78) (105,20) (105,107) (107,31) (107,96) (109,36) (109,91) (114,44) (114,83) (120,14) (120,113) (124,23) (124,104) (125,40) (125,87)
61	y2 = x3 + 94x + 55	111	(2,39) (2,88) (5,53) (5,74) (6,33) (6,94) (8,7) (8,120) (12,25) (12,102) (19,8) (19,119) (22,43) (22,84) (26,3) (26,124) (28,1) (28,126) (30,41) (30,86) (31,11) (31,116) (32,12) (32,115) (37,46) (37,81) (38,29) (38,98) (40,39) (40,88) (42,42) (42,85) (43,61) (43,66) (44,27) (44,100) (46,49) (46,78) (49,3) (49,124) (50,56) (50,71) (52,3) (52,124) (53,25) (53,102) (54,17) (54,110) (56,50) (56,77) (62,25) (62,102) (65,45) (65,82) (66,2) (66,125) (67,41) (67,86) (70,2) (70,125) (72,50) (72,77) (74,45) (74,82) (77,28) (77,99) (79,34) (79,93) (80,48) (80,79) (81,54) (81,73) (83,4) (83,123) (84,31) (84,96) (85,39) (85,88) (87,42) (87,85) (88,58) (88,69) (89,44) (89,83) (90,36) (90,91) (93,10) (93,117) (103,55) (103,72) (107,9) (107,118) (110,23) (110,104) (115,45) (115,82) (116,22) (116,105) (118,2) (118,125) (119,51) (119,76) (120,18) (120,109) (121,52) (121,75) (124,0) (125,42) (125,85) (126,50) (126,77)
62	y2 = x3 + 37x + 78	111	(4,6) (4,121) (6,32) (6,95) (8,39) (8,88) (9,39) (9,88) (11,61) (11,66) (14,61) (14,66) (15,43) (15,84) (17,63) (17,64) (18,37) (18,90) (23,53) (23,74) (26,57) (26,70) (28,29) (28,98) (29,34) (29,93) (30,11) (30,116) (32,11) (32,116) (33,5) (33,122) (34,0) (35,59) (35,68) (36,21) (36,106) (37,41) (37,86) (40,36) (40,91) (41,44) (41,83) (44,28) (44,99) (45,44) (45,83) (47,22) (47,105) (59,54) (59,73) (61,9) (61,118) (62,17) (62,110) (63,19) (63,108) (64,7) (64,120) (65,11) (65,116) (67,60) (67,67) (68,62) (68,65) (72,18) (72,109) (73,1) (73,126) (81,10) (81,117) (85,1) (85,126) (88,28) (88,99) (89,51) (89,76) (92,55) (92,72) (94,2) (94,125) (95,17) (95,110) (96,1) (96,126) (97,17) (97,110) (98,4) (98,123) (101,35) (101,92) (102,61) (102,66) (103,15) (103,112) (106,33) (106,94) (108,3) (108,124) (110,39) (110,88) (118,63) (118,64) (119,63) (119,64) (121,23) (121,104) (122,28) (122,99) (123,45) (123,82)
63	y2 = x3 + 76x + 93	111	(3,27) (3,100) (7,29) (7,98) (8,18) (8,109) (13,22) (13,105) (15,6) (15,121) (16,43) (16,84) (20,56) (20,71) (22,27) (22,100) (23,61) (23,66) (24,45) (24,82) (26,50) (26,77) (29,4) (29,123) (30,6) (30,121) (34,43) (34,84) (35,17) (35,110) (36,35) (36,92) (38,24) (38,103) (39,20) (39,107) (41,11) (41,116) (42,41) (42,86) (43,8) (43,119) (46,50) (46,77) (50,49) (50,78) (52,0) (54,25) (54,102) (55,50) (55,77) (59,5) (59,122) (61,58) (61,69) (65,2) (65,125) (66,39) (66,88) (68,62) (68,65) (70,59) (70,68) (72,37) (72,90) (73,14) (73,113) (77,43) (77,84) (79,36) (79,91) (80,34) (80,93) (81,37) (81,90) (82,6) (82,121) (83,46) (83,81) (84,54) (84,73) (91,55) (91,72) (93,49) (93,78) (94,16) (94,111) (95,31) (95,96) (99,4) (99,123) (101,37) (101,90) (102,27) (102,100) (104,23) (104,104) (106,44) (106,83) (107,15) (107,112) (111,49) (111,78) (115,45) (115,82) (120,19) (120,108) (125,21) (125,106) (126,4) (126,123)