class leader: y² = x³ + 103x + 5

Sr no.	class members	# points	points
1	y2 = x3 + 103x + 5	113	(0,23) (0,108) (1,41) (1,90) (5,11) (5,120) (6,61) (6,70) (7,26) (7,105) (9,58) (9,73) (13,2) (13,129) (19,31) (19,100) (20,41) (20,90) (22,9) (22,122) (23,0) (31,34) (31,97) (32,31) (32,100) (33,33) (33,98) (34,57) (34,74) (36,14) (36,117) (40,23) (40,108) (42,9) (42,122) (43,25) (43,106) (44,36) (44,95) (45,2) (45,129) (52,64) (52,67) (59,17) (59,114) (60,3) (60,128) (61,58) (61,73) (62,50) (62,81) (63,49) (63,82) (64,45) (64,86) (67,9) (67,122) (70,24) (70,107) (71,1) (71,130) (72,30) (72,101) (73,2) (73,129) (76,19) (76,112) (77,27) (77,104) (80,31) (80,100) (83,50) (83,81) (89,45) (89,86) (91,23) (91,108) (93,13) (93,118) (97,6) (97,125) (98,10) (98,121) (100,65) (100,66) (101,62) (101,69) (103,37) (103,94) (107,52) (107,79) (109,45) (109,86) (110,41) (110,90) (113,21) (113,110) (115,5) (115,126) (116,60) (116,71) (117,50) (117,81) (122,24) (122,107) (126,46) (126,85) (127,61) (127,70) (128,18) (128,113) (129,61) (129,70)
2	y2 = x3 + 31x + 84	113	(0,52) (0,79) (5,44) (5,87) (8,53) (8,78) (9,31) (9,100) (10,52) (10,79) (11,61) (11,70) (13,8) (13,123) (15,16) (15,115) (16,22) (16,109) (18,29) (18,102) (19,14) (19,117) (20,53) (20,78) (25,41) (25,90) (29,58) (29,73) (32,35) (32,96) (33,44) (33,87) (34,15) (34,116) (35,40) (35,91) (36,33) (36,98) (41,45) (41,86) (44,33) (44,98) (48,40) (48,91) (51,33) (51,98) (52,13) (52,118) (55,22) (55,109) (56,18) (56,113) (57,32) (57,99) (58,25) (58,106) (60,22) (60,109) (61,19) (61,112) (62,39) (62,92) (65,24) (65,107) (67,24) (67,107) (71,48) (71,83) (74,42) (74,89) (76,48) (76,83) (81,39) (81,92) (83,3) (83,128) (90,34) (90,97) (93,44) (93,87) (96,3) (96,128) (97,27) (97,104) (100,36) (100,95) (103,53) (103,78) (104,0) (106,37) (106,94) (109,46) (109,85) (113,47) (113,84) (114,43) (114,88) (115,48) (115,83) (116,49) (116,82) (119,39) (119,92) (121,52) (121,79) (124,21) (124,110) (125,59) (125,72) (127,17) (127,114) (130,24) (130,107)
3	y2 = x3 + 32x + 16	113	(0,4) (0,127) (1,7) (1,124) (4,48) (4,83) (5,63) (5,68) (7,37) (7,94) (8,28) (8,103) (13,3) (13,128) (14,8) (14,123) (16,63) (16,68) (17,44) (17,87) (18,23) (18,108) (19,4) (19,127) (22,44) (22,87) (23,9) (23,122) (26,52) (26,79) (34,45) (34,86) (36,3) (36,128) (37,34) (37,97) (38,6) (38,125) (39,42) (39,89) (40,53) (40,78) (41,65) (41,66) (42,56) (42,75) (54,49) (54,82) (58,22) (58,109) (59,33) (59,98) (62,27) (62,104) (63,64) (63,67) (64,51) (64,80) (65,7) (65,124) (66,30) (66,101) (69,58) (69,73) (71,39) (71,92) (75,47) (75,84) (82,3) (82,128) (84,12) (84,119) (85,47) (85,84) (87,43) (87,88) (88,22) (88,109) (91,57) (91,74) (92,44) (92,87) (94,29) (94,102) (102,47) (102,84) (104,6) (104,125) (109,42) (109,89) (110,63) (110,68) (112,4) (112,127) (113,17) (113,114) (114,42) (114,89) (116,22) (116,109) (117,19) (117,112) (119,0) (120,6) (120,125) (123,54) (123,77) (125,1) (125,130) (129,59) (129,72) (130,30) (130,101)
4	y2 = x3 + 92x + 75	113	(0,59) (0,72) (2,23) (2,108) (4,30) (4,101) (5,23) (5,108) (8,12) (8,119) (9,45) (9,86) (11,45) (11,86) (12,5) (12,126) (13,18) (13,113) (14,35) (14,96) (15,30) (15,101) (19,6) (19,125) (24,16) (24,115) (25,61) (25,70) (26,0) (29,43) (29,88) (31,19) (31,112) (34,60) (34,71) (35,53) (35,78) (36,1) (36,130) (39,44) (39,87) (40,40) (40,91) (41,60) (41,71) (43,22) (43,109) (47,4) (47,127) (48,14) (48,117) (49,3) (49,128) (53,54) (53,77) (56,60) (56,71) (57,13) (57,118) (60,27) (60,104) (61,55) (61,76) (63,59) (63,72) (64,9) (64,122) (68,59) (68,72) (70,20) (70,111) (74,51) (74,80) (80,46) (80,85) (81,54) (81,77) (84,38) (84,93) (88,37) (88,94) (92,21) (92,110) (94,11) (94,120) (98,3) (98,128) (101,24) (101,107) (102,2) (102,129) (103,31) (103,100) (107,5) (107,126) (111,45) (111,86) (112,30) (112,101) (115,3) (115,128) (116,6) (116,125) (119,16) (119,115) (124,23) (124,108) (127,6) (127,125) (128,54) (128,77) (130,47) (130,84)
5	y2 = x3 + 97x + 62	113	(0,18) (0,113) (4,11) (4,120) (6,27) (6,104) (7,6) (7,125) (11,44) (11,87) (13,30) (13,101) (15,62) (15,69) (16,48) (16,83) (17,27) (17,104) (20,35) (20,96) (21,15) (21,116) (24,25) (24,106) (25,54) (25,77) (26,36) (26,95) (27,15) (27,116) (28,44) (28,87) (29,4) (29,127) (34,58) (34,73) (35,58) (35,73) (38,60) (38,71) (40,52) (40,79) (44,33) (44,98) (45,61) (45,70) (47,32) (47,99) (50,22) (50,109) (54,18) (54,113) (57,21) (57,110) (58,34) (58,97) (59,56) (59,75) (60,19) (60,112) (62,58) (62,73) (67,28) (67,103) (68,3) (68,128) (69,64) (69,67) (71,5) (71,126) (72,1) (72,130) (73,4) (73,127) (77,18) (77,113) (78,10) (78,121) (81,65) (81,66) (83,15) (83,116) (89,32) (89,99) (90,0) (92,44) (92,87) (93,42) (93,89) (96,64) (96,67) (97,64) (97,67) (99,52) (99,79) (101,46) (101,85) (102,34) (102,97) (105,20) (105,111) (108,27) (108,104) (117,26) (117,105) (119,24) (119,107) (123,52) (123,79) (126,32) (126,99) (127,38) (127,93)
6	y2 = x3 + 2x + 33	113	(0,65) (0,66) (1,6) (1,125) (2,62) (2,69) (4,57) (4,74) (9,16) (9,115) (10,23) (10,108) (16,10) (16,121) (21,64) (21,67) (22,30) (22,101) (23,60) (23,71) (26,32) (26,99) (28,65) (28,66) (29,30) (29,101) (30,32) (30,99) (33,50) (33,81) (34,57) (34,74) (36,16) (36,115) (37,60) (37,71) (42,37) (42,94) (43,41) (43,90) (49,50) (49,81) (50,40) (50,91) (54,55) (54,76) (60,38) (60,93) (61,47) (61,84) (62,14) (62,117) (64,49) (64,82) (65,9) (65,122) (69,1) (69,130) (70,52) (70,79) (71,60) (71,71) (72,59) (72,72) (74,22) (74,109) (75,32) (75,99) (76,7) (76,124) (79,43) (79,88) (80,30) (80,101) (81,13) (81,118) (82,29) (82,102) (86,16) (86,115) (89,20) (89,111) (91,55) (91,76) (93,57) (93,74) (94,38) (94,93) (98,29) (98,102) (100,21) (100,110) (103,65) (103,66) (104,48) (104,83) (108,38) (108,93) (113,45) (113,86) (114,8) (114,123) (116,54) (116,77) (117,55) (117,76) (120,11) (120,120) (121,42) (121,89) (128,0) (129,26) (129,105)
7	y2 = x3 + 42x + 60	113	(0,45) (0,86) (2,26) (2,105) (6,2) (6,129) (10,63) (10,68) (12,14) (12,117) (13,24) (13,107) (14,36) (14,95) (15,2) (15,129) (16,51) (16,80) (20,56) (20,75) (24,58) (24,73) (27,21) (27,110) (28,1) (28,130) (32,51) (32,80) (33,21) (33,110) (36,46) (36,85) (37,28) (37,103) (39,44) (39,87) (40,41) (40,90) (41,15) (41,116) (42,60) (42,71) (44,34) (44,97) (45,14) (45,117) (47,3) (47,128) (49,65) (49,66) (52,18) (52,113) (57,29) (57,102) (58,45) (58,86) (59,46) (59,85) (61,22) (61,109) (71,21) (71,110) (72,10) (72,121) (73,45) (73,86) (74,14) (74,117) (75,11) (75,120) (78,0) (79,53) (79,78) (83,51) (83,80) (86,29) (86,102) (87,55) (87,76) (91,50) (91,81) (93,61) (93,70) (95,10) (95,121) (102,28) (102,103) (105,16) (105,115) (108,17) (108,114) (109,4) (109,127) (110,2) (110,129) (112,1) (112,130) (117,38) (117,93) (119,29) (119,102) (120,25) (120,106) (121,9) (121,122) (122,1) (122,130) (123,28) (123,103) (128,13) (128,118) (129,19) (129,112)
8	y2 = x3 + 104x + 81	113	(0,9) (0,122) (1,29) (1,102) (2,64) (2,67) (3,17) (3,114) (6,2) (6,129) (9,49) (9,82) (10,5) (10,126) (12,31) (12,100) (14,58) (14,73) (15,13) (15,118) (16,48) (16,83) (17,9) (17,122) (20,27) (20,104) (21,28) (21,103) (22,21) (22,110) (23,19) (23,112) (28,29) (28,102) (29,32) (29,99) (31,52) (31,79) (32,26) (32,105) (34,52) (34,79) (35,22) (35,109) (36,35) (36,96) (39,24) (39,107) (40,11) (40,120) (43,58) (43,73) (45,16) (45,115) (46,26) (46,105) (47,18) (47,113) (48,56) (48,75) (53,26) (53,105) (58,3) (58,128) (66,52) (66,79) (69,12) (69,119) (72,0) (74,58) (74,73) (83,63) (83,68) (84,10) (84,121) (89,15) (89,116) (90,16) (90,115) (91,33) (91,98) (98,55) (98,76) (101,22) (101,109) (102,29) (102,102) (103,32) (103,99) (106,14) (106,117) (107,23) (107,108) (108,60) (108,71) (109,30) (109,101) (110,65) (110,66) (114,9) (114,122) (124,53) (124,78) (125,17) (125,114) (126,22) (126,109) (127,16) (127,115) (128,2) (128,129) (130,32) (130,99)
9	y2 = x3 + 57x + 25	113	(0,5) (0,126) (2,4) (2,127) (4,29) (4,102) (6,37) (6,94) (7,51) (7,80) (13,9) (13,122) (15,60) (15,71) (16,29) (16,102) (17,55) (17,76) (19,32) (19,99) (21,38) (21,93) (24,26) (24,105) (25,62) (25,69) (27,5) (27,126) (29,28) (29,103) (30,35) (30,96) (31,55) (31,76) (32,65) (32,66) (36,1) (36,130) (37,16) (37,115) (42,38) (42,93) (43,34) (43,97) (48,13) (48,118) (51,28) (51,103) (52,26) (52,105) (53,15) (53,116) (55,26) (55,105) (57,58) (57,73) (58,41) (58,90) (59,52) (59,79) (60,46) (60,85) (62,42) (62,89) (68,38) (68,93) (77,58) (77,73) (80,24) (80,107) (83,55) (83,76) (85,46) (85,85) (86,0) (92,61) (92,70) (95,7) (95,124) (97,21) (97,110) (100,13) (100,118) (101,2) (101,129) (102,24) (102,107) (104,5) (104,126) (106,23) (106,108) (109,31) (109,100) (111,29) (111,102) (112,27) (112,104) (114,13) (114,118) (117,46) (117,85) (118,10) (118,121) (119,44) (119,87) (121,17) (121,114) (123,57) (123,74) (128,58) (128,73) (129,54) (129,77)
10	y2 = x3 + 47x + 46	113	(0,35) (0,96) (1,15) (1,116) (4,6) (4,125) (5,12) (5,119) (6,46) (6,85) (7,60) (7,71) (10,59) (10,72) (11,45) (11,86) (15,14) (15,117) (17,16) (17,115) (18,49) (18,82) (23,60) (23,71) (24,8) (24,123) (27,13) (27,118) (36,29) (36,102) (37,13) (37,118) (38,51) (38,80) (39,26) (39,105) (40,65) (40,66) (44,24) (44,107) (47,19) (47,112) (50,8) (50,123) (51,65) (51,66) (52,35) (52,96) (53,41) (53,90) (55,4) (55,127) (56,38) (56,93) (57,8) (57,123) (58,27) (58,104) (59,63) (59,68) (62,36) (62,95) (67,13) (67,118) (72,61) (72,70) (74,40) (74,91) (75,58) (75,73) (78,30) (78,101) (79,35) (79,96) (80,37) (80,94) (81,40) (81,91) (85,34) (85,97) (88,0) (91,37) (91,94) (97,4) (97,127) (100,32) (100,99) (101,60) (101,71) (102,25) (102,106) (105,51) (105,80) (107,40) (107,91) (110,4) (110,127) (113,7) (113,124) (115,62) (115,69) (116,17) (116,114) (119,51) (119,80) (123,59) (123,72) (128,3) (128,128) (129,59) (129,72) (130,28) (130,103)
11	y2 = x3 + 115x + 112	113	(0,51) (0,80) (3,22) (3,109) (4,51) (4,80) (6,25) (6,106) (7,9) (7,122) (10,64) (10,67) (13,23) (13,108) (14,55) (14,76) (19,36) (19,95) (20,60) (20,71) (21,28) (21,103) (22,37) (22,94) (23,11) (23,120) (24,37) (24,94) (28,1) (28,130) (29,8) (29,123) (30,63) (30,68) (31,60) (31,71) (32,50) (32,81) (33,46) (33,85) (35,30) (35,101) (36,39) (36,92) (37,0) (38,50) (38,81) (46,54) (46,77) (48,17) (48,114) (49,16) (49,115) (54,6) (54,125) (61,50) (61,81) (65,13) (65,118) (66,29) (66,102) (67,59) (67,72) (71,49) (71,82) (75,43) (75,88) (78,47) (78,84) (79,47) (79,84) (80,60) (80,71) (81,10) (81,121) (82,19) (82,112) (84,20) (84,111) (85,37) (85,94) (91,5) (91,126) (92,57) (92,74) (95,12) (95,119) (105,47) (105,84) (107,54) (107,77) (109,54) (109,77) (112,32) (112,99) (116,11) (116,120) (117,9) (117,122) (120,23) (120,108) (121,53) (121,78) (123,11) (123,120) (124,55) (124,76) (125,56) (125,75) (127,51) (127,80) (129,23) (129,108)
12	y2 = x3 + 82x + 109	113	(0,41) (0,90) (1,42) (1,89) (4,34) (4,97) (7,41) (7,90) (9,2) (9,129) (15,28) (15,103) (16,43) (16,88) (18,9) (18,122) (19,50) (19,81) (20,29) (20,102) (25,19) (25,112) (26,6) (26,125) (27,28) (27,103) (29,26) (29,105) (30,15) (30,116) (32,0) (33,32) (33,99) (35,2) (35,129) (38,8) (38,123) (40,29) (40,102) (41,39) (41,92) (42,58) (42,73) (45,39) (45,92) (48,55) (48,76) (49,48) (49,83) (50,49) (50,82) (53,18) (53,113) (55,63) (55,68) (56,42) (56,89) (61,22) (61,109) (62,56) (62,75) (63,38) (63,93) (65,36) (65,95) (66,25) (66,106) (68,52) (68,79) (71,29) (71,102) (72,4) (72,127) (73,4) (73,127) (74,42) (74,89) (76,21) (76,110) (78,5) (78,126) (79,56) (79,75) (81,31) (81,100) (83,59) (83,72) (84,30) (84,101) (86,20) (86,111) (87,2) (87,129) (89,28) (89,103) (90,20) (90,111) (94,1) (94,130) (104,58) (104,73) (109,44) (109,87) (116,58) (116,73) (117,4) (117,127) (118,11) (118,120) (121,56) (121,75) (124,41) (124,90)
13	y2 = x3 + 78x + 123	113	(0,56) (0,75) (2,5) (2,126) (5,30) (5,101) (6,26) (6,105) (8,39) (8,92) (9,47) (9,84) (12,6) (12,125) (13,37) (13,94) (17,27) (17,104) (19,39) (19,92) (24,19) (24,112) (25,12) (25,119) (26,48) (26,83) (27,64) (27,67) (34,40) (34,91) (35,3) (35,128) (41,42) (41,89) (43,42) (43,89) (44,24) (44,107) (45,62) (45,69) (46,35) (46,96) (47,42) (47,89) (56,47) (56,84) (57,27) (57,104) (61,56) (61,75) (62,46) (62,85) (63,17) (63,114) (66,47) (66,84) (70,56) (70,75) (72,2) (72,129) (73,0) (74,33) (74,98) (76,46) (76,85) (77,25) (77,106) (82,58) (82,73) (87,60) (87,71) (89,7) (89,124) (91,59) (91,72) (93,53) (93,78) (95,35) (95,96) (100,3) (100,128) (102,14) (102,117) (103,22) (103,109) (104,39) (104,92) (105,13) (105,118) (106,44) (106,87) (107,4) (107,127) (108,21) (108,110) (112,64) (112,67) (114,33) (114,98) (121,35) (121,96) (123,64) (123,67) (124,46) (124,85) (125,15) (125,116) (126,1) (126,130) (127,3) (127,128) (130,31) (130,100)
14	y2 = x3 + 19x + 91	113	(0,22) (0,109) (3,31) (3,100) (4,10) (4,121) (5,7) (5,124) (6,40) (6,91) (7,49) (7,82) (8,10) (8,121) (9,27) (9,104) (10,44) (10,87) (11,37) (11,94) (13,35) (13,96) (18,34) (18,97) (27,47) (27,84) (28,49) (28,82) (30,46) (30,85) (32,18) (32,113) (36,3) (36,128) (41,19) (41,112) (42,62) (42,69) (43,51) (43,80) (44,31) (44,100) (45,41) (45,90) (47,20) (47,111) (48,30) (48,101) (51,22) (51,109) (56,24) (56,107) (59,2) (59,129) (60,65) (60,66) (62,28) (62,103) (63,48) (63,83) (65,14) (65,117) (66,36) (66,95) (67,33) (67,98) (68,57) (68,74) (69,61) (69,70) (76,58) (76,73) (80,22) (80,109) (84,31) (84,100) (85,0) (87,20) (87,111) (91,62) (91,69) (93,33) (93,98) (96,49) (96,82) (102,33) (102,98) (105,19) (105,112) (108,60) (108,71) (110,16) (110,115) (113,27) (113,104) (116,19) (116,112) (117,15) (117,116) (118,23) (118,108) (119,10) (119,121) (120,56) (120,75) (121,39) (121,92) (122,34) (122,97) (128,20) (128,111) (129,62) (129,69)
15	y2 = x3 + 95x + 15	113	(0,43) (0,88) (3,14) (3,117) (5,22) (5,109) (6,43) (6,88) (8,34) (8,97) (9,17) (9,114) (10,0) (11,65) (11,66) (12,1) (12,130) (13,33) (13,98) (14,40) (14,91) (15,19) (15,112) (16,28) (16,103) (19,65) (19,66) (21,23) (21,108) (22,35) (22,96) (31,1) (31,130) (32,45) (32,86) (33,7) (33,124) (34,57) (34,74) (36,7) (36,124) (37,39) (37,92) (39,40) (39,91) (46,14) (46,117) (50,59) (50,72) (54,13) (54,118) (55,23) (55,108) (59,58) (59,73) (60,60) (60,71) (61,2) (61,129) (62,7) (62,124) (69,51) (69,80) (74,55) (74,76) (75,11) (75,120) (76,5) (76,126) (77,56) (77,75) (78,40) (78,91) (82,14) (82,117) (83,55) (83,76) (84,8) (84,123) (86,30) (86,101) (88,1) (88,130) (89,12) (89,119) (90,64) (90,67) (94,9) (94,122) (95,51) (95,80) (96,53) (96,78) (98,51) (98,80) (99,25) (99,106) (101,65) (101,66) (105,55) (105,76) (110,5) (110,126) (116,18) (116,113) (122,38) (122,93) (123,61) (123,70) (124,29) (124,102) (125,43) (125,88)
16	y2 = x3 + 72x + 77	113	(0,48) (0,83) (3,53) (3,78) (4,6) (4,125) (5,13) (5,118) (7,20) (7,111) (8,36) (8,95) (9,12) (9,119) (10,15) (10,116) (12,7) (12,124) (18,0) (21,34) (21,97) (27,58) (27,73) (31,23) (31,108) (32,33) (32,98) (33,20) (33,111) (35,43) (35,88) (37,48) (37,83) (38,62) (38,69) (40,4) (40,127) (44,2) (44,129) (46,36) (46,95) (50,64) (50,67) (55,51) (55,80) (58,30) (58,101) (60,29) (60,102) (64,47) (64,84) (66,8) (66,123) (67,33) (67,98) (68,17) (68,114) (69,40) (69,91) (71,19) (71,112) (74,59) (74,72) (77,36) (77,95) (80,16) (80,115) (82,59) (82,72) (84,40) (84,91) (88,2) (88,129) (90,56) (90,75) (91,20) (91,111) (92,31) (92,100) (93,41) (93,90) (94,48) (94,83) (97,30) (97,101) (98,4) (98,127) (99,47) (99,84) (102,18) (102,113) (104,14) (104,117) (106,59) (106,72) (107,30) (107,101) (108,3) (108,128) (109,40) (109,91) (110,35) (110,96) (119,57) (119,74) (121,45) (121,86) (124,4) (124,127) (125,52) (125,79) (130,2) (130,129)
17	y2 = x3 + 120x + 20	113	(0,46) (0,85) (6,63) (6,68) (12,31) (12,100) (13,41) (13,90) (14,11) (14,120) (18,26) (18,105) (21,50) (21,81) (22,48) (22,83) (23,12) (23,119) (25,49) (25,82) (28,7) (28,124) (29,36) (29,95) (34,49) (34,82) (38,41) (38,90) (39,22) (39,109) (40,62) (40,69) (41,34) (41,97) (43,42) (43,89) (44,15) (44,116) (45,28) (45,103) (46,33) (46,98) (48,31) (48,100) (49,4) (49,127) (50,46) (50,85) (51,18) (51,113) (55,59) (55,72) (56,2) (56,129) (57,20) (57,111) (63,9) (63,122) (65,3) (65,128) (71,31) (71,100) (72,49) (72,82) (73,9) (73,122) (74,65) (74,66) (75,6) (75,125) (80,41) (80,90) (81,46) (81,85) (87,48) (87,83) (89,4) (89,127) (90,60) (90,71) (92,39) (92,92) (93,18) (93,113) (95,38) (95,93) (96,57) (96,74) (100,62) (100,69) (101,27) (101,104) (107,52) (107,79) (108,17) (108,114) (109,15) (109,116) (111,10) (111,121) (118,18) (118,113) (122,62) (122,69) (124,4) (124,127) (125,1) (125,130) (126,9) (126,122) (127,0) (129,54) (129,77)
18	y2 = x3 + 110x + 27	113	(0,17) (0,114) (1,20) (1,111) (4,20) (4,111) (6,36) (6,95) (8,41) (8,90) (9,49) (9,82) (12,18) (12,113) (13,36) (13,95) (15,27) (15,104) (17,28) (17,103) (20,3) (20,128) (23,24) (23,107) (25,18) (25,113) (26,17) (26,114) (28,13) (28,118) (32,40) (32,91) (36,48) (36,83) (37,56) (37,75) (38,28) (38,103) (39,25) (39,106) (40,62) (40,69) (42,2) (42,129) (46,51) (46,80) (47,40) (47,91) (52,40) (52,91) (54,27) (54,104) (57,19) (57,112) (58,33) (58,98) (60,53) (60,78) (62,27) (62,104) (63,47) (63,84) (65,26) (65,105) (66,65) (66,66) (67,21) (67,110) (73,12) (73,119) (76,28) (76,103) (80,44) (80,87) (81,38) (81,93) (87,0) (91,3) (91,128) (92,52) (92,79) (94,18) (94,113) (95,34) (95,97) (100,10) (100,121) (102,58) (102,73) (103,4) (103,127) (105,17) (105,114) (106,56) (106,75) (109,37) (109,94) (111,62) (111,69) (112,36) (112,95) (113,59) (113,72) (119,56) (119,75) (122,50) (122,81) (126,20) (126,111) (128,60) (128,71) (129,42) (129,89)
19	y2 = x3 + 23x + 7	113	(0,20) (0,111) (2,42) (2,89) (6,19) (6,112) (8,21) (8,110) (10,53) (10,78) (12,35) (12,96) (14,45) (14,86) (15,37) (15,94) (25,15) (25,116) (34,20) (34,111) (35,8) (35,123) (37,40) (37,91) (39,15) (39,116) (41,21) (41,110) (42,28) (42,103) (44,23) (44,108) (45,27) (45,104) (46,46) (46,85) (48,22) (48,109) (50,2) (50,129) (51,39) (51,92) (53,34) (53,97) (56,42) (56,89) (58,52) (58,79) (59,5) (59,126) (60,53) (60,78) (61,53) (61,78) (63,30) (63,101) (66,64) (66,67) (67,15) (67,116) (69,30) (69,101) (73,42) (73,89) (75,52) (75,79) (80,14) (80,117) (82,21) (82,110) (84,54) (84,77) (85,16) (85,115) (87,3) (87,128) (89,4) (89,127) (91,60) (91,71) (94,36) (94,95) (96,9) (96,122) (97,20) (97,111) (99,63) (99,68) (101,58) (101,73) (103,27) (103,104) (107,33) (107,98) (111,18) (111,113) (113,7) (113,124) (114,27) (114,104) (118,0) (119,19) (119,112) (124,17) (124,114) (125,35) (125,96) (127,47) (127,84) (129,52) (129,79) (130,30) (130,101)
20	y2 = x3 + 93x + 13	113	(0,12) (0,119) (1,32) (1,99) (6,1) (6,130) (9,20) (9,111) (10,41) (10,90) (11,3) (11,128) (13,12) (13,119) (14,28) (14,103) (18,24) (18,107) (20,21) (20,110) (22,0) (25,4) (25,127) (29,47) (29,84) (32,16) (32,115) (33,51) (33,80) (34,64) (34,67) (37,2) (37,129) (42,18) (42,113) (46,44) (46,87) (47,1) (47,130) (53,5) (53,126) (54,37) (54,94) (57,65) (57,66) (58,58) (58,73) (59,10) (59,121) (61,50) (61,81) (65,9) (65,122) (67,27) (67,104) (68,9) (68,122) (70,43) (70,88) (75,10) (75,121) (78,1) (78,130) (80,13) (80,118) (81,61) (81,70) (84,5) (84,126) (85,29) (85,102) (91,46) (91,85) (93,65) (93,66) (98,62) (98,69) (100,58) (100,73) (101,22) (101,109) (102,31) (102,100) (104,58) (104,73) (105,18) (105,113) (108,36) (108,95) (110,14) (110,117) (111,41) (111,90) (112,65) (112,66) (113,57) (113,74) (115,18) (115,113) (117,40) (117,91) (118,12) (118,119) (121,21) (121,110) (125,5) (125,126) (127,25) (127,106) (128,10) (128,121) (129,9) (129,122)
21	y2 = x3 + 83x + 61	113	(0,42) (0,89) (3,59) (3,72) (4,8) (4,123) (5,48) (5,83) (8,53) (8,78) (12,54) (12,77) (13,18) (13,113) (16,30) (16,101) (19,47) (19,84) (20,17) (20,114) (21,42) (21,89) (27,34) (27,97) (28,44) (28,87) (34,23) (34,108) (37,59) (37,72) (45,48) (45,83) (48,55) (48,76) (50,62) (50,69) (52,19) (52,112) (54,22) (54,109) (55,35) (55,96) (57,64) (57,67) (58,9) (58,122) (60,31) (60,100) (64,43) (64,88) (65,38) (65,93) (67,32) (67,99) (73,33) (73,98) (75,61) (75,70) (78,29) (78,102) (81,48) (81,83) (82,31) (82,100) (85,63) (85,68) (86,62) (86,69) (87,49) (87,82) (88,63) (88,68) (89,63) (89,68) (90,7) (90,124) (91,59) (91,72) (92,56) (92,75) (96,0) (97,36) (97,95) (99,20) (99,111) (101,35) (101,96) (103,46) (103,85) (105,34) (105,97) (106,35) (106,96) (110,42) (110,89) (112,3) (112,128) (114,5) (114,126) (118,45) (118,86) (120,31) (120,100) (121,14) (121,117) (123,8) (123,123) (126,62) (126,69) (127,53) (127,78) (130,34) (130,97)
22	y2 = x3 + 130x + 100	113	(0,10) (0,121) (1,10) (1,121) (5,58) (5,73) (6,21) (6,110) (7,49) (7,82) (8,39) (8,92) (9,54) (9,77) (12,47) (12,84) (20,58) (20,73) (21,63) (21,68) (23,42) (23,89) (28,4) (28,127) (29,15) (29,116) (30,52) (30,79) (31,56) (31,75) (36,52) (36,79) (38,62) (38,69) (40,1) (40,130) (41,27) (41,104) (42,0) (45,2) (45,129) (48,39) (48,92) (49,18) (49,113) (53,34) (53,97) (54,21) (54,110) (59,55) (59,76) (60,26) (60,105) (62,48) (62,83) (63,23) (63,108) (64,7) (64,124) (65,52) (65,79) (67,46) (67,85) (68,8) (68,123) (69,56) (69,75) (71,21) (71,110) (73,57) (73,74) (75,39) (75,92) (77,26) (77,105) (79,32) (79,99) (82,20) (82,111) (85,55) (85,76) (86,14) (86,117) (99,30) (99,101) (100,48) (100,83) (103,61) (103,70) (104,15) (104,116) (106,58) (106,73) (107,29) (107,102) (115,9) (115,122) (116,43) (116,88) (117,11) (117,120) (118,55) (118,76) (121,17) (121,114) (122,64) (122,67) (125,26) (125,105) (129,15) (129,116) (130,10) (130,121)
23	y2 = x3 + 67x + 21	113	(0,26) (0,105) (1,58) (1,73) (4,22) (4,109) (8,26) (8,105) (9,49) (9,82) (12,8) (12,123) (14,64) (14,67) (16,39) (16,92) (20,45) (20,86) (22,22) (22,109) (23,57) (23,74) (28,20) (28,111) (30,39) (30,92) (33,21) (33,110) (35,35) (35,96) (38,42) (38,89) (39,11) (39,120) (44,11) (44,120) (48,11) (48,120) (52,12) (52,119) (55,49) (55,82) (57,0) (59,43) (59,88) (61,23) (61,108) (65,44) (65,87) (67,49) (67,82) (69,46) (69,85) (71,9) (71,122) (72,17) (72,114) (73,55) (73,76) (75,56) (75,75) (78,48) (78,83) (80,18) (80,113) (83,24) (83,107) (85,39) (85,92) (87,24) (87,107) (89,4) (89,127) (91,46) (91,85) (92,24) (92,107) (93,51) (93,80) (94,59) (94,72) (98,16) (98,115) (100,36) (100,95) (102,46) (102,85) (103,64) (103,67) (104,12) (104,119) (105,22) (105,109) (106,12) (106,119) (111,47) (111,84) (112,50) (112,81) (117,20) (117,111) (119,41) (119,90) (120,7) (120,124) (123,26) (123,105) (125,53) (125,78) (128,29) (128,102) (130,52) (130,79)
24	y2 = x3 + 87x + 102	113	(0,44) (0,87) (1,37) (1,94) (4,11) (4,120) (5,20) (5,111) (8,0) (10,20) (10,111) (12,56) (12,75) (14,38) (14,93) (17,59) (17,72) (18,65) (18,66) (19,19) (19,112) (21,29) (21,102) (26,40) (26,91) (29,40) (29,91) (31,44) (31,87) (33,38) (33,93) (35,33) (35,98) (39,14) (39,117) (40,36) (40,95) (41,4) (41,127) (43,54) (43,77) (44,54) (44,77) (45,6) (45,125) (46,35) (46,96) (48,30) (48,101) (49,61) (49,70) (51,65) (51,66) (53,53) (53,78) (55,62) (55,69) (60,60) (60,71) (62,65) (62,66) (63,7) (63,124) (70,48) (70,83) (72,32) (72,99) (73,51) (73,80) (75,1) (75,130) (76,40) (76,91) (78,43) (78,88) (81,7) (81,124) (82,46) (82,85) (84,38) (84,93) (85,17) (85,114) (87,63) (87,68) (88,63) (88,68) (89,49) (89,82) (95,15) (95,116) (100,44) (100,87) (102,62) (102,69) (103,39) (103,92) (105,62) (105,69) (107,33) (107,98) (112,57) (112,74) (114,28) (114,103) (116,20) (116,111) (118,7) (118,124) (119,9) (119,122) (120,33) (120,98)
25	y2 = x3 + 71x + 9	113	(0,3) (0,128) (1,9) (1,122) (2,40) (2,91) (7,60) (7,71) (8,33) (8,98) (10,4) (10,127) (11,5) (11,126) (12,10) (12,121) (16,1) (16,130) (18,62) (18,69) (22,6) (22,125) (25,36) (25,95) (26,49) (26,82) (27,16) (27,115) (28,32) (28,99) (35,49) (35,82) (39,38) (39,93) (40,63) (40,68) (41,61) (41,70) (43,63) (43,68) (45,3) (45,128) (46,38) (46,93) (47,50) (47,81) (48,63) (48,68) (50,21) (50,110) (51,33) (51,98) (53,54) (53,77) (54,35) (54,96) (56,0) (59,34) (59,97) (60,53) (60,78) (64,51) (64,80) (66,42) (66,89) (70,49) (70,82) (71,22) (71,109) (72,33) (72,98) (74,8) (74,123) (80,34) (80,97) (81,25) (81,106) (84,20) (84,111) (85,43) (85,88) (86,3) (86,128) (92,43) (92,88) (94,35) (94,96) (95,61) (95,70) (97,39) (97,92) (98,51) (98,80) (99,48) (99,83) (100,51) (100,80) (109,47) (109,84) (111,26) (111,105) (114,35) (114,96) (118,65) (118,66) (119,7) (119,124) (123,34) (123,97) (126,61) (126,70) (129,11) (129,120)
26	y2 = x3 + 54x + 49	113	(0,7) (0,124) (2,54) (2,77) (3,32) (3,99) (6,14) (6,117) (11,3) (11,128) (14,55) (14,76) (18,33) (18,98) (19,27) (19,104) (25,16) (25,115) (26,54) (26,77) (27,19) (27,112) (28,8) (28,123) (31,27) (31,104) (34,29) (34,102) (35,55) (35,76) (36,21) (36,110) (37,13) (37,118) (39,64) (39,67) (43,38) (43,93) (44,25) (44,106) (47,13) (47,118) (48,7) (48,124) (51,0) (52,46) (52,85) (55,50) (55,81) (56,23) (56,108) (59,18) (59,113) (63,12) (63,119) (64,51) (64,80) (66,17) (66,114) (67,36) (67,95) (72,6) (72,125) (74,5) (74,126) (77,12) (77,119) (81,27) (81,104) (82,55) (82,76) (83,7) (83,124) (84,45) (84,86) (86,40) (86,91) (91,31) (91,100) (92,60) (92,71) (94,45) (94,86) (97,49) (97,82) (98,53) (98,78) (103,54) (103,77) (105,8) (105,123) (107,16) (107,115) (109,38) (109,93) (110,38) (110,93) (114,47) (114,84) (120,58) (120,73) (121,9) (121,122) (122,12) (122,119) (124,30) (124,101) (125,65) (125,66) (129,8) (129,123) (130,16) (130,115)
27	y2 = x3 + 122x + 80	113	(0,39) (0,92) (3,39) (3,92) (4,34) (4,97) (13,8) (13,123) (15,62) (15,69) (16,44) (16,87) (18,36) (18,95) (21,47) (21,84) (24,8) (24,123) (27,1) (27,130) (28,54) (28,77) (31,36) (31,95) (35,14) (35,117) (36,13) (36,118) (38,30) (38,101) (46,18) (46,113) (47,11) (47,120) (49,49) (49,82) (50,7) (50,124) (55,30) (55,101) (56,62) (56,69) (58,2) (58,129) (59,31) (59,100) (60,62) (60,69) (61,12) (61,119) (63,23) (63,108) (64,33) (64,98) (69,59) (69,72) (70,4) (70,127) (73,5) (73,126) (76,35) (76,96) (82,36) (82,95) (83,22) (83,109) (84,63) (84,68) (86,55) (86,76) (87,7) (87,124) (88,52) (88,79) (89,56) (89,75) (90,33) (90,98) (92,18) (92,113) (93,35) (93,96) (94,8) (94,123) (100,49) (100,82) (101,27) (101,104) (104,40) (104,91) (106,20) (106,111) (108,33) (108,98) (113,49) (113,82) (114,6) (114,125) (115,53) (115,78) (120,17) (120,114) (123,65) (123,66) (124,18) (124,113) (125,7) (125,124) (126,0) (127,24) (127,107) (128,39) (128,92)
28	y2 = x3 + 124x + 114	113	(0,30) (0,101) (1,34) (1,97) (2,34) (2,97) (7,43) (7,88) (8,35) (8,96) (9,16) (9,115) (11,53) (11,78) (12,29) (12,102) (14,3) (14,128) (15,41) (15,90) (17,42) (17,89) (19,40) (19,91) (20,30) (20,101) (21,53) (21,78) (24,43) (24,88) (27,58) (27,73) (29,14) (29,117) (30,7) (30,124) (32,63) (32,68) (34,50) (34,81) (35,13) (35,118) (36,12) (36,119) (43,14) (43,117) (44,44) (44,87) (49,31) (49,100) (50,24) (50,107) (54,0) (56,45) (56,86) (59,14) (59,117) (61,13) (61,118) (62,51) (62,80) (63,54) (63,77) (65,25) (65,106) (67,5) (67,126) (68,60) (68,71) (70,37) (70,94) (73,27) (73,104) (76,25) (76,106) (81,62) (81,69) (82,61) (82,70) (91,45) (91,86) (93,2) (93,129) (95,52) (95,79) (96,37) (96,94) (99,53) (99,78) (100,43) (100,88) (101,21) (101,110) (105,55) (105,76) (109,10) (109,121) (110,63) (110,68) (111,30) (111,101) (113,33) (113,98) (114,6) (114,125) (115,45) (115,86) (120,63) (120,68) (121,25) (121,106) (128,34) (128,97)
29	y2 = x3 + 85x + 1	113	(0,1) (0,130) (2,21) (2,110) (3,26) (3,105) (4,55) (4,76) (5,17) (5,114) (12,28) (12,103) (13,40) (13,91) (14,23) (14,108) (18,17) (18,114) (19,22) (19,109) (20,20) (20,111) (21,49) (21,82) (22,27) (22,104) (27,44) (27,87) (29,0) (34,12) (34,119) (35,1) (35,130) (37,58) (37,73) (42,32) (42,99) (43,41) (43,90) (44,32) (44,99) (45,32) (45,99) (48,21) (48,110) (52,55) (52,76) (53,47) (53,84) (56,11) (56,120) (57,58) (57,73) (59,3) (59,128) (61,64) (61,67) (63,52) (63,79) (66,45) (66,86) (68,7) (68,124) (69,60) (69,71) (74,31) (74,100) (75,55) (75,76) (77,16) (77,115) (78,46) (78,85) (79,11) (79,120) (80,33) (80,98) (81,21) (81,110) (90,13) (90,118) (93,60) (93,71) (94,31) (94,100) (95,14) (95,117) (96,1) (96,130) (98,64) (98,67) (100,60) (100,71) (103,64) (103,67) (108,17) (108,114) (109,37) (109,94) (114,18) (114,113) (118,57) (118,74) (119,2) (119,129) (125,42) (125,89) (127,11) (127,120) (128,51) (128,80) (130,35) (130,96)
30	y2 = x3 + 96x + 121	113	(0,11) (0,120) (2,37) (2,94) (3,49) (3,82) (4,62) (4,69) (8,22) (8,109) (9,50) (9,81) (15,58) (15,73) (19,17) (19,114) (21,1) (21,130) (22,49) (22,82) (24,23) (24,108) (29,35) (29,96) (31,20) (31,111) (34,30) (34,101) (35,47) (35,84) (36,45) (36,86) (38,52) (38,79) (41,50) (41,81) (42,54) (42,77) (48,33) (48,98) (50,10) (50,121) (52,7) (52,124) (55,64) (55,67) (58,41) (58,90) (59,56) (59,75) (64,11) (64,120) (67,11) (67,120) (68,0) (69,5) (69,126) (71,12) (71,119) (74,42) (74,89) (77,31) (77,100) (78,9) (78,122) (79,18) (79,113) (81,50) (81,81) (84,56) (84,75) (85,5) (85,126) (86,31) (86,100) (87,29) (87,102) (88,8) (88,123) (89,48) (89,83) (90,10) (90,121) (93,17) (93,114) (96,28) (96,103) (99,31) (99,100) (101,41) (101,90) (102,14) (102,117) (103,41) (103,90) (106,49) (106,82) (108,5) (108,126) (112,52) (112,79) (113,40) (113,91) (117,15) (117,116) (119,56) (119,75) (122,10) (122,121) (123,46) (123,85) (129,24) (129,107)
31	y2 = x3 + 10x + 4	113	(0,2) (0,129) (1,43) (1,88) (3,42) (3,89) (4,34) (4,97) (5,21) (5,110) (11,2) (11,129) (15,56) (15,75) (17,41) (17,90) (18,11) (18,120) (21,49) (21,82) (25,40) (25,91) (27,62) (27,69) (29,29) (29,102) (32,39) (32,92) (38,57) (38,74) (39,34) (39,97) (41,6) (41,125) (46,27) (46,104) (47,26) (47,105) (49,51) (49,80) (52,62) (52,69) (55,64) (55,67) (57,3) (57,128) (58,47) (58,84) (59,33) (59,98) (60,42) (60,89) (61,21) (61,110) (65,21) (65,110) (66,22) (66,109) (68,42) (68,89) (69,0) (70,22) (70,109) (77,36) (77,95) (79,15) (79,116) (82,17) (82,114) (83,46) (83,85) (85,14) (85,117) (86,28) (86,103) (88,34) (88,97) (89,64) (89,67) (93,54) (93,77) (96,3) (96,128) (97,61) (97,70) (99,37) (99,94) (100,65) (100,66) (102,52) (102,79) (104,15) (104,116) (108,24) (108,107) (109,3) (109,128) (116,4) (116,127) (118,64) (118,67) (119,11) (119,120) (120,2) (120,129) (122,44) (122,87) (125,11) (125,120) (126,22) (126,109) (129,32) (129,99)
32	y2 = x3 + 70x + 36	113	(0,6) (0,125) (1,32) (1,99) (2,61) (2,70) (3,50) (3,81) (8,45) (8,86) (10,65) (10,66) (11,33) (11,98) (15,20) (15,111) (16,55) (16,76) (17,47) (17,84) (20,2) (20,129) (21,5) (21,126) (22,33) (22,98) (23,53) (23,78) (26,31) (26,100) (27,16) (27,115) (31,65) (31,66) (34,18) (34,113) (35,64) (35,67) (38,37) (38,94) (41,63) (41,68) (42,6) (42,125) (50,5) (50,126) (52,61) (52,70) (56,44) (56,87) (57,29) (57,102) (60,5) (60,126) (63,22) (63,109) (64,59) (64,72) (68,51) (68,80) (70,0) (75,25) (75,106) (77,61) (77,70) (78,8) (78,123) (80,29) (80,102) (82,1) (82,130) (84,9) (84,122) (86,9) (86,122) (88,7) (88,124) (89,6) (89,125) (90,65) (90,66) (91,35) (91,96) (92,9) (92,122) (93,12) (93,119) (98,33) (98,98) (99,23) (99,108) (100,63) (100,68) (105,40) (105,91) (106,52) (106,79) (107,11) (107,120) (112,10) (112,121) (115,45) (115,86) (116,14) (116,117) (121,63) (121,68) (123,55) (123,76) (125,29) (125,102) (128,42) (128,89)
33	y2 = x3 + 37x + 44	113	(0,31) (0,100) (4,16) (4,115) (6,58) (6,73) (9,53) (9,78) (13,44) (13,87) (15,31) (15,100) (16,4) (16,127) (17,52) (17,79) (18,56) (18,75) (20,20) (20,111) (22,41) (22,90) (24,52) (24,79) (27,40) (27,91) (28,32) (28,99) (33,28) (33,103) (37,37) (37,94) (38,56) (38,75) (41,2) (41,129) (42,19) (42,112) (43,61) (43,70) (44,38) (44,93) (46,35) (46,96) (47,46) (47,85) (49,54) (49,77) (51,62) (51,69) (52,21) (52,110) (53,25) (53,106) (57,4) (57,127) (58,4) (58,127) (59,44) (59,87) (65,3) (65,128) (67,26) (67,105) (72,36) (72,95) (75,56) (75,75) (76,10) (76,121) (77,3) (77,128) (80,49) (80,82) (83,27) (83,104) (88,64) (88,67) (90,52) (90,79) (91,8) (91,123) (96,26) (96,105) (99,26) (99,105) (101,19) (101,112) (103,51) (103,80) (104,45) (104,86) (105,34) (105,97) (106,0) (107,2) (107,129) (111,9) (111,122) (112,39) (112,92) (114,2) (114,129) (116,31) (116,100) (118,36) (118,95) (119,19) (119,112) (120,3) (120,128) (127,15) (127,116)
34	y2 = x3 + 73x + 74	113	(0,27) (0,104) (3,53) (3,78) (7,50) (7,81) (10,25) (10,106) (11,51) (11,80) (12,53) (12,78) (14,33) (14,98) (18,43) (18,88) (20,44) (20,87) (23,54) (23,77) (24,42) (24,89) (25,25) (25,106) (27,47) (27,84) (31,65) (31,66) (36,44) (36,87) (38,39) (38,92) (39,43) (39,88) (40,61) (40,70) (43,37) (43,94) (44,62) (44,69) (45,65) (45,66) (47,63) (47,68) (49,16) (49,115) (51,48) (51,83) (53,27) (53,104) (55,65) (55,66) (56,35) (56,96) (58,13) (58,118) (60,51) (60,80) (64,49) (64,82) (65,26) (65,105) (67,57) (67,74) (69,15) (69,116) (70,36) (70,95) (71,6) (71,125) (74,43) (74,88) (75,44) (75,87) (77,45) (77,86) (78,27) (78,104) (84,41) (84,90) (88,58) (88,73) (95,35) (95,96) (96,25) (96,106) (97,48) (97,83) (104,64) (104,67) (108,30) (108,101) (109,38) (109,93) (111,35) (111,96) (112,9) (112,122) (114,48) (114,83) (116,53) (116,78) (117,32) (117,99) (120,6) (120,125) (122,28) (122,103) (125,59) (125,72) (126,34) (126,97) (130,0)
35	y2 = x3 + 51x + 89	113	(0,58) (0,73) (3,20) (3,111) (7,38) (7,93) (10,17) (10,114) (11,4) (11,127) (17,57) (17,74) (18,17) (18,114) (27,53) (27,78) (28,46) (28,85) (30,42) (30,89) (31,26) (31,105) (32,6) (32,125) (33,51) (33,80) (38,62) (38,69) (39,58) (39,73) (40,57) (40,74) (41,19) (41,112) (42,48) (42,83) (43,62) (43,69) (44,3) (44,128) (46,39) (46,92) (50,62) (50,69) (52,64) (52,67) (53,44) (53,87) (54,15) (54,116) (60,36) (60,95) (62,43) (62,88) (64,22) (64,109) (66,0) (68,24) (68,107) (70,65) (70,66) (71,42) (71,89) (73,22) (73,109) (74,57) (74,74) (75,63) (75,68) (77,52) (77,79) (79,55) (79,76) (83,44) (83,87) (87,13) (87,118) (89,25) (89,106) (92,58) (92,73) (94,39) (94,92) (96,10) (96,121) (99,50) (99,81) (101,36) (101,95) (102,40) (102,91) (103,17) (103,114) (109,41) (109,90) (111,34) (111,97) (112,11) (112,120) (113,46) (113,85) (119,32) (119,99) (121,46) (121,85) (122,39) (122,92) (124,31) (124,100) (125,22) (125,109) (126,44) (126,87)
36	y2 = x3 + 56x + 113	113	(0,47) (0,84) (1,63) (1,68) (2,44) (2,87) (3,35) (3,96) (5,16) (5,115) (7,18) (7,113) (8,5) (8,126) (9,6) (9,125) (10,25) (10,106) (13,5) (13,126) (15,23) (15,108) (19,62) (19,69) (20,60) (20,71) (23,59) (23,72) (25,34) (25,97) (28,61) (28,70) (32,58) (32,73) (33,63) (33,68) (35,43) (35,88) (36,61) (36,70) (37,62) (37,69) (39,35) (39,96) (42,7) (42,124) (47,14) (47,117) (49,36) (49,95) (51,64) (51,67) (53,28) (53,103) (59,47) (59,84) (60,21) (60,110) (61,9) (61,122) (65,38) (65,93) (67,61) (67,70) (72,47) (72,84) (75,62) (75,69) (76,33) (76,98) (77,10) (77,121) (79,13) (79,118) (80,45) (80,86) (81,13) (81,118) (82,41) (82,90) (89,35) (89,96) (91,40) (91,91) (92,7) (92,124) (96,39) (96,92) (97,63) (97,68) (102,13) (102,118) (104,3) (104,128) (108,46) (108,85) (110,5) (110,126) (114,55) (114,76) (115,19) (115,112) (120,0) (121,16) (121,115) (122,37) (122,94) (124,65) (124,66) (126,25) (126,106) (128,7) (128,124)
37	y2 = x3 + 66x + 45	113	(0,62) (0,69) (1,51) (1,80) (5,32) (5,99) (7,8) (7,123) (9,53) (9,78) (14,62) (14,69) (19,6) (19,125) (20,8) (20,123) (21,9) (21,122) (25,40) (25,91) (26,39) (26,92) (28,38) (28,93) (30,27) (30,104) (31,7) (31,124) (33,63) (33,68) (35,64) (35,67) (41,43) (41,88) (44,25) (44,106) (47,27) (47,104) (49,43) (49,88) (51,52) (51,79) (54,27) (54,104) (55,55) (55,76) (61,19) (61,112) (65,42) (65,89) (67,0) (71,54) (71,77) (73,15) (73,116) (74,56) (74,75) (77,4) (77,127) (79,57) (79,74) (81,16) (81,115) (82,59) (82,72) (84,4) (84,127) (88,19) (88,112) (90,59) (90,72) (91,52) (91,79) (93,49) (93,82) (94,23) (94,108) (95,20) (95,111) (96,29) (96,102) (99,50) (99,81) (100,33) (100,98) (101,4) (101,127) (104,8) (104,123) (106,18) (106,113) (110,3) (110,128) (113,19) (113,112) (114,6) (114,125) (116,38) (116,93) (117,62) (117,69) (118,38) (118,93) (120,52) (120,79) (123,61) (123,70) (126,30) (126,101) (129,6) (129,125) (130,41) (130,90)
38	y2 = x3 + 26x + 39	113	(0,63) (0,68) (2,19) (2,112) (3,12) (3,119) (11,52) (11,79) (12,30) (12,101) (14,38) (14,93) (15,23) (15,108) (20,31) (20,100) (21,26) (21,105) (24,48) (24,83) (31,47) (31,84) (39,51) (39,80) (42,5) (42,126) (43,19) (43,112) (44,13) (44,118) (46,37) (46,94) (48,23) (48,108) (50,29) (50,102) (51,38) (51,93) (54,2) (54,129) (55,65) (55,66) (57,63) (57,68) (58,40) (58,91) (61,50) (61,81) (64,12) (64,119) (65,59) (65,72) (66,38) (66,93) (67,14) (67,117) (68,23) (68,108) (69,22) (69,109) (74,63) (74,68) (76,62) (76,69) (77,27) (77,104) (78,33) (78,98) (80,59) (80,72) (82,8) (82,123) (86,19) (86,112) (89,61) (89,70) (94,13) (94,118) (95,0) (98,29) (98,102) (102,21) (102,110) (107,1) (107,130) (108,51) (108,80) (111,54) (111,77) (113,17) (113,114) (114,29) (114,102) (115,51) (115,80) (117,59) (117,72) (120,16) (120,115) (121,58) (121,73) (123,57) (123,74) (124,13) (124,118) (125,45) (125,86) (126,35) (126,96) (128,14) (128,117) (130,55) (130,76)
39	y2 = x3 + 98x + 53	113	(0,61) (0,70) (1,26) (1,105) (3,51) (3,80) (5,12) (5,119) (7,54) (7,77) (8,63) (8,68) (12,59) (12,72) (14,34) (14,97) (16,52) (16,79) (23,8) (23,123) (26,38) (26,93) (27,51) (27,80) (28,11) (28,120) (29,6) (29,125) (30,16) (30,115) (31,1) (31,130) (32,60) (32,71) (33,29) (33,102) (34,30) (34,101) (36,8) (36,123) (39,24) (39,107) (41,5) (41,126) (43,14) (43,117) (45,58) (45,73) (50,1) (50,130) (51,26) (51,105) (54,32) (54,99) (55,48) (55,83) (61,15) (61,116) (62,50) (62,81) (63,13) (63,118) (65,61) (65,70) (66,61) (66,70) (70,55) (70,76) (72,8) (72,123) (73,39) (73,92) (78,13) (78,118) (79,26) (79,105) (81,57) (81,74) (88,33) (88,98) (90,9) (90,122) (97,56) (97,75) (99,49) (99,82) (100,57) (100,74) (101,51) (101,80) (104,16) (104,115) (107,11) (107,120) (110,0) (111,7) (111,124) (112,41) (112,90) (113,29) (113,102) (116,29) (116,102) (117,28) (117,103) (121,13) (121,118) (125,64) (125,67) (127,11) (127,120) (128,16) (128,115)
40	y2 = x3 + 14x + 35	113	(0,64) (0,67) (5,19) (5,112) (8,2) (8,129) (17,48) (17,83) (20,18) (20,113) (21,17) (21,114) (25,40) (25,91) (26,40) (26,91) (27,61) (27,70) (28,41) (28,90) (32,34) (32,97) (33,4) (33,127) (35,63) (35,68) (36,64) (36,67) (39,65) (39,66) (40,55) (40,76) (41,10) (41,121) (42,33) (42,98) (46,17) (46,114) (47,41) (47,90) (48,39) (48,92) (49,48) (49,83) (53,24) (53,107) (54,20) (54,111) (56,41) (56,90) (58,30) (58,101) (59,35) (59,96) (61,42) (61,89) (62,5) (62,126) (63,19) (63,112) (64,17) (64,114) (65,48) (65,83) (67,49) (67,82) (68,44) (68,87) (69,62) (69,69) (70,3) (70,128) (71,0) (74,8) (74,123) (76,35) (76,96) (77,60) (77,71) (79,21) (79,110) (80,40) (80,91) (83,11) (83,120) (85,49) (85,82) (90,25) (90,106) (91,53) (91,78) (93,31) (93,100) (95,64) (95,67) (101,16) (101,115) (110,49) (110,82) (113,34) (113,97) (115,13) (115,118) (117,34) (117,97) (121,27) (121,104) (126,44) (126,87) (127,35) (127,96) (130,46) (130,85)
41	y2 = x3 + 40x + 99	113	(0,19) (0,112) (1,3) (1,128) (4,42) (4,89) (9,3) (9,128) (10,53) (10,78) (11,6) (11,125) (12,39) (12,92) (13,14) (13,117) (15,12) (15,119) (17,37) (17,94) (18,25) (18,106) (21,47) (21,84) (22,19) (22,112) (24,39) (24,92) (26,47) (26,84) (27,65) (27,66) (30,38) (30,93) (33,26) (33,105) (37,15) (37,116) (39,60) (39,71) (44,37) (44,94) (46,34) (46,97) (49,57) (49,74) (53,61) (53,70) (54,54) (54,77) (55,48) (55,83) (58,30) (58,101) (62,28) (62,103) (64,24) (64,107) (67,43) (67,88) (68,10) (68,121) (70,37) (70,94) (73,52) (73,79) (76,11) (76,120) (77,65) (77,66) (81,13) (81,118) (84,47) (84,84) (86,61) (86,70) (89,7) (89,124) (90,4) (90,127) (92,2) (92,129) (95,39) (95,92) (96,44) (96,87) (97,62) (97,69) (98,35) (98,96) (101,8) (101,123) (104,54) (104,77) (108,51) (108,80) (109,19) (109,112) (121,3) (121,128) (122,53) (122,78) (123,61) (123,70) (124,0) (125,6) (125,125) (126,6) (126,125) (129,50) (129,81) (130,53) (130,78)
42	y2 = x3 + 128x + 3	113	(0,38) (0,93) (1,1) (1,130) (2,23) (2,108) (3,26) (3,105) (4,29) (4,102) (5,47) (5,84) (7,60) (7,71) (12,56) (12,75) (13,14) (13,117) (15,53) (15,78) (16,11) (16,120) (22,57) (22,74) (23,7) (23,124) (24,0) (28,16) (28,115) (30,53) (30,78) (34,6) (34,125) (36,35) (36,96) (38,38) (38,93) (42,9) (42,122) (44,6) (44,125) (47,8) (47,123) (49,28) (49,103) (51,45) (51,86) (53,6) (53,125) (54,57) (54,74) (55,57) (55,74) (57,61) (57,70) (58,12) (58,119) (59,37) (59,94) (63,31) (63,100) (74,52) (74,79) (78,25) (78,106) (79,30) (79,101) (80,48) (80,83) (85,20) (85,111) (86,53) (86,78) (87,25) (87,106) (88,50) (88,81) (92,12) (92,119) (93,38) (93,93) (94,17) (94,114) (95,22) (95,109) (97,25) (97,106) (98,37) (98,94) (99,9) (99,122) (103,55) (103,76) (105,37) (105,94) (112,12) (112,119) (115,4) (115,127) (117,24) (117,107) (120,43) (120,88) (121,9) (121,122) (123,63) (123,68) (124,27) (124,104) (129,1) (129,130) (130,23) (130,108)
43	y2 = x3 + 22x + 59	113	(0,37) (0,94) (3,26) (3,105) (4,39) (4,92) (10,10) (10,121) (11,45) (11,86) (13,61) (13,70) (16,61) (16,70) (19,0) (23,5) (23,126) (24,1) (24,130) (25,11) (25,120) (26,28) (26,103) (29,14) (29,117) (31,3) (31,128) (34,5) (34,126) (35,9) (35,122) (37,49) (37,82) (39,32) (39,99) (40,15) (40,116) (41,37) (41,94) (44,12) (44,119) (45,9) (45,122) (49,10) (49,121) (51,9) (51,122) (53,32) (53,99) (61,7) (61,124) (62,26) (62,105) (64,63) (64,68) (66,26) (66,105) (68,43) (68,88) (72,10) (72,121) (74,5) (74,126) (75,42) (75,89) (77,21) (77,110) (78,50) (78,81) (79,7) (79,124) (81,51) (81,80) (87,57) (87,74) (90,37) (90,94) (92,50) (92,81) (94,59) (94,72) (95,65) (95,66) (99,56) (99,75) (100,41) (100,90) (102,61) (102,70) (107,36) (107,95) (109,18) (109,113) (111,38) (111,93) (114,55) (114,76) (115,14) (115,117) (117,46) (117,85) (118,14) (118,117) (120,53) (120,78) (122,7) (122,124) (127,13) (127,118) (129,20) (129,111) (130,6) (130,125)
44	y2 = x3 + 90x + 108	113	(0,34) (0,97) (2,54) (2,77) (3,55) (3,76) (5,40) (5,91) (7,65) (7,66) (9,59) (9,72) (10,49) (10,82) (12,54) (12,77) (15,36) (15,95) (16,50) (16,81) (17,1) (17,130) (25,6) (25,125) (26,51) (26,80) (29,11) (29,120) (33,34) (33,97) (34,40) (34,91) (35,26) (35,105) (38,57) (38,74) (40,51) (40,80) (43,13) (43,118) (44,33) (44,98) (45,35) (45,96) (46,37) (46,94) (49,59) (49,72) (50,7) (50,124) (51,42) (51,89) (52,36) (52,95) (54,56) (54,75) (62,15) (62,116) (63,47) (63,84) (64,36) (64,95) (65,51) (65,80) (67,19) (67,112) (73,59) (73,72) (75,25) (75,106) (76,0) (79,19) (79,112) (81,6) (81,125) (86,63) (86,68) (87,31) (87,100) (92,40) (92,91) (95,56) (95,75) (96,8) (96,123) (98,34) (98,97) (100,43) (100,88) (104,38) (104,93) (106,7) (106,124) (113,56) (113,75) (114,52) (114,79) (115,27) (115,104) (116,19) (116,112) (117,54) (117,77) (118,4) (118,127) (123,29) (123,102) (124,24) (124,107) (125,20) (125,111) (127,48) (127,83)
45	y2 = x3 + 116x + 48	113	(0,21) (0,110) (1,54) (1,77) (4,24) (4,107) (6,49) (6,82) (10,51) (10,80) (11,64) (11,67) (16,57) (16,74) (17,11) (17,120) (18,34) (18,97) (23,39) (23,92) (25,44) (25,87) (30,23) (30,108) (36,24) (36,107) (39,15) (39,116) (40,31) (40,100) (42,43) (42,88) (43,21) (43,110) (44,48) (44,83) (45,34) (45,97) (46,4) (46,127) (48,50) (48,81) (52,19) (52,112) (53,10) (53,121) (60,35) (60,96) (62,27) (62,104) (65,63) (65,68) (68,34) (68,97) (72,62) (72,69) (74,17) (74,114) (81,36) (81,95) (82,36) (82,95) (84,17) (84,114) (85,39) (85,92) (88,21) (88,110) (89,9) (89,122) (91,24) (91,107) (94,56) (94,75) (95,31) (95,100) (96,50) (96,81) (98,32) (98,99) (99,36) (99,95) (101,22) (101,109) (103,0) (104,17) (104,114) (106,16) (106,115) (107,48) (107,83) (108,4) (108,127) (111,48) (111,83) (117,38) (117,93) (118,50) (118,81) (120,42) (120,89) (122,41) (122,90) (123,7) (123,124) (125,61) (125,70) (126,28) (126,103) (127,31) (127,100) (130,18) (130,113)
46	y2 = x3 + 127x + 117	113	(0,36) (0,95) (1,30) (1,101) (2,36) (2,95) (3,1) (3,130) (4,54) (4,77) (5,22) (5,109) (7,63) (7,68) (11,15) (11,116) (12,15) (12,116) (13,64) (13,67) (18,47) (18,84) (20,35) (20,96) (23,3) (23,128) (25,61) (25,70) (26,64) (26,67) (28,39) (28,92) (30,50) (30,81) (32,20) (32,111) (33,40) (33,91) (35,43) (35,88) (41,19) (41,112) (47,0) (48,52) (48,79) (49,60) (49,71) (50,27) (50,104) (51,56) (51,75) (54,54) (54,77) (55,65) (55,66) (56,10) (56,121) (59,30) (59,101) (62,63) (62,68) (64,23) (64,108) (69,8) (69,123) (71,30) (71,101) (73,54) (73,77) (75,38) (75,93) (85,6) (85,125) (89,9) (89,122) (90,2) (90,129) (91,27) (91,104) (92,64) (92,67) (98,59) (98,72) (104,42) (104,89) (107,12) (107,119) (108,15) (108,116) (112,43) (112,88) (113,11) (113,120) (115,43) (115,88) (116,48) (116,83) (117,7) (117,124) (119,3) (119,128) (120,3) (120,128) (121,27) (121,104) (124,8) (124,123) (126,55) (126,76) (128,44) (128,87) (129,36) (129,95)
47	y2 = x3 + 8x + 129	113	(0,28) (0,103) (1,20) (1,111) (3,7) (3,124) (4,15) (4,116) (6,0) (7,2) (7,129) (9,12) (9,119) (11,32) (11,99) (20,6) (20,125) (22,39) (22,92) (23,64) (23,67) (28,64) (28,67) (30,11) (30,120) (31,13) (31,118) (33,49) (33,82) (34,55) (34,76) (36,31) (36,100) (45,62) (45,69) (46,32) (46,99) (47,24) (47,107) (54,63) (54,68) (56,28) (56,103) (57,46) (57,85) (59,21) (59,110) (62,3) (62,128) (63,48) (63,83) (65,49) (65,82) (66,52) (66,79) (71,42) (71,89) (73,23) (73,108) (74,32) (74,99) (75,28) (75,103) (76,48) (76,83) (79,42) (79,89) (80,64) (80,67) (84,59) (84,72) (85,46) (85,85) (87,23) (87,108) (89,47) (89,84) (90,21) (90,110) (98,52) (98,79) (99,36) (99,95) (100,58) (100,73) (102,23) (102,108) (104,50) (104,81) (110,1) (110,130) (111,22) (111,109) (112,42) (112,89) (113,21) (113,110) (114,53) (114,78) (118,29) (118,102) (120,46) (120,85) (122,30) (122,101) (123,48) (123,83) (124,56) (124,75) (127,65) (127,66) (129,57) (129,74)
48	y2 = x3 + 30x + 63	113	(0,60) (0,71) (1,15) (1,116) (2,0) (3,7) (3,124) (10,61) (10,70) (11,26) (11,105) (12,29) (12,102) (15,58) (15,73) (18,4) (18,127) (19,5) (19,126) (21,28) (21,103) (22,57) (22,74) (25,60) (25,71) (28,42) (28,89) (29,63) (29,68) (30,45) (30,86) (33,21) (33,110) (34,63) (34,68) (37,9) (37,122) (38,20) (38,111) (40,5) (40,126) (41,28) (41,103) (43,65) (43,66) (44,32) (44,99) (45,24) (45,107) (46,23) (46,108) (51,10) (51,121) (53,50) (53,81) (54,47) (54,84) (55,43) (55,88) (59,25) (59,106) (68,63) (68,68) (69,28) (69,103) (70,41) (70,90) (72,5) (72,126) (77,12) (77,119) (81,41) (81,90) (83,6) (83,125) (85,11) (85,120) (86,27) (86,104) (91,25) (91,106) (94,62) (94,69) (95,50) (95,81) (103,14) (103,117) (106,60) (106,71) (107,45) (107,86) (108,31) (108,100) (109,26) (109,105) (111,41) (111,90) (112,25) (112,106) (114,50) (114,81) (117,49) (117,82) (120,57) (120,74) (122,51) (122,80) (124,54) (124,77) (125,45) (125,86) (128,48) (128,83)
49	y2 = x3 + 68x + 65	113	(0,14) (0,117) (1,38) (1,93) (3,54) (3,77) (6,54) (6,77) (11,21) (11,110) (16,3) (16,128) (17,34) (17,97) (19,15) (19,116) (21,55) (21,76) (23,33) (23,98) (24,60) (24,71) (26,26) (26,105) (27,10) (27,121) (31,0) (33,16) (33,115) (35,16) (35,115) (36,31) (36,100) (37,21) (37,110) (38,55) (38,76) (41,36) (41,95) (42,51) (42,80) (45,42) (45,89) (46,24) (46,107) (51,59) (51,72) (52,41) (52,90) (53,18) (53,113) (55,50) (55,81) (57,25) (57,106) (58,1) (58,130) (60,14) (60,117) (63,16) (63,115) (64,32) (64,99) (65,39) (65,92) (68,23) (68,108) (70,46) (70,85) (71,14) (71,117) (72,55) (72,76) (73,28) (73,103) (77,37) (77,94) (79,26) (79,105) (80,29) (80,102) (81,62) (81,69) (83,21) (83,110) (87,24) (87,107) (88,65) (88,66) (90,12) (90,119) (96,23) (96,108) (97,32) (97,99) (98,23) (98,108) (101,32) (101,99) (102,64) (102,67) (105,41) (105,90) (108,58) (108,73) (112,6) (112,125) (115,11) (115,120) (122,54) (122,77) (129,24) (129,107)
50	y2 = x3 + 29x + 125	113	(0,16) (0,115) (2,45) (2,86) (3,34) (3,97) (4,49) (4,82) (7,4) (7,127) (10,57) (10,74) (12,57) (12,74) (14,0) (15,23) (15,108) (16,10) (16,121) (18,45) (18,86) (20,37) (20,94) (21,63) (21,68) (23,11) (23,120) (25,10) (25,121) (33,48) (33,83) (39,61) (39,70) (43,24) (43,107) (44,16) (44,115) (46,26) (46,105) (53,46) (53,85) (54,11) (54,120) (57,54) (57,77) (60,55) (60,76) (65,15) (65,116) (66,5) (66,126) (68,65) (68,66) (70,25) (70,106) (71,32) (71,99) (72,43) (72,88) (77,28) (77,103) (78,19) (78,112) (79,12) (79,119) (82,38) (82,93) (83,43) (83,88) (84,1) (84,130) (87,16) (87,115) (89,12) (89,119) (90,10) (90,121) (94,12) (94,119) (95,41) (95,90) (97,24) (97,107) (100,58) (100,73) (101,17) (101,114) (105,2) (105,129) (107,43) (107,88) (108,28) (108,103) (109,57) (109,74) (110,39) (110,92) (111,45) (111,86) (113,37) (113,94) (116,30) (116,101) (122,24) (122,107) (123,6) (123,125) (126,36) (126,95) (128,50) (128,81) (129,37) (129,94)
51	y2 = x3 + 50x + 64	113	(0,8) (0,123) (2,33) (2,98) (5,35) (5,96) (7,44) (7,87) (8,37) (8,94) (9,8) (9,123) (10,56) (10,75) (12,54) (12,77) (14,44) (14,87) (16,47) (16,84) (17,60) (17,71) (19,12) (19,119) (20,5) (20,126) (34,14) (34,117) (37,6) (37,125) (38,47) (38,84) (39,5) (39,126) (41,65) (41,66) (43,34) (43,97) (45,6) (45,125) (46,3) (46,128) (48,38) (48,93) (49,6) (49,125) (50,25) (50,106) (52,58) (52,73) (54,43) (54,88) (56,53) (56,78) (58,2) (58,129) (61,37) (61,94) (62,37) (62,94) (63,13) (63,118) (72,5) (72,126) (76,45) (76,86) (77,47) (77,84) (79,63) (79,68) (80,29) (80,102) (81,17) (81,114) (83,16) (83,115) (84,1) (84,130) (88,46) (88,85) (93,43) (93,88) (97,60) (97,71) (98,27) (98,104) (105,24) (105,107) (107,57) (107,74) (108,41) (108,90) (110,44) (110,87) (113,12) (113,119) (114,14) (114,117) (115,43) (115,88) (116,0) (118,19) (118,112) (119,15) (119,116) (121,23) (121,108) (122,8) (122,123) (127,18) (127,113) (130,12) (130,119)
52	y2 = x3 + 118x + 11	113	(0,50) (0,81) (7,1) (7,130) (9,19) (9,112) (11,46) (11,85) (12,50) (12,81) (13,27) (13,104) (14,52) (14,79) (16,10) (16,121) (18,32) (18,99) (21,22) (21,109) (23,58) (23,73) (30,40) (30,91) (31,29) (31,102) (39,2) (39,129) (42,18) (42,113) (52,64) (52,67) (53,13) (53,118) (57,43) (57,88) (59,1) (59,130) (60,28) (60,103) (63,48) (63,83) (64,41) (64,90) (65,1) (65,130) (66,26) (66,105) (67,31) (67,100) (69,56) (69,75) (70,45) (70,86) (72,26) (72,105) (74,20) (74,111) (82,47) (82,84) (84,17) (84,114) (86,56) (86,75) (87,5) (87,126) (89,22) (89,109) (90,23) (90,108) (93,28) (93,103) (94,55) (94,76) (96,64) (96,67) (98,2) (98,129) (99,4) (99,127) (101,16) (101,115) (103,13) (103,118) (105,14) (105,117) (106,13) (106,118) (107,56) (107,75) (108,8) (108,123) (109,28) (109,103) (110,18) (110,113) (111,0) (112,39) (112,92) (113,35) (113,96) (114,64) (114,67) (115,61) (115,70) (119,50) (119,81) (121,53) (121,78) (124,26) (124,105) (125,2) (125,129)
53	y2 = x3 + 88x + 52	113	(0,24) (0,107) (2,57) (2,74) (3,9) (3,122) (4,59) (4,72) (7,15) (7,116) (8,58) (8,73) (9,1) (9,130) (18,1) (18,130) (22,45) (22,86) (25,42) (25,89) (26,2) (26,129) (28,44) (28,87) (29,20) (29,111) (32,2) (32,129) (33,36) (33,95) (34,64) (34,67) (40,32) (40,99) (41,20) (41,111) (43,17) (43,114) (44,40) (44,91) (48,51) (48,80) (49,24) (49,107) (51,54) (51,77) (53,42) (53,89) (57,7) (57,124) (58,10) (58,121) (61,20) (61,111) (62,62) (62,69) (63,18) (63,113) (64,8) (64,123) (69,37) (69,94) (72,28) (72,103) (73,2) (73,129) (74,29) (74,102) (78,49) (78,82) (79,4) (79,127) (81,39) (81,92) (82,24) (82,107) (83,56) (83,75) (85,18) (85,113) (88,48) (88,83) (93,0) (99,10) (99,121) (100,26) (100,105) (104,1) (104,130) (105,10) (105,121) (106,49) (106,82) (108,3) (108,128) (109,31) (109,100) (111,36) (111,95) (112,6) (112,125) (114,18) (114,113) (118,36) (118,95) (123,43) (123,88) (125,15) (125,116) (126,50) (126,81) (130,15) (130,116)
54	y2 = x3 + 24x + 34	113	(0,54) (0,77) (1,37) (1,94) (4,60) (4,71) (6,1) (6,130) (7,26) (7,105) (9,18) (9,113) (14,25) (14,106) (15,25) (15,106) (16,45) (16,86) (19,12) (19,119) (21,57) (21,74) (22,59) (22,72) (23,35) (23,96) (25,43) (25,88) (26,5) (26,126) (27,45) (27,86) (30,47) (30,84) (31,35) (31,96) (32,54) (32,77) (36,1) (36,130) (38,55) (38,76) (45,43) (45,88) (48,64) (48,67) (50,9) (50,122) (51,17) (51,114) (55,7) (55,124) (56,12) (56,119) (58,13) (58,118) (61,43) (61,88) (64,50) (64,81) (70,61) (70,70) (75,29) (75,102) (77,35) (77,96) (78,50) (78,81) (80,33) (80,98) (83,65) (83,66) (86,61) (86,70) (87,56) (87,75) (88,45) (88,86) (89,1) (89,130) (92,63) (92,68) (94,32) (94,99) (97,0) (99,54) (99,77) (102,25) (102,106) (105,49) (105,82) (106,61) (106,70) (107,31) (107,100) (110,15) (110,116) (112,29) (112,102) (113,53) (113,78) (114,52) (114,79) (119,30) (119,101) (120,50) (120,81) (127,23) (127,108) (129,41) (129,90) (130,3) (130,128)
55	y2 = x3 + 18x + 105	113	(0,57) (0,74) (3,29) (3,102) (5,53) (5,78) (6,6) (6,125) (11,18) (11,113) (12,52) (12,79) (16,64) (16,67) (17,52) (17,79) (19,25) (19,106) (20,9) (20,122) (27,10) (27,121) (30,2) (30,129) (31,18) (31,113) (32,31) (32,100) (38,36) (38,95) (47,57) (47,74) (48,39) (48,92) (49,9) (49,122) (50,30) (50,101) (52,13) (52,118) (55,24) (55,107) (61,47) (61,84) (62,9) (62,122) (63,40) (63,91) (64,22) (64,109) (66,14) (66,117) (69,28) (69,103) (76,17) (76,114) (77,21) (77,110) (78,20) (78,111) (79,33) (79,98) (80,5) (80,126) (82,28) (82,103) (84,57) (84,74) (85,45) (85,86) (86,1) (86,130) (87,14) (87,117) (89,18) (89,113) (90,20) (90,111) (91,19) (91,112) (94,20) (94,111) (97,12) (97,119) (98,56) (98,75) (99,64) (99,67) (101,59) (101,72) (102,52) (102,79) (106,55) (106,76) (108,10) (108,121) (109,14) (109,117) (111,28) (111,103) (112,41) (112,90) (115,31) (115,100) (122,0) (125,49) (125,82) (126,26) (126,105) (127,10) (127,121) (129,42) (129,89)
56	y2 = x3 + 106x + 55	113	(0,29) (0,102) (2,12) (2,119) (3,20) (3,111) (5,29) (5,102) (6,11) (6,120) (8,57) (8,74) (9,64) (9,67) (11,60) (11,71) (14,22) (14,109) (17,58) (17,73) (19,46) (19,85) (24,21) (24,110) (25,11) (25,120) (30,57) (30,74) (32,37) (32,94) (33,37) (33,94) (35,2) (35,129) (37,38) (37,93) (38,23) (38,108) (40,31) (40,100) (45,53) (45,78) (48,18) (48,113) (49,46) (49,85) (51,13) (51,118) (53,25) (53,106) (56,33) (56,98) (58,19) (58,112) (59,56) (59,75) (60,34) (60,97) (61,45) (61,86) (63,46) (63,85) (66,37) (66,94) (69,16) (69,115) (73,50) (73,81) (74,39) (74,92) (78,3) (78,128) (79,0) (81,10) (81,121) (83,21) (83,110) (86,24) (86,107) (93,57) (93,74) (94,32) (94,99) (100,11) (100,120) (101,23) (101,108) (102,44) (102,87) (103,5) (103,126) (105,40) (105,91) (107,18) (107,113) (109,31) (109,100) (113,31) (113,100) (114,26) (114,105) (115,17) (115,114) (121,22) (121,109) (122,59) (122,72) (123,23) (123,108) (126,29) (126,102) (127,22) (127,109)
57	y2 = x3 + 86x + 101	113	(0,25) (0,106) (5,1) (5,130) (7,28) (7,103) (11,46) (11,85) (21,65) (21,66) (22,14) (22,117) (24,20) (24,111) (25,45) (25,86) (26,1) (26,130) (29,28) (29,103) (30,59) (30,72) (33,10) (33,121) (34,4) (34,127) (35,23) (35,108) (38,48) (38,83) (39,5) (39,126) (41,57) (41,74) (43,11) (43,120) (45,11) (45,120) (48,14) (48,117) (49,38) (49,93) (51,51) (51,80) (52,65) (52,66) (53,2) (53,129) (56,43) (56,88) (58,65) (58,66) (61,14) (61,117) (62,25) (62,106) (65,32) (65,99) (69,25) (69,106) (72,54) (72,77) (73,13) (73,118) (79,13) (79,118) (84,7) (84,124) (86,9) (86,122) (88,9) (88,122) (89,52) (89,79) (92,35) (92,96) (93,16) (93,115) (94,32) (94,99) (95,28) (95,103) (97,29) (97,102) (98,44) (98,87) (100,1) (100,130) (103,32) (103,99) (106,50) (106,81) (107,8) (107,123) (110,13) (110,118) (111,59) (111,72) (112,56) (112,75) (115,0) (116,26) (116,105) (118,42) (118,89) (121,59) (121,72) (122,63) (122,68) (123,39) (123,92) (129,24) (129,107)
58	y2 = x3 + 79x + 43	113	(0,49) (0,82) (1,56) (1,75) (3,62) (3,69) (5,63) (5,68) (11,4) (11,127) (12,19) (12,112) (13,56) (13,75) (14,15) (14,116) (17,50) (17,81) (20,45) (20,86) (24,49) (24,82) (25,58) (25,73) (27,47) (27,84) (32,10) (32,121) (34,47) (34,84) (36,5) (36,126) (38,43) (38,88) (40,0) (42,40) (42,91) (44,4) (44,127) (46,55) (46,76) (47,40) (47,91) (48,8) (48,123) (50,58) (50,73) (52,2) (52,129) (53,19) (53,112) (56,58) (56,73) (60,21) (60,110) (64,38) (64,93) (66,19) (66,112) (69,52) (69,79) (70,47) (70,84) (71,13) (71,118) (74,64) (74,67) (76,4) (76,127) (82,22) (82,109) (84,53) (84,78) (85,27) (85,104) (88,18) (88,113) (89,53) (89,78) (90,8) (90,123) (94,35) (94,96) (95,42) (95,89) (98,12) (98,119) (99,36) (99,95) (103,30) (103,101) (105,60) (105,71) (107,49) (107,82) (109,44) (109,87) (113,16) (113,115) (114,59) (114,72) (117,56) (117,75) (118,15) (118,116) (122,31) (122,100) (124,8) (124,123) (128,33) (128,98) (130,15) (130,116)
59	y2 = x3 + 69x + 12	113	(0,55) (0,76) (2,17) (2,114) (5,58) (5,73) (7,24) (7,107) (8,40) (8,91) (9,24) (9,107) (15,19) (15,112) (18,55) (18,76) (19,45) (19,86) (20,22) (20,109) (23,50) (23,81) (24,54) (24,77) (26,16) (26,115) (27,27) (27,104) (30,0) (31,41) (31,90) (32,50) (32,81) (33,57) (33,74) (34,2) (34,129) (35,32) (35,99) (36,17) (36,114) (39,37) (39,94) (41,57) (41,74) (42,25) (42,106) (45,61) (45,70) (46,62) (46,69) (48,48) (48,83) (49,28) (49,103) (52,34) (52,97) (53,18) (53,113) (55,12) (55,119) (57,57) (57,74) (63,2) (63,129) (66,60) (66,71) (68,46) (68,85) (76,50) (76,81) (86,44) (86,87) (91,18) (91,113) (93,17) (93,114) (94,56) (94,75) (96,21) (96,110) (97,46) (97,85) (99,12) (99,119) (100,35) (100,96) (102,52) (102,79) (103,25) (103,106) (104,9) (104,122) (107,11) (107,120) (108,12) (108,119) (110,31) (110,100) (111,8) (111,123) (113,55) (113,76) (115,24) (115,107) (117,25) (117,106) (118,18) (118,113) (121,5) (121,126) (127,14) (127,117)
60	y2 = x3 + 6x + 94	113	(0,15) (0,116) (1,25) (1,106) (2,30) (2,101) (6,52) (6,79) (9,22) (9,109) (12,45) (12,86) (13,50) (13,81) (16,15) (16,116) (17,0) (21,7) (21,124) (22,1) (22,130) (24,62) (24,69) (27,17) (27,114) (28,59) (28,72) (35,39) (35,92) (38,49) (38,82) (40,12) (40,119) (43,39) (43,92) (50,17) (50,114) (52,53) (52,78) (53,39) (53,92) (54,17) (54,114) (55,6) (55,125) (56,47) (56,84) (58,44) (58,87) (61,5) (61,126) (62,51) (62,80) (65,3) (65,128) (66,21) (66,110) (71,43) (71,88) (74,29) (74,102) (75,59) (75,72) (76,26) (76,105) (78,34) (78,97) (80,44) (80,87) (84,38) (84,93) (85,48) (85,83) (87,53) (87,78) (88,34) (88,97) (91,31) (91,100) (92,43) (92,88) (96,34) (96,97) (99,43) (99,88) (102,40) (102,91) (103,47) (103,84) (106,63) (106,68) (107,55) (107,76) (112,8) (112,123) (113,7) (113,124) (115,15) (115,116) (116,64) (116,67) (118,35) (118,96) (120,20) (120,111) (123,53) (123,78) (124,44) (124,87) (128,7) (128,124) (129,27) (129,104)
61	y2 = x3 + 126x + 28	113	(0,40) (0,91) (7,27) (7,104) (8,32) (8,99) (10,42) (10,89) (11,16) (11,115) (13,8) (13,123) (15,61) (15,70) (16,30) (16,101) (17,3) (17,128) (23,40) (23,91) (24,34) (24,97) (28,15) (28,116) (31,53) (31,78) (37,42) (37,89) (41,10) (41,121) (43,14) (43,117) (46,60) (46,71) (51,30) (51,101) (52,59) (52,72) (55,46) (55,85) (58,61) (58,70) (60,44) (60,87) (61,27) (61,104) (63,27) (63,104) (64,30) (64,101) (68,47) (68,84) (70,47) (70,84) (73,38) (73,93) (75,25) (75,106) (76,6) (76,125) (77,54) (77,77) (78,25) (78,106) (79,51) (79,80) (81,11) (81,120) (82,0) (83,41) (83,90) (84,42) (84,89) (89,54) (89,77) (91,5) (91,126) (96,54) (96,77) (97,60) (97,71) (99,63) (99,68) (100,28) (100,103) (101,65) (101,66) (105,23) (105,108) (106,36) (106,95) (108,40) (108,91) (109,25) (109,106) (116,38) (116,93) (117,57) (117,74) (118,56) (118,75) (119,60) (119,71) (120,18) (120,113) (123,39) (123,92) (124,47) (124,84) (126,37) (126,94) (128,4) (128,127)
62	y2 = x3 + 17x + 41	113	(0,33) (0,98) (1,37) (1,94) (8,54) (8,77) (13,25) (13,106) (15,38) (15,93) (17,38) (17,93) (22,37) (22,94) (24,16) (24,115) (25,41) (25,90) (26,51) (26,80) (27,3) (27,128) (29,65) (29,66) (30,33) (30,98) (33,11) (33,120) (34,19) (34,112) (37,44) (37,87) (38,43) (38,88) (39,5) (39,126) (40,20) (40,111) (43,32) (43,99) (45,10) (45,121) (47,16) (47,115) (48,19) (48,112) (49,19) (49,112) (50,0) (52,61) (52,70) (54,31) (54,100) (55,8) (55,123) (56,26) (56,105) (57,24) (57,107) (60,16) (60,115) (64,15) (64,116) (65,4) (65,127) (70,15) (70,116) (75,42) (75,89) (77,13) (77,118) (80,55) (80,76) (82,30) (82,101) (83,30) (83,101) (86,47) (86,84) (87,62) (87,69) (91,59) (91,72) (95,8) (95,123) (96,60) (96,71) (97,30) (97,101) (99,38) (99,93) (101,33) (101,98) (102,7) (102,124) (105,25) (105,106) (108,37) (108,94) (110,36) (110,95) (112,8) (112,123) (113,45) (113,86) (118,51) (118,80) (119,27) (119,104) (123,21) (123,110) (128,15) (128,116)
63	y2 = x3 + 111x + 38	113	(0,13) (0,118) (3,23) (3,108) (5,60) (5,71) (6,38) (6,93) (9,60) (9,71) (10,24) (10,107) (11,25) (11,106) (14,12) (14,119) (15,10) (15,121) (16,43) (16,88) (21,44) (21,87) (22,40) (22,91) (24,46) (24,85) (26,8) (26,123) (27,29) (27,102) (28,48) (28,83) (29,23) (29,108) (30,32) (30,99) (39,46) (39,85) (44,41) (44,90) (45,2) (45,129) (46,13) (46,118) (49,36) (49,95) (50,51) (50,80) (52,22) (52,109) (57,6) (57,125) (60,28) (60,103) (62,4) (62,127) (64,9) (64,122) (68,46) (68,85) (69,45) (69,86) (70,11) (70,120) (75,54) (75,77) (80,18) (80,113) (83,61) (83,70) (84,11) (84,120) (85,13) (85,118) (94,6) (94,125) (96,62) (96,69) (97,37) (97,94) (98,0) (99,23) (99,108) (100,39) (100,92) (101,10) (101,121) (104,26) (104,105) (105,55) (105,76) (106,41) (106,90) (108,11) (108,120) (109,21) (109,110) (110,57) (110,74) (111,6) (111,125) (112,41) (112,90) (115,42) (115,89) (116,32) (116,99) (117,60) (117,71) (122,12) (122,119) (126,12) (126,119)
64	y2 = x3 + 119x + 107	113	(0,32) (0,99) (2,22) (2,109) (4,56) (4,75) (5,33) (5,98) (13,24) (13,107) (14,60) (14,71) (15,17) (15,114) (16,9) (16,122) (17,10) (17,121) (20,20) (20,111) (21,48) (21,83) (22,50) (22,81) (23,48) (23,83) (25,57) (25,74) (28,34) (28,97) (29,31) (29,100) (32,38) (32,93) (33,4) (33,127) (37,55) (37,76) (38,17) (38,114) (43,57) (43,74) (47,20) (47,111) (52,24) (52,107) (55,32) (55,99) (56,64) (56,67) (59,5) (59,126) (63,57) (63,74) (64,20) (64,111) (66,24) (66,107) (68,41) (68,90) (71,45) (71,86) (72,53) (72,78) (74,35) (74,96) (75,21) (75,110) (76,32) (76,99) (78,17) (78,114) (83,0) (85,1) (85,130) (86,49) (86,82) (87,48) (87,83) (88,41) (88,90) (90,45) (90,86) (92,59) (92,72) (99,39) (99,92) (101,45) (101,86) (102,63) (102,68) (104,23) (104,108) (105,2) (105,129) (106,41) (106,90) (107,8) (107,123) (114,30) (114,101) (117,46) (117,85) (121,12) (121,119) (123,52) (123,79) (125,15) (125,116) (127,22) (127,109) (129,56) (129,75)
65	y2 = x3 + 76x + 58	113	(0,53) (0,78) (1,2) (1,129) (4,65) (4,66) (5,63) (5,68) (6,59) (6,72) (7,4) (7,127) (11,28) (11,103) (13,19) (13,112) (18,61) (18,70) (19,34) (19,97) (20,43) (20,88) (22,8) (22,123) (24,36) (24,95) (26,22) (26,109) (28,54) (28,77) (29,53) (29,78) (30,16) (30,115) (35,23) (35,108) (36,60) (36,71) (37,59) (37,72) (41,62) (41,69) (42,21) (42,110) (43,33) (43,98) (45,26) (45,105) (46,46) (46,85) (47,65) (47,66) (49,16) (49,115) (52,16) (52,115) (58,14) (58,117) (59,37) (59,94) (67,40) (67,91) (70,7) (70,124) (71,44) (71,87) (75,7) (75,124) (76,14) (76,117) (77,12) (77,119) (80,65) (80,66) (88,59) (88,72) (92,0) (94,33) (94,98) (95,61) (95,70) (102,53) (102,78) (105,5) (105,126) (109,24) (109,107) (110,27) (110,104) (111,25) (111,106) (113,60) (113,71) (115,36) (115,95) (117,7) (117,124) (119,13) (119,118) (121,1) (121,130) (123,36) (123,95) (124,10) (124,121) (125,33) (125,98) (126,48) (126,83) (128,14) (128,117) (130,51) (130,80)