class leader: y² = x³ + 121x + 111

Sr no.	class members	# points	points
1	y2 = x3 + 121x + 111	143	(2,19) (2,58) (2,85) (2,124) (5,29) (5,62) (5,81) (5,114) (7,27) (7,38) (7,105) (7,116) (11,54) (11,67) (11,76) (11,89) (18,16) (18,49) (18,94) (18,127) (20,53) (20,64) (20,79) (20,90) (24,41) (24,63) (24,80) (24,102) (27,18) (27,70) (27,73) (27,125) (31,42) (31,68) (31,75) (31,101) (32,0) (33,1) (33,12) (33,131) (33,142) (40,5) (40,60) (40,83) (40,138) (43,55) (43,88) (44,10) (44,23) (44,120) (44,133) (46,14) (46,25) (46,118) (46,129) (53,31) (53,57) (53,86) (53,112) (54,33) (54,110) (57,3) (57,36) (57,107) (57,140) (66,21) (66,34) (66,109) (66,122) (71,26) (71,117) (76,11) (76,132) (79,8) (79,47) (79,96) (79,135) (82,29) (82,62) (82,81) (82,114) (84,39) (84,104) (93,7) (93,59) (93,84) (93,136) (95,16) (95,49) (95,94) (95,127) (97,13) (97,130) (98,66) (98,77) (106,6) (106,71) (106,72) (106,137) (108,42) (108,68) (108,75) (108,101) (109,55) (109,88) (110,65) (110,78) (115,15) (115,37) (115,106) (115,128) (119,20) (119,46) (119,97) (119,123) (121,10) (121,23) (121,120) (121,133) (123,52) (123,91) (128,28) (128,50) (128,93) (128,115) (131,44) (131,99) (132,32) (132,45) (132,98) (132,111) (134,3) (134,36) (134,107) (134,140) (137,40) (137,51) (137,92) (137,103) (141,2) (141,24) (141,119) (141,141)
2	y2 = x3 + 88x + 71	143	(5,8) (5,47) (5,96) (5,135) (6,10) (6,23) (6,120) (6,133) (8,0) (10,53) (10,64) (10,79) (10,90) (11,15) (11,37) (11,106) (11,128) (19,55) (19,88) (21,13) (21,130) (27,41) (27,63) (27,80) (27,102) (32,42) (32,68) (32,75) (32,101) (33,4) (33,48) (33,95) (33,139) (37,28) (37,50) (37,93) (37,115) (44,18) (44,70) (44,73) (44,125) (49,14) (49,25) (49,118) (49,129) (50,54) (50,67) (50,76) (50,89) (59,17) (59,61) (59,82) (59,126) (60,52) (60,91) (63,11) (63,132) (66,15) (66,37) (66,106) (66,128) (70,5) (70,60) (70,83) (70,138) (71,3) (71,36) (71,107) (71,140) (72,43) (72,56) (72,87) (72,100) (76,2) (76,24) (76,119) (76,141) (83,21) (83,34) (83,109) (83,122) (85,22) (85,121) (88,40) (88,51) (88,92) (88,103) (92,28) (92,50) (92,93) (92,115) (96,44) (96,99) (98,9) (98,35) (98,108) (98,134) (99,26) (99,117) (105,54) (105,67) (105,76) (105,89) (109,31) (109,57) (109,86) (109,112) (110,29) (110,62) (110,81) (110,114) (114,27) (114,38) (114,105) (114,116) (115,41) (115,63) (115,80) (115,102) (118,11) (118,132) (125,39) (125,104) (127,1) (127,12) (127,131) (127,142) (131,2) (131,24) (131,119) (131,141) (136,16) (136,49) (136,94) (136,127) (137,30) (137,69) (137,74) (137,113) (138,65) (138,78) (140,66) (140,77)
3	y2 = x3 + 88x + 59	143	(2,10) (2,23) (2,120) (2,133) (3,8) (3,47) (3,96) (3,135) (6,33) (6,110) (12,29) (12,62) (12,81) (12,114) (21,27) (21,38) (21,105) (21,116) (25,3) (25,36) (25,107) (25,140) (28,55) (28,88) (32,6) (32,71) (32,72) (32,137) (33,2) (33,24) (33,119) (33,141) (34,40) (34,51) (34,92) (34,103) (44,13) (44,130) (45,7) (45,59) (45,84) (45,136) (46,54) (46,67) (46,76) (46,89) (47,14) (47,25) (47,118) (47,129) (54,16) (54,49) (54,94) (54,127) (55,31) (55,57) (55,86) (55,112) (57,65) (57,78) (58,19) (58,58) (58,85) (58,124) (67,29) (67,62) (67,81) (67,114) (68,21) (68,34) (68,109) (68,122) (72,11) (72,132) (77,42) (77,68) (77,75) (77,101) (80,3) (80,36) (80,107) (80,140) (83,0) (90,10) (90,23) (90,120) (90,133) (94,44) (94,99) (98,28) (98,50) (98,93) (98,115) (99,53) (99,64) (99,79) (99,90) (109,39) (109,104) (110,20) (110,46) (110,97) (110,123) (111,15) (111,37) (111,106) (111,128) (112,1) (112,12) (112,131) (112,142) (116,55) (116,88) (120,5) (120,60) (120,83) (120,138) (122,26) (122,117) (123,32) (123,45) (123,98) (123,111) (124,41) (124,63) (124,80) (124,102) (132,42) (132,68) (132,75) (132,101) (133,18) (133,70) (133,73) (133,125) (135,52) (135,91) (138,66) (138,77) (142,16) (142,49) (142,94) (142,127)
4	y2 = x3 + 77x + 124	143	(2,0) (8,41) (8,63) (8,80) (8,102) (11,27) (11,38) (11,105) (11,116) (15,65) (15,78) (18,7) (18,59) (18,84) (18,136) (19,3) (19,36) (19,107) (19,140) (22,5) (22,60) (22,83) (22,138) (23,42) (23,68) (23,75) (23,101) (24,66) (24,77) (34,2) (34,24) (34,119) (34,141) (35,44) (35,99) (37,1) (37,12) (37,131) (37,142) (41,52) (41,91) (44,6) (44,71) (44,72) (44,137) (45,42) (45,68) (45,75) (45,101) (48,21) (48,34) (48,109) (48,122) (57,33) (57,110) (62,29) (62,62) (62,81) (62,114) (63,14) (63,25) (63,118) (63,129) (67,13) (67,130) (70,32) (70,45) (70,98) (70,111) (73,15) (73,37) (73,106) (73,128) (74,8) (74,47) (74,96) (74,135) (84,29) (84,62) (84,81) (84,114) (88,16) (88,49) (88,94) (88,127) (89,53) (89,64) (89,79) (89,90) (96,19) (96,58) (96,85) (96,124) (99,28) (99,50) (99,93) (99,115) (100,31) (100,57) (100,86) (100,112) (101,55) (101,88) (106,26) (106,117) (110,16) (110,49) (110,94) (110,127) (112,11) (112,132) (114,10) (114,23) (114,120) (114,133) (122,20) (122,46) (122,97) (122,123) (123,55) (123,88) (125,54) (125,67) (125,76) (125,89) (128,40) (128,51) (128,92) (128,103) (132,39) (132,104) (136,10) (136,23) (136,120) (136,133) (139,18) (139,70) (139,73) (139,125) (140,3) (140,36) (140,107) (140,140)
5	y2 = x3 + 121x + 97	143	(6,18) (6,70) (6,73) (6,125) (7,0) (8,2) (8,24) (8,119) (8,141) (9,54) (9,67) (9,76) (9,89) (11,30) (11,69) (11,74) (11,113) (19,31) (19,57) (19,86) (19,112) (20,65) (20,78) (22,41) (22,63) (22,80) (22,102) (25,27) (25,38) (25,105) (25,116) (28,29) (28,62) (28,81) (28,114) (33,52) (33,91) (41,42) (41,68) (41,75) (41,101) (47,28) (47,50) (47,93) (47,115) (50,4) (50,48) (50,95) (50,139) (51,66) (51,77) (58,5) (58,60) (58,83) (58,138) (61,15) (61,37) (61,106) (61,128) (63,9) (63,35) (63,108) (63,134) (64,1) (64,12) (64,131) (64,142) (72,26) (72,117) (73,11) (73,132) (74,2) (74,24) (74,119) (74,141) (77,14) (77,25) (77,118) (77,129) (80,16) (80,49) (80,94) (80,127) (84,44) (84,99) (85,13) (85,130) (86,54) (86,67) (86,76) (86,89) (97,21) (97,34) (97,109) (97,122) (99,41) (99,63) (99,80) (99,102) (102,17) (102,61) (102,82) (102,126) (106,55) (106,88) (110,8) (110,47) (110,96) (110,135) (113,28) (113,50) (113,93) (113,115) (116,40) (116,51) (116,92) (116,103) (119,10) (119,23) (119,120) (119,133) (124,39) (124,104) (128,22) (128,121) (129,53) (129,64) (129,79) (129,90) (132,3) (132,36) (132,107) (132,140) (138,15) (138,37) (138,106) (138,128) (139,11) (139,132) (141,43) (141,56) (141,87) (141,100)
6	y2 = x3 + 77x + 97	143	(3,28) (3,50) (3,93) (3,115) (7,11) (7,132) (8,9) (8,35) (8,108) (8,134) (11,52) (11,91) (17,40) (17,51) (17,92) (17,103) (18,55) (18,88) (20,54) (20,67) (20,76) (20,89) (28,18) (28,70) (28,73) (28,125) (29,11) (29,132) (30,53) (30,64) (30,79) (30,90) (31,10) (31,23) (31,120) (31,133) (33,41) (33,63) (33,80) (33,102) (41,31) (41,57) (41,86) (41,112) (42,54) (42,67) (42,76) (42,89) (44,3) (44,36) (44,107) (44,140) (47,17) (47,61) (47,82) (47,126) (50,26) (50,117) (55,41) (55,63) (55,80) (55,102) (63,13) (63,130) (69,27) (69,38) (69,105) (69,116) (72,15) (72,37) (72,106) (72,128) (73,22) (73,121) (80,5) (80,60) (80,83) (80,138) (83,29) (83,62) (83,81) (83,114) (85,2) (85,24) (85,119) (85,141) (86,43) (86,56) (86,87) (86,100) (94,15) (94,37) (94,106) (94,128) (95,66) (95,77) (96,42) (96,68) (96,75) (96,101) (99,30) (99,69) (99,74) (99,113) (102,39) (102,104) (106,44) (106,99) (107,2) (107,24) (107,119) (107,141) (108,1) (108,12) (108,131) (108,142) (119,21) (119,34) (119,109) (119,122) (121,14) (121,25) (121,118) (121,129) (124,28) (124,50) (124,93) (124,115) (128,0) (132,8) (132,47) (132,96) (132,135) (135,16) (135,49) (135,94) (135,127) (138,4) (138,48) (138,95) (138,139) (141,65) (141,78)
7	y2 = x3 + 77x + 58	143	(2,44) (2,99) (4,1) (4,12) (4,131) (4,142) (7,15) (7,37) (7,106) (7,128) (8,30) (8,69) (8,74) (8,113) (11,39) (11,104) (15,21) (15,34) (15,109) (15,122) (18,29) (18,62) (18,81) (18,114) (24,0) (29,15) (29,37) (29,106) (29,128) (30,14) (30,25) (30,118) (30,129) (33,28) (33,50) (33,93) (33,115) (34,9) (34,35) (34,108) (34,134) (37,65) (37,78) (41,8) (41,47) (41,96) (41,135) (44,16) (44,49) (44,94) (44,127) (46,11) (46,132) (55,28) (55,50) (55,93) (55,115) (56,53) (56,64) (56,79) (56,90) (57,55) (57,88) (59,54) (59,67) (59,76) (59,89) (63,52) (63,91) (67,31) (67,57) (67,86) (67,112) (68,11) (68,132) (70,10) (70,23) (70,120) (70,133) (73,4) (73,48) (73,95) (73,139) (81,54) (81,67) (81,76) (81,89) (85,41) (85,63) (85,80) (85,102) (89,13) (89,130) (95,40) (95,51) (95,92) (95,103) (96,3) (96,36) (96,107) (96,140) (99,17) (99,61) (99,82) (99,126) (106,18) (106,70) (106,73) (106,125) (107,41) (107,63) (107,80) (107,102) (111,2) (111,24) (111,119) (111,141) (112,22) (112,121) (121,27) (121,38) (121,105) (121,116) (122,42) (122,68) (122,75) (122,101) (125,43) (125,56) (125,87) (125,100) (128,26) (128,117) (132,5) (132,60) (132,83) (132,138) (133,2) (133,24) (133,119) (133,141) (134,66) (134,77)
8	y2 = x3 + 121x + 136	143	(2,10) (2,23) (2,120) (2,133) (6,44) (6,99) (11,9) (11,35) (11,108) (11,134) (12,40) (12,51) (12,92) (12,103) (21,28) (21,50) (21,93) (21,115) (22,2) (22,24) (22,119) (22,141) (24,43) (24,56) (24,87) (24,100) (25,14) (25,25) (25,118) (25,129) (28,55) (28,88) (32,5) (32,60) (32,83) (32,138) (33,13) (33,130) (34,15) (34,37) (34,106) (34,128) (35,54) (35,67) (35,76) (35,89) (45,18) (45,70) (45,73) (45,125) (46,65) (46,78) (47,41) (47,63) (47,80) (47,102) (50,22) (50,121) (54,16) (54,49) (54,94) (54,127) (58,8) (58,47) (58,96) (58,135) (61,11) (61,132) (67,29) (67,62) (67,81) (67,114) (72,0) (76,17) (76,61) (76,82) (76,126) (77,53) (77,64) (77,79) (77,90) (80,3) (80,36) (80,107) (80,140) (87,28) (87,50) (87,93) (87,115) (89,4) (89,48) (89,95) (89,139) (90,1) (90,12) (90,131) (90,142) (98,39) (98,104) (99,2) (99,24) (99,119) (99,141) (100,15) (100,37) (100,106) (100,128) (102,30) (102,69) (102,74) (102,113) (110,31) (110,57) (110,86) (110,112) (111,26) (111,117) (112,54) (112,67) (112,76) (112,89) (113,41) (113,63) (113,80) (113,102) (116,66) (116,77) (123,21) (123,34) (123,109) (123,122) (124,52) (124,91) (132,42) (132,68) (132,75) (132,101) (138,11) (138,132) (142,27) (142,38) (142,105) (142,116)
9	y2 = x3 + 77x + 137	143	(5,19) (5,58) (5,85) (5,124) (6,10) (6,23) (6,120) (6,133) (8,11) (8,132) (10,42) (10,68) (10,75) (10,101) (11,40) (11,51) (11,92) (11,103) (15,39) (15,104) (19,55) (19,88) (21,2) (21,24) (21,119) (21,141) (22,18) (22,70) (22,73) (22,125) (28,65) (28,78) (32,42) (32,68) (32,75) (32,101) (37,27) (37,38) (37,105) (37,116) (41,0) (44,7) (44,59) (44,84) (44,136) (48,5) (48,60) (48,83) (48,138) (49,3) (49,36) (49,107) (49,140) (50,1) (50,12) (50,131) (50,142) (54,13) (54,130) (60,41) (60,63) (60,80) (60,102) (61,21) (61,34) (61,109) (61,122) (63,66) (63,77) (70,6) (70,71) (70,72) (70,137) (71,3) (71,36) (71,107) (71,140) (74,44) (74,99) (76,53) (76,64) (76,79) (76,90) (83,32) (83,45) (83,98) (83,111) (87,31) (87,57) (87,86) (87,112) (88,29) (88,62) (88,81) (88,114) (93,52) (93,91) (96,33) (96,110) (99,15) (99,37) (99,106) (99,128) (109,20) (109,46) (109,97) (109,123) (110,29) (110,62) (110,81) (110,114) (114,16) (114,49) (114,94) (114,127) (115,14) (115,25) (115,118) (115,129) (125,28) (125,50) (125,93) (125,115) (126,8) (126,47) (126,96) (126,135) (127,10) (127,23) (127,120) (127,133) (132,26) (132,117) (136,16) (136,49) (136,94) (136,127) (138,54) (138,67) (138,76) (138,89) (140,55) (140,88)
10	y2 = x3 + 88x + 111	143	(2,3) (2,36) (2,107) (2,140) (5,26) (5,117) (7,28) (7,50) (7,93) (7,115) (16,18) (16,70) (16,73) (16,125) (18,39) (18,104) (20,2) (20,24) (20,119) (20,141) (21,66) (21,77) (29,5) (29,60) (29,83) (29,138) (31,13) (31,130) (32,33) (32,110) (33,54) (33,67) (33,76) (33,89) (38,29) (38,62) (38,81) (38,114) (42,31) (42,57) (42,86) (42,112) (44,65) (44,78) (46,41) (46,63) (46,80) (46,102) (51,16) (51,49) (51,94) (51,127) (54,55) (54,88) (55,21) (55,34) (55,109) (55,122) (57,52) (57,91) (60,40) (60,51) (60,92) (60,103) (64,42) (64,68) (64,75) (64,101) (68,8) (68,47) (68,96) (68,135) (71,7) (71,59) (71,84) (71,136) (73,27) (73,38) (73,105) (73,116) (77,10) (77,23) (77,120) (77,133) (84,6) (84,71) (84,72) (84,137) (86,53) (86,64) (86,79) (86,90) (90,3) (90,36) (90,107) (90,140) (93,29) (93,62) (93,81) (93,114) (97,20) (97,46) (97,97) (97,123) (98,11) (98,132) (99,1) (99,12) (99,131) (99,142) (106,16) (106,49) (106,94) (106,127) (109,0) (110,32) (110,45) (110,98) (110,111) (112,14) (112,25) (112,118) (112,129) (119,42) (119,68) (119,75) (119,101) (120,44) (120,99) (123,19) (123,58) (123,85) (123,124) (132,10) (132,23) (132,120) (132,133) (137,15) (137,37) (137,106) (137,128) (142,55) (142,88)
11	y2 = x3 + 121x + 59	143	(1,18) (1,70) (1,73) (1,125) (2,32) (2,45) (2,98) (2,111) (6,0) (11,2) (11,24) (11,119) (11,141) (14,8) (14,47) (14,96) (14,135) (17,55) (17,88) (24,54) (24,67) (24,76) (24,89) (28,33) (28,110) (32,39) (32,104) (33,53) (33,64) (33,79) (33,90) (43,16) (43,49) (43,94) (43,127) (44,42) (44,68) (44,75) (44,101) (45,26) (45,117) (46,1) (46,12) (46,131) (46,142) (50,11) (50,132) (54,6) (54,71) (54,72) (54,137) (56,29) (56,62) (56,81) (56,114) (57,10) (57,23) (57,120) (57,133) (58,52) (58,91) (66,31) (66,57) (66,86) (66,112) (67,7) (67,59) (67,84) (67,136) (69,3) (69,36) (69,107) (69,140) (72,66) (72,77) (76,28) (76,50) (76,93) (76,115) (79,21) (79,34) (79,109) (79,122) (80,19) (80,58) (80,85) (80,124) (83,55) (83,88) (89,15) (89,37) (89,106) (89,128) (98,27) (98,38) (98,105) (98,116) (102,41) (102,63) (102,80) (102,102) (105,44) (105,99) (109,16) (109,49) (109,94) (109,127) (110,13) (110,130) (111,40) (111,51) (111,92) (111,103) (121,42) (121,68) (121,75) (121,101) (122,29) (122,62) (122,81) (122,114) (123,65) (123,78) (124,14) (124,25) (124,118) (124,129) (131,5) (131,60) (131,83) (131,138) (132,20) (132,46) (132,97) (132,123) (134,10) (134,23) (134,120) (134,133) (135,3) (135,36) (135,107) (135,140)
12	y2 = x3 + 88x + 58	143	(1,2) (1,24) (1,119) (1,141) (7,4) (7,48) (7,95) (7,139) (8,52) (8,91) (11,28) (11,50) (11,93) (11,115) (18,18) (18,70) (18,73) (18,125) (19,3) (19,36) (19,107) (19,140) (23,53) (23,64) (23,79) (23,90) (24,11) (24,132) (33,17) (33,61) (33,82) (33,126) (34,13) (34,130) (37,54) (37,67) (37,76) (37,89) (40,15) (40,37) (40,106) (40,128) (44,5) (44,60) (44,83) (44,138) (45,42) (45,68) (45,75) (45,101) (46,22) (46,121) (57,44) (57,99) (59,43) (59,56) (59,87) (59,100) (62,40) (62,51) (62,92) (62,103) (63,41) (63,63) (63,80) (63,102) (66,28) (66,50) (66,93) (66,115) (70,21) (70,34) (70,109) (70,122) (73,26) (73,117) (79,11) (79,132) (84,29) (84,62) (84,81) (84,114) (85,30) (85,69) (85,74) (85,113) (88,27) (88,38) (88,105) (88,116) (89,2) (89,24) (89,119) (89,141) (92,54) (92,67) (92,76) (92,89) (96,8) (96,47) (96,96) (96,135) (99,39) (99,104) (101,66) (101,77) (110,16) (110,49) (110,94) (110,127) (111,9) (111,35) (111,108) (111,134) (112,0) (114,1) (114,12) (114,131) (114,142) (118,41) (118,63) (118,80) (118,102) (122,31) (122,57) (122,86) (122,112) (123,55) (123,88) (125,65) (125,78) (128,15) (128,37) (128,106) (128,128) (136,10) (136,23) (136,120) (136,133) (140,14) (140,25) (140,118) (140,129)
13	y2 = x3 + 88x + 20	143	(3,5) (3,60) (3,83) (3,138) (6,7) (6,59) (6,84) (6,136) (7,11) (7,132) (8,53) (8,64) (8,79) (8,90) (18,0) (19,20) (19,46) (19,97) (19,123) (20,54) (20,67) (20,76) (20,89) (25,16) (25,49) (25,94) (25,127) (28,29) (28,62) (28,81) (28,114) (29,44) (29,99) (31,65) (31,78) (33,41) (33,63) (33,80) (33,102) (41,42) (41,68) (41,75) (41,101) (42,21) (42,34) (42,109) (42,122) (44,52) (44,91) (47,27) (47,38) (47,105) (47,116) (51,55) (51,88) (55,8) (55,47) (55,96) (55,135) (58,6) (58,71) (58,72) (58,137) (64,10) (64,23) (64,120) (64,133) (72,15) (72,37) (72,106) (72,128) (73,66) (73,77) (77,3) (77,36) (77,107) (77,140) (80,16) (80,49) (80,94) (80,127) (83,26) (83,117) (84,33) (84,110) (85,2) (85,24) (85,119) (85,141) (86,1) (86,12) (86,131) (86,142) (94,18) (94,70) (94,73) (94,125) (96,13) (96,130) (97,32) (97,45) (97,98) (97,111) (99,14) (99,25) (99,118) (99,129) (106,55) (106,88) (107,31) (107,57) (107,86) (107,112) (110,19) (110,58) (110,85) (110,124) (116,29) (116,62) (116,81) (116,114) (119,10) (119,23) (119,120) (119,133) (124,28) (124,50) (124,93) (124,115) (129,42) (129,68) (129,75) (129,101) (132,3) (132,36) (132,107) (132,140) (135,39) (135,104) (138,40) (138,51) (138,92) (138,103)
14	y2 = x3 + 77x + 20	143	(6,29) (6,62) (6,81) (6,114) (8,2) (8,24) (8,119) (8,141) (9,21) (9,34) (9,109) (9,122) (11,14) (11,25) (11,118) (11,129) (18,33) (18,110) (19,42) (19,68) (19,75) (19,101) (22,8) (22,47) (22,96) (22,135) (28,26) (28,117) (31,32) (31,45) (31,98) (31,111) (36,16) (36,49) (36,94) (36,127) (41,13) (41,130) (44,19) (44,58) (44,85) (44,124) (47,28) (47,50) (47,93) (47,115) (50,40) (50,51) (50,92) (50,103) (58,16) (58,49) (58,94) (58,127) (61,18) (61,70) (61,73) (61,125) (62,55) (62,88) (63,53) (63,64) (63,79) (63,90) (73,11) (73,132) (74,31) (74,57) (74,86) (74,112) (75,10) (75,23) (75,120) (75,133) (80,39) (80,104) (83,7) (83,59) (83,84) (83,136) (84,55) (84,88) (86,54) (86,67) (86,76) (86,89) (88,3) (88,36) (88,107) (88,140) (96,20) (96,46) (96,97) (96,123) (97,10) (97,23) (97,120) (97,133) (99,41) (99,63) (99,80) (99,102) (102,27) (102,38) (102,105) (102,116) (106,0) (110,3) (110,36) (110,107) (110,140) (113,5) (113,60) (113,83) (113,138) (119,65) (119,78) (127,29) (127,62) (127,81) (127,114) (128,66) (128,77) (132,52) (132,91) (135,6) (135,71) (135,72) (135,137) (138,15) (138,37) (138,106) (138,128) (139,44) (139,99) (140,42) (140,68) (140,75) (140,101) (141,1) (141,12) (141,131) (141,142)
15	y2 = x3 + 121x + 58	143	(2,55) (2,88) (7,26) (7,117) (8,41) (8,63) (8,80) (8,102) (11,17) (11,61) (11,82) (11,126) (12,53) (12,64) (12,79) (12,90) (15,10) (15,23) (15,120) (15,133) (19,8) (19,47) (19,96) (19,135) (22,28) (22,50) (22,93) (22,115) (24,22) (24,121) (33,39) (33,104) (34,2) (34,24) (34,119) (34,141) (35,11) (35,132) (37,43) (37,56) (37,87) (37,100) (41,3) (41,36) (41,107) (41,140) (45,31) (45,57) (45,86) (45,112) (46,0) (48,54) (48,67) (48,76) (48,89) (51,40) (51,51) (51,92) (51,103) (59,65) (59,78) (63,30) (63,69) (63,74) (63,113) (67,42) (67,68) (67,75) (67,101) (73,15) (73,37) (73,106) (73,128) (74,41) (74,63) (74,80) (74,102) (77,27) (77,38) (77,105) (77,116) (84,18) (84,70) (84,73) (84,125) (85,52) (85,91) (89,9) (89,35) (89,108) (89,134) (90,66) (90,77) (99,28) (99,50) (99,93) (99,115) (100,2) (100,24) (100,119) (100,141) (103,1) (103,12) (103,131) (103,142) (106,29) (106,62) (106,81) (106,114) (110,5) (110,60) (110,83) (110,138) (111,13) (111,130) (112,11) (112,132) (123,44) (123,99) (125,54) (125,67) (125,76) (125,89) (128,4) (128,48) (128,95) (128,139) (129,14) (129,25) (129,118) (129,129) (132,16) (132,49) (132,94) (132,127) (136,21) (136,34) (136,109) (136,122) (139,15) (139,37) (139,106) (139,128)
16	y2 = x3 + 77x + 136	143	(2,21) (2,34) (2,109) (2,122) (3,41) (3,63) (3,80) (3,102) (11,13) (11,130) (17,66) (17,77) (21,17) (21,61) (21,82) (21,126) (24,65) (24,78) (28,44) (28,99) (33,2) (33,24) (33,119) (33,141) (34,4) (34,48) (34,95) (34,139) (43,27) (43,38) (43,105) (43,116) (44,42) (44,68) (44,75) (44,101) (46,54) (46,67) (46,76) (46,89) (47,30) (47,69) (47,74) (47,113) (50,0) (54,5) (54,60) (54,83) (54,138) (55,2) (55,24) (55,119) (55,141) (56,40) (56,51) (56,92) (56,103) (57,10) (57,23) (57,120) (57,133) (67,18) (67,70) (67,73) (67,125) (68,54) (68,67) (68,76) (68,89) (69,14) (69,25) (69,118) (69,129) (72,11) (72,132) (76,39) (76,104) (80,8) (80,47) (80,96) (80,135) (83,55) (83,88) (89,26) (89,117) (94,11) (94,132) (98,28) (98,50) (98,93) (98,115) (99,9) (99,35) (99,108) (99,134) (102,52) (102,91) (109,16) (109,49) (109,94) (109,127) (111,15) (111,37) (111,106) (111,128) (112,43) (112,56) (112,87) (112,100) (120,28) (120,50) (120,93) (120,115) (121,53) (121,64) (121,79) (121,90) (122,29) (122,62) (122,81) (122,114) (124,41) (124,63) (124,80) (124,102) (132,31) (132,57) (132,86) (132,112) (133,15) (133,37) (133,106) (133,128) (134,1) (134,12) (134,131) (134,142) (135,3) (135,36) (135,107) (135,140) (138,22) (138,121)
17	y2 = x3 + 77x + 71	143	(4,27) (4,38) (4,105) (4,116) (5,3) (5,36) (5,107) (5,140) (8,22) (8,121) (11,26) (11,117) (15,5) (15,60) (15,83) (15,138) (16,41) (16,63) (16,80) (16,102) (17,1) (17,12) (17,131) (17,142) (21,9) (21,35) (21,108) (21,134) (28,21) (28,34) (28,109) (28,122) (30,66) (30,77) (33,15) (33,37) (33,106) (33,128) (37,39) (37,104) (41,44) (41,99) (43,53) (43,64) (43,79) (43,90) (44,29) (44,62) (44,81) (44,114) (50,65) (50,78) (54,31) (54,57) (54,86) (54,112) (55,15) (55,37) (55,106) (55,128) (59,28) (59,50) (59,93) (59,115) (60,30) (60,69) (60,74) (60,113) (63,0) (70,16) (70,49) (70,94) (70,127) (72,54) (72,67) (72,76) (72,89) (76,13) (76,130) (81,28) (81,50) (81,93) (81,115) (82,14) (82,25) (82,118) (82,129) (83,10) (83,23) (83,120) (83,133) (85,11) (85,132) (93,8) (93,47) (93,96) (93,135) (94,54) (94,67) (94,76) (94,89) (96,55) (96,88) (98,2) (98,24) (98,119) (98,141) (99,4) (99,48) (99,95) (99,139) (107,11) (107,132) (109,42) (109,68) (109,75) (109,101) (115,52) (115,91) (120,2) (120,24) (120,119) (120,141) (121,40) (121,51) (121,92) (121,103) (125,17) (125,61) (125,82) (125,126) (132,18) (132,70) (132,73) (132,125) (137,41) (137,63) (137,80) (137,102) (138,43) (138,56) (138,87) (138,100)
18	y2 = x3 + 121x + 45	143	(2,3) (2,36) (2,107) (2,140) (7,39) (7,104) (9,2) (9,24) (9,119) (9,141) (11,43) (11,56) (11,87) (11,100) (20,13) (20,130) (21,11) (21,132) (22,54) (22,67) (22,76) (22,89) (24,30) (24,69) (24,74) (24,113) (32,44) (32,99) (33,65) (33,78) (35,41) (35,63) (35,80) (35,102) (38,40) (38,51) (38,92) (38,103) (46,52) (46,91) (51,27) (51,38) (51,105) (51,116) (54,55) (54,88) (60,15) (60,37) (60,106) (60,128) (64,53) (64,64) (64,79) (64,90) (71,18) (71,70) (71,73) (71,125) (73,28) (73,50) (73,93) (73,115) (76,22) (76,121) (77,1) (77,12) (77,131) (77,142) (84,5) (84,60) (84,83) (84,138) (86,2) (86,24) (86,119) (86,141) (87,11) (87,132) (90,14) (90,25) (90,118) (90,129) (93,29) (93,62) (93,81) (93,114) (97,31) (97,57) (97,86) (97,112) (98,0) (99,54) (99,67) (99,76) (99,89) (106,16) (106,49) (106,94) (106,127) (110,21) (110,34) (110,109) (110,122) (112,41) (112,63) (112,80) (112,102) (115,4) (115,48) (115,95) (115,139) (119,42) (119,68) (119,75) (119,101) (123,8) (123,47) (123,96) (123,135) (126,15) (126,37) (126,106) (126,128) (128,17) (128,61) (128,82) (128,126) (132,10) (132,23) (132,120) (132,133) (137,26) (137,117) (139,28) (139,50) (139,93) (139,115) (141,9) (141,35) (141,108) (141,134) (142,66) (142,77)
19	y2 = x3 + 121x + 20	143	(6,26) (6,117) (7,66) (7,77) (11,41) (11,63) (11,80) (11,102) (14,5) (14,60) (14,83) (14,138) (17,29) (17,62) (17,81) (17,114) (18,55) (18,88) (19,13) (19,130) (20,1) (20,12) (20,131) (20,142) (28,7) (28,59) (28,84) (28,136) (30,42) (30,68) (30,75) (30,101) (31,10) (31,23) (31,120) (31,133) (33,14) (33,25) (33,118) (33,129) (40,44) (40,99) (41,20) (41,46) (41,97) (41,123) (44,3) (44,36) (44,107) (44,140) (50,15) (50,37) (50,106) (50,128) (53,21) (53,34) (53,109) (53,122) (58,39) (58,104) (63,2) (63,24) (63,119) (63,141) (66,8) (66,47) (66,96) (66,135) (69,16) (69,49) (69,94) (69,127) (72,40) (72,51) (72,92) (72,103) (80,6) (80,71) (80,72) (80,137) (83,29) (83,62) (83,81) (83,114) (84,0) (85,53) (85,64) (85,79) (85,90) (95,55) (95,88) (96,42) (96,68) (96,75) (96,101) (97,65) (97,78) (102,28) (102,50) (102,93) (102,115) (105,18) (105,70) (105,73) (105,125) (106,33) (106,110) (108,10) (108,23) (108,120) (108,133) (110,52) (110,91) (118,31) (118,57) (118,86) (118,112) (119,32) (119,45) (119,98) (119,111) (121,3) (121,36) (121,107) (121,140) (124,27) (124,38) (124,105) (124,116) (128,11) (128,132) (132,19) (132,58) (132,85) (132,124) (135,16) (135,49) (135,94) (135,127) (141,54) (141,67) (141,76) (141,89)
20	y2 = x3 + 88x + 97	143	(6,29) (6,62) (6,81) (6,114) (7,22) (7,121) (8,13) (8,130) (11,41) (11,63) (11,80) (11,102) (14,28) (14,50) (14,93) (14,115) (18,44) (18,99) (19,42) (19,68) (19,75) (19,101) (20,43) (20,56) (20,87) (20,100) (31,21) (31,34) (31,109) (31,122) (33,30) (33,69) (33,74) (33,113) (36,27) (36,38) (36,105) (36,116) (40,11) (40,132) (44,8) (44,47) (44,96) (44,135) (47,39) (47,104) (50,15) (50,37) (50,106) (50,128) (53,54) (53,67) (53,76) (53,89) (58,16) (58,49) (58,94) (58,127) (62,66) (62,77) (63,2) (63,24) (63,119) (63,141) (66,41) (66,63) (66,80) (66,102) (72,4) (72,48) (72,95) (72,139) (73,0) (75,1) (75,12) (75,131) (75,142) (83,18) (83,70) (83,73) (83,125) (84,55) (84,88) (85,9) (85,35) (85,108) (85,134) (86,65) (86,78) (88,14) (88,25) (88,118) (88,129) (96,31) (96,57) (96,86) (96,112) (97,10) (97,23) (97,120) (97,133) (99,52) (99,91) (102,28) (102,50) (102,93) (102,115) (105,15) (105,37) (105,106) (105,128) (110,3) (110,36) (110,107) (110,140) (118,2) (118,24) (118,119) (118,141) (124,17) (124,61) (124,82) (124,126) (127,40) (127,51) (127,92) (127,103) (128,11) (128,132) (135,5) (135,60) (135,83) (135,138) (138,26) (138,117) (140,53) (140,64) (140,79) (140,90) (141,54) (141,67) (141,76) (141,89)
21	y2 = x3 + 88x + 124	143	(2,55) (2,88) (7,15) (7,37) (7,106) (7,128) (8,14) (8,25) (8,118) (8,129) (12,42) (12,68) (12,75) (12,101) (15,10) (15,23) (15,120) (15,133) (18,26) (18,117) (19,19) (19,58) (19,85) (19,124) (29,18) (29,70) (29,73) (29,125) (33,28) (33,50) (33,93) (33,115) (34,53) (34,64) (34,79) (34,90) (41,3) (41,36) (41,107) (41,140) (44,39) (44,104) (45,20) (45,46) (45,97) (45,123) (46,11) (46,132) (51,29) (51,62) (51,81) (51,114) (55,5) (55,60) (55,83) (55,138) (57,0) (59,54) (59,67) (59,76) (59,89) (67,42) (67,68) (67,75) (67,101) (68,44) (68,99) (70,65) (70,78) (73,40) (73,51) (73,92) (73,103) (77,16) (77,49) (77,94) (77,127) (81,21) (81,34) (81,109) (81,122) (84,7) (84,59) (84,84) (84,136) (85,41) (85,63) (85,80) (85,102) (90,55) (90,88) (96,52) (96,91) (99,27) (99,38) (99,105) (99,116) (103,10) (103,23) (103,120) (103,133) (106,29) (106,62) (106,81) (106,114) (107,8) (107,47) (107,96) (107,135) (110,6) (110,71) (110,72) (110,137) (111,2) (111,24) (111,119) (111,141) (112,66) (112,77) (122,13) (122,130) (123,33) (123,110) (125,1) (125,12) (125,131) (125,142) (129,3) (129,36) (129,107) (129,140) (132,16) (132,49) (132,94) (132,127) (133,31) (133,57) (133,86) (133,112) (136,32) (136,45) (136,98) (136,111)
22	y2 = x3 + 77x + 59	143	(2,65) (2,78) (6,55) (6,88) (10,16) (10,49) (10,94) (10,127) (11,53) (11,64) (11,79) (11,90) (21,28) (21,50) (21,93) (21,115) (22,31) (22,57) (22,86) (22,112) (23,29) (23,62) (23,81) (23,114) (24,1) (24,12) (24,131) (24,142) (28,0) (32,16) (32,49) (32,94) (32,127) (34,15) (34,37) (34,106) (34,128) (35,21) (35,34) (35,109) (35,122) (36,3) (36,36) (36,107) (36,140) (44,20) (44,46) (44,97) (44,123) (45,29) (45,62) (45,81) (45,114) (47,41) (47,63) (47,80) (47,102) (50,66) (50,77) (54,39) (54,104) (57,32) (57,45) (57,98) (57,111) (58,3) (58,36) (58,107) (58,140) (61,44) (61,99) (67,26) (67,117) (76,27) (76,38) (76,105) (76,116) (80,52) (80,91) (83,33) (83,110) (87,5) (87,60) (87,83) (87,138) (88,42) (88,68) (88,75) (88,101) (89,40) (89,51) (89,92) (89,103) (99,2) (99,24) (99,119) (99,141) (100,18) (100,70) (100,73) (100,125) (101,10) (101,23) (101,120) (101,133) (102,14) (102,25) (102,118) (102,129) (109,6) (109,71) (109,72) (109,137) (110,42) (110,68) (110,75) (110,101) (112,54) (112,67) (112,76) (112,89) (113,8) (113,47) (113,96) (113,135) (122,7) (122,59) (122,84) (122,136) (123,10) (123,23) (123,120) (123,133) (127,55) (127,88) (132,13) (132,130) (135,19) (135,58) (135,85) (135,124) (138,11) (138,132)
23	y2 = x3 + 121x + 71	143	(6,21) (6,34) (6,109) (6,122) (8,11) (8,132) (11,4) (11,48) (11,95) (11,139) (15,16) (15,49) (15,94) (15,127) (19,44) (19,99) (21,2) (21,24) (21,119) (21,141) (22,15) (22,37) (22,106) (22,128) (28,10) (28,23) (28,120) (28,133) (32,31) (32,57) (32,86) (32,112) (33,26) (33,117) (37,17) (37,61) (37,82) (37,126) (38,14) (38,25) (38,118) (38,129) (41,55) (41,88) (48,28) (48,50) (48,93) (48,115) (50,43) (50,56) (50,87) (50,100) (54,42) (54,68) (54,75) (54,101) (59,39) (59,104) (60,41) (60,63) (60,80) (60,102) (61,54) (61,67) (61,76) (61,89) (63,22) (63,121) (71,8) (71,47) (71,96) (71,135) (72,65) (72,78) (74,11) (74,132) (76,9) (76,35) (76,108) (76,134) (77,40) (77,51) (77,92) (77,103) (85,0) (87,2) (87,24) (87,119) (87,141) (93,3) (93,36) (93,107) (93,140) (98,13) (98,130) (99,15) (99,37) (99,106) (99,128) (103,27) (103,38) (103,105) (103,116) (110,18) (110,70) (110,73) (110,125) (115,30) (115,69) (115,74) (115,113) (116,1) (116,12) (116,131) (116,142) (125,28) (125,50) (125,93) (125,115) (126,41) (126,63) (126,80) (126,102) (129,66) (129,77) (132,29) (132,62) (132,81) (132,114) (136,5) (136,60) (136,83) (136,138) (137,52) (137,91) (138,54) (138,67) (138,76) (138,89) (142,53) (142,64) (142,79) (142,90)
24	y2 = x3 + 77x + 45	143	(2,8) (2,47) (2,96) (2,135) (5,29) (5,62) (5,81) (5,114) (7,28) (7,50) (7,93) (7,115) (11,65) (11,78) (16,15) (16,37) (16,106) (16,128) (18,16) (18,49) (18,94) (18,127) (20,2) (20,24) (20,119) (20,141) (21,22) (21,121) (24,52) (24,91) (29,28) (29,50) (29,93) (29,115) (31,42) (31,68) (31,75) (31,101) (33,54) (33,67) (33,76) (33,89) (42,2) (42,24) (42,119) (42,141) (43,66) (43,77) (44,10) (44,23) (44,120) (44,133) (46,41) (46,63) (46,80) (46,102) (54,44) (54,99) (55,54) (55,67) (55,76) (55,89) (57,3) (57,36) (57,107) (57,140) (60,4) (60,48) (60,95) (60,139) (68,41) (68,63) (68,80) (68,102) (73,17) (73,61) (73,82) (73,126) (76,0) (82,40) (82,51) (82,92) (82,103) (86,9) (86,35) (86,108) (86,134) (93,18) (93,70) (93,73) (93,125) (95,27) (95,38) (95,105) (95,116) (98,11) (98,132) (99,43) (99,56) (99,87) (99,100) (106,5) (106,60) (106,83) (106,138) (108,53) (108,64) (108,79) (108,90) (109,55) (109,88) (112,30) (112,69) (112,74) (112,113) (115,26) (115,117) (119,31) (119,57) (119,86) (119,112) (120,11) (120,132) (121,1) (121,12) (121,131) (121,142) (128,39) (128,104) (132,21) (132,34) (132,109) (132,122) (134,14) (134,25) (134,118) (134,129) (137,15) (137,37) (137,106) (137,128) (141,13) (141,130)
25	y2 = x3 + 121x + 124	143	(1,31) (1,57) (1,86) (1,112) (2,33) (2,110) (4,10) (4,23) (4,120) (4,133) (7,40) (7,51) (7,92) (7,103) (11,28) (11,50) (11,93) (11,115) (15,32) (15,45) (15,98) (15,111) (18,29) (18,62) (18,81) (18,114) (19,52) (19,91) (24,11) (24,132) (30,3) (30,36) (30,107) (30,140) (33,27) (33,38) (33,105) (33,116) (37,54) (37,67) (37,76) (37,89) (40,18) (40,70) (40,73) (40,125) (41,19) (41,58) (41,85) (41,124) (44,16) (44,49) (44,94) (44,127) (45,13) (45,130) (46,66) (46,77) (56,42) (56,68) (56,75) (56,101) (57,55) (57,88) (59,1) (59,12) (59,131) (59,142) (63,41) (63,63) (63,80) (63,102) (66,5) (66,60) (66,83) (66,138) (67,20) (67,46) (67,97) (67,123) (70,10) (70,23) (70,120) (70,133) (79,44) (79,99) (84,26) (84,117) (85,14) (85,25) (85,118) (85,129) (89,2) (89,24) (89,119) (89,141) (92,21) (92,34) (92,109) (92,122) (95,29) (95,62) (95,81) (95,114) (96,3) (96,36) (96,107) (96,140) (106,7) (106,59) (106,84) (106,136) (110,39) (110,104) (111,53) (111,64) (111,79) (111,90) (118,8) (118,47) (118,96) (118,135) (121,16) (121,49) (121,94) (121,127) (122,42) (122,68) (122,75) (122,101) (123,0) (128,15) (128,37) (128,106) (128,128) (132,6) (132,71) (132,72) (132,137) (134,55) (134,88) (136,65) (136,78)
26	y2 = x3 + 88x + 136	143	(1,15) (1,37) (1,106) (1,128) (6,55) (6,88) (10,27) (10,38) (10,105) (10,116) (11,2) (11,24) (11,119) (11,141) (14,41) (14,63) (14,80) (14,102) (21,39) (21,104) (23,40) (23,51) (23,92) (23,103) (24,54) (24,67) (24,76) (24,89) (32,16) (32,49) (32,94) (32,127) (33,9) (33,35) (33,108) (33,134) (34,26) (34,117) (36,14) (36,25) (36,118) (36,129) (44,31) (44,57) (44,86) (44,112) (45,29) (45,62) (45,81) (45,114) (46,43) (46,56) (46,87) (46,100) (47,52) (47,91) (50,11) (50,132) (57,21) (57,34) (57,109) (57,122) (58,3) (58,36) (58,107) (58,140) (66,2) (66,24) (66,119) (66,141) (72,22) (72,121) (76,28) (76,50) (76,93) (76,115) (79,54) (79,67) (79,76) (79,89) (83,44) (83,99) (88,53) (88,64) (88,79) (88,90) (89,15) (89,37) (89,106) (89,128) (98,17) (98,61) (98,82) (98,126) (99,13) (99,130) (101,1) (101,12) (101,131) (101,142) (102,41) (102,63) (102,80) (102,102) (105,11) (105,132) (109,5) (109,60) (109,83) (109,138) (110,42) (110,68) (110,75) (110,101) (111,4) (111,48) (111,95) (111,139) (112,65) (112,78) (122,18) (122,70) (122,73) (122,125) (123,10) (123,23) (123,120) (123,133) (124,30) (124,69) (124,74) (124,113) (127,66) (127,77) (131,28) (131,50) (131,93) (131,115) (135,8) (135,47) (135,96) (135,135) (138,0)
27	y2 = x3 + 88x + 137	143	(5,52) (5,91) (6,32) (6,45) (6,98) (6,111) (8,66) (8,77) (15,16) (15,49) (15,94) (15,127) (16,8) (16,47) (16,96) (16,135) (19,33) (19,110) (21,53) (21,64) (21,79) (21,90) (28,10) (28,23) (28,120) (28,133) (32,20) (32,46) (32,97) (32,123) (33,15) (33,37) (33,106) (33,128) (38,3) (38,36) (38,107) (38,140) (41,55) (41,88) (44,26) (44,117) (54,42) (54,68) (54,75) (54,101) (55,18) (55,70) (55,73) (55,125) (59,28) (59,50) (59,93) (59,115) (60,14) (60,25) (60,118) (60,129) (70,39) (70,104) (71,19) (71,58) (71,85) (71,124) (72,54) (72,67) (72,76) (72,89) (77,29) (77,62) (77,81) (77,114) (81,5) (81,60) (81,83) (81,138) (83,65) (83,78) (85,11) (85,132) (93,3) (93,36) (93,107) (93,140) (94,21) (94,34) (94,109) (94,122) (96,0) (98,2) (98,24) (98,119) (98,141) (99,40) (99,51) (99,92) (99,103) (103,16) (103,49) (103,94) (103,127) (107,44) (107,99) (109,13) (109,130) (110,7) (110,59) (110,84) (110,136) (116,10) (116,23) (116,120) (116,133) (120,31) (120,57) (120,86) (120,112) (125,27) (125,38) (125,105) (125,116) (129,55) (129,88) (132,29) (132,62) (132,81) (132,114) (136,6) (136,71) (136,72) (136,137) (137,41) (137,63) (137,80) (137,102) (138,1) (138,12) (138,131) (138,142) (142,42) (142,68) (142,75) (142,101)
28	y2 = x3 + 77x + 111	143	(2,52) (2,91) (5,7) (5,59) (5,84) (5,136) (9,31) (9,57) (9,86) (9,112) (10,55) (10,88) (11,1) (11,12) (11,131) (11,142) (18,6) (18,71) (18,72) (18,137) (21,11) (21,132) (22,21) (22,34) (22,109) (22,122) (24,14) (24,25) (24,118) (24,129) (31,20) (31,46) (31,97) (31,123) (32,55) (32,88) (35,8) (35,47) (35,96) (35,135) (44,32) (44,45) (44,98) (44,111) (49,29) (49,62) (49,81) (49,114) (54,0) (57,19) (57,58) (57,85) (57,124) (60,15) (60,37) (60,106) (60,128) (62,16) (62,49) (62,94) (62,127) (71,29) (71,62) (71,81) (71,114) (73,28) (73,50) (73,93) (73,115) (75,42) (75,68) (75,75) (75,101) (76,66) (76,77) (84,16) (84,49) (84,94) (84,127) (86,2) (86,24) (86,119) (86,141) (87,44) (87,99) (88,10) (88,23) (88,120) (88,133) (93,26) (93,117) (97,42) (97,68) (97,75) (97,101) (99,54) (99,67) (99,76) (99,89) (101,3) (101,36) (101,107) (101,140) (106,39) (106,104) (109,33) (109,110) (110,10) (110,23) (110,120) (110,133) (112,41) (112,63) (112,80) (112,102) (115,40) (115,51) (115,92) (115,103) (119,13) (119,130) (123,3) (123,36) (123,107) (123,140) (126,18) (126,70) (126,73) (126,125) (128,27) (128,38) (128,105) (128,116) (132,65) (132,78) (139,5) (139,60) (139,83) (139,138) (141,53) (141,64) (141,79) (141,90)
29	y2 = x3 + 121x + 137	143	(4,16) (4,49) (4,94) (4,127) (5,3) (5,36) (5,107) (5,140) (6,65) (6,78) (11,15) (11,37) (11,106) (11,128) (15,6) (15,71) (15,72) (15,137) (17,10) (17,23) (17,120) (17,133) (19,0) (27,8) (27,47) (27,96) (27,135) (28,32) (28,45) (28,98) (28,111) (30,55) (30,88) (32,13) (32,130) (33,40) (33,51) (33,92) (33,103) (37,28) (37,50) (37,93) (37,115) (41,33) (41,110) (43,42) (43,68) (43,75) (43,101) (44,29) (44,62) (44,81) (44,114) (50,54) (50,67) (50,76) (50,89) (54,20) (54,46) (54,97) (54,123) (59,27) (59,38) (59,105) (59,116) (63,11) (63,132) (66,18) (66,70) (66,73) (66,125) (70,16) (70,49) (70,94) (70,127) (71,52) (71,91) (72,1) (72,12) (72,131) (72,142) (76,2) (76,24) (76,119) (76,141) (82,3) (82,36) (82,107) (82,140) (83,10) (83,23) (83,120) (83,133) (85,66) (85,77) (92,5) (92,60) (92,83) (92,138) (93,19) (93,58) (93,85) (93,124) (96,55) (96,88) (98,53) (98,64) (98,79) (98,90) (105,21) (105,34) (105,109) (105,122) (109,42) (109,68) (109,75) (109,101) (110,26) (110,117) (115,41) (115,63) (115,80) (115,102) (118,44) (118,99) (121,29) (121,62) (121,81) (121,114) (131,31) (131,57) (131,86) (131,112) (132,7) (132,59) (132,84) (132,136) (136,39) (136,104) (137,14) (137,25) (137,118) (137,129)
30	y2 = x3 + 88x + 45	143	(5,18) (5,70) (5,73) (5,125) (7,17) (7,61) (7,82) (7,126) (10,66) (10,77) (11,54) (11,67) (11,76) (11,89) (18,5) (18,60) (18,83) (18,138) (20,9) (20,35) (20,108) (20,134) (21,0) (24,41) (24,63) (24,80) (24,102) (27,15) (27,37) (27,106) (27,128) (31,31) (31,57) (31,86) (31,112) (32,55) (32,88) (33,43) (33,56) (33,87) (33,100) (40,28) (40,50) (40,93) (40,115) (44,21) (44,34) (44,109) (44,122) (46,30) (46,69) (46,74) (46,113) (49,40) (49,51) (49,92) (49,103) (53,2) (53,24) (53,119) (53,141) (57,8) (57,47) (57,96) (57,135) (60,26) (60,117) (62,27) (62,38) (62,105) (62,116) (66,54) (66,67) (66,76) (66,89) (71,29) (71,62) (71,81) (71,114) (73,39) (73,104) (75,53) (75,64) (75,79) (75,90) (76,11) (76,132) (79,41) (79,63) (79,80) (79,102) (84,16) (84,49) (84,94) (84,127) (86,13) (86,130) (88,1) (88,12) (88,131) (88,142) (97,42) (97,68) (97,75) (97,101) (98,22) (98,121) (99,65) (99,78) (101,14) (101,25) (101,118) (101,129) (109,44) (109,99) (110,10) (110,23) (110,120) (110,133) (112,52) (112,91) (115,15) (115,37) (115,106) (115,128) (123,3) (123,36) (123,107) (123,140) (128,28) (128,50) (128,93) (128,115) (131,11) (131,132) (137,4) (137,48) (137,95) (137,139) (141,2) (141,24) (141,119) (141,141)