| Sr no. | class members | # points | points | 1 | y2 = x3 + 100x + 128 | 155 | (0,66) (0,85) (1,57) (1,94) (2,51) (2,100) (3,46) (3,105) (4,21) (4,130) (6,75) (6,76) (8,9) (8,142) (12,6) (12,145) (13,1) (13,150) (14,73) (14,78) (15,41) (15,110) (16,29) (16,122) (17,61) (17,90) (18,19) (18,132) (20,39) (20,112) (23,34) (23,117) (24,73) (24,78) (28,56) (28,95) (29,29) (29,122) (33,16) (33,135) (34,34) (34,117) (37,11) (37,140) (39,57) (39,94) (42,54) (42,97) (44,13) (44,138) (45,64) (45,87) (46,21) (46,130) (48,55) (48,96) (51,4) (51,147) (56,12) (56,139) (58,19) (58,132) (62,6) (62,145) (64,63) (64,88) (65,53) (65,98) (66,23) (66,128) (67,2) (67,149) (68,33) (68,118) (70,67) (70,84) (71,25) (71,126) (74,62) (74,89) (75,19) (75,132) (77,6) (77,145) (79,7) (79,144) (80,50) (80,101) (82,40) (82,111) (85,28) (85,123) (87,45) (87,106) (89,62) (89,89) (90,74) (90,77) (91,20) (91,131) (92,20) (92,131) (94,34) (94,117) (96,53) (96,98) (97,58) (97,93) (101,21) (101,130) (102,74) (102,77) (103,10) (103,141) (106,29) (106,122) (109,71) (109,80) (110,74) (110,77) (111,57) (111,94) (113,73) (113,78) (115,2) (115,149) (116,67) (116,84) (118,0) (119,20) (119,131) (120,2) (120,149) (122,64) (122,87) (126,24) (126,127) (131,68) (131,83) (132,60) (132,91) (134,59) (134,92) (135,64) (135,87) (136,38) (136,113) (139,62) (139,89) (141,53) (141,98) (142,3) (142,148) (148,42) (148,109) | 2 | y2 = x3 + 44x + 2 | 155 | (0,46) (0,105) (1,54) (1,97) (2,20) (2,131) (3,37) (3,114) (4,53) (4,98) (5,14) (5,137) (6,28) (6,123) (7,7) (7,144) (11,55) (11,96) (12,12) (12,139) (14,74) (14,77) (16,11) (16,140) (17,23) (17,128) (20,44) (20,107) (23,73) (23,78) (24,50) (24,101) (29,65) (29,86) (30,38) (30,113) (33,68) (33,83) (34,33) (34,118) (37,43) (37,108) (38,26) (38,125) (41,19) (41,132) (42,49) (42,102) (45,53) (45,98) (46,2) (46,149) (47,58) (47,93) (49,8) (49,143) (54,50) (54,101) (57,37) (57,114) (59,72) (59,79) (60,30) (60,121) (62,45) (62,106) (63,54) (63,97) (65,10) (65,141) (66,28) (66,123) (73,50) (73,101) (76,63) (76,88) (77,66) (77,85) (79,28) (79,123) (80,59) (80,92) (84,42) (84,109) (86,31) (86,120) (87,54) (87,97) (90,59) (90,92) (91,37) (91,114) (92,16) (92,135) (93,65) (93,86) (94,30) (94,121) (96,5) (96,146) (98,47) (98,104) (99,42) (99,109) (101,47) (101,104) (102,53) (102,98) (103,47) (103,104) (105,0) (106,8) (106,143) (107,3) (107,148) (109,64) (109,87) (111,57) (111,94) (114,32) (114,119) (117,24) (117,127) (119,42) (119,109) (123,26) (123,125) (126,75) (126,76) (130,38) (130,113) (131,22) (131,129) (132,59) (132,92) (133,18) (133,133) (135,51) (135,100) (136,73) (136,78) (139,39) (139,112) (141,26) (141,125) (142,38) (142,113) (143,73) (143,78) (146,67) (146,84) (147,8) (147,143) (148,30) (148,121) | 3 | y2 = x3 + 128x + 88 | 155 | (0,36) (0,115) (2,72) (2,79) (5,20) (5,131) (10,42) (10,109) (14,68) (14,83) (15,20) (15,131) (17,69) (17,82) (19,35) (19,116) (20,57) (20,94) (23,34) (23,117) (24,26) (24,125) (25,75) (25,76) (27,44) (27,107) (28,16) (28,135) (29,42) (29,109) (30,44) (30,107) (34,16) (34,135) (35,28) (35,123) (40,72) (40,79) (41,56) (41,95) (43,29) (43,122) (44,46) (44,105) (45,22) (45,129) (49,75) (49,76) (50,32) (50,119) (51,14) (51,137) (52,60) (52,91) (53,70) (53,81) (54,5) (54,146) (55,2) (55,149) (56,39) (56,112) (60,52) (60,99) (61,26) (61,125) (65,19) (65,132) (66,26) (66,125) (68,50) (68,101) (69,47) (69,104) (72,62) (72,89) (74,17) (74,134) (75,55) (75,96) (76,41) (76,110) (77,75) (77,76) (80,64) (80,87) (82,9) (82,142) (84,65) (84,86) (87,58) (87,93) (88,6) (88,145) (89,16) (89,135) (91,48) (91,103) (93,63) (93,88) (94,44) (94,107) (96,25) (96,126) (97,0) (99,7) (99,144) (101,71) (101,80) (102,17) (102,134) (105,65) (105,86) (106,30) (106,121) (108,40) (108,111) (109,72) (109,79) (112,42) (112,109) (113,65) (113,86) (114,56) (114,95) (119,70) (119,81) (120,46) (120,105) (125,18) (125,133) (126,17) (126,134) (130,70) (130,81) (131,20) (131,131) (132,59) (132,92) (136,57) (136,94) (138,46) (138,105) (142,64) (142,87) (143,45) (143,106) (145,37) (145,114) (146,57) (146,94) (147,56) (147,95) (150,67) (150,84) | 4 | y2 = x3 + 116x + 118 | 155 | (0,32) (0,119) (1,50) (1,101) (3,74) (3,77) (4,58) (4,93) (5,70) (5,81) (6,44) (6,107) (15,34) (15,117) (19,11) (19,140) (20,64) (20,87) (21,43) (21,108) (23,2) (23,149) (24,56) (24,95) (33,64) (33,87) (34,28) (34,123) (37,34) (37,117) (38,31) (38,120) (39,36) (39,115) (42,16) (42,135) (45,27) (45,124) (46,67) (46,84) (47,62) (47,89) (48,59) (48,92) (49,50) (49,101) (50,1) (50,150) (52,52) (52,99) (54,39) (54,112) (56,44) (56,107) (57,46) (57,105) (61,27) (61,124) (63,13) (63,138) (64,0) (65,8) (65,143) (67,3) (67,148) (71,40) (71,111) (73,41) (73,110) (76,73) (76,78) (77,72) (77,79) (79,47) (79,104) (83,33) (83,118) (84,23) (84,128) (85,41) (85,110) (86,25) (86,126) (87,38) (87,113) (89,44) (89,107) (91,51) (91,100) (92,72) (92,79) (97,15) (97,136) (98,64) (98,87) (99,34) (99,117) (100,13) (100,138) (101,50) (101,101) (102,1) (102,150) (104,4) (104,147) (107,66) (107,85) (108,33) (108,118) (111,33) (111,118) (112,65) (112,86) (114,52) (114,99) (115,18) (115,133) (116,12) (116,139) (119,28) (119,123) (125,45) (125,106) (128,9) (128,142) (129,31) (129,120) (133,72) (133,79) (135,31) (135,120) (136,52) (136,99) (138,43) (138,108) (139,13) (139,138) (140,57) (140,94) (141,26) (141,125) (143,43) (143,108) (144,41) (144,110) (146,35) (146,116) (147,63) (147,88) (148,14) (148,137) (149,28) (149,123) (150,1) (150,150) | 5 | y2 = x3 + 127x + 136 | 155 | (0,49) (0,102) (3,53) (3,98) (7,3) (7,148) (9,14) (9,137) (13,71) (13,80) (14,66) (14,85) (18,10) (18,141) (22,21) (22,130) (23,44) (23,107) (26,5) (26,146) (27,30) (27,121) (28,27) (28,124) (31,74) (31,77) (32,44) (32,107) (33,20) (33,131) (35,58) (35,93) (38,75) (38,76) (40,71) (40,80) (41,24) (41,127) (43,53) (43,98) (45,51) (45,100) (47,0) (49,43) (49,108) (50,56) (50,95) (51,58) (51,93) (52,24) (52,127) (54,64) (54,87) (55,65) (55,86) (57,63) (57,88) (58,24) (58,127) (59,20) (59,131) (60,27) (60,124) (61,19) (61,132) (63,27) (63,124) (64,32) (64,119) (65,58) (65,93) (67,3) (67,148) (68,8) (68,143) (69,15) (69,136) (70,14) (70,137) (72,14) (72,137) (73,29) (73,122) (77,3) (77,148) (79,23) (79,128) (80,17) (80,134) (81,23) (81,128) (82,54) (82,97) (89,8) (89,143) (90,45) (90,106) (94,57) (94,94) (95,32) (95,119) (96,44) (96,107) (98,71) (98,80) (101,55) (101,96) (102,50) (102,101) (103,41) (103,110) (104,11) (104,140) (105,53) (105,98) (112,48) (112,103) (114,72) (114,79) (115,61) (115,90) (117,46) (117,105) (119,65) (119,86) (120,9) (120,142) (124,60) (124,91) (127,5) (127,146) (128,65) (128,86) (130,52) (130,99) (133,25) (133,126) (134,37) (134,114) (137,12) (137,139) (139,31) (139,120) (142,23) (142,128) (143,32) (143,119) (145,8) (145,143) (147,35) (147,116) (149,5) (149,146) (150,59) (150,92) | 6 | y2 = x3 + 8x + 58 | 155 | (0,71) (0,80) (5,26) (5,125) (6,41) (6,110) (7,2) (7,149) (10,9) (10,142) (11,32) (11,119) (13,68) (13,83) (14,14) (14,137) (15,69) (15,82) (17,44) (17,107) (18,30) (18,121) (19,24) (19,127) (20,8) (20,143) (21,27) (21,124) (22,37) (22,114) (24,22) (24,129) (27,5) (27,146) (28,43) (28,108) (30,32) (30,119) (33,64) (33,87) (34,26) (34,125) (39,73) (39,78) (42,48) (42,103) (44,66) (44,85) (45,43) (45,108) (48,7) (48,144) (49,35) (49,116) (50,66) (50,85) (51,29) (51,122) (53,41) (53,110) (54,59) (54,92) (55,13) (55,138) (57,66) (57,85) (60,2) (60,149) (61,11) (61,140) (62,0) (63,10) (63,141) (64,27) (64,124) (65,9) (65,142) (66,27) (66,124) (69,40) (69,111) (74,52) (74,99) (76,9) (76,142) (78,43) (78,108) (79,67) (79,84) (83,70) (83,81) (84,2) (84,149) (88,4) (88,147) (89,56) (89,95) (92,41) (92,110) (94,21) (94,130) (96,20) (96,131) (99,70) (99,81) (101,21) (101,130) (102,34) (102,117) (104,7) (104,144) (107,21) (107,130) (108,29) (108,122) (110,32) (110,119) (111,8) (111,143) (112,26) (112,125) (113,65) (113,86) (117,73) (117,78) (118,61) (118,90) (119,42) (119,109) (120,70) (120,81) (122,72) (122,79) (124,53) (124,98) (126,36) (126,115) (127,38) (127,113) (132,12) (132,139) (135,45) (135,106) (136,6) (136,145) (138,18) (138,133) (143,29) (143,122) (146,73) (146,78) (149,51) (149,100) (150,7) (150,144) | 7 | y2 = x3 + 94x + 97 | 155 | (0,61) (0,90) (4,50) (4,101) (5,36) (5,115) (8,46) (8,105) (9,39) (9,112) (10,15) (10,136) (12,50) (12,101) (13,63) (13,88) (14,69) (14,82) (15,72) (15,79) (16,67) (16,84) (20,39) (20,112) (23,9) (23,142) (24,41) (24,110) (25,42) (25,109) (26,51) (26,100) (27,11) (27,140) (28,70) (28,81) (29,33) (29,118) (30,64) (30,87) (32,29) (32,122) (36,55) (36,96) (37,64) (37,87) (40,71) (40,80) (41,40) (41,111) (44,5) (44,146) (45,41) (45,110) (48,21) (48,130) (49,58) (49,93) (50,36) (50,115) (52,28) (52,123) (54,37) (54,114) (57,29) (57,122) (60,62) (60,89) (61,11) (61,140) (62,29) (62,122) (63,11) (63,140) (64,9) (64,142) (65,24) (65,127) (71,35) (71,116) (74,54) (74,97) (75,22) (75,129) (79,65) (79,86) (82,41) (82,110) (83,65) (83,86) (84,64) (84,87) (91,27) (91,124) (96,36) (96,115) (100,45) (100,106) (102,1) (102,150) (103,31) (103,120) (104,24) (104,127) (107,13) (107,138) (109,66) (109,85) (111,49) (111,102) (113,40) (113,111) (115,75) (115,76) (116,17) (116,134) (118,4) (118,147) (120,59) (120,92) (122,39) (122,112) (125,3) (125,148) (126,53) (126,98) (130,6) (130,145) (131,33) (131,118) (132,19) (132,132) (133,24) (133,127) (135,50) (135,101) (136,12) (136,139) (138,0) (139,67) (139,84) (140,65) (140,86) (142,33) (142,118) (144,46) (144,105) (145,26) (145,125) (147,67) (147,84) (148,40) (148,111) (150,46) (150,105) | 8 | y2 = x3 + 45x + 16 | 155 | (0,4) (0,147) (1,45) (1,106) (5,8) (5,143) (6,7) (6,144) (12,64) (12,87) (13,69) (13,82) (14,70) (14,81) (16,0) (19,28) (19,123) (21,16) (21,135) (23,9) (23,142) (25,55) (25,96) (26,75) (26,76) (27,23) (27,128) (28,27) (28,124) (29,74) (29,77) (32,20) (32,131) (34,69) (34,82) (35,26) (35,125) (36,24) (36,127) (37,36) (37,115) (38,44) (38,107) (39,29) (39,122) (43,62) (43,89) (46,8) (46,143) (47,42) (47,109) (49,60) (49,91) (50,44) (50,107) (52,32) (52,119) (53,60) (53,91) (54,1) (54,150) (56,24) (56,127) (57,9) (57,142) (59,24) (59,127) (60,70) (60,81) (62,17) (62,134) (63,44) (63,107) (69,51) (69,100) (70,15) (70,136) (71,9) (71,142) (73,41) (73,110) (75,72) (75,79) (77,70) (77,81) (84,72) (84,79) (85,15) (85,136) (86,2) (86,149) (87,65) (87,86) (88,19) (88,132) (89,14) (89,137) (97,22) (97,129) (100,8) (100,143) (101,19) (101,132) (104,69) (104,82) (110,62) (110,89) (112,61) (112,90) (113,19) (113,132) (114,47) (114,104) (117,42) (117,109) (118,58) (118,93) (119,38) (119,113) (123,71) (123,80) (125,30) (125,121) (129,55) (129,96) (130,57) (130,94) (131,5) (131,146) (133,13) (133,138) (134,23) (134,128) (135,33) (135,118) (136,63) (136,88) (138,42) (138,109) (140,46) (140,105) (141,23) (141,128) (142,40) (142,111) (143,72) (143,79) (147,15) (147,136) (148,55) (148,96) (149,62) (149,89) (150,11) (150,140) | 9 | y2 = x3 + 37x + 136 | 155 | (0,49) (0,102) (3,24) (3,127) (5,12) (5,139) (6,11) (6,140) (8,75) (8,76) (11,45) (11,106) (12,63) (12,88) (14,23) (14,128) (17,53) (17,98) (19,65) (19,86) (20,32) (20,119) (23,35) (23,116) (24,72) (24,79) (25,23) (25,128) (28,25) (28,126) (30,3) (30,148) (33,65) (33,86) (38,53) (38,98) (39,14) (39,137) (42,60) (42,91) (44,24) (44,127) (46,32) (46,119) (48,3) (48,148) (52,44) (52,107) (53,27) (53,124) (56,61) (56,90) (57,54) (57,97) (58,43) (58,108) (60,37) (60,114) (61,55) (61,96) (62,8) (62,143) (63,58) (63,93) (65,9) (65,142) (67,64) (67,87) (69,31) (69,120) (71,29) (71,122) (72,71) (72,80) (73,3) (73,148) (76,20) (76,131) (77,5) (77,146) (81,51) (81,100) (83,52) (83,99) (85,32) (85,119) (86,74) (86,77) (87,5) (87,146) (90,56) (90,95) (93,50) (93,101) (94,15) (94,136) (96,53) (96,98) (99,65) (99,86) (100,21) (100,130) (104,24) (104,127) (108,27) (108,124) (109,30) (109,121) (110,8) (110,143) (111,48) (111,103) (112,23) (112,128) (114,71) (114,80) (116,71) (116,80) (117,58) (117,93) (118,44) (118,107) (119,59) (119,92) (120,46) (120,105) (122,58) (122,93) (123,10) (123,141) (125,41) (125,110) (126,14) (126,137) (130,8) (130,143) (132,44) (132,107) (137,14) (137,137) (138,5) (138,146) (139,57) (139,94) (140,19) (140,132) (141,27) (141,124) (144,17) (144,134) (145,0) (146,66) (146,85) (150,20) (150,131) | 10 | y2 = x3 + 74x + 21 | 155 | (0,25) (0,126) (7,60) (7,91) (8,70) (8,81) (10,10) (10,141) (13,3) (13,148) (15,60) (15,91) (16,4) (16,147) (17,1) (17,150) (18,36) (18,115) (20,21) (20,130) (24,70) (24,81) (26,58) (26,93) (28,6) (28,145) (30,20) (30,131) (31,68) (31,83) (32,27) (32,124) (40,36) (40,115) (41,10) (41,141) (46,73) (46,78) (48,3) (48,148) (49,63) (49,88) (50,62) (50,89) (52,11) (52,140) (53,59) (53,92) (54,45) (54,106) (55,17) (55,134) (56,53) (56,98) (57,57) (57,94) (58,16) (58,135) (60,1) (60,150) (63,12) (63,139) (64,50) (64,101) (67,32) (67,119) (71,22) (71,129) (72,74) (72,77) (74,1) (74,150) (75,56) (75,95) (79,46) (79,105) (80,39) (80,112) (81,54) (81,97) (82,56) (82,95) (85,66) (85,85) (88,7) (88,144) (89,8) (89,143) (90,3) (90,148) (93,36) (93,115) (96,31) (96,120) (98,51) (98,100) (99,26) (99,125) (100,10) (100,141) (101,44) (101,107) (104,9) (104,142) (108,69) (108,82) (109,52) (109,99) (111,16) (111,135) (113,64) (113,87) (114,50) (114,101) (115,57) (115,94) (119,70) (119,81) (120,34) (120,117) (121,47) (121,104) (122,45) (122,106) (124,50) (124,101) (125,0) (126,45) (126,106) (127,27) (127,124) (128,73) (128,78) (129,60) (129,91) (130,57) (130,94) (133,16) (133,135) (137,4) (137,147) (139,24) (139,127) (142,49) (142,102) (143,27) (143,124) (145,56) (145,95) (148,15) (148,136) (149,4) (149,147) (150,61) (150,90) | 11 | y2 = x3 + 84x + 145 | 155 | (0,30) (0,121) (2,64) (2,87) (5,29) (5,122) (6,67) (6,84) (7,64) (7,87) (8,11) (8,140) (10,18) (10,133) (14,21) (14,130) (15,34) (15,117) (17,12) (17,139) (18,40) (18,111) (19,12) (19,139) (20,37) (20,114) (23,72) (23,79) (26,44) (26,107) (27,72) (27,79) (28,17) (28,134) (30,62) (30,89) (32,56) (32,95) (33,54) (33,97) (34,5) (34,146) (38,15) (38,136) (40,59) (40,92) (44,29) (44,122) (48,3) (48,148) (51,24) (51,127) (52,37) (52,114) (53,71) (53,80) (56,41) (56,110) (57,35) (57,116) (59,52) (59,99) (60,11) (60,140) (62,32) (62,119) (65,27) (65,124) (66,68) (66,83) (68,13) (68,138) (69,49) (69,102) (70,8) (70,143) (71,67) (71,84) (73,60) (73,91) (74,67) (74,84) (75,50) (75,101) (76,31) (76,120) (77,28) (77,123) (79,37) (79,114) (80,28) (80,123) (83,11) (83,140) (85,14) (85,137) (89,25) (89,126) (90,60) (90,91) (91,13) (91,138) (92,46) (92,105) (93,38) (93,113) (97,35) (97,116) (98,9) (98,142) (100,4) (100,147) (101,72) (101,79) (102,29) (102,122) (104,43) (104,108) (106,70) (106,81) (108,23) (108,128) (112,8) (112,143) (115,12) (115,139) (120,8) (120,143) (122,54) (122,97) (123,1) (123,150) (127,3) (127,148) (129,22) (129,129) (133,7) (133,144) (136,74) (136,77) (137,0) (139,60) (139,91) (140,2) (140,149) (142,64) (142,87) (143,13) (143,138) (145,28) (145,123) (147,54) (147,97) (148,35) (148,116) | 12 | y2 = x3 + 76x + 100 | 155 | (0,10) (0,141) (5,1) (5,150) (6,35) (6,116) (7,62) (7,89) (11,46) (11,105) (12,18) (12,133) (15,38) (15,113) (16,60) (16,91) (19,20) (19,131) (21,38) (21,113) (22,75) (22,76) (23,24) (23,127) (24,73) (24,78) (26,18) (26,133) (27,53) (27,98) (28,41) (28,110) (30,29) (30,122) (31,50) (31,101) (33,74) (33,77) (34,37) (34,114) (39,41) (39,110) (41,67) (41,84) (42,70) (42,81) (43,60) (43,91) (46,8) (46,143) (49,62) (49,89) (50,61) (50,90) (51,24) (51,127) (52,46) (52,105) (53,58) (53,93) (54,20) (54,131) (55,5) (55,146) (60,7) (60,144) (63,54) (63,97) (66,27) (66,124) (67,28) (67,123) (75,63) (75,88) (77,24) (77,127) (78,20) (78,131) (79,36) (79,115) (80,34) (80,117) (81,52) (81,99) (83,4) (83,147) (84,41) (84,110) (86,6) (86,145) (88,46) (88,105) (89,64) (89,87) (91,0) (92,60) (92,91) (94,69) (94,82) (95,62) (95,89) (99,54) (99,97) (101,42) (101,109) (103,4) (103,147) (105,49) (105,102) (106,9) (106,142) (107,71) (107,80) (110,40) (110,111) (112,28) (112,123) (113,18) (113,133) (115,38) (115,113) (116,4) (116,147) (117,48) (117,103) (118,3) (118,148) (120,56) (120,95) (123,28) (123,123) (126,53) (126,98) (127,55) (127,96) (129,39) (129,112) (133,65) (133,86) (134,29) (134,122) (138,29) (138,122) (140,54) (140,97) (141,1) (141,150) (143,43) (143,108) (145,33) (145,118) (147,51) (147,100) (149,53) (149,98) | 13 | y2 = x3 + 32x + 11 | 155 | (0,39) (0,112) (1,73) (1,78) (5,30) (5,121) (7,27) (7,124) (10,24) (10,127) (12,3) (12,148) (14,33) (14,118) (15,53) (15,98) (17,33) (17,118) (20,73) (20,78) (22,75) (22,76) (25,66) (25,85) (26,65) (26,86) (27,18) (27,133) (28,71) (28,80) (30,6) (30,145) (33,3) (33,148) (34,29) (34,122) (36,42) (36,109) (37,31) (37,120) (38,57) (38,94) (40,19) (40,132) (41,28) (41,123) (42,68) (42,83) (44,69) (44,82) (47,53) (47,98) (48,61) (48,90) (51,31) (51,120) (53,43) (53,108) (54,7) (54,144) (56,30) (56,121) (57,40) (57,111) (60,75) (60,76) (63,31) (63,120) (65,50) (65,101) (66,1) (66,150) (68,24) (68,127) (69,75) (69,76) (71,19) (71,132) (73,24) (73,127) (75,60) (75,91) (78,72) (78,79) (83,72) (83,79) (84,37) (84,114) (85,25) (85,126) (87,62) (87,89) (88,32) (88,119) (89,53) (89,98) (90,30) (90,121) (93,20) (93,131) (96,40) (96,111) (97,44) (97,107) (98,49) (98,102) (100,32) (100,119) (101,10) (101,141) (102,50) (102,101) (103,23) (103,128) (106,3) (106,148) (108,8) (108,143) (110,12) (110,139) (113,47) (113,104) (114,32) (114,119) (119,63) (119,88) (120,33) (120,118) (121,52) (121,99) (122,45) (122,106) (124,0) (125,5) (125,146) (126,14) (126,137) (128,68) (128,83) (130,73) (130,78) (132,68) (132,83) (135,50) (135,101) (138,56) (138,95) (141,72) (141,79) (147,11) (147,140) (148,48) (148,103) (149,40) (149,111) | 14 | y2 = x3 + 138x + 136 | 155 | (0,49) (0,102) (1,44) (1,107) (2,32) (2,119) (3,44) (3,107) (4,65) (4,86) (5,14) (5,137) (6,24) (6,127) (7,29) (7,122) (8,53) (8,98) (9,12) (9,139) (10,10) (10,141) (11,56) (11,95) (12,54) (12,97) (13,72) (13,79) (15,30) (15,121) (16,20) (16,131) (21,8) (21,143) (24,71) (24,80) (25,51) (25,100) (26,3) (26,148) (29,21) (29,130) (30,64) (30,87) (33,59) (33,92) (34,74) (34,77) (35,27) (35,124) (36,32) (36,119) (37,5) (37,146) (39,71) (39,80) (40,14) (40,137) (41,11) (41,140) (44,43) (44,108) (45,23) (45,128) (47,8) (47,143) (48,5) (48,146) (49,24) (49,127) (50,45) (50,106) (52,53) (52,98) (53,58) (53,93) (54,3) (54,148) (65,46) (65,105) (66,5) (66,146) (69,57) (69,94) (71,3) (71,148) (74,41) (74,110) (78,17) (78,134) (79,48) (79,103) (82,63) (82,88) (83,8) (83,143) (88,71) (88,80) (89,52) (89,99) (91,53) (91,98) (94,31) (94,120) (96,24) (96,127) (101,19) (101,132) (105,75) (105,76) (106,14) (106,137) (107,50) (107,101) (108,37) (108,114) (110,0) (111,23) (111,128) (113,32) (113,119) (117,9) (117,142) (119,20) (119,131) (120,58) (120,93) (129,58) (129,93) (131,61) (131,90) (132,35) (132,116) (133,27) (133,124) (134,27) (134,124) (136,60) (136,91) (139,15) (139,136) (140,55) (140,96) (141,25) (141,126) (142,66) (142,85) (146,23) (146,128) (147,44) (147,107) (148,65) (148,86) (150,65) (150,86) | 15 | y2 = x3 + 78x + 18 | 155 | (0,13) (0,138) (1,61) (1,90) (2,22) (2,129) (3,66) (3,85) (5,69) (5,82) (6,20) (6,131) (7,1) (7,150) (8,61) (8,90) (9,40) (9,111) (10,52) (10,99) (13,71) (13,80) (21,14) (21,137) (22,0) (24,37) (24,114) (28,30) (28,121) (30,8) (30,143) (31,8) (31,143) (32,34) (32,117) (35,25) (35,126) (36,16) (36,135) (37,42) (37,109) (38,25) (38,126) (39,4) (39,147) (40,68) (40,83) (41,67) (41,84) (44,65) (44,86) (45,60) (45,91) (46,15) (46,136) (48,54) (48,97) (49,38) (49,113) (54,44) (54,107) (56,37) (56,114) (57,1) (57,150) (58,33) (58,118) (61,24) (61,127) (62,26) (62,125) (63,53) (63,98) (67,9) (67,142) (70,11) (70,140) (71,37) (71,114) (76,23) (76,128) (77,73) (77,78) (78,25) (78,126) (82,21) (82,130) (83,10) (83,141) (87,1) (87,150) (90,8) (90,143) (91,10) (91,141) (92,57) (92,94) (93,2) (93,149) (98,11) (98,140) (100,73) (100,78) (101,26) (101,125) (107,48) (107,103) (112,41) (112,110) (114,50) (114,101) (117,74) (117,77) (119,36) (119,115) (120,24) (120,127) (121,24) (121,127) (122,68) (122,83) (123,58) (123,93) (124,44) (124,107) (125,73) (125,78) (126,67) (126,84) (128,10) (128,141) (129,6) (129,145) (134,11) (134,140) (135,67) (135,84) (139,26) (139,125) (140,68) (140,83) (141,72) (141,79) (142,61) (142,90) (143,40) (143,111) (147,47) (147,104) (148,19) (148,132) (149,55) (149,96) (150,40) (150,111) | 16 | y2 = x3 + 50x + 38 | 155 | (0,75) (0,76) (3,8) (3,143) (4,0) (7,60) (7,91) (8,73) (8,78) (9,3) (9,148) (13,4) (13,147) (14,3) (14,148) (15,29) (15,122) (21,9) (21,142) (22,59) (22,92) (25,1) (25,150) (26,48) (26,103) (28,49) (28,102) (34,11) (34,140) (35,32) (35,119) (37,12) (37,139) (38,51) (38,100) (39,1) (39,150) (41,48) (41,103) (43,2) (43,149) (44,12) (44,139) (45,47) (45,104) (47,71) (47,80) (50,68) (50,83) (51,68) (51,83) (52,20) (52,131) (55,63) (55,88) (56,24) (56,127) (57,29) (57,122) (59,17) (59,134) (60,36) (60,115) (62,35) (62,116) (63,59) (63,92) (66,59) (66,92) (67,43) (67,108) (69,34) (69,117) (70,12) (70,139) (71,55) (71,96) (73,16) (73,135) (75,30) (75,121) (77,18) (77,133) (79,29) (79,122) (82,66) (82,85) (84,48) (84,103) (85,70) (85,81) (87,1) (87,150) (88,70) (88,81) (89,19) (89,132) (91,21) (91,130) (93,17) (93,134) (97,38) (97,113) (103,30) (103,121) (104,13) (104,138) (105,45) (105,106) (108,26) (108,125) (109,16) (109,135) (110,43) (110,108) (111,5) (111,146) (113,58) (113,93) (118,72) (118,79) (119,20) (119,131) (120,16) (120,135) (122,41) (122,110) (123,53) (123,98) (124,30) (124,121) (125,43) (125,108) (128,3) (128,148) (129,70) (129,81) (131,20) (131,131) (132,9) (132,142) (135,27) (135,124) (143,33) (143,118) (144,10) (144,141) (146,56) (146,95) (147,23) (147,128) (149,9) (149,142) (150,17) (150,134) | 17 | y2 = x3 + 123x + 144 | 155 | (0,12) (0,139) (9,35) (9,116) (11,67) (11,84) (14,69) (14,82) (16,35) (16,116) (18,6) (18,145) (20,51) (20,100) (21,19) (21,132) (22,19) (22,132) (23,74) (23,77) (24,59) (24,92) (26,69) (26,82) (27,14) (27,137) (28,25) (28,126) (32,2) (32,149) (33,27) (33,124) (36,48) (36,103) (38,14) (38,137) (39,38) (39,113) (41,32) (41,119) (42,24) (42,127) (43,57) (43,94) (46,55) (46,96) (48,70) (48,81) (49,0) (51,65) (51,86) (52,15) (52,136) (53,37) (53,114) (57,27) (57,124) (58,72) (58,79) (59,25) (59,126) (60,73) (60,78) (61,27) (61,124) (63,33) (63,118) (64,25) (64,126) (66,10) (66,141) (71,3) (71,148) (75,21) (75,130) (77,39) (77,112) (80,66) (80,85) (81,45) (81,106) (82,28) (82,123) (84,29) (84,122) (85,43) (85,108) (86,14) (86,137) (87,56) (87,95) (88,16) (88,135) (89,13) (89,138) (92,56) (92,95) (96,72) (96,79) (98,60) (98,91) (101,45) (101,106) (102,52) (102,99) (103,62) (103,89) (106,44) (106,107) (107,65) (107,86) (108,19) (108,132) (110,64) (110,87) (111,69) (111,82) (114,31) (114,120) (115,20) (115,131) (116,23) (116,128) (120,45) (120,106) (122,24) (122,127) (123,56) (123,95) (126,35) (126,116) (128,61) (128,90) (129,57) (129,94) (130,57) (130,94) (131,42) (131,109) (132,59) (132,92) (134,29) (134,122) (136,71) (136,80) (138,24) (138,127) (144,65) (144,86) (146,59) (146,92) (148,72) (148,79) (150,41) (150,110) | 18 | y2 = x3 + 125x + 21 | 155 | (0,25) (0,126) (2,66) (2,85) (3,11) (3,140) (5,4) (5,147) (6,9) (6,142) (7,22) (7,129) (11,3) (11,148) (12,57) (12,94) (13,70) (13,81) (14,49) (14,102) (15,52) (15,99) (18,10) (18,141) (19,73) (19,78) (24,50) (24,101) (25,54) (25,97) (26,3) (26,148) (27,60) (27,91) (28,16) (28,135) (29,10) (29,141) (30,32) (30,119) (33,70) (33,81) (35,59) (35,92) (36,21) (36,130) (39,74) (39,77) (42,50) (42,101) (44,16) (44,135) (46,27) (46,124) (51,60) (51,91) (52,31) (52,120) (53,12) (53,139) (54,20) (54,131) (55,15) (55,136) (56,57) (56,94) (57,56) (57,95) (58,63) (58,88) (59,4) (59,147) (61,44) (61,107) (65,34) (65,117) (67,45) (67,106) (69,24) (69,127) (72,36) (72,115) (73,60) (73,91) (74,0) (77,58) (77,93) (79,16) (79,135) (83,57) (83,94) (85,50) (85,101) (86,68) (86,83) (87,4) (87,147) (90,62) (90,89) (91,1) (91,150) (97,47) (97,104) (98,7) (98,144) (99,17) (99,134) (103,1) (103,150) (104,10) (104,141) (105,70) (105,81) (106,45) (106,106) (107,36) (107,115) (108,1) (108,150) (110,56) (110,95) (112,46) (112,105) (113,73) (113,78) (114,3) (114,148) (116,51) (116,100) (118,27) (118,124) (119,61) (119,90) (123,36) (123,115) (129,45) (129,106) (130,8) (130,143) (131,53) (131,98) (134,69) (134,82) (135,56) (135,95) (138,27) (138,124) (141,6) (141,145) (143,64) (143,87) (144,39) (144,112) (148,26) (148,125) | 19 | y2 = x3 + 88x + 118 | 155 | (0,32) (0,119) (2,0) (4,9) (4,142) (7,41) (7,110) (11,1) (11,150) (13,52) (13,99) (14,35) (14,116) (17,51) (17,100) (19,58) (19,93) (22,13) (22,138) (25,27) (25,124) (26,72) (26,79) (28,26) (28,125) (30,39) (30,112) (31,25) (31,126) (33,1) (33,150) (35,13) (35,138) (41,4) (41,147) (42,52) (42,99) (44,50) (44,101) (52,74) (52,77) (54,3) (54,148) (55,34) (55,117) (59,73) (59,78) (60,33) (60,118) (61,57) (61,94) (62,43) (62,108) (64,41) (64,110) (66,28) (66,123) (72,36) (72,115) (73,40) (73,111) (75,31) (75,120) (77,59) (77,92) (79,65) (79,86) (80,41) (80,110) (82,46) (82,105) (83,44) (83,107) (86,28) (86,123) (88,64) (88,87) (93,66) (93,85) (94,13) (94,138) (95,64) (95,87) (96,52) (96,99) (97,23) (97,128) (98,12) (98,139) (99,14) (99,137) (101,27) (101,124) (103,45) (103,106) (104,44) (104,107) (105,31) (105,120) (107,1) (107,150) (109,34) (109,117) (110,62) (110,89) (111,47) (111,104) (112,33) (112,118) (113,43) (113,108) (114,56) (114,95) (115,44) (115,107) (118,50) (118,101) (119,64) (119,87) (120,8) (120,143) (121,15) (121,136) (122,31) (122,120) (124,16) (124,135) (127,43) (127,108) (128,11) (128,140) (130,33) (130,118) (131,18) (131,133) (132,63) (132,88) (135,72) (135,79) (137,70) (137,81) (138,34) (138,117) (140,50) (140,101) (141,72) (141,79) (143,67) (143,84) (147,2) (147,149) (149,38) (149,113) (150,28) (150,123) | 20 | y2 = x3 + 99x + 31 | 155 | (0,22) (0,129) (2,29) (2,122) (4,75) (4,76) (5,54) (5,97) (6,29) (6,122) (7,37) (7,114) (8,60) (8,91) (10,71) (10,80) (12,57) (12,94) (13,58) (13,93) (14,50) (14,101) (15,19) (15,132) (16,44) (16,107) (18,47) (18,104) (20,14) (20,137) (22,18) (22,133) (24,15) (24,136) (25,39) (25,112) (26,20) (26,131) (27,48) (27,103) (30,42) (30,109) (31,44) (31,107) (32,28) (32,123) (37,17) (37,134) (41,57) (41,94) (42,19) (42,132) (48,39) (48,112) (50,11) (50,140) (51,64) (51,87) (52,26) (52,125) (58,31) (58,120) (59,46) (59,105) (60,1) (60,150) (61,71) (61,80) (63,70) (63,81) (65,69) (65,82) (66,8) (66,143) (68,13) (68,138) (69,0) (70,68) (70,83) (71,2) (71,149) (72,75) (72,76) (74,7) (74,144) (75,75) (75,76) (78,39) (78,112) (80,71) (80,80) (82,45) (82,106) (83,73) (83,78) (87,28) (87,123) (88,30) (88,121) (89,51) (89,100) (90,2) (90,149) (94,19) (94,132) (96,7) (96,144) (98,57) (98,94) (100,63) (100,88) (104,44) (104,107) (106,51) (106,100) (107,51) (107,100) (108,26) (108,125) (111,25) (111,126) (113,49) (113,102) (115,68) (115,83) (117,68) (117,83) (121,67) (121,84) (127,21) (127,130) (129,74) (129,77) (130,4) (130,147) (131,35) (131,116) (132,7) (132,144) (133,32) (133,119) (138,41) (138,110) (141,2) (141,149) (142,26) (142,125) (143,29) (143,122) (145,60) (145,91) (148,3) (148,148) (149,60) (149,91) | 21 | y2 = x3 + 72x + 95 | 155 | (0,47) (0,104) (1,35) (1,116) (3,6) (3,145) (4,30) (4,121) (5,60) (5,91) (6,21) (6,130) (7,6) (7,145) (14,26) (14,125) (15,41) (15,110) (16,71) (16,80) (19,35) (19,116) (20,18) (20,133) (24,68) (24,83) (25,2) (25,149) (26,8) (26,143) (34,41) (34,110) (35,48) (35,103) (38,25) (38,126) (39,37) (39,114) (45,38) (45,113) (48,17) (48,134) (49,64) (49,87) (50,63) (50,88) (52,53) (52,98) (53,60) (53,91) (57,75) (57,76) (61,49) (61,102) (65,72) (65,79) (67,71) (67,80) (68,71) (68,80) (70,69) (70,82) (72,11) (72,140) (74,57) (74,94) (75,74) (75,77) (79,62) (79,89) (80,23) (80,128) (81,67) (81,84) (85,33) (85,118) (87,3) (87,148) (88,20) (88,131) (91,50) (91,101) (93,60) (93,91) (94,1) (94,150) (95,52) (95,99) (96,36) (96,115) (97,39) (97,112) (99,34) (99,117) (100,27) (100,124) (102,41) (102,110) (104,20) (104,131) (106,16) (106,135) (107,57) (107,94) (109,12) (109,139) (110,20) (110,131) (112,28) (112,123) (113,13) (113,138) (114,9) (114,142) (116,0) (117,64) (117,87) (118,49) (118,102) (119,31) (119,120) (120,50) (120,101) (121,57) (121,94) (122,63) (122,88) (123,49) (123,102) (129,68) (129,83) (130,63) (130,88) (131,35) (131,116) (132,18) (132,133) (133,8) (133,143) (136,64) (136,87) (137,32) (137,119) (140,29) (140,122) (141,6) (141,145) (143,8) (143,143) (147,14) (147,137) (149,68) (149,83) (150,18) (150,133) | 22 | y2 = x3 + 43x + 99 | 155 | (0,34) (0,117) (2,58) (2,93) (5,52) (5,99) (7,21) (7,130) (8,7) (8,144) (10,64) (10,87) (11,53) (11,98) (12,57) (12,94) (13,52) (13,99) (14,24) (14,127) (15,58) (15,93) (17,55) (17,96) (19,15) (19,136) (20,72) (20,79) (23,32) (23,119) (25,75) (25,76) (26,62) (26,89) (27,16) (27,135) (28,1) (28,150) (30,1) (30,150) (34,47) (34,104) (35,38) (35,113) (37,61) (37,90) (39,53) (39,98) (42,74) (42,77) (46,31) (46,120) (51,10) (51,141) (52,61) (52,90) (54,60) (54,91) (55,25) (55,126) (56,68) (56,83) (57,72) (57,79) (59,36) (59,115) (60,22) (60,129) (61,33) (61,118) (62,61) (62,90) (63,9) (63,142) (70,35) (70,116) (71,18) (71,133) (72,0) (74,72) (74,79) (76,8) (76,143) (77,65) (77,86) (78,40) (78,111) (79,54) (79,97) (80,5) (80,146) (82,70) (82,81) (83,30) (83,121) (84,56) (84,95) (85,17) (85,134) (91,4) (91,147) (92,67) (92,84) (93,1) (93,150) (94,65) (94,86) (98,68) (98,83) (100,20) (100,131) (101,53) (101,98) (102,29) (102,122) (106,31) (106,120) (111,8) (111,143) (115,8) (115,143) (117,42) (117,109) (118,74) (118,77) (119,9) (119,142) (120,9) (120,142) (126,3) (126,148) (128,69) (128,82) (131,65) (131,86) (132,44) (132,107) (133,52) (133,99) (134,58) (134,93) (136,55) (136,96) (142,74) (142,77) (144,19) (144,132) (145,57) (145,94) (148,68) (148,83) (149,55) (149,96) (150,31) (150,120) | 23 | y2 = x3 + 98x + 118 | 155 | (0,32) (0,119) (2,41) (2,110) (3,52) (3,99) (4,11) (4,140) (6,4) (6,147) (7,40) (7,111) (8,31) (8,120) (9,70) (9,81) (12,46) (12,105) (13,56) (13,95) (16,73) (16,78) (19,9) (19,142) (23,63) (23,88) (24,52) (24,99) (26,59) (26,92) (27,34) (27,117) (28,72) (28,79) (29,13) (29,138) (30,3) (30,148) (31,28) (31,123) (32,50) (32,101) (33,28) (33,123) (34,25) (34,126) (36,64) (36,87) (37,43) (37,108) (40,36) (40,115) (41,44) (41,107) (43,51) (43,100) (46,43) (46,108) (48,72) (48,79) (51,31) (51,120) (53,13) (53,138) (55,14) (55,137) (56,18) (56,133) (58,50) (58,101) (61,50) (61,101) (66,38) (66,113) (67,39) (67,112) (68,43) (68,108) (69,13) (69,138) (71,41) (71,110) (74,45) (74,106) (75,72) (75,79) (78,41) (78,110) (79,33) (79,118) (81,27) (81,124) (84,15) (84,136) (85,0) (87,28) (87,123) (88,12) (88,139) (89,33) (89,118) (90,1) (90,150) (92,31) (92,120) (93,1) (93,150) (96,74) (96,77) (101,57) (101,94) (102,66) (102,85) (111,65) (111,86) (112,47) (112,104) (113,67) (113,84) (116,64) (116,87) (117,8) (117,143) (119,1) (119,150) (121,23) (121,128) (124,52) (124,99) (127,34) (127,117) (128,58) (128,93) (130,44) (130,107) (131,44) (131,107) (132,2) (132,149) (133,26) (133,125) (134,33) (134,118) (136,16) (136,135) (140,27) (140,124) (142,35) (142,116) (145,62) (145,89) (148,34) (148,117) (150,64) (150,87) | 24 | y2 = x3 + 118x + 11 | 155 | (0,39) (0,112) (3,40) (3,111) (4,68) (4,83) (6,28) (6,123) (7,24) (7,127) (13,32) (13,119) (15,18) (15,133) (20,42) (20,109) (21,24) (21,127) (22,32) (22,119) (23,68) (23,83) (28,72) (28,79) (29,75) (29,76) (30,7) (30,144) (35,31) (35,120) (39,19) (39,132) (43,33) (43,118) (46,47) (46,104) (48,65) (48,86) (50,30) (50,121) (51,45) (51,106) (57,3) (57,148) (58,69) (58,82) (60,8) (60,143) (63,43) (63,108) (64,25) (64,126) (66,40) (66,111) (67,6) (67,145) (70,14) (70,137) (71,27) (71,124) (73,19) (73,132) (74,23) (74,128) (75,50) (75,101) (77,61) (77,90) (81,66) (81,85) (82,40) (82,111) (83,53) (83,98) (84,52) (84,99) (86,29) (86,122) (87,1) (87,150) (88,49) (88,102) (89,73) (89,78) (92,60) (92,91) (95,73) (95,78) (97,37) (97,114) (99,48) (99,103) (102,20) (102,131) (103,5) (103,146) (105,57) (105,94) (107,50) (107,101) (109,53) (109,98) (110,53) (110,98) (115,30) (115,121) (116,32) (116,119) (117,33) (117,118) (118,73) (118,78) (119,3) (119,148) (120,50) (120,101) (121,44) (121,107) (123,24) (123,127) (124,68) (124,83) (126,3) (126,148) (127,56) (127,95) (129,31) (129,120) (130,72) (130,79) (132,11) (132,140) (133,71) (133,80) (134,75) (134,76) (136,0) (137,30) (137,121) (138,31) (138,120) (139,75) (139,76) (140,10) (140,141) (142,33) (142,118) (144,72) (144,79) (145,12) (145,139) (149,62) (149,89) (150,63) (150,88) | 25 | y2 = x3 + 42x + 69 | 155 | (0,62) (0,89) (2,37) (2,114) (6,50) (6,101) (8,39) (8,112) (11,72) (11,79) (12,6) (12,145) (13,68) (13,83) (15,65) (15,86) (16,55) (16,96) (19,5) (19,146) (20,0) (21,47) (21,104) (24,42) (24,109) (28,68) (28,83) (32,31) (32,120) (33,47) (33,104) (34,22) (34,129) (35,41) (35,110) (36,70) (36,81) (39,18) (39,133) (40,8) (40,143) (41,73) (41,78) (43,12) (43,139) (44,27) (44,124) (45,70) (45,81) (48,22) (48,129) (51,64) (51,87) (53,25) (53,126) (54,63) (54,88) (56,59) (56,92) (62,55) (62,96) (63,21) (63,130) (64,54) (64,97) (65,43) (65,108) (67,49) (67,102) (69,22) (69,129) (70,70) (70,81) (71,26) (71,125) (72,7) (72,144) (73,55) (73,96) (74,61) (74,90) (75,28) (75,123) (83,33) (83,118) (84,46) (84,105) (87,53) (87,98) (92,21) (92,130) (93,28) (93,123) (97,47) (97,104) (99,24) (99,127) (102,16) (102,135) (104,24) (104,127) (105,59) (105,92) (108,30) (108,121) (109,64) (109,87) (110,68) (110,83) (111,15) (111,136) (112,56) (112,95) (116,32) (116,119) (118,63) (118,88) (123,73) (123,78) (124,40) (124,111) (125,27) (125,124) (126,2) (126,149) (129,44) (129,107) (130,63) (130,88) (131,17) (131,134) (133,27) (133,124) (134,28) (134,123) (137,19) (137,132) (138,73) (138,78) (140,36) (140,115) (141,59) (141,92) (142,64) (142,87) (143,60) (143,91) (144,6) (144,145) (146,6) (146,145) (147,21) (147,130) (149,66) (149,85) | 26 | y2 = x3 + 2x + 45 | 155 | (0,14) (0,137) (3,57) (3,94) (5,28) (5,123) (7,10) (7,141) (9,43) (9,108) (10,59) (10,92) (11,48) (11,103) (12,49) (12,102) (14,34) (14,117) (15,66) (15,85) (17,3) (17,148) (21,52) (21,99) (22,4) (22,147) (24,5) (24,146) (25,4) (25,147) (27,1) (27,150) (30,23) (30,128) (31,0) (32,67) (32,84) (33,67) (33,84) (37,6) (37,145) (38,28) (38,123) (39,34) (39,117) (42,23) (42,128) (44,46) (44,105) (46,57) (46,94) (47,15) (47,136) (48,72) (48,79) (51,62) (51,89) (52,5) (52,146) (54,44) (54,107) (55,66) (55,85) (56,3) (56,148) (59,22) (59,129) (60,50) (60,101) (61,73) (61,78) (62,70) (62,81) (63,39) (63,112) (66,13) (66,138) (68,69) (68,82) (69,56) (69,95) (73,9) (73,142) (75,5) (75,146) (78,3) (78,148) (79,23) (79,128) (81,66) (81,85) (82,27) (82,124) (83,37) (83,114) (84,53) (84,98) (85,26) (85,125) (86,67) (86,84) (89,18) (89,133) (92,19) (92,132) (95,9) (95,142) (98,34) (98,117) (100,25) (100,126) (101,44) (101,107) (102,57) (102,94) (103,74) (103,77) (104,4) (104,147) (106,51) (106,100) (107,36) (107,115) (108,28) (108,123) (110,7) (110,144) (115,60) (115,91) (117,50) (117,101) (120,40) (120,111) (125,50) (125,101) (126,15) (126,136) (129,15) (129,136) (131,59) (131,92) (132,68) (132,83) (134,9) (134,142) (135,30) (135,121) (139,16) (139,135) (143,11) (143,140) (147,44) (147,107) (150,58) (150,93) | 27 | y2 = x3 + 144x + 18 | 155 | (0,13) (0,138) (7,37) (7,114) (8,25) (8,126) (9,69) (9,82) (10,58) (10,93) (11,8) (11,143) (12,1) (12,150) (13,37) (13,114) (14,61) (14,90) (16,23) (16,128) (18,52) (18,99) (19,10) (19,141) (21,26) (21,125) (23,47) (23,104) (24,50) (24,101) (26,54) (26,97) (29,73) (29,78) (30,9) (30,142) (32,61) (32,90) (33,36) (33,115) (40,4) (40,147) (41,20) (41,131) (42,44) (42,107) (43,10) (43,141) (44,33) (44,118) (46,40) (46,111) (48,73) (48,78) (49,65) (49,86) (51,6) (51,145) (53,53) (53,98) (54,8) (54,143) (55,19) (55,132) (57,21) (57,130) (58,38) (58,113) (60,11) (60,140) (61,26) (61,125) (63,25) (63,126) (64,22) (64,129) (65,24) (65,127) (66,1) (66,150) (67,44) (67,107) (68,14) (68,137) (69,26) (69,125) (72,68) (72,83) (73,1) (73,150) (74,73) (74,78) (75,57) (75,94) (80,25) (80,126) (81,60) (81,91) (86,8) (86,143) (87,55) (87,96) (89,10) (89,141) (92,67) (92,84) (95,16) (95,135) (96,66) (96,85) (97,24) (97,127) (100,0) (101,68) (101,83) (102,48) (102,103) (104,67) (104,84) (105,61) (105,90) (106,67) (106,84) (107,2) (107,149) (111,41) (111,110) (113,15) (113,136) (114,71) (114,80) (116,11) (116,140) (118,34) (118,117) (119,40) (119,111) (120,74) (120,77) (126,11) (126,140) (127,42) (127,109) (129,68) (129,83) (131,37) (131,114) (133,72) (133,79) (137,40) (137,111) (140,24) (140,127) (141,30) (141,121) | 28 | y2 = x3 + 103x + 21 | 155 | (0,25) (0,126) (1,27) (1,124) (2,50) (2,101) (3,31) (3,120) (4,73) (4,78) (6,10) (6,141) (9,4) (9,147) (10,36) (10,115) (11,62) (11,89) (12,56) (12,95) (13,50) (13,101) (22,10) (22,141) (24,3) (24,148) (27,52) (27,99) (30,45) (30,106) (33,61) (33,90) (34,68) (34,83) (35,12) (35,139) (37,27) (37,124) (38,70) (38,81) (39,36) (39,115) (40,74) (40,77) (41,9) (41,142) (43,1) (43,150) (44,63) (44,88) (45,54) (45,97) (46,64) (46,87) (47,56) (47,95) (48,58) (48,93) (49,16) (49,135) (50,3) (50,148) (51,45) (51,106) (54,32) (54,119) (55,26) (55,125) (60,69) (60,82) (63,59) (63,92) (64,66) (64,85) (66,4) (66,147) (67,20) (67,131) (70,45) (70,106) (71,60) (71,91) (73,22) (73,129) (76,4) (76,147) (77,3) (77,148) (78,39) (78,112) (82,57) (82,94) (83,8) (83,143) (84,47) (84,104) (88,51) (88,100) (89,57) (89,94) (92,56) (92,95) (94,24) (94,127) (95,21) (95,130) (96,11) (96,140) (99,15) (99,136) (102,36) (102,115) (103,0) (109,60) (109,91) (111,46) (111,105) (112,16) (112,135) (113,27) (113,124) (114,70) (114,81) (115,53) (115,98) (116,7) (116,144) (117,34) (117,117) (122,60) (122,91) (123,10) (123,141) (125,1) (125,150) (131,57) (131,94) (133,6) (133,145) (134,1) (134,150) (136,50) (136,101) (140,44) (140,107) (141,16) (141,135) (143,73) (143,78) (146,49) (146,102) (148,17) (148,134) (150,70) (150,81) | 29 | y2 = x3 + 17x + 99 | 155 | (0,34) (0,117) (4,69) (4,82) (12,70) (12,81) (15,16) (15,135) (16,36) (16,115) (17,4) (17,147) (22,20) (22,131) (23,44) (23,107) (24,52) (24,99) (26,65) (26,86) (30,60) (30,91) (32,74) (32,77) (33,31) (33,120) (35,9) (35,142) (38,7) (38,144) (40,0) (42,55) (42,96) (43,55) (43,96) (47,57) (47,94) (48,62) (48,89) (53,38) (53,113) (56,65) (56,86) (57,57) (57,94) (59,8) (59,143) (64,17) (64,134) (65,42) (65,109) (66,55) (66,96) (67,1) (67,150) (68,61) (68,90) (69,65) (69,86) (70,3) (70,148) (71,21) (71,130) (72,53) (72,98) (73,18) (73,133) (78,5) (78,146) (80,19) (80,132) (81,75) (81,76) (82,72) (82,79) (85,58) (85,93) (86,47) (86,104) (88,68) (88,83) (90,53) (90,98) (95,72) (95,79) (96,61) (96,90) (97,56) (97,95) (99,68) (99,83) (101,33) (101,118) (102,1) (102,150) (106,35) (106,116) (107,29) (107,122) (108,58) (108,93) (109,58) (109,93) (111,54) (111,97) (112,8) (112,143) (115,68) (115,83) (117,9) (117,142) (123,64) (123,87) (124,74) (124,77) (125,72) (125,79) (126,31) (126,120) (128,15) (128,136) (129,10) (129,141) (130,30) (130,121) (131,8) (131,143) (133,1) (133,150) (134,22) (134,129) (135,67) (135,84) (137,52) (137,99) (138,61) (138,90) (140,53) (140,98) (141,52) (141,99) (142,24) (142,127) (143,31) (143,120) (144,40) (144,111) (146,74) (146,77) (147,32) (147,119) (148,25) (148,126) (150,9) (150,142) | 30 | y2 = x3 + 137x + 5 | 155 | (0,55) (0,96) (2,49) (2,102) (6,52) (6,99) (7,34) (7,117) (8,42) (8,109) (9,2) (9,149) (10,67) (10,84) (11,27) (11,124) (12,31) (12,120) (14,52) (14,99) (19,16) (19,135) (23,26) (23,125) (25,28) (25,123) (28,24) (28,127) (30,3) (30,148) (31,70) (31,81) (32,39) (32,112) (35,67) (35,84) (37,59) (37,92) (38,49) (38,102) (39,48) (39,103) (40,5) (40,146) (41,10) (41,141) (43,36) (43,115) (47,43) (47,108) (48,65) (48,86) (49,68) (49,83) (50,33) (50,118) (52,19) (52,132) (53,3) (53,148) (57,28) (57,123) (61,38) (61,113) (63,41) (63,110) (67,47) (67,104) (68,3) (68,148) (69,28) (69,123) (70,37) (70,114) (73,9) (73,142) (75,12) (75,139) (76,35) (76,116) (77,73) (77,78) (78,69) (78,82) (81,0) (83,1) (83,150) (85,22) (85,129) (87,17) (87,134) (89,70) (89,81) (90,23) (90,128) (91,41) (91,110) (93,58) (93,93) (95,22) (95,129) (96,54) (96,97) (98,1) (98,150) (100,58) (100,93) (104,44) (104,107) (106,67) (106,84) (107,65) (107,86) (109,58) (109,93) (111,49) (111,102) (113,5) (113,146) (114,46) (114,105) (115,19) (115,132) (121,1) (121,150) (122,22) (122,129) (123,75) (123,76) (129,50) (129,101) (130,20) (130,131) (131,52) (131,99) (134,39) (134,112) (135,19) (135,132) (136,39) (136,112) (140,6) (140,145) (143,71) (143,80) (144,45) (144,106) (147,65) (147,86) (148,41) (148,110) (149,5) (149,146) (150,13) (150,138) | 31 | y2 = x3 + 20x + 40 | 155 | (0,74) (0,77) (2,36) (2,115) (3,60) (3,91) (6,15) (6,136) (9,63) (9,88) (10,33) (10,118) (11,9) (11,142) (12,14) (12,137) (13,9) (13,142) (14,73) (14,78) (15,53) (15,98) (17,59) (17,92) (19,22) (19,129) (22,16) (22,135) (25,59) (25,92) (26,4) (26,147) (27,28) (27,123) (29,68) (29,83) (31,10) (31,141) (33,47) (33,104) (34,3) (34,148) (35,60) (35,91) (36,46) (36,105) (41,64) (41,87) (42,26) (42,125) (44,51) (44,100) (47,3) (47,148) (51,23) (51,128) (52,72) (52,79) (53,51) (53,100) (54,51) (54,100) (57,48) (57,103) (59,22) (59,129) (61,69) (61,82) (65,36) (65,115) (66,12) (66,139) (68,53) (68,98) (69,30) (69,121) (70,3) (70,148) (72,61) (72,90) (73,22) (73,129) (75,39) (75,112) (76,62) (76,89) (78,7) (78,144) (82,29) (82,122) (84,36) (84,115) (88,65) (88,86) (90,0) (92,7) (92,144) (93,70) (93,81) (95,27) (95,124) (100,2) (100,149) (101,27) (101,124) (102,61) (102,90) (105,38) (105,113) (106,27) (106,124) (108,55) (108,96) (109,59) (109,92) (111,64) (111,87) (112,48) (112,103) (113,60) (113,91) (114,17) (114,134) (115,57) (115,94) (118,49) (118,102) (122,52) (122,99) (125,8) (125,143) (126,26) (126,125) (127,9) (127,142) (128,61) (128,90) (132,7) (132,144) (133,48) (133,103) (134,26) (134,125) (137,6) (137,145) (142,43) (142,108) (143,24) (143,127) (144,37) (144,114) (147,54) (147,97) (150,64) (150,87) | 32 | y2 = x3 + 22x + 128 | 155 | (0,66) (0,85) (1,0) (2,28) (2,123) (7,25) (7,126) (11,74) (11,77) (13,73) (13,78) (14,3) (14,148) (15,71) (15,80) (21,6) (21,145) (22,29) (22,122) (26,55) (26,96) (27,41) (27,110) (30,2) (30,149) (31,34) (31,117) (32,57) (32,94) (33,20) (33,131) (36,39) (36,112) (40,57) (40,94) (41,75) (41,76) (43,20) (43,131) (44,19) (44,132) (47,74) (47,77) (48,6) (48,145) (49,13) (49,138) (52,53) (52,98) (55,42) (55,109) (56,2) (56,149) (57,40) (57,111) (59,29) (59,122) (60,59) (60,92) (61,21) (61,130) (62,33) (62,118) (64,51) (64,100) (65,2) (65,149) (66,45) (66,106) (69,62) (69,89) (70,29) (70,122) (75,20) (75,131) (79,57) (79,94) (81,64) (81,87) (82,6) (82,145) (84,58) (84,93) (85,63) (85,88) (88,67) (88,84) (91,61) (91,90) (92,64) (92,87) (93,74) (93,77) (96,46) (96,105) (103,62) (103,89) (105,9) (105,142) (106,24) (106,127) (112,7) (112,144) (113,21) (113,130) (114,1) (114,150) (115,68) (115,83) (117,53) (117,98) (122,4) (122,147) (123,19) (123,132) (124,38) (124,113) (125,10) (125,141) (126,67) (126,84) (127,11) (127,140) (128,21) (128,130) (129,64) (129,87) (130,62) (130,89) (131,12) (131,139) (132,34) (132,117) (133,53) (133,98) (135,19) (135,132) (136,54) (136,97) (139,34) (139,117) (141,56) (141,95) (143,73) (143,78) (144,50) (144,101) (146,73) (146,78) (147,60) (147,91) (149,23) (149,128) (150,16) (150,135) | 33 | y2 = x3 + 29x + 128 | 155 | (0,66) (0,85) (2,63) (2,88) (3,53) (3,98) (10,19) (10,132) (12,40) (12,111) (17,20) (17,131) (19,21) (19,130) (21,33) (21,118) (23,60) (23,91) (24,1) (24,150) (25,64) (25,87) (26,6) (26,145) (27,71) (27,80) (28,53) (28,98) (32,0) (38,9) (38,142) (42,38) (42,113) (43,61) (43,90) (46,73) (46,78) (49,19) (49,132) (50,74) (50,77) (51,64) (51,87) (52,46) (52,105) (54,2) (54,149) (56,68) (56,83) (57,6) (57,145) (58,13) (58,138) (64,28) (64,123) (68,6) (68,145) (69,34) (69,117) (70,24) (70,127) (72,57) (72,94) (73,25) (73,126) (74,10) (74,141) (75,64) (75,87) (76,29) (76,122) (77,55) (77,96) (78,50) (78,101) (83,62) (83,89) (85,51) (85,100) (86,34) (86,117) (87,23) (87,128) (92,19) (92,132) (94,62) (94,89) (95,39) (95,112) (98,67) (98,84) (99,42) (99,109) (100,29) (100,122) (104,75) (104,76) (106,67) (106,84) (107,74) (107,77) (108,59) (108,92) (109,41) (109,110) (111,7) (111,144) (112,57) (112,94) (114,73) (114,78) (115,12) (115,139) (117,2) (117,149) (118,57) (118,94) (119,16) (119,135) (120,53) (120,98) (121,58) (121,93) (124,54) (124,97) (125,62) (125,89) (126,29) (126,122) (129,4) (129,147) (131,2) (131,149) (133,56) (133,95) (135,20) (135,131) (138,11) (138,140) (140,21) (140,130) (142,73) (142,78) (143,21) (143,130) (145,74) (145,77) (146,3) (146,148) (147,34) (147,117) (149,45) (149,106) (150,20) (150,131) | 34 | y2 = x3 + 36x + 40 | 155 | (0,74) (0,77) (4,61) (4,90) (5,63) (5,88) (6,64) (6,87) (7,22) (7,129) (8,38) (8,113) (9,6) (9,145) (12,29) (12,122) (13,17) (13,134) (15,28) (15,123) (16,22) (16,129) (20,46) (20,105) (21,53) (21,98) (22,2) (22,149) (23,7) (23,144) (24,9) (24,142) (27,59) (27,92) (29,16) (29,135) (30,51) (30,100) (32,49) (32,102) (33,64) (33,87) (34,10) (34,141) (36,27) (36,124) (37,9) (37,142) (40,61) (40,90) (43,59) (43,92) (46,60) (46,91) (48,4) (48,147) (50,0) (51,52) (51,99) (52,60) (52,91) (53,60) (53,91) (57,14) (57,137) (58,51) (58,100) (59,62) (59,89) (60,55) (60,96) (63,51) (63,100) (70,26) (70,125) (79,48) (79,103) (80,37) (80,114) (81,59) (81,92) (82,48) (82,103) (85,36) (85,115) (86,3) (86,148) (87,12) (87,139) (90,9) (90,142) (92,39) (92,112) (96,72) (96,79) (97,36) (97,115) (100,68) (100,83) (101,69) (101,82) (102,70) (102,81) (103,8) (103,143) (104,15) (104,136) (106,3) (106,148) (107,61) (107,90) (108,26) (108,125) (109,53) (109,98) (110,3) (110,148) (112,64) (112,87) (113,24) (113,127) (116,65) (116,86) (119,47) (119,104) (120,36) (120,115) (123,33) (123,118) (124,26) (124,125) (126,27) (126,124) (128,22) (128,129) (129,23) (129,128) (131,57) (131,94) (132,54) (132,97) (135,7) (135,144) (139,30) (139,121) (140,27) (140,124) (141,48) (141,103) (142,73) (142,78) (144,7) (144,144) (146,43) (146,108) | 35 | y2 = x3 + 62x + 37 | 155 | (0,43) (0,108) (1,10) (1,141) (2,13) (2,138) (3,34) (3,117) (4,54) (4,97) (5,64) (5,87) (6,25) (6,126) (7,19) (7,132) (8,21) (8,130) (9,56) (9,95) (13,41) (13,110) (14,5) (14,146) (18,48) (18,103) (23,74) (23,77) (24,20) (24,131) (27,42) (27,109) (28,13) (28,138) (31,74) (31,77) (32,19) (32,132) (35,50) (35,101) (36,1) (36,150) (38,6) (38,145) (42,25) (42,126) (47,35) (47,116) (54,51) (54,100) (55,20) (55,131) (56,48) (56,103) (58,28) (58,123) (59,40) (59,111) (61,26) (61,125) (62,55) (62,96) (63,59) (63,92) (65,61) (65,90) (66,73) (66,78) (67,38) (67,113) (69,41) (69,110) (72,20) (72,131) (73,15) (73,136) (75,17) (75,134) (77,48) (77,103) (78,0) (79,60) (79,91) (80,44) (80,107) (81,65) (81,86) (86,66) (86,85) (87,17) (87,134) (89,62) (89,89) (90,46) (90,105) (91,18) (91,133) (93,14) (93,137) (96,60) (96,91) (97,74) (97,77) (100,44) (100,107) (101,49) (101,102) (103,25) (103,126) (106,73) (106,78) (108,59) (108,92) (110,65) (110,86) (111,65) (111,86) (112,19) (112,132) (113,75) (113,76) (114,53) (114,98) (120,51) (120,100) (121,13) (121,138) (122,44) (122,107) (126,23) (126,128) (127,60) (127,91) (128,51) (128,100) (129,16) (129,135) (130,73) (130,78) (131,59) (131,92) (134,67) (134,84) (137,7) (137,144) (140,17) (140,134) (141,57) (141,94) (143,29) (143,122) (146,31) (146,120) (150,27) (150,124) | 36 | y2 = x3 + 55x + 31 | 155 | (0,22) (0,129) (3,26) (3,125) (6,44) (6,107) (7,2) (7,149) (9,54) (9,97) (11,2) (11,149) (13,15) (13,136) (14,26) (14,125) (18,71) (18,80) (26,39) (26,112) (27,19) (27,132) (28,32) (28,119) (29,63) (29,88) (36,14) (36,137) (37,41) (37,110) (39,75) (39,76) (41,29) (41,122) (44,31) (44,120) (45,39) (45,112) (46,29) (46,122) (51,74) (51,77) (52,7) (52,144) (53,70) (53,81) (54,42) (54,109) (55,3) (55,148) (56,68) (56,83) (57,45) (57,106) (59,44) (59,107) (62,13) (62,138) (64,29) (64,122) (66,28) (66,123) (70,51) (70,100) (73,37) (73,114) (76,46) (76,105) (77,20) (77,131) (79,25) (79,126) (80,39) (80,112) (82,57) (82,94) (83,4) (83,147) (86,44) (86,107) (87,60) (87,91) (89,73) (89,78) (90,11) (90,140) (94,0) (97,67) (97,84) (98,30) (98,121) (100,18) (100,133) (102,51) (102,100) (103,7) (103,144) (104,57) (104,94) (105,60) (105,91) (108,1) (108,150) (109,48) (109,103) (110,60) (110,91) (114,58) (114,93) (115,35) (115,116) (116,57) (116,94) (117,69) (117,82) (118,28) (118,123) (120,68) (120,83) (122,64) (122,87) (123,47) (123,104) (126,68) (126,83) (127,17) (127,134) (128,75) (128,76) (130,51) (130,100) (133,2) (133,149) (134,26) (134,125) (135,75) (135,76) (136,19) (136,132) (138,21) (138,130) (139,19) (139,132) (140,71) (140,80) (143,49) (143,102) (144,71) (144,80) (146,50) (146,101) (147,7) (147,144) (149,8) (149,143) | 37 | y2 = x3 + 1x + 11 | 155 | (0,39) (0,112) (2,25) (2,126) (7,19) (7,132) (8,57) (8,94) (9,30) (9,121) (11,30) (11,121) (12,40) (12,111) (18,24) (18,127) (19,68) (19,83) (23,11) (23,140) (24,32) (24,119) (26,61) (26,90) (27,53) (27,98) (29,32) (29,119) (31,29) (31,122) (32,73) (32,78) (33,63) (33,88) (35,43) (35,108) (36,73) (36,78) (37,56) (37,95) (42,0) (45,66) (45,85) (47,12) (47,139) (49,69) (49,82) (52,40) (52,111) (53,31) (53,120) (54,6) (54,145) (55,48) (55,103) (61,10) (61,141) (62,24) (62,127) (65,33) (65,118) (66,62) (66,89) (67,7) (67,144) (70,3) (70,148) (71,24) (71,127) (72,19) (72,132) (73,27) (73,124) (74,5) (74,146) (77,65) (77,86) (80,72) (80,79) (82,3) (82,148) (83,73) (83,78) (84,44) (84,107) (87,40) (87,111) (89,72) (89,79) (91,33) (91,118) (92,50) (92,101) (93,50) (93,101) (94,75) (94,76) (95,42) (95,109) (97,52) (97,99) (98,32) (98,119) (100,75) (100,76) (104,28) (104,123) (106,14) (106,137) (107,20) (107,131) (108,75) (108,76) (109,18) (109,133) (116,49) (116,102) (117,50) (117,101) (121,37) (121,114) (122,31) (122,120) (125,23) (125,128) (127,31) (127,120) (129,45) (129,106) (130,53) (130,98) (131,30) (131,121) (133,72) (133,79) (134,8) (134,143) (135,60) (135,91) (136,68) (136,83) (141,71) (141,80) (143,47) (143,104) (145,53) (145,98) (146,33) (146,118) (147,68) (147,83) (149,1) (149,150) (150,3) (150,148) | 38 | y2 = x3 + 81x + 16 | 155 | (0,4) (0,147) (1,20) (1,131) (7,41) (7,110) (11,44) (11,107) (13,47) (13,104) (15,23) (15,128) (16,24) (16,127) (18,71) (18,80) (20,24) (20,127) (22,8) (22,143) (24,69) (24,82) (26,70) (26,81) (28,23) (28,128) (30,1) (30,150) (31,2) (31,149) (32,58) (32,93) (33,11) (33,140) (35,44) (35,107) (41,69) (41,82) (42,63) (42,88) (44,60) (44,91) (46,19) (46,132) (48,75) (48,76) (53,26) (53,125) (56,5) (56,146) (57,64) (57,87) (61,46) (61,105) (62,16) (62,135) (63,60) (63,91) (64,15) (64,136) (65,42) (65,109) (66,62) (66,89) (68,17) (68,134) (72,29) (72,122) (73,9) (73,142) (75,33) (75,118) (76,0) (79,61) (79,90) (81,55) (81,96) (82,9) (82,142) (83,14) (83,137) (86,69) (86,82) (89,57) (89,94) (91,62) (91,89) (92,72) (92,79) (96,32) (96,119) (97,72) (97,79) (99,55) (99,96) (100,74) (100,77) (103,30) (103,121) (104,7) (104,144) (105,44) (105,107) (106,15) (106,136) (108,23) (108,128) (110,42) (110,109) (113,72) (113,79) (115,24) (115,127) (116,19) (116,132) (118,45) (118,106) (121,22) (121,129) (122,55) (122,96) (127,42) (127,109) (128,28) (128,123) (132,15) (132,136) (133,27) (133,124) (134,70) (134,81) (137,8) (137,143) (138,36) (138,115) (139,51) (139,100) (140,19) (140,132) (141,13) (141,138) (142,70) (142,81) (143,8) (143,143) (145,62) (145,89) (146,40) (146,111) (147,9) (147,142) (149,65) (149,86) (150,38) (150,113) | 39 | y2 = x3 + 47x + 17 | 155 | (0,35) (0,116) (3,51) (3,100) (4,32) (4,119) (6,45) (6,106) (7,38) (7,113) (10,66) (10,85) (12,73) (12,78) (14,61) (14,90) (15,41) (15,110) (19,70) (19,81) (21,65) (21,86) (22,26) (22,125) (23,66) (23,85) (24,41) (24,110) (26,53) (26,98) (28,22) (28,129) (29,34) (29,117) (30,48) (30,103) (31,59) (31,92) (36,14) (36,137) (38,72) (38,79) (43,55) (43,96) (45,40) (45,111) (47,54) (47,97) (48,70) (48,81) (50,15) (50,136) (52,26) (52,125) (54,67) (54,84) (55,59) (55,92) (56,38) (56,113) (57,14) (57,137) (58,14) (58,137) (59,53) (59,98) (60,75) (60,76) (61,63) (61,88) (63,10) (63,141) (65,59) (65,92) (66,53) (66,98) (69,18) (69,133) (70,8) (70,143) (72,31) (72,120) (73,4) (73,147) (75,72) (75,79) (77,26) (77,125) (78,13) (78,138) (81,11) (81,140) (84,70) (84,81) (85,68) (85,83) (87,25) (87,126) (88,38) (88,113) (92,68) (92,83) (95,10) (95,141) (102,67) (102,84) (104,17) (104,134) (106,47) (106,104) (107,63) (107,88) (108,28) (108,123) (109,19) (109,132) (110,21) (110,130) (111,44) (111,107) (112,41) (112,110) (114,18) (114,133) (116,58) (116,93) (117,6) (117,145) (118,66) (118,85) (119,18) (119,133) (122,29) (122,122) (125,68) (125,83) (130,43) (130,108) (131,52) (131,99) (134,63) (134,88) (135,1) (135,150) (137,36) (137,115) (138,57) (138,94) (144,10) (144,141) (145,24) (145,127) (146,67) (146,84) (148,0) | 40 | y2 = x3 + 110x + 17 | 155 | (0,35) (0,116) (1,66) (1,85) (2,68) (2,83) (3,26) (3,125) (4,70) (4,81) (5,36) (5,115) (6,17) (6,134) (8,72) (8,79) (12,14) (12,137) (13,41) (13,110) (15,19) (15,132) (17,55) (17,96) (18,66) (18,85) (20,10) (20,141) (22,34) (22,117) (24,18) (24,133) (25,11) (25,140) (26,70) (26,81) (27,41) (27,110) (33,18) (33,133) (37,57) (37,94) (39,31) (39,120) (41,45) (41,106) (44,14) (44,137) (47,21) (47,130) (48,26) (48,125) (53,10) (53,141) (54,48) (54,103) (55,0) (60,63) (60,88) (66,25) (66,126) (67,67) (67,84) (68,65) (68,86) (70,47) (70,104) (71,4) (71,147) (73,38) (73,113) (74,68) (74,83) (75,68) (75,83) (76,53) (76,98) (77,53) (77,98) (78,10) (78,141) (79,44) (79,107) (80,13) (80,138) (81,40) (81,111) (82,73) (82,78) (83,43) (83,108) (86,59) (86,92) (88,58) (88,93) (90,15) (90,136) (92,1) (92,150) (93,67) (93,84) (94,18) (94,133) (95,14) (95,137) (96,51) (96,100) (98,38) (98,113) (99,59) (99,92) (100,26) (100,125) (102,63) (102,88) (108,75) (108,76) (110,24) (110,127) (111,41) (111,110) (115,52) (115,99) (117,59) (117,92) (120,6) (120,145) (121,70) (121,81) (126,8) (126,143) (128,32) (128,119) (129,29) (129,122) (131,38) (131,113) (132,66) (132,85) (134,28) (134,123) (135,72) (135,79) (140,63) (140,88) (141,22) (141,129) (142,67) (142,84) (145,54) (145,97) (146,61) (146,90) (149,53) (149,98) | 41 | y2 = x3 + 38x + 58 | 155 | (0,71) (0,80) (1,61) (1,90) (4,24) (4,127) (6,7) (6,144) (9,26) (9,125) (12,66) (12,85) (13,22) (13,129) (16,9) (16,142) (18,9) (18,142) (21,0) (26,7) (26,144) (27,69) (27,82) (31,26) (31,125) (33,42) (33,109) (35,41) (35,110) (36,8) (36,143) (37,18) (37,133) (40,73) (40,78) (41,41) (41,110) (42,53) (42,98) (46,29) (46,122) (47,32) (47,119) (49,66) (49,85) (50,32) (50,119) (52,20) (52,131) (53,10) (53,141) (54,32) (54,119) (58,35) (58,116) (61,21) (61,130) (65,70) (65,81) (67,59) (67,92) (68,27) (68,124) (73,2) (73,149) (75,41) (75,110) (79,8) (79,143) (80,43) (80,108) (81,43) (81,108) (85,27) (85,124) (87,51) (87,100) (89,70) (89,81) (90,66) (90,85) (91,44) (91,107) (92,45) (92,106) (93,34) (93,117) (94,40) (94,111) (98,4) (98,147) (99,13) (99,138) (100,37) (100,114) (102,21) (102,130) (103,52) (103,99) (106,36) (106,115) (108,2) (108,149) (109,5) (109,146) (111,26) (111,125) (112,67) (112,84) (114,68) (114,83) (117,9) (117,142) (119,7) (119,144) (120,73) (120,78) (121,2) (121,149) (122,29) (122,122) (123,30) (123,121) (124,6) (124,145) (129,72) (129,79) (130,56) (130,95) (134,29) (134,122) (136,48) (136,103) (138,38) (138,113) (139,21) (139,130) (140,11) (140,140) (141,43) (141,108) (142,73) (142,78) (143,65) (143,86) (146,14) (146,137) (147,12) (147,139) (148,70) (148,81) (149,27) (149,124) (150,64) (150,87) | 42 | y2 = x3 + 80x + 18 | 155 | (0,13) (0,138) (1,34) (1,117) (4,10) (4,141) (5,40) (5,111) (6,67) (6,84) (12,21) (12,130) (13,50) (13,101) (17,10) (17,141) (18,58) (18,93) (20,16) (20,135) (22,73) (22,78) (24,71) (24,80) (25,60) (25,91) (26,73) (26,78) (28,72) (28,79) (29,0) (30,44) (30,107) (33,40) (33,111) (34,8) (34,143) (35,53) (35,98) (38,61) (38,90) (39,68) (39,83) (44,38) (44,113) (49,33) (49,118) (50,8) (50,143) (51,68) (51,83) (52,66) (52,85) (53,25) (53,126) (54,9) (54,142) (58,65) (58,86) (59,23) (59,128) (61,68) (61,83) (62,14) (62,137) (65,74) (65,77) (66,55) (66,96) (67,8) (67,143) (68,26) (68,125) (70,67) (70,84) (71,1) (71,150) (72,4) (72,147) (73,37) (73,114) (75,67) (75,84) (77,54) (77,97) (79,41) (79,110) (82,1) (82,150) (84,24) (84,127) (85,22) (85,129) (88,11) (88,140) (93,48) (93,103) (94,26) (94,125) (99,19) (99,132) (101,24) (101,127) (102,2) (102,149) (103,73) (103,78) (104,20) (104,131) (105,25) (105,126) (106,11) (106,140) (108,11) (108,140) (113,40) (113,111) (114,37) (114,114) (115,37) (115,114) (117,24) (117,127) (118,61) (118,90) (122,6) (122,145) (123,52) (123,99) (130,10) (130,141) (132,47) (132,104) (133,30) (133,121) (135,57) (135,94) (136,44) (136,107) (137,69) (137,82) (138,42) (138,109) (140,26) (140,125) (143,15) (143,136) (144,25) (144,126) (146,61) (146,90) (149,1) (149,150) (150,36) (150,115) | 43 | y2 = x3 + 10x + 144 | 155 | (0,12) (0,139) (1,2) (1,149) (2,25) (2,126) (3,72) (3,79) (4,61) (4,90) (5,35) (5,116) (6,32) (6,119) (10,6) (10,145) (12,28) (12,123) (13,31) (13,120) (14,59) (14,92) (15,14) (15,137) (16,25) (16,126) (18,56) (18,95) (20,48) (20,103) (23,59) (23,92) (26,39) (26,112) (29,19) (29,132) (31,14) (31,137) (33,41) (33,110) (35,33) (35,118) (42,71) (42,80) (44,0) (45,45) (45,106) (48,69) (48,82) (49,72) (49,79) (51,24) (51,127) (56,42) (56,109) (60,19) (60,132) (62,19) (62,132) (63,37) (63,114) (64,43) (64,108) (70,35) (70,116) (72,38) (72,113) (73,3) (73,148) (74,62) (74,89) (76,35) (76,116) (77,70) (77,81) (78,66) (78,85) (80,65) (80,86) (82,27) (82,124) (83,13) (83,138) (87,10) (87,141) (88,60) (88,91) (89,57) (89,94) (90,67) (90,84) (91,57) (91,94) (92,21) (92,130) (93,65) (93,86) (95,51) (95,100) (96,15) (96,136) (97,29) (97,122) (98,23) (98,128) (99,72) (99,79) (101,27) (101,124) (105,14) (105,137) (107,52) (107,99) (108,29) (108,122) (112,69) (112,82) (114,59) (114,92) (116,16) (116,135) (117,45) (117,106) (119,27) (119,124) (122,57) (122,94) (124,24) (124,127) (126,44) (126,107) (127,24) (127,127) (129,65) (129,86) (131,20) (131,131) (133,25) (133,126) (134,73) (134,78) (135,56) (135,95) (140,45) (140,106) (142,69) (142,82) (143,55) (143,96) (145,64) (145,87) (147,74) (147,77) (149,56) (149,95) | 44 | y2 = x3 + 31x + 103 | 155 | (0,42) (0,109) (2,18) (2,133) (3,26) (3,125) (5,9) (5,142) (7,19) (7,132) (13,49) (13,102) (14,67) (14,84) (15,35) (15,116) (18,0) (19,1) (19,150) (20,56) (20,95) (21,7) (21,144) (23,65) (23,86) (25,73) (25,78) (30,20) (30,131) (32,48) (32,103) (33,70) (33,81) (34,12) (34,139) (36,59) (36,92) (37,67) (37,84) (39,69) (39,82) (41,69) (41,82) (42,12) (42,139) (44,66) (44,85) (47,49) (47,102) (52,9) (52,142) (53,23) (53,128) (57,27) (57,124) (59,21) (59,130) (61,19) (61,132) (63,50) (63,101) (67,43) (67,108) (71,69) (71,82) (74,26) (74,125) (75,12) (75,139) (76,45) (76,106) (78,8) (78,143) (79,3) (79,148) (82,30) (82,121) (83,19) (83,132) (84,13) (84,138) (86,47) (86,104) (87,15) (87,136) (89,68) (89,83) (91,49) (91,102) (93,61) (93,90) (94,9) (94,142) (95,5) (95,146) (96,29) (96,122) (99,27) (99,124) (100,67) (100,84) (101,53) (101,98) (102,15) (102,136) (105,47) (105,104) (107,57) (107,94) (109,45) (109,106) (111,47) (111,104) (113,15) (113,136) (115,54) (115,97) (116,50) (116,101) (117,45) (117,106) (118,17) (118,134) (119,4) (119,147) (120,2) (120,149) (122,33) (122,118) (123,50) (123,101) (126,39) (126,112) (127,22) (127,129) (128,71) (128,80) (129,20) (129,131) (131,40) (131,111) (133,31) (133,120) (134,34) (134,117) (136,75) (136,76) (141,1) (141,150) (142,1) (142,150) (143,20) (143,131) (146,27) (146,124) | 45 | y2 = x3 + 124x + 69 | 155 | (0,62) (0,89) (1,63) (1,88) (4,5) (4,146) (5,19) (5,132) (6,24) (6,127) (7,26) (7,125) (10,73) (10,78) (13,42) (13,109) (14,64) (14,87) (15,64) (15,87) (17,12) (17,139) (21,55) (21,96) (23,21) (23,130) (26,22) (26,129) (27,65) (27,86) (28,27) (28,124) (30,49) (30,102) (31,22) (31,129) (35,25) (35,126) (36,0) (37,73) (37,78) (38,59) (38,92) (39,7) (39,144) (40,18) (40,133) (41,50) (41,101) (42,40) (42,111) (46,60) (46,91) (47,68) (47,83) (49,27) (49,124) (50,72) (50,79) (51,44) (51,107) (53,21) (53,130) (59,55) (59,96) (60,28) (60,123) (63,41) (63,110) (64,37) (64,114) (66,53) (66,98) (67,63) (67,88) (68,47) (68,104) (71,55) (71,96) (72,8) (72,143) (74,27) (74,124) (75,21) (75,130) (78,6) (78,145) (79,15) (79,136) (81,70) (81,81) (82,6) (82,145) (83,63) (83,88) (84,47) (84,104) (85,54) (85,97) (87,66) (87,85) (88,32) (88,119) (89,33) (89,118) (93,16) (93,135) (94,22) (94,129) (95,70) (95,81) (101,36) (101,115) (103,61) (103,90) (104,73) (104,78) (105,39) (105,112) (106,2) (106,149) (107,28) (107,123) (111,56) (111,95) (114,68) (114,83) (115,17) (115,134) (117,43) (117,108) (118,31) (118,120) (121,46) (121,105) (122,64) (122,87) (126,70) (126,81) (131,59) (131,92) (133,59) (133,92) (134,30) (134,121) (135,28) (135,123) (141,68) (141,83) (142,6) (142,145) (148,24) (148,127) (150,47) (150,104) | 46 | y2 = x3 + 25x + 16 | 155 | (0,4) (0,147) (1,58) (1,93) (2,15) (2,136) (3,32) (3,119) (4,28) (4,123) (6,69) (6,82) (7,9) (7,142) (8,44) (8,107) (9,8) (9,143) (10,71) (10,80) (12,9) (12,142) (14,40) (14,111) (17,62) (17,89) (21,17) (21,134) (22,74) (22,77) (23,15) (23,136) (24,47) (24,104) (28,13) (28,138) (29,8) (29,143) (31,69) (31,82) (32,45) (32,106) (33,38) (33,113) (34,2) (34,149) (35,60) (35,91) (37,42) (37,109) (40,29) (40,122) (41,7) (41,144) (45,55) (45,96) (46,72) (46,79) (47,62) (47,89) (48,70) (48,81) (51,55) (51,96) (53,44) (53,107) (55,55) (55,96) (58,60) (58,91) (59,0) (60,23) (60,128) (61,19) (61,132) (63,26) (63,125) (66,65) (66,86) (67,1) (67,150) (68,16) (68,135) (71,41) (71,110) (74,30) (74,121) (76,24) (76,127) (77,75) (77,76) (82,64) (82,87) (83,57) (83,94) (84,22) (84,129) (87,62) (87,89) (90,44) (90,107) (92,33) (92,118) (94,51) (94,100) (95,24) (95,127) (98,19) (98,132) (101,46) (101,105) (108,70) (108,81) (109,23) (109,128) (111,61) (111,90) (113,8) (113,143) (114,69) (114,82) (115,5) (115,146) (118,20) (118,131) (119,11) (119,140) (120,42) (120,109) (121,72) (121,79) (124,63) (124,88) (126,15) (126,136) (127,36) (127,115) (130,14) (130,137) (131,24) (131,127) (132,9) (132,142) (133,23) (133,128) (135,72) (135,79) (141,27) (141,124) (143,19) (143,132) (145,42) (145,109) (146,70) (146,81) | 47 | y2 = x3 + 105x + 58 | 155 | (0,71) (0,80) (2,27) (2,124) (3,20) (3,131) (10,30) (10,121) (11,66) (11,85) (14,73) (14,78) (15,5) (15,146) (23,12) (23,139) (24,68) (24,83) (25,43) (25,108) (29,37) (29,114) (30,59) (30,92) (32,61) (32,90) (33,7) (33,144) (35,10) (35,141) (37,38) (37,113) (41,7) (41,144) (42,6) (42,145) (43,44) (43,107) (44,35) (44,116) (46,65) (46,86) (51,72) (51,79) (55,70) (55,81) (58,66) (58,85) (59,9) (59,142) (60,29) (60,122) (62,27) (62,124) (63,41) (63,110) (65,73) (65,78) (66,51) (66,100) (67,32) (67,119) (68,0) (69,21) (69,130) (70,36) (70,115) (71,2) (71,149) (72,73) (72,78) (75,45) (75,106) (77,7) (77,144) (79,26) (79,125) (82,66) (82,85) (83,56) (83,95) (86,26) (86,125) (87,27) (87,124) (90,32) (90,119) (93,21) (93,130) (95,8) (95,143) (97,2) (97,149) (101,11) (101,140) (104,41) (104,110) (107,34) (107,117) (109,69) (109,82) (111,67) (111,84) (112,8) (112,143) (113,29) (113,122) (114,22) (114,129) (116,4) (116,147) (117,70) (117,81) (119,64) (119,87) (120,9) (120,142) (123,9) (123,142) (124,48) (124,103) (125,52) (125,99) (127,18) (127,133) (128,24) (128,127) (129,29) (129,122) (130,70) (130,81) (133,43) (133,108) (134,2) (134,149) (135,41) (135,110) (136,53) (136,98) (137,26) (137,125) (139,40) (139,111) (140,21) (140,130) (142,14) (142,137) (144,43) (144,108) (145,32) (145,119) (148,13) (148,138) (150,42) (150,109) | 48 | y2 = x3 + 64x + 45 | 155 | (0,14) (0,137) (1,67) (1,84) (5,43) (5,108) (7,9) (7,142) (12,27) (12,124) (15,1) (15,150) (16,22) (16,129) (21,69) (21,82) (22,25) (22,126) (23,68) (23,83) (29,4) (29,147) (30,44) (30,107) (31,67) (31,84) (33,58) (33,93) (34,0) (35,39) (35,112) (36,9) (36,142) (41,4) (41,147) (43,3) (43,148) (45,66) (45,85) (52,57) (52,94) (56,59) (56,92) (57,49) (57,102) (58,46) (58,105) (60,28) (60,123) (62,52) (62,99) (64,26) (64,125) (65,50) (65,101) (67,23) (67,128) (68,70) (68,81) (70,15) (70,136) (71,10) (71,141) (72,34) (72,117) (74,74) (74,77) (75,30) (75,121) (77,72) (77,79) (81,4) (81,147) (83,18) (83,133) (87,13) (87,138) (88,34) (88,117) (90,48) (90,103) (92,5) (92,146) (93,36) (93,115) (94,16) (94,135) (96,5) (96,146) (97,53) (97,98) (101,73) (101,78) (103,50) (103,101) (105,28) (105,123) (107,57) (107,94) (108,9) (108,142) (109,66) (109,85) (110,15) (110,136) (111,23) (111,128) (113,11) (113,140) (114,5) (114,146) (115,3) (115,148) (117,40) (117,111) (119,67) (119,84) (122,15) (122,136) (123,59) (123,92) (124,23) (124,128) (126,51) (126,100) (129,62) (129,89) (130,37) (130,114) (131,60) (131,91) (132,44) (132,107) (134,50) (134,101) (135,19) (135,132) (137,28) (137,123) (138,6) (138,145) (139,56) (139,95) (140,44) (140,107) (142,34) (142,117) (143,57) (143,94) (144,3) (144,148) (145,7) (145,144) (148,66) (148,85) | 49 | y2 = x3 + 34x + 103 | 155 | (0,42) (0,109) (1,17) (1,134) (3,9) (3,142) (4,1) (4,150) (7,69) (7,82) (9,9) (9,142) (10,50) (10,101) (12,27) (12,124) (14,1) (14,150) (15,45) (15,106) (16,45) (16,106) (19,71) (19,80) (20,5) (20,146) (27,35) (27,116) (28,31) (28,120) (29,67) (29,84) (30,43) (30,108) (31,12) (31,139) (33,4) (33,147) (34,47) (34,104) (35,23) (35,128) (36,56) (36,95) (38,47) (38,104) (40,69) (40,82) (43,49) (43,102) (45,73) (45,78) (46,20) (46,131) (49,66) (49,85) (51,20) (51,131) (52,29) (52,122) (53,50) (53,101) (54,20) (54,131) (56,54) (56,97) (57,30) (57,121) (60,34) (60,117) (61,53) (61,98) (64,18) (64,133) (65,2) (65,149) (66,15) (66,136) (68,7) (68,144) (73,19) (73,132) (76,21) (76,130) (79,47) (79,104) (80,8) (80,143) (88,50) (88,101) (89,19) (89,132) (93,15) (93,136) (95,59) (95,92) (96,26) (96,125) (102,57) (102,94) (103,26) (103,125) (104,69) (104,82) (106,39) (106,112) (107,61) (107,90) (112,3) (112,148) (114,49) (114,102) (115,40) (115,111) (118,48) (118,103) (120,45) (120,106) (121,13) (121,138) (123,0) (124,75) (124,76) (127,67) (127,84) (129,33) (129,118) (130,68) (130,83) (132,65) (132,86) (133,1) (133,150) (135,12) (135,139) (136,12) (136,139) (138,22) (138,129) (139,9) (139,142) (140,19) (140,132) (142,27) (142,124) (143,15) (143,136) (145,49) (145,102) (146,67) (146,84) (148,27) (148,124) (150,70) (150,81) | 50 | y2 = x3 + 97x + 145 | 155 | (0,30) (0,121) (2,14) (2,137) (3,37) (3,114) (4,12) (4,139) (5,0) (6,43) (6,108) (7,67) (7,84) (8,15) (8,136) (9,29) (9,122) (10,1) (10,150) (11,60) (11,91) (12,35) (12,116) (14,64) (14,87) (16,31) (16,120) (18,18) (18,133) (21,32) (21,119) (23,54) (23,97) (26,3) (26,148) (27,34) (27,117) (28,7) (28,144) (29,4) (29,147) (31,5) (31,146) (35,71) (35,80) (36,37) (36,114) (41,67) (41,84) (43,13) (43,138) (46,13) (46,138) (48,28) (48,123) (49,29) (49,122) (51,22) (51,129) (54,62) (54,89) (55,35) (55,116) (56,12) (56,139) (61,72) (61,79) (62,13) (62,138) (64,64) (64,87) (65,8) (65,143) (69,60) (69,91) (70,70) (70,81) (71,60) (71,91) (72,59) (72,92) (73,64) (73,87) (75,46) (75,105) (76,52) (76,99) (77,44) (77,107) (84,35) (84,116) (89,11) (89,140) (91,12) (91,139) (93,29) (93,122) (94,49) (94,102) (101,2) (101,149) (103,67) (103,84) (105,11) (105,140) (107,38) (107,113) (108,11) (108,140) (109,72) (109,79) (110,28) (110,123) (111,8) (111,143) (112,37) (112,114) (116,9) (116,142) (117,27) (117,124) (118,56) (118,95) (122,24) (122,127) (123,40) (123,111) (124,74) (124,77) (126,8) (126,143) (129,54) (129,97) (130,25) (130,126) (131,41) (131,110) (132,72) (132,79) (134,23) (134,128) (135,50) (135,101) (138,3) (138,148) (141,17) (141,134) (144,28) (144,123) (146,21) (146,130) (149,68) (149,83) (150,54) (150,97) | 51 | y2 = x3 + 91x + 99 | 155 | (0,34) (0,117) (1,74) (1,77) (2,17) (2,134) (3,61) (3,90) (4,15) (4,136) (7,18) (7,133) (9,52) (9,99) (12,72) (12,79) (14,74) (14,77) (16,8) (16,143) (18,64) (18,87) (19,69) (19,82) (21,61) (21,90) (27,58) (27,93) (28,52) (28,99) (29,20) (29,131) (31,47) (31,104) (33,9) (33,142) (36,72) (36,79) (39,0) (40,53) (40,98) (43,4) (43,147) (45,75) (45,76) (48,65) (48,86) (50,53) (50,98) (53,9) (53,142) (54,1) (54,150) (55,68) (55,83) (56,8) (56,143) (57,70) (57,81) (60,58) (60,93) (61,53) (61,98) (63,38) (63,113) (64,58) (64,93) (65,9) (65,142) (67,60) (67,91) (70,31) (70,120) (73,21) (73,130) (75,67) (75,84) (76,36) (76,115) (77,62) (77,89) (78,19) (78,132) (79,8) (79,143) (80,40) (80,111) (82,57) (82,94) (87,55) (87,96) (89,30) (89,121) (91,55) (91,96) (93,29) (93,122) (99,25) (99,126) (103,72) (103,79) (105,7) (105,144) (106,3) (106,148) (107,1) (107,150) (108,22) (108,129) (109,16) (109,135) (110,57) (110,94) (112,54) (112,97) (113,31) (113,120) (114,52) (114,99) (115,65) (115,86) (116,68) (116,83) (119,31) (119,120) (120,42) (120,109) (121,56) (121,95) (122,10) (122,141) (124,55) (124,96) (126,35) (126,116) (127,61) (127,90) (131,68) (131,83) (132,32) (132,119) (136,74) (136,77) (139,65) (139,86) (140,33) (140,118) (141,1) (141,150) (144,5) (144,146) (146,24) (146,127) (147,44) (147,107) | 52 | y2 = x3 + 19x + 88 | 155 | (0,36) (0,115) (3,25) (3,126) (6,56) (6,95) (8,65) (8,86) (11,32) (11,119) (12,9) (12,142) (13,56) (13,95) (14,57) (14,94) (15,44) (15,107) (17,48) (17,103) (21,50) (21,101) (23,59) (23,92) (25,22) (25,129) (26,75) (26,76) (27,72) (27,79) (30,5) (30,146) (33,67) (33,84) (39,72) (39,79) (40,62) (40,89) (42,57) (42,94) (43,69) (43,82) (44,75) (44,76) (46,65) (46,86) (47,37) (47,114) (53,28) (53,123) (55,7) (55,144) (56,20) (56,131) (58,46) (58,105) (59,41) (59,110) (60,40) (60,111) (63,70) (63,81) (67,44) (67,107) (69,44) (69,107) (70,17) (70,134) (78,64) (78,87) (79,42) (79,109) (81,75) (81,76) (83,16) (83,135) (85,72) (85,79) (86,16) (86,135) (87,26) (87,125) (89,70) (89,81) (91,29) (91,122) (92,55) (92,96) (95,57) (95,94) (96,60) (96,91) (97,65) (97,86) (100,42) (100,109) (101,26) (101,125) (102,63) (102,88) (103,18) (103,133) (107,17) (107,134) (109,20) (109,131) (113,45) (113,106) (114,26) (114,125) (115,39) (115,112) (116,6) (116,145) (117,46) (117,105) (120,19) (120,132) (121,0) (123,42) (123,109) (125,17) (125,134) (126,30) (126,121) (127,46) (127,105) (128,35) (128,116) (129,14) (129,137) (132,56) (132,95) (133,16) (133,135) (134,52) (134,99) (137,20) (137,131) (139,47) (139,104) (140,71) (140,80) (142,68) (142,83) (146,64) (146,87) (147,34) (147,117) (148,2) (148,149) (149,58) (149,93) (150,70) (150,81) | 53 | y2 = x3 + 21x + 37 | 155 | (0,43) (0,108) (1,19) (1,132) (3,60) (3,91) (4,51) (4,100) (5,56) (5,95) (7,15) (7,136) (9,7) (9,144) (10,48) (10,103) (13,53) (13,98) (14,31) (14,120) (15,42) (15,109) (16,40) (16,111) (17,18) (17,133) (19,54) (19,97) (20,1) (20,150) (22,44) (22,107) (24,41) (24,110) (26,48) (26,103) (28,57) (28,94) (30,51) (30,100) (31,66) (31,85) (33,27) (33,124) (34,74) (34,77) (35,59) (35,92) (37,60) (37,91) (38,21) (38,130) (40,20) (40,131) (45,65) (45,86) (46,75) (46,76) (49,28) (49,123) (50,46) (50,105) (51,44) (51,107) (52,34) (52,117) (53,50) (53,101) (54,38) (54,113) (56,59) (56,92) (60,59) (60,92) (61,17) (61,134) (68,55) (68,96) (70,23) (70,128) (71,19) (71,132) (74,25) (74,126) (78,44) (78,107) (79,19) (79,132) (83,62) (83,89) (84,13) (84,138) (85,13) (85,138) (87,73) (87,78) (89,73) (89,78) (92,17) (92,134) (101,26) (101,125) (102,14) (102,137) (104,25) (104,126) (105,6) (105,145) (108,67) (108,84) (110,35) (110,116) (111,60) (111,91) (112,65) (112,86) (113,29) (113,122) (114,20) (114,131) (115,48) (115,103) (117,51) (117,100) (118,10) (118,141) (120,61) (120,90) (121,74) (121,77) (122,16) (122,135) (124,25) (124,126) (126,73) (126,78) (133,13) (133,138) (137,64) (137,87) (139,41) (139,110) (140,49) (140,102) (142,5) (142,146) (144,0) (145,65) (145,86) (147,74) (147,77) (148,20) (148,131) (149,17) (149,134) | 54 | y2 = x3 + 9x + 5 | 155 | (0,55) (0,96) (2,22) (2,129) (3,19) (3,132) (4,16) (4,135) (6,44) (6,107) (8,49) (8,102) (10,75) (10,76) (11,23) (11,128) (12,28) (12,123) (15,58) (15,93) (16,35) (16,116) (17,36) (17,115) (18,67) (18,84) (20,22) (20,129) (23,65) (23,86) (24,46) (24,105) (25,0) (26,65) (26,86) (29,58) (29,93) (30,47) (30,104) (35,3) (35,148) (40,48) (40,103) (41,52) (41,99) (43,41) (43,110) (45,28) (45,123) (46,71) (46,80) (48,73) (48,78) (50,27) (50,124) (51,50) (51,101) (52,54) (52,97) (53,41) (53,110) (54,3) (54,148) (55,41) (55,110) (56,19) (56,132) (58,68) (58,83) (60,39) (60,112) (62,3) (62,148) (63,67) (63,84) (64,49) (64,102) (66,17) (66,134) (70,67) (70,84) (71,9) (71,142) (72,5) (72,146) (73,34) (73,117) (78,45) (78,106) (79,49) (79,102) (80,69) (80,82) (82,31) (82,120) (83,20) (83,131) (86,70) (86,81) (87,5) (87,146) (89,1) (89,150) (90,33) (90,118) (92,19) (92,132) (94,28) (94,123) (97,1) (97,150) (101,6) (101,145) (102,65) (102,86) (104,10) (104,141) (105,42) (105,109) (107,58) (107,93) (115,52) (115,99) (116,1) (116,150) (118,39) (118,112) (119,13) (119,138) (124,39) (124,112) (126,37) (126,114) (127,59) (127,92) (129,22) (129,129) (130,70) (130,81) (132,26) (132,125) (135,12) (135,139) (137,2) (137,149) (140,38) (140,113) (141,24) (141,127) (143,5) (143,146) (145,43) (145,108) (146,52) (146,99) | 55 | y2 = x3 + 4x + 88 | 155 | (0,36) (0,115) (3,60) (3,91) (4,35) (4,116) (9,20) (9,131) (13,26) (13,125) (14,64) (14,87) (15,72) (15,79) (16,41) (16,110) (17,29) (17,122) (18,42) (18,109) (22,42) (22,109) (23,56) (23,95) (24,56) (24,95) (27,20) (27,131) (31,16) (31,135) (33,70) (33,81) (35,70) (35,81) (36,57) (36,94) (37,46) (37,105) (38,65) (38,86) (39,62) (39,89) (43,48) (43,103) (45,75) (45,76) (46,45) (46,106) (48,75) (48,76) (49,46) (49,105) (52,25) (52,126) (54,44) (54,107) (57,9) (57,142) (58,75) (58,76) (61,71) (61,80) (62,50) (62,101) (63,28) (63,123) (64,72) (64,79) (65,46) (65,105) (66,58) (66,93) (67,5) (67,146) (70,30) (70,121) (72,72) (72,79) (74,18) (74,133) (81,22) (81,129) (83,70) (83,81) (84,0) (90,32) (90,119) (91,69) (91,82) (93,17) (93,134) (94,47) (94,104) (98,6) (98,145) (99,2) (99,149) (103,17) (103,134) (104,56) (104,95) (106,17) (106,134) (107,63) (107,88) (108,52) (108,99) (109,44) (109,107) (110,37) (110,114) (111,42) (111,109) (115,20) (115,131) (117,19) (117,132) (119,67) (119,84) (121,65) (121,86) (122,14) (122,137) (124,57) (124,94) (130,16) (130,135) (131,39) (131,112) (132,34) (132,117) (134,40) (134,111) (135,55) (135,96) (139,44) (139,107) (140,26) (140,125) (141,16) (141,135) (142,57) (142,94) (143,65) (143,86) (144,64) (144,87) (146,68) (146,83) (147,59) (147,92) (148,7) (148,144) (149,26) (149,125) | 56 | y2 = x3 + 148x + 31 | 155 | (0,22) (0,129) (1,28) (1,123) (3,7) (3,144) (6,57) (6,94) (10,47) (10,104) (11,11) (11,140) (12,45) (12,106) (15,48) (15,103) (16,46) (16,105) (19,75) (19,76) (21,13) (21,138) (22,63) (22,88) (23,7) (23,144) (24,58) (24,93) (28,2) (28,149) (29,18) (29,133) (34,44) (34,107) (35,70) (35,81) (37,21) (37,130) (38,60) (38,91) (40,75) (40,76) (41,44) (41,107) (46,49) (46,102) (47,60) (47,91) (48,20) (48,131) (49,31) (49,120) (50,2) (50,149) (56,35) (56,116) (57,57) (57,94) (60,26) (60,125) (65,68) (65,83) (66,60) (66,91) (67,42) (67,109) (69,19) (69,132) (71,37) (71,114) (73,2) (73,149) (76,44) (76,107) (77,39) (77,112) (78,71) (78,80) (81,39) (81,112) (83,51) (83,100) (84,67) (84,84) (85,29) (85,122) (87,8) (87,143) (88,57) (88,94) (89,4) (89,147) (92,75) (92,76) (93,51) (93,100) (95,14) (95,137) (96,26) (96,125) (99,3) (99,148) (101,71) (101,80) (104,29) (104,122) (106,68) (106,83) (109,19) (109,132) (112,25) (112,126) (113,29) (113,122) (114,15) (114,136) (116,30) (116,121) (120,69) (120,82) (122,74) (122,77) (123,71) (123,80) (124,19) (124,132) (125,7) (125,144) (126,51) (126,100) (127,41) (127,110) (129,64) (129,87) (130,73) (130,78) (131,68) (131,83) (134,1) (134,150) (137,54) (137,97) (138,17) (138,134) (139,0) (141,32) (141,119) (142,50) (142,101) (144,39) (144,112) (146,26) (146,125) (149,28) (149,123) | 57 | y2 = x3 + 16x + 100 | 155 | (0,10) (0,141) (6,67) (6,84) (8,49) (8,102) (11,61) (11,90) (15,53) (15,98) (17,0) (18,28) (18,123) (26,24) (26,127) (28,1) (28,150) (29,75) (29,76) (30,20) (30,131) (31,6) (31,145) (32,3) (32,148) (34,50) (34,101) (35,54) (35,97) (36,62) (36,89) (37,55) (37,96) (44,62) (44,89) (45,52) (45,99) (46,18) (46,133) (47,33) (47,118) (48,18) (48,133) (54,28) (54,123) (55,54) (55,97) (57,18) (57,133) (61,54) (61,97) (62,38) (62,113) (63,58) (63,93) (65,48) (65,103) (66,53) (66,98) (67,29) (67,122) (69,69) (69,82) (70,53) (70,98) (71,62) (71,89) (72,41) (72,110) (74,4) (74,147) (76,60) (76,91) (78,34) (78,117) (79,28) (79,123) (83,64) (83,87) (86,37) (86,114) (87,27) (87,124) (90,46) (90,105) (91,60) (91,91) (92,63) (92,88) (93,71) (93,80) (96,46) (96,105) (97,41) (97,110) (98,4) (98,147) (104,35) (104,116) (108,29) (108,122) (109,38) (109,113) (111,36) (111,115) (113,43) (113,108) (114,73) (114,78) (116,46) (116,105) (117,56) (117,95) (119,74) (119,77) (122,39) (122,112) (124,70) (124,81) (126,9) (126,142) (127,29) (127,122) (128,20) (128,131) (129,24) (129,127) (130,4) (130,147) (131,38) (131,113) (132,51) (132,100) (133,41) (133,110) (134,7) (134,144) (135,60) (135,91) (137,1) (137,150) (140,42) (140,109) (141,65) (141,86) (143,8) (143,143) (144,20) (144,131) (145,40) (145,111) (147,24) (147,127) (148,5) (148,146) | 58 | y2 = x3 + 86x + 103 | 155 | (0,42) (0,109) (1,48) (1,103) (3,29) (3,122) (4,71) (4,80) (6,69) (6,82) (8,47) (8,104) (10,0) (12,30) (12,121) (14,27) (14,124) (16,21) (16,130) (17,49) (17,102) (18,50) (18,101) (20,59) (20,92) (22,67) (22,84) (24,49) (24,102) (27,45) (27,106) (28,1) (28,150) (31,47) (31,104) (32,17) (32,134) (35,50) (35,101) (36,5) (36,146) (37,22) (37,129) (42,75) (42,76) (46,15) (46,136) (51,33) (51,118) (52,26) (52,125) (54,43) (54,108) (55,27) (55,124) (56,40) (56,111) (58,66) (58,85) (59,45) (59,106) (62,7) (62,144) (63,23) (63,128) (65,45) (65,106) (67,20) (67,131) (69,9) (69,142) (70,39) (70,112) (71,19) (71,132) (72,69) (72,82) (73,69) (73,82) (81,73) (81,78) (82,27) (82,124) (83,68) (83,83) (85,18) (85,133) (86,12) (86,139) (92,12) (92,139) (93,57) (93,94) (95,56) (95,95) (96,9) (96,142) (97,13) (97,138) (98,50) (98,101) (101,19) (101,132) (102,61) (102,90) (107,15) (107,136) (108,34) (108,117) (109,35) (109,116) (110,49) (110,102) (111,3) (111,148) (112,47) (112,104) (113,20) (113,131) (117,2) (117,149) (119,70) (119,81) (122,20) (122,131) (124,12) (124,139) (125,26) (125,125) (128,1) (128,150) (130,19) (130,132) (131,54) (131,97) (137,9) (137,142) (138,67) (138,84) (140,53) (140,98) (141,31) (141,120) (142,67) (142,84) (144,8) (144,143) (146,1) (146,150) (147,65) (147,86) (149,15) (149,136) (150,4) (150,147) | 59 | y2 = x3 + 11x + 38 | 155 | (0,75) (0,76) (1,72) (1,79) (2,70) (2,81) (3,20) (3,131) (6,13) (6,138) (7,55) (7,96) (8,51) (8,100) (10,53) (10,98) (12,29) (12,122) (15,16) (15,135) (17,2) (17,149) (19,3) (19,148) (21,35) (21,116) (23,23) (23,128) (27,29) (27,122) (30,43) (30,108) (31,11) (31,140) (33,20) (33,131) (38,45) (38,106) (40,1) (40,150) (42,30) (42,121) (43,21) (43,130) (45,1) (45,150) (46,33) (46,118) (47,43) (47,108) (48,18) (48,133) (49,12) (49,139) (51,70) (51,81) (53,59) (53,92) (57,66) (57,85) (63,32) (63,119) (65,16) (65,135) (66,1) (66,150) (68,9) (68,142) (71,16) (71,135) (73,60) (73,91) (74,43) (74,108) (76,17) (76,134) (77,48) (77,103) (78,10) (78,141) (79,5) (79,146) (81,47) (81,104) (84,38) (84,113) (87,9) (87,142) (90,68) (90,83) (92,27) (92,124) (94,34) (94,117) (96,8) (96,143) (98,70) (98,81) (99,63) (99,88) (100,59) (100,92) (104,48) (104,103) (105,73) (105,78) (107,17) (107,134) (108,36) (108,115) (112,29) (112,122) (114,4) (114,147) (115,20) (115,131) (119,17) (119,134) (121,48) (121,103) (122,68) (122,83) (125,30) (125,121) (126,12) (126,139) (127,12) (127,139) (128,0) (129,41) (129,110) (130,19) (130,132) (131,24) (131,127) (134,26) (134,125) (135,30) (135,121) (137,3) (137,148) (141,49) (141,102) (142,56) (142,95) (143,58) (143,93) (145,71) (145,80) (146,3) (146,148) (147,9) (147,142) (149,59) (149,92) | 60 | y2 = x3 + 18x + 144 | 155 | (0,12) (0,139) (2,43) (2,108) (3,15) (3,136) (7,3) (7,148) (8,14) (8,137) (10,56) (10,95) (12,27) (12,124) (13,59) (13,92) (17,57) (17,94) (19,61) (19,90) (24,31) (24,120) (25,45) (25,106) (26,70) (26,81) (34,14) (34,137) (35,37) (35,114) (36,51) (36,100) (37,24) (37,127) (40,38) (40,113) (44,72) (44,79) (47,64) (47,87) (48,39) (48,112) (50,67) (50,84) (51,57) (51,94) (52,72) (52,79) (53,33) (53,118) (55,72) (55,79) (56,20) (56,131) (57,28) (57,123) (58,0) (59,35) (59,116) (60,29) (60,122) (61,45) (61,106) (65,45) (65,106) (66,56) (66,95) (68,19) (68,132) (70,44) (70,107) (75,56) (75,95) (76,25) (76,126) (77,69) (77,82) (78,65) (78,86) (79,69) (79,82) (83,57) (83,94) (85,25) (85,126) (88,23) (88,128) (93,52) (93,99) (95,48) (95,103) (98,16) (98,135) (100,19) (100,132) (102,65) (102,86) (104,32) (104,119) (106,35) (106,116) (108,73) (108,78) (109,14) (109,137) (113,55) (113,96) (115,42) (115,109) (116,60) (116,91) (118,2) (118,149) (119,41) (119,110) (121,29) (121,122) (122,65) (122,86) (123,6) (123,145) (124,71) (124,80) (125,62) (125,89) (129,24) (129,127) (130,13) (130,138) (132,74) (132,77) (134,19) (134,132) (135,21) (135,130) (136,24) (136,127) (137,35) (137,116) (140,27) (140,124) (141,25) (141,126) (142,59) (142,92) (144,66) (144,85) (146,69) (146,82) (147,59) (147,92) (149,10) (149,141) (150,27) (150,124) | 61 | y2 = x3 + 121x + 145 | 155 | (0,30) (0,121) (1,56) (1,95) (7,60) (7,91) (9,0) (10,40) (10,111) (15,72) (15,79) (16,52) (16,99) (17,13) (17,138) (18,1) (18,150) (21,13) (21,138) (22,4) (22,147) (26,28) (26,123) (37,3) (37,148) (38,11) (38,140) (39,59) (39,92) (41,43) (41,108) (42,74) (42,77) (43,12) (43,139) (47,28) (47,123) (48,44) (48,107) (50,60) (50,91) (51,54) (51,97) (58,29) (58,122) (59,31) (59,120) (60,23) (60,128) (61,2) (61,149) (63,71) (63,80) (64,14) (64,137) (67,62) (67,89) (68,32) (68,119) (71,64) (71,87) (73,67) (73,84) (77,3) (77,148) (78,28) (78,123) (79,8) (79,143) (82,35) (82,116) (83,25) (83,126) (85,64) (85,87) (86,5) (86,146) (87,68) (87,83) (88,9) (88,142) (92,50) (92,101) (94,60) (94,91) (95,37) (95,114) (96,37) (96,114) (99,35) (99,116) (102,38) (102,113) (104,67) (104,84) (105,15) (105,136) (106,8) (106,143) (107,29) (107,122) (109,34) (109,117) (111,37) (111,114) (113,13) (113,138) (115,41) (115,110) (117,8) (117,143) (119,54) (119,97) (120,27) (120,124) (121,35) (121,116) (122,22) (122,129) (123,18) (123,133) (125,67) (125,84) (126,70) (126,81) (128,12) (128,139) (129,24) (129,127) (130,11) (130,140) (131,12) (131,139) (132,54) (132,97) (133,17) (133,134) (134,11) (134,140) (135,46) (135,105) (137,29) (137,122) (139,49) (139,102) (140,72) (140,79) (141,7) (141,144) (142,21) (142,130) (146,64) (146,87) (147,72) (147,79) | 62 | y2 = x3 + 39x + 95 | 155 | (0,47) (0,104) (3,36) (3,115) (9,32) (9,119) (11,63) (11,88) (13,9) (13,142) (17,50) (17,101) (18,49) (18,102) (19,30) (19,121) (21,71) (21,80) (22,27) (22,124) (23,18) (23,133) (25,38) (25,113) (27,12) (27,139) (28,6) (28,145) (32,49) (32,102) (33,18) (33,133) (36,52) (36,99) (40,11) (40,140) (41,20) (41,131) (42,64) (42,87) (44,64) (44,87) (45,67) (45,84) (46,13) (46,138) (48,8) (48,143) (51,63) (51,88) (52,6) (52,145) (53,48) (53,103) (54,71) (54,80) (55,34) (55,117) (56,35) (56,116) (61,29) (61,122) (63,60) (63,91) (64,33) (64,118) (65,64) (65,87) (66,68) (66,83) (69,1) (69,150) (71,6) (71,145) (72,37) (72,114) (76,71) (76,80) (77,17) (77,134) (78,23) (78,128) (79,28) (79,123) (81,2) (81,149) (82,75) (82,76) (84,57) (84,94) (86,41) (86,110) (89,63) (89,88) (92,74) (92,77) (93,57) (93,94) (95,18) (95,133) (96,53) (96,98) (98,0) (101,49) (101,102) (102,60) (102,91) (104,21) (104,130) (105,25) (105,126) (106,69) (106,82) (107,41) (107,110) (109,41) (109,110) (111,62) (111,89) (113,8) (113,143) (114,68) (114,83) (116,20) (116,131) (117,50) (117,101) (118,35) (118,116) (120,72) (120,79) (121,39) (121,112) (122,68) (122,83) (125,57) (125,94) (126,16) (126,135) (128,35) (128,116) (132,14) (132,137) (137,60) (137,91) (141,8) (141,143) (142,26) (142,125) (145,20) (145,131) (149,3) (149,148) (150,31) (150,120) | 63 | y2 = x3 + 68x + 37 | 155 | (0,43) (0,108) (5,7) (5,144) (8,6) (8,145) (9,64) (9,87) (11,46) (11,105) (13,20) (13,131) (19,51) (19,100) (21,55) (21,96) (24,53) (24,98) (25,65) (25,86) (29,44) (29,107) (30,38) (30,113) (32,10) (32,141) (34,66) (34,85) (39,20) (39,131) (41,25) (41,126) (43,18) (43,133) (44,28) (44,123) (46,29) (46,122) (47,65) (47,86) (48,48) (48,103) (51,16) (51,135) (52,60) (52,91) (53,59) (53,92) (60,67) (60,84) (61,49) (61,102) (63,50) (63,101) (64,13) (64,138) (65,51) (65,100) (66,17) (66,134) (67,51) (67,100) (70,73) (70,78) (71,15) (71,136) (73,19) (73,132) (76,40) (76,111) (79,65) (79,86) (80,0) (83,73) (83,78) (84,74) (84,77) (86,74) (86,77) (94,41) (94,110) (95,1) (95,150) (96,34) (96,117) (97,13) (97,138) (99,20) (99,131) (101,17) (101,134) (105,21) (105,130) (106,23) (106,128) (107,14) (107,137) (109,42) (109,109) (111,19) (111,132) (112,60) (112,91) (114,41) (114,110) (115,59) (115,92) (117,61) (117,90) (118,19) (118,132) (119,27) (119,124) (123,48) (123,103) (125,25) (125,126) (128,54) (128,97) (129,44) (129,107) (130,62) (130,89) (131,48) (131,103) (132,74) (132,77) (133,57) (133,94) (134,59) (134,92) (135,17) (135,134) (136,25) (136,126) (137,56) (137,95) (138,60) (138,91) (140,26) (140,125) (141,13) (141,138) (142,31) (142,120) (143,75) (143,76) (144,44) (144,107) (145,35) (145,116) (146,5) (146,146) (149,73) (149,78) | 64 | y2 = x3 + 58x + 2 | 155 | (0,46) (0,105) (8,26) (8,125) (9,14) (9,137) (10,26) (10,125) (11,59) (11,92) (12,37) (12,114) (13,50) (13,101) (14,38) (14,113) (15,64) (15,87) (16,63) (16,88) (21,45) (21,106) (22,65) (22,86) (23,8) (23,143) (24,32) (24,119) (28,18) (28,133) (31,33) (31,118) (32,54) (32,97) (33,42) (33,109) (34,31) (34,120) (36,44) (36,107) (38,0) (41,28) (41,123) (43,37) (43,114) (46,73) (46,78) (48,66) (48,85) (50,55) (50,96) (52,5) (52,146) (53,54) (53,97) (54,38) (54,113) (55,30) (55,121) (58,8) (58,143) (59,11) (59,140) (61,47) (61,104) (64,20) (64,131) (66,54) (66,97) (67,50) (67,101) (69,39) (69,112) (70,8) (70,143) (71,50) (71,101) (73,7) (73,144) (75,16) (75,135) (76,72) (76,79) (79,57) (79,94) (81,53) (81,98) (82,12) (82,139) (83,38) (83,113) (91,23) (91,128) (92,51) (92,100) (93,53) (93,98) (96,37) (96,114) (102,3) (102,148) (104,19) (104,132) (106,75) (106,76) (107,65) (107,86) (108,30) (108,121) (112,28) (112,123) (113,2) (113,149) (115,22) (115,129) (116,47) (116,104) (117,10) (117,141) (120,24) (120,127) (121,42) (121,109) (124,73) (124,78) (125,47) (125,104) (127,43) (127,108) (128,53) (128,98) (132,73) (132,78) (133,26) (133,125) (136,49) (136,102) (139,30) (139,121) (142,67) (142,84) (144,59) (144,92) (145,58) (145,93) (146,74) (146,77) (147,59) (147,92) (148,42) (148,109) (149,28) (149,123) (150,68) (150,83) | 65 | y2 = x3 + 95x + 40 | 155 | (0,74) (0,77) (1,49) (1,102) (3,72) (3,79) (4,22) (4,129) (5,6) (5,145) (11,0) (12,48) (12,103) (14,43) (14,108) (15,59) (15,92) (16,62) (16,89) (18,33) (18,118) (19,61) (19,90) (20,27) (20,124) (22,68) (22,83) (23,54) (23,97) (24,17) (24,134) (27,53) (27,98) (28,48) (28,103) (29,2) (29,149) (31,3) (31,148) (35,51) (35,100) (38,38) (38,113) (39,61) (39,90) (41,15) (41,136) (45,59) (45,92) (46,24) (46,127) (49,51) (49,100) (50,9) (50,142) (56,57) (56,94) (57,29) (57,122) (60,26) (60,125) (61,27) (61,124) (62,53) (62,98) (63,60) (63,91) (64,36) (64,115) (67,51) (67,100) (70,27) (70,124) (71,22) (71,129) (74,8) (74,143) (75,7) (75,144) (76,22) (76,129) (77,4) (77,147) (78,37) (78,114) (79,64) (79,87) (80,7) (80,144) (82,14) (82,137) (86,10) (86,141) (91,59) (91,92) (93,61) (93,90) (94,30) (94,121) (95,46) (95,105) (96,60) (96,91) (98,65) (98,86) (100,16) (100,135) (104,64) (104,87) (106,26) (106,125) (107,70) (107,81) (109,28) (109,123) (111,48) (111,103) (114,9) (114,142) (117,36) (117,115) (119,64) (119,87) (121,36) (121,115) (122,23) (122,128) (126,3) (126,148) (129,52) (129,99) (134,55) (134,96) (135,39) (135,112) (136,26) (136,125) (137,63) (137,88) (138,9) (138,142) (140,69) (140,82) (143,60) (143,91) (145,3) (145,148) (146,73) (146,78) (147,7) (147,144) (149,12) (149,139) (150,47) (150,104) | 66 | y2 = x3 + 49x + 2 | 155 | (0,46) (0,105) (3,5) (3,146) (6,19) (6,132) (7,50) (7,101) (8,0) (13,32) (13,119) (14,67) (14,84) (16,72) (16,79) (17,37) (17,114) (18,26) (18,125) (19,53) (19,98) (23,59) (23,92) (25,53) (25,98) (26,66) (26,85) (27,64) (27,87) (28,26) (28,125) (30,50) (30,101) (31,31) (31,120) (35,54) (35,97) (42,73) (42,78) (43,23) (43,128) (44,8) (44,143) (50,59) (50,92) (52,37) (52,114) (55,42) (55,109) (56,22) (56,129) (57,12) (57,139) (59,63) (59,88) (65,24) (65,127) (67,38) (67,113) (68,45) (68,106) (69,30) (69,121) (70,75) (70,76) (71,7) (71,144) (74,47) (74,104) (75,51) (75,100) (76,11) (76,140) (78,59) (78,92) (82,37) (82,114) (85,20) (85,131) (86,33) (86,118) (87,28) (87,123) (88,47) (88,104) (89,38) (89,113) (90,55) (90,96) (93,3) (93,148) (94,39) (94,112) (95,44) (95,107) (97,42) (97,109) (99,30) (99,121) (100,65) (100,86) (102,65) (102,86) (104,28) (104,123) (105,26) (105,125) (107,53) (107,98) (110,58) (110,93) (111,28) (111,123) (112,57) (112,94) (113,73) (113,78) (114,50) (114,101) (118,54) (118,97) (119,68) (119,83) (120,10) (120,141) (124,49) (124,102) (126,8) (126,143) (132,8) (132,143) (134,30) (134,121) (135,16) (135,135) (137,14) (137,137) (138,43) (138,108) (140,47) (140,104) (141,18) (141,133) (142,74) (142,77) (143,2) (143,149) (146,38) (146,113) (147,73) (147,78) (149,54) (149,97) (150,42) (150,109) | 67 | y2 = x3 + 5x + 5 | 155 | (0,55) (0,96) (1,39) (1,112) (3,54) (3,97) (5,2) (5,149) (6,10) (6,141) (7,9) (7,142) (11,33) (11,118) (13,46) (13,105) (17,41) (17,110) (18,75) (18,76) (21,3) (21,148) (22,58) (22,93) (26,73) (26,78) (27,58) (27,93) (33,13) (33,138) (34,70) (34,81) (35,41) (35,110) (36,22) (36,129) (38,42) (38,109) (39,5) (39,146) (41,44) (41,107) (42,39) (42,112) (44,68) (44,83) (45,0) (46,5) (46,146) (50,23) (50,128) (51,22) (51,129) (53,67) (53,84) (54,47) (54,104) (56,52) (56,99) (57,31) (57,120) (59,35) (59,116) (61,6) (61,145) (63,3) (63,148) (64,22) (64,129) (66,5) (66,146) (67,3) (67,148) (71,34) (71,117) (72,48) (72,103) (75,19) (75,132) (77,65) (77,86) (80,45) (80,106) (81,28) (81,123) (82,28) (82,123) (83,70) (83,81) (84,1) (84,150) (85,49) (85,102) (88,1) (88,150) (89,20) (89,131) (90,27) (90,124) (91,36) (91,115) (92,12) (92,139) (93,65) (93,86) (96,19) (96,132) (99,41) (99,110) (101,38) (101,113) (102,58) (102,93) (104,52) (104,99) (105,49) (105,102) (106,37) (106,114) (108,39) (108,112) (110,43) (110,108) (112,49) (112,102) (113,71) (113,80) (122,50) (122,101) (123,67) (123,84) (126,67) (126,84) (128,16) (128,135) (130,1) (130,150) (131,19) (131,132) (132,65) (132,86) (133,24) (133,127) (138,59) (138,92) (139,28) (139,123) (142,52) (142,99) (144,69) (144,82) (147,26) (147,125) (149,17) (149,134) | 68 | y2 = x3 + 40x + 95 | 155 | (0,47) (0,104) (1,49) (1,102) (2,33) (2,118) (3,53) (3,98) (4,35) (4,116) (5,32) (5,119) (6,20) (6,131) (8,25) (8,126) (9,60) (9,91) (10,49) (10,102) (12,75) (12,76) (13,68) (13,83) (15,12) (15,139) (20,52) (20,99) (23,14) (23,137) (24,9) (24,142) (25,67) (25,84) (26,17) (26,134) (27,41) (27,110) (28,8) (28,143) (29,27) (29,124) (30,71) (30,80) (31,41) (31,110) (32,35) (32,116) (33,31) (33,120) (35,60) (35,91) (36,18) (36,133) (39,11) (39,140) (40,37) (40,114) (41,21) (41,130) (43,50) (43,101) (45,2) (45,149) (46,8) (46,143) (47,20) (47,131) (51,68) (51,83) (52,36) (52,115) (58,64) (58,87) (59,71) (59,80) (62,71) (62,80) (63,48) (63,103) (65,50) (65,101) (66,3) (66,148) (70,16) (70,135) (73,6) (73,145) (77,8) (77,143) (81,38) (81,113) (83,63) (83,88) (84,39) (84,112) (87,68) (87,83) (88,0) (90,63) (90,88) (93,41) (93,110) (96,6) (96,145) (97,57) (97,94) (98,20) (98,131) (101,29) (101,122) (102,57) (102,94) (103,57) (103,94) (107,60) (107,91) (111,28) (111,123) (112,62) (112,89) (115,35) (115,116) (117,72) (117,79) (119,18) (119,133) (120,64) (120,87) (124,64) (124,87) (126,69) (126,82) (128,30) (128,121) (129,63) (129,88) (133,6) (133,145) (135,74) (135,77) (139,1) (139,150) (140,49) (140,102) (143,13) (143,138) (144,23) (144,128) (146,26) (146,125) (147,18) (147,133) (148,34) (148,117) | 69 | y2 = x3 + 59x + 100 | 155 | (0,10) (0,141) (1,3) (1,148) (3,46) (3,105) (4,20) (4,131) (9,1) (9,150) (10,28) (10,123) (13,73) (13,78) (17,60) (17,91) (20,62) (20,89) (23,51) (23,100) (25,52) (25,99) (27,38) (27,113) (28,65) (28,86) (30,28) (30,123) (31,37) (31,114) (34,6) (34,145) (35,58) (35,93) (37,29) (37,122) (38,49) (38,102) (40,41) (40,110) (41,35) (41,116) (43,0) (46,43) (46,108) (47,40) (47,111) (48,24) (48,127) (50,46) (50,105) (51,39) (51,112) (53,54) (53,97) (54,29) (54,122) (56,38) (56,113) (58,62) (58,89) (59,60) (59,91) (60,29) (60,122) (61,42) (61,109) (65,56) (65,95) (67,20) (67,131) (68,38) (68,113) (70,9) (70,142) (73,62) (73,89) (75,60) (75,91) (77,18) (77,133) (80,20) (80,131) (82,18) (82,133) (86,50) (86,101) (87,53) (87,98) (88,4) (88,147) (89,4) (89,147) (90,61) (90,90) (98,46) (98,105) (99,5) (99,146) (100,75) (100,76) (101,54) (101,97) (102,71) (102,80) (104,67) (104,84) (106,53) (106,98) (108,7) (108,144) (109,53) (109,98) (110,33) (110,118) (111,28) (111,123) (112,36) (112,115) (113,8) (113,143) (120,48) (120,103) (121,41) (121,110) (122,24) (122,127) (125,4) (125,147) (130,64) (130,87) (132,24) (132,127) (133,1) (133,150) (135,63) (135,88) (136,70) (136,81) (138,55) (138,96) (139,69) (139,82) (141,41) (141,110) (143,18) (143,133) (144,34) (144,117) (148,54) (148,97) (149,27) (149,124) (150,74) (150,77) | 70 | y2 = x3 + 136x + 69 | 155 | (0,62) (0,89) (1,31) (1,120) (2,54) (2,97) (6,73) (6,78) (7,55) (7,96) (8,59) (8,92) (9,19) (9,132) (14,6) (14,145) (18,73) (18,78) (20,70) (20,81) (24,68) (24,83) (25,70) (25,81) (27,64) (27,87) (28,59) (28,92) (30,63) (30,88) (32,63) (32,88) (35,21) (35,130) (38,39) (38,112) (39,8) (39,143) (40,7) (40,144) (41,24) (41,127) (53,41) (53,110) (54,49) (54,102) (55,24) (55,127) (56,17) (56,134) (57,6) (57,145) (58,27) (58,124) (60,30) (60,121) (61,36) (61,115) (62,47) (62,104) (63,25) (63,126) (66,66) (66,85) (68,55) (68,96) (70,2) (70,149) (72,18) (72,133) (73,26) (73,125) (76,55) (76,96) (77,22) (77,129) (79,56) (79,95) (80,6) (80,145) (85,37) (85,114) (86,22) (86,129) (89,63) (89,88) (90,72) (90,79) (91,12) (91,139) (92,28) (92,123) (95,0) (97,46) (97,105) (98,32) (98,119) (102,28) (102,123) (103,27) (103,124) (104,50) (104,101) (106,70) (106,81) (107,16) (107,135) (108,28) (108,123) (109,65) (109,86) (112,15) (112,136) (113,60) (113,91) (114,42) (114,109) (115,59) (115,92) (119,47) (119,104) (120,43) (120,108) (121,47) (121,104) (122,44) (122,107) (125,61) (125,90) (127,73) (127,78) (128,5) (128,146) (129,64) (129,87) (130,33) (130,118) (132,21) (132,130) (133,68) (133,83) (135,21) (135,130) (136,40) (136,111) (139,22) (139,129) (141,27) (141,124) (145,68) (145,83) (146,64) (146,87) (149,53) (149,98) | 71 | y2 = x3 + 139x + 97 | 155 | (0,61) (0,90) (1,29) (1,122) (2,9) (2,142) (3,36) (3,115) (5,39) (5,112) (6,40) (6,111) (11,36) (11,115) (12,41) (12,110) (15,11) (15,140) (17,27) (17,124) (19,50) (19,101) (20,55) (20,96) (22,45) (22,106) (23,19) (23,132) (24,63) (24,88) (25,41) (25,110) (27,66) (27,85) (30,37) (30,114) (32,4) (32,147) (33,46) (33,105) (35,11) (35,140) (38,46) (38,105) (39,71) (39,80) (41,24) (41,127) (42,12) (42,139) (44,58) (44,93) (46,40) (46,111) (47,26) (47,125) (48,51) (48,100) (51,39) (51,112) (56,33) (56,118) (57,50) (57,101) (58,5) (58,146) (61,65) (61,86) (67,64) (67,87) (68,29) (68,122) (70,53) (70,98) (73,35) (73,116) (74,31) (74,120) (75,50) (75,101) (76,67) (76,84) (77,21) (77,130) (80,46) (80,105) (81,42) (81,109) (82,29) (82,122) (89,6) (89,145) (92,22) (92,129) (93,13) (93,138) (94,67) (94,84) (95,39) (95,112) (96,28) (96,123) (97,64) (97,87) (98,17) (98,134) (99,40) (99,111) (100,33) (100,118) (101,11) (101,140) (103,3) (103,148) (107,1) (107,150) (109,72) (109,79) (111,65) (111,86) (112,49) (112,102) (114,41) (114,110) (117,59) (117,92) (120,24) (120,127) (123,15) (123,136) (125,54) (125,97) (127,0) (130,65) (130,86) (131,75) (131,76) (132,67) (132,84) (133,70) (133,81) (134,62) (134,89) (137,36) (137,115) (138,64) (138,87) (141,24) (141,127) (142,69) (142,82) (146,33) (146,118) (147,9) (147,142) | 72 | y2 = x3 + 145x + 17 | 155 | (0,35) (0,116) (7,4) (7,147) (9,36) (9,115) (11,15) (11,136) (13,18) (13,133) (14,67) (14,84) (16,53) (16,98) (19,32) (19,119) (20,14) (20,137) (25,40) (25,111) (26,26) (26,125) (27,19) (27,132) (29,26) (29,125) (30,67) (30,84) (32,66) (32,85) (34,59) (34,92) (35,10) (35,141) (36,10) (36,141) (40,31) (40,120) (41,17) (41,134) (45,11) (45,140) (47,24) (47,127) (48,53) (48,98) (49,14) (49,137) (51,29) (51,122) (52,51) (52,100) (56,52) (56,99) (57,73) (57,78) (60,28) (60,123) (62,65) (62,86) (64,68) (64,83) (65,6) (65,145) (67,48) (67,103) (71,38) (71,113) (75,1) (75,150) (77,70) (77,81) (79,41) (79,110) (80,10) (80,141) (82,14) (82,137) (87,53) (87,98) (89,43) (89,108) (91,55) (91,96) (92,72) (92,79) (93,63) (93,88) (96,26) (96,125) (97,70) (97,81) (98,58) (98,93) (99,0) (100,34) (100,117) (101,63) (101,88) (103,68) (103,83) (104,45) (104,106) (105,72) (105,79) (106,8) (106,143) (107,67) (107,84) (108,63) (108,88) (109,41) (109,110) (110,54) (110,97) (112,44) (112,107) (114,41) (114,110) (115,38) (115,113) (116,38) (116,113) (120,59) (120,92) (123,66) (123,85) (126,47) (126,104) (127,57) (127,94) (128,70) (128,81) (133,22) (133,129) (134,75) (134,76) (135,68) (135,83) (139,18) (139,133) (142,61) (142,90) (144,13) (144,138) (145,21) (145,130) (147,66) (147,85) (148,59) (148,92) (149,25) (149,126) (150,18) (150,133) | 73 | y2 = x3 + 69x + 97 | 155 | (0,61) (0,90) (1,4) (1,147) (3,28) (3,123) (6,24) (6,127) (7,35) (7,116) (9,36) (9,115) (12,29) (12,122) (13,41) (13,110) (14,33) (14,118) (15,66) (15,85) (18,15) (18,136) (21,29) (21,122) (22,33) (22,118) (23,67) (23,84) (26,21) (26,130) (27,72) (27,79) (28,24) (28,127) (29,45) (29,106) (36,39) (36,112) (37,0) (43,27) (43,124) (45,42) (45,109) (49,5) (49,146) (52,36) (52,115) (53,11) (53,140) (54,64) (54,87) (55,40) (55,111) (56,75) (56,76) (57,41) (57,110) (58,58) (58,93) (59,67) (59,84) (65,59) (65,92) (67,37) (67,114) (69,67) (69,84) (72,71) (72,80) (74,3) (74,148) (77,51) (77,100) (78,46) (78,105) (79,49) (79,102) (81,41) (81,110) (82,50) (82,101) (83,6) (83,145) (85,9) (85,142) (88,17) (88,134) (89,65) (89,86) (90,36) (90,115) (92,50) (92,101) (93,1) (93,150) (95,55) (95,96) (101,65) (101,86) (102,13) (102,138) (103,54) (103,97) (104,40) (104,111) (105,46) (105,105) (106,53) (106,98) (108,62) (108,89) (109,11) (109,140) (110,26) (110,125) (112,65) (112,86) (114,63) (114,88) (115,33) (115,118) (117,24) (117,127) (118,29) (118,122) (119,46) (119,105) (121,64) (121,87) (124,12) (124,139) (125,31) (125,120) (127,64) (127,87) (128,50) (128,101) (129,39) (129,112) (132,9) (132,142) (135,22) (135,129) (137,39) (137,112) (140,11) (140,140) (141,70) (141,81) (143,40) (143,111) (146,69) (146,82) (147,19) (147,132) | 74 | y2 = x3 + 85x + 45 | 155 | (0,14) (0,137) (2,26) (2,125) (3,5) (3,146) (6,4) (6,147) (8,28) (8,123) (9,28) (9,123) (13,5) (13,146) (18,59) (18,92) (20,9) (20,142) (21,70) (21,81) (23,44) (23,107) (25,66) (25,85) (26,72) (26,79) (27,66) (27,85) (29,25) (29,126) (34,67) (34,84) (40,34) (40,117) (45,4) (45,147) (46,11) (46,140) (47,7) (47,144) (49,46) (49,105) (50,48) (50,103) (51,15) (51,136) (53,39) (53,112) (54,23) (54,128) (56,60) (56,91) (57,27) (57,124) (60,9) (60,142) (61,44) (61,107) (62,69) (62,82) (65,40) (65,111) (67,44) (67,107) (68,52) (68,99) (69,16) (69,135) (70,51) (70,100) (71,9) (71,142) (73,10) (73,141) (74,50) (74,101) (75,19) (75,132) (76,22) (76,129) (80,3) (80,148) (82,49) (82,102) (86,0) (89,37) (89,114) (91,3) (91,148) (92,30) (92,121) (93,57) (93,94) (94,56) (94,95) (96,57) (96,94) (99,66) (99,85) (100,4) (100,147) (102,36) (102,115) (106,15) (106,136) (108,50) (108,101) (109,1) (109,150) (112,23) (112,128) (113,57) (113,94) (115,59) (115,92) (116,34) (116,117) (118,67) (118,84) (119,58) (119,93) (120,50) (120,101) (121,53) (121,98) (122,62) (122,89) (125,74) (125,77) (127,6) (127,145) (130,18) (130,133) (131,3) (131,148) (134,28) (134,123) (135,5) (135,146) (136,23) (136,128) (137,43) (137,108) (140,73) (140,78) (145,15) (145,136) (146,34) (146,117) (147,68) (147,83) (149,13) (149,138) (150,67) (150,84) | 75 | y2 = x3 + 90x + 38 | 155 | (0,75) (0,76) (4,3) (4,148) (5,3) (5,148) (6,48) (6,103) (7,16) (7,135) (8,45) (8,106) (11,68) (11,83) (12,66) (12,85) (14,56) (14,95) (16,17) (16,134) (17,21) (17,130) (18,53) (18,98) (19,0) (23,9) (23,142) (24,4) (24,147) (25,47) (25,104) (26,18) (26,133) (27,16) (27,135) (29,59) (29,92) (32,72) (32,79) (33,17) (33,134) (35,59) (35,92) (38,73) (38,78) (41,13) (41,138) (46,58) (46,93) (48,48) (48,103) (51,41) (51,110) (52,8) (52,143) (53,32) (53,119) (54,43) (54,108) (56,20) (56,131) (58,12) (58,139) (60,26) (60,125) (62,9) (62,142) (64,70) (64,81) (66,9) (66,142) (68,35) (68,116) (71,60) (71,91) (72,1) (72,150) (73,55) (73,96) (74,30) (74,121) (75,27) (75,124) (80,10) (80,141) (81,1) (81,150) (82,29) (82,122) (83,19) (83,132) (86,11) (86,140) (87,59) (87,92) (91,2) (91,149) (92,30) (92,121) (96,20) (96,131) (97,48) (97,103) (102,17) (102,134) (103,43) (103,108) (105,51) (105,100) (106,12) (106,139) (109,29) (109,122) (110,71) (110,80) (111,29) (111,122) (112,5) (112,146) (113,33) (113,118) (115,24) (115,127) (116,70) (116,81) (117,16) (117,135) (121,38) (121,113) (122,70) (122,81) (129,68) (129,83) (132,23) (132,128) (133,49) (133,102) (134,36) (134,115) (136,30) (136,121) (138,12) (138,139) (139,34) (139,117) (142,3) (142,148) (145,43) (145,108) (148,63) (148,88) (149,1) (149,150) (150,20) (150,131) |
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