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