| Sr no. | class members | # points | points | 1 | y2 = x3 + 107x + 121 | 182 | (0,11) (0,170) (1,49) (1,132) (4,34) (4,147) (9,33) (9,148) (12,31) (12,150) (15,24) (15,157) (16,77) (16,104) (17,86) (17,95) (19,12) (19,169) (20,46) (20,135) (21,81) (21,100) (24,59) (24,122) (29,61) (29,120) (31,58) (31,123) (34,85) (34,96) (35,62) (35,119) (39,25) (39,156) (43,8) (43,173) (44,31) (44,150) (46,64) (46,117) (47,83) (47,98) (48,3) (48,178) (49,64) (49,117) (51,44) (51,137) (52,81) (52,100) (54,61) (54,120) (56,27) (56,154) (58,23) (58,158) (59,62) (59,119) (61,35) (61,146) (62,3) (62,178) (63,34) (63,147) (64,50) (64,131) (65,80) (65,101) (66,83) (66,98) (67,57) (67,124) (68,83) (68,98) (70,75) (70,106) (71,3) (71,178) (73,4) (73,177) (78,78) (78,103) (79,65) (79,116) (80,46) (80,135) (81,46) (81,135) (84,13) (84,168) (86,64) (86,117) (87,62) (87,119) (88,48) (88,133) (89,5) (89,176) (91,40) (91,141) (92,6) (92,175) (97,39) (97,142) (98,61) (98,120) (100,29) (100,152) (101,29) (101,152) (102,19) (102,162) (108,81) (108,100) (110,41) (110,140) (112,76) (112,105) (114,34) (114,147) (116,38) (116,143) (118,57) (118,124) (119,41) (119,140) (123,16) (123,165) (125,31) (125,150) (128,50) (128,131) (129,4) (129,177) (130,72) (130,109) (133,41) (133,140) (136,78) (136,103) (137,27) (137,154) (138,84) (138,97) (148,78) (148,103) (149,55) (149,126) (150,90) (150,91) (151,89) (151,92) (156,37) (156,144) (158,71) (158,110) (160,4) (160,177) (161,29) (161,152) (167,59) (167,122) (169,27) (169,154) (170,50) (170,131) (171,59) (171,122) (173,54) (173,127) (175,63) (175,118) (176,2) (176,179) (177,57) (177,124) (178,42) (178,139) (179,73) (179,108) (180,70) (180,111) | 2 | y2 = x3 + 18x + 33 | 182 | (0,24) (0,157) (1,41) (1,140) (3,64) (3,117) (4,13) (4,168) (5,51) (5,130) (6,30) (6,151) (11,64) (11,117) (12,23) (12,158) (13,78) (13,103) (14,26) (14,155) (16,39) (16,142) (17,33) (17,148) (20,51) (20,130) (21,21) (21,160) (22,6) (22,175) (23,46) (23,135) (25,19) (25,162) (27,78) (27,103) (28,81) (28,100) (29,50) (29,131) (32,39) (32,142) (34,55) (34,126) (37,55) (37,126) (39,18) (39,163) (40,90) (40,91) (44,45) (44,136) (45,54) (45,127) (49,3) (49,178) (50,89) (50,92) (53,38) (53,143) (54,53) (54,128) (55,71) (55,110) (56,1) (56,180) (57,33) (57,148) (58,85) (58,96) (60,53) (60,128) (61,41) (61,140) (62,75) (62,106) (63,23) (63,158) (65,76) (65,105) (67,53) (67,128) (68,5) (68,176) (75,73) (75,108) (76,2) (76,179) (83,79) (83,102) (87,30) (87,151) (88,30) (88,151) (89,60) (89,121) (90,77) (90,104) (99,12) (99,169) (102,8) (102,173) (104,15) (104,166) (105,65) (105,116) (106,23) (106,158) (107,33) (107,148) (108,32) (108,149) (110,55) (110,126) (112,8) (112,173) (115,15) (115,166) (116,25) (116,156) (118,73) (118,108) (119,41) (119,140) (120,75) (120,106) (123,9) (123,172) (125,80) (125,101) (128,34) (128,147) (130,59) (130,122) (133,39) (133,142) (135,40) (135,141) (136,74) (136,107) (138,72) (138,109) (140,56) (140,125) (141,78) (141,103) (143,15) (143,166) (148,8) (148,173) (151,27) (151,154) (152,10) (152,171) (154,90) (154,91) (156,51) (156,130) (158,22) (158,159) (160,63) (160,118) (161,19) (161,162) (167,64) (167,117) (168,90) (168,91) (169,73) (169,108) (170,26) (170,155) (173,61) (173,120) (176,19) (176,162) (178,26) (178,155) (179,52) (179,129) (180,75) (180,106) | 3 | y2 = x3 + 84x + 169 | 182 | (0,13) (0,168) (1,39) (1,142) (6,76) (6,105) (7,75) (7,106) (9,5) (9,176) (12,3) (12,178) (19,29) (19,152) (20,16) (20,165) (22,30) (22,151) (24,9) (24,172) (25,86) (25,95) (27,20) (27,161) (28,20) (28,161) (29,5) (29,176) (30,27) (30,154) (31,76) (31,105) (33,12) (33,169) (34,86) (34,95) (38,48) (38,133) (39,89) (39,92) (40,4) (40,177) (42,90) (42,91) (44,84) (44,97) (45,7) (45,174) (46,3) (46,178) (47,8) (47,173) (48,43) (48,138) (49,11) (49,170) (50,42) (50,139) (51,79) (51,102) (55,32) (55,149) (57,10) (57,171) (58,87) (58,94) (59,1) (59,180) (60,82) (60,99) (62,21) (62,160) (63,29) (63,152) (66,52) (66,129) (69,23) (69,158) (70,9) (70,172) (73,75) (73,106) (74,14) (74,167) (77,57) (77,124) (80,18) (80,163) (87,9) (87,172) (88,50) (88,131) (90,56) (90,125) (97,65) (97,116) (98,51) (98,130) (99,29) (99,152) (100,47) (100,134) (101,75) (101,106) (104,85) (104,96) (106,56) (106,125) (107,88) (107,93) (108,18) (108,163) (113,24) (113,157) (115,63) (115,118) (117,23) (117,158) (120,58) (120,123) (122,86) (122,95) (123,3) (123,178) (125,46) (125,135) (126,20) (126,161) (128,50) (128,131) (130,34) (130,147) (132,6) (132,175) (135,87) (135,94) (136,17) (136,164) (138,55) (138,126) (143,5) (143,176) (144,76) (144,105) (146,50) (146,131) (147,1) (147,180) (148,70) (148,111) (151,40) (151,141) (152,48) (152,133) (153,32) (153,149) (154,32) (154,149) (155,89) (155,92) (156,1) (156,180) (160,2) (160,179) (161,25) (161,156) (163,80) (163,101) (166,56) (166,125) (168,89) (168,92) (169,87) (169,94) (171,35) (171,146) (172,48) (172,133) (174,18) (174,163) (176,23) (176,158) | 4 | y2 = x3 + 69x + 9 | 182 | (0,3) (0,178) (1,21) (1,160) (3,65) (3,116) (4,63) (4,118) (5,29) (5,152) (7,78) (7,103) (8,63) (8,118) (10,34) (10,147) (11,17) (11,164) (14,68) (14,113) (15,16) (15,165) (17,22) (17,159) (19,45) (19,136) (22,49) (22,132) (26,66) (26,115) (27,4) (27,177) (28,1) (28,180) (29,71) (29,110) (30,32) (30,149) (32,41) (32,140) (34,36) (34,145) (35,7) (35,174) (37,1) (37,180) (38,44) (38,137) (39,29) (39,152) (40,60) (40,121) (42,34) (42,147) (44,25) (44,156) (45,32) (45,149) (46,8) (46,173) (48,8) (48,173) (51,51) (51,130) (52,55) (52,126) (55,43) (55,138) (59,59) (59,122) (61,65) (61,116) (62,16) (62,165) (64,77) (64,104) (66,58) (66,123) (67,49) (67,132) (70,89) (70,92) (72,72) (72,109) (74,66) (74,115) (75,73) (75,108) (76,69) (76,112) (79,5) (79,176) (81,66) (81,115) (83,26) (83,155) (87,8) (87,173) (90,84) (90,97) (92,49) (92,132) (94,42) (94,139) (96,46) (96,135) (99,61) (99,120) (103,79) (103,102) (104,16) (104,165) (105,12) (105,169) (106,32) (106,149) (113,13) (113,168) (116,1) (116,180) (117,65) (117,116) (118,61) (118,120) (120,77) (120,104) (123,30) (123,151) (125,9) (125,172) (129,34) (129,147) (130,48) (130,133) (133,42) (133,139) (135,42) (135,139) (136,73) (136,108) (137,29) (137,152) (139,55) (139,126) (140,72) (140,109) (141,20) (141,161) (142,25) (142,156) (143,39) (143,142) (145,61) (145,120) (147,52) (147,129) (148,23) (148,158) (149,50) (149,131) (150,72) (150,109) (151,73) (151,108) (152,81) (152,100) (158,83) (158,98) (162,76) (162,105) (167,10) (167,171) (169,63) (169,118) (171,55) (171,126) (176,25) (176,156) (178,77) (178,104) (179,15) (179,166) | 5 | y2 = x3 + 30x + 45 | 182 | (0,81) (0,100) (4,49) (4,132) (5,35) (5,146) (6,21) (6,160) (7,69) (7,112) (8,39) (8,142) (9,35) (9,146) (12,88) (12,93) (14,48) (14,133) (17,20) (17,161) (18,25) (18,156) (20,89) (20,92) (29,67) (29,114) (31,38) (31,143) (33,49) (33,132) (35,63) (35,118) (36,84) (36,97) (37,59) (37,122) (39,73) (39,108) (43,72) (43,109) (45,36) (45,145) (46,72) (46,109) (47,29) (47,152) (48,20) (48,161) (53,61) (53,120) (55,37) (55,144) (56,88) (56,93) (57,86) (57,95) (60,37) (60,144) (62,74) (62,107) (65,41) (65,140) (66,37) (66,144) (67,27) (67,154) (68,55) (68,126) (72,56) (72,125) (73,78) (73,103) (75,79) (75,102) (80,62) (80,119) (81,50) (81,131) (82,70) (82,111) (83,3) (83,178) (90,18) (90,163) (92,72) (92,109) (94,46) (94,135) (96,47) (96,134) (98,9) (98,172) (102,24) (102,157) (104,47) (104,134) (105,51) (105,130) (106,33) (106,148) (110,70) (110,111) (113,88) (113,93) (115,13) (115,168) (116,20) (116,161) (117,28) (117,153) (118,28) (118,153) (119,15) (119,166) (121,13) (121,168) (123,11) (123,170) (125,55) (125,126) (126,13) (126,168) (127,28) (127,153) (128,52) (128,129) (129,18) (129,163) (130,85) (130,96) (131,8) (131,173) (133,41) (133,140) (134,71) (134,110) (137,56) (137,125) (140,22) (140,159) (141,27) (141,154) (143,18) (143,163) (144,49) (144,132) (148,59) (148,122) (150,53) (150,128) (152,44) (152,137) (153,56) (153,125) (154,27) (154,154) (158,43) (158,138) (161,26) (161,155) (162,47) (162,134) (164,41) (164,140) (167,35) (167,146) (169,55) (169,126) (170,70) (170,111) (171,66) (171,115) (172,48) (172,133) (175,83) (175,98) (176,48) (176,133) (177,59) (177,122) (180,75) (180,106) | 6 | y2 = x3 + 141x + 79 | 182 | (0,21) (0,160) (3,23) (3,158) (5,2) (5,179) (6,69) (6,112) (7,88) (7,93) (10,90) (10,91) (11,80) (11,101) (12,28) (12,153) (15,35) (15,146) (20,43) (20,138) (22,39) (22,142) (25,62) (25,119) (26,12) (26,169) (27,43) (27,138) (30,38) (30,143) (32,39) (32,142) (33,46) (33,135) (34,70) (34,111) (36,81) (36,100) (37,54) (37,127) (38,6) (38,175) (39,68) (39,113) (40,45) (40,136) (42,79) (42,102) (43,6) (43,175) (44,65) (44,116) (47,32) (47,149) (50,19) (50,162) (52,88) (52,93) (53,81) (53,100) (55,79) (55,102) (57,1) (57,180) (58,58) (58,123) (59,4) (59,177) (60,68) (60,113) (61,19) (61,162) (67,69) (67,112) (70,19) (70,162) (72,11) (72,170) (74,60) (74,121) (76,23) (76,158) (79,57) (79,124) (81,22) (81,159) (82,68) (82,113) (83,5) (83,176) (84,79) (84,102) (86,10) (86,171) (88,27) (88,154) (92,81) (92,100) (96,49) (96,132) (98,26) (98,155) (99,56) (99,125) (100,6) (100,175) (101,34) (101,147) (102,23) (102,158) (103,40) (103,141) (105,57) (105,124) (106,20) (106,161) (107,84) (107,97) (108,69) (108,112) (109,47) (109,134) (113,7) (113,174) (115,29) (115,152) (117,7) (117,174) (121,56) (121,125) (122,88) (122,93) (123,41) (123,140) (125,61) (125,120) (127,39) (127,142) (129,4) (129,177) (132,7) (132,174) (134,43) (134,138) (136,63) (136,118) (138,22) (138,159) (142,56) (142,125) (143,22) (143,159) (144,89) (144,92) (147,67) (147,114) (148,24) (148,157) (150,44) (150,137) (153,65) (153,116) (154,32) (154,149) (155,75) (155,106) (160,76) (160,105) (161,32) (161,149) (164,3) (164,178) (165,65) (165,116) (167,51) (167,130) (174,4) (174,177) (176,71) (176,110) (178,57) (178,124) | 7 | y2 = x3 + 6x + 60 | 182 | (0,28) (0,153) (1,51) (1,130) (2,73) (2,108) (4,87) (4,94) (5,45) (5,136) (9,32) (9,149) (10,45) (10,136) (11,3) (11,178) (18,82) (18,99) (22,60) (22,121) (27,30) (27,151) (31,57) (31,124) (33,30) (33,151) (35,51) (35,130) (38,90) (38,91) (39,8) (39,173) (40,81) (40,100) (42,3) (42,178) (43,2) (43,179) (48,63) (48,118) (49,57) (49,124) (50,17) (50,164) (53,78) (53,103) (54,4) (54,177) (55,8) (55,173) (56,73) (56,108) (57,34) (57,147) (59,38) (59,143) (60,46) (60,135) (64,89) (64,92) (65,90) (65,91) (69,58) (69,123) (72,86) (72,95) (73,33) (73,148) (78,90) (78,91) (79,23) (79,158) (80,55) (80,126) (86,69) (86,112) (87,8) (87,173) (88,41) (88,140) (89,5) (89,176) (90,52) (90,129) (94,31) (94,150) (95,80) (95,101) (96,61) (96,120) (97,52) (97,129) (101,57) (101,124) (103,76) (103,105) (107,70) (107,111) (108,29) (108,152) (109,67) (109,114) (111,84) (111,97) (112,75) (112,106) (114,21) (114,160) (115,35) (115,146) (116,76) (116,105) (118,35) (118,146) (119,68) (119,113) (120,7) (120,174) (121,30) (121,151) (123,73) (123,108) (126,31) (126,150) (128,3) (128,178) (129,35) (129,146) (130,89) (130,92) (131,66) (131,115) (132,55) (132,126) (133,26) (133,155) (136,34) (136,147) (137,15) (137,166) (138,72) (138,109) (139,78) (139,103) (141,16) (141,165) (142,31) (142,150) (143,76) (143,105) (144,74) (144,107) (145,51) (145,130) (148,46) (148,135) (149,59) (149,122) (150,55) (150,126) (154,46) (154,135) (157,36) (157,145) (166,45) (166,136) (168,89) (168,92) (169,34) (169,147) (170,78) (170,103) (172,1) (172,180) (173,62) (173,119) (174,47) (174,134) (175,52) (175,129) (178,14) (178,167) | 8 | y2 = x3 + 174x + 167 | 182 | (0,23) (0,158) (1,60) (1,121) (2,60) (2,121) (7,68) (7,113) (8,73) (8,108) (10,83) (10,98) (11,71) (11,110) (12,1) (12,180) (13,61) (13,120) (16,13) (16,168) (18,9) (18,172) (19,14) (19,167) (23,74) (23,107) (24,51) (24,130) (26,2) (26,179) (29,68) (29,113) (30,13) (30,168) (34,77) (34,104) (35,9) (35,172) (37,65) (37,116) (38,78) (38,103) (44,71) (44,110) (46,76) (46,105) (47,55) (47,126) (48,70) (48,111) (49,2) (49,179) (50,17) (50,164) (52,90) (52,91) (54,67) (54,114) (55,19) (55,162) (58,29) (58,152) (59,28) (59,153) (60,30) (60,151) (62,74) (62,107) (64,77) (64,104) (65,22) (65,159) (66,42) (66,139) (67,1) (67,180) (70,15) (70,166) (71,58) (71,123) (76,49) (76,132) (79,40) (79,141) (80,61) (80,120) (81,63) (81,118) (82,84) (82,97) (83,77) (83,104) (87,44) (87,137) (88,61) (88,120) (90,66) (90,115) (93,41) (93,140) (94,82) (94,99) (96,74) (96,107) (97,37) (97,144) (98,4) (98,177) (99,86) (99,95) (100,85) (100,96) (101,41) (101,140) (102,1) (102,180) (106,2) (106,179) (107,38) (107,143) (108,79) (108,102) (109,37) (109,144) (113,80) (113,101) (114,40) (114,141) (117,4) (117,177) (120,15) (120,166) (123,6) (123,175) (126,71) (126,110) (128,9) (128,172) (130,33) (130,148) (131,81) (131,100) (135,13) (135,168) (136,20) (136,161) (137,19) (137,162) (140,48) (140,133) (143,59) (143,122) (145,68) (145,113) (147,4) (147,177) (151,76) (151,105) (156,37) (156,144) (162,89) (162,92) (164,21) (164,160) (165,76) (165,105) (167,69) (167,112) (168,41) (168,140) (169,40) (169,141) (170,19) (170,162) (171,88) (171,93) (172,15) (172,166) (173,39) (173,142) (178,60) (178,121) | 9 | y2 = x3 + 115x + 70 | 182 | (0,34) (0,147) (1,27) (1,154) (3,73) (3,108) (5,74) (5,107) (7,48) (7,133) (10,49) (10,132) (11,48) (11,133) (12,61) (12,120) (13,88) (13,93) (14,73) (14,108) (15,37) (15,144) (16,24) (16,157) (17,28) (17,153) (19,8) (19,173) (25,17) (25,164) (27,41) (27,140) (29,61) (29,120) (31,22) (31,159) (32,77) (32,104) (34,5) (34,176) (36,27) (36,154) (37,42) (37,139) (38,46) (38,135) (41,43) (41,138) (43,30) (43,151) (44,30) (44,151) (48,60) (48,121) (50,89) (50,92) (51,11) (51,170) (52,49) (52,132) (53,58) (53,123) (57,35) (57,146) (58,47) (58,134) (59,37) (59,144) (61,24) (61,157) (63,60) (63,121) (64,80) (64,101) (65,57) (65,124) (66,44) (66,137) (67,64) (67,117) (68,88) (68,93) (70,60) (70,121) (74,20) (74,161) (75,40) (75,141) (79,10) (79,171) (86,82) (86,99) (87,67) (87,114) (89,18) (89,163) (92,84) (92,97) (93,21) (93,160) (94,30) (94,151) (100,88) (100,93) (103,19) (103,162) (104,24) (104,157) (105,87) (105,94) (106,13) (106,168) (107,37) (107,144) (115,75) (115,106) (117,16) (117,165) (119,49) (119,132) (122,20) (122,161) (124,1) (124,180) (125,10) (125,171) (126,15) (126,166) (127,54) (127,127) (128,45) (128,136) (134,85) (134,96) (136,65) (136,116) (137,67) (137,114) (138,67) (138,114) (140,61) (140,120) (143,14) (143,167) (144,27) (144,154) (145,42) (145,139) (146,7) (146,174) (149,33) (149,148) (152,43) (152,138) (155,89) (155,92) (157,89) (157,92) (158,10) (158,171) (161,79) (161,102) (163,48) (163,133) (164,73) (164,108) (166,20) (166,161) (167,28) (167,153) (169,43) (169,138) (172,72) (172,109) (176,53) (176,128) (178,28) (178,153) (179,70) (179,111) (180,42) (180,139) | 10 | y2 = x3 + 115x + 111 | 182 | (0,78) (0,103) (1,74) (1,107) (2,63) (2,118) (3,11) (3,170) (5,79) (5,102) (9,80) (9,101) (12,88) (12,93) (14,11) (14,170) (15,18) (15,163) (17,61) (17,120) (18,7) (18,174) (20,53) (20,128) (23,9) (23,172) (24,62) (24,119) (26,62) (26,119) (29,88) (29,93) (32,84) (32,97) (35,48) (35,133) (36,74) (36,107) (37,30) (37,151) (38,85) (38,96) (41,73) (41,108) (43,6) (43,175) (44,6) (44,175) (45,32) (45,149) (47,14) (47,167) (53,50) (53,131) (54,60) (54,121) (55,77) (55,104) (56,9) (56,172) (57,19) (57,162) (59,18) (59,163) (62,26) (62,155) (64,58) (64,123) (66,23) (66,158) (74,21) (74,160) (75,66) (75,115) (76,24) (76,157) (77,87) (77,94) (78,1) (78,180) (81,43) (81,138) (87,27) (87,154) (88,37) (88,144) (89,33) (89,148) (92,20) (92,161) (94,6) (94,175) (95,71) (95,110) (102,9) (102,172) (106,36) (106,145) (107,18) (107,163) (111,54) (111,127) (113,43) (113,138) (114,51) (114,130) (115,69) (115,112) (116,3) (116,178) (117,72) (117,109) (118,54) (118,127) (120,87) (120,94) (122,21) (122,160) (123,12) (123,169) (124,59) (124,122) (128,16) (128,165) (129,26) (129,155) (130,28) (130,153) (131,62) (131,119) (133,54) (133,127) (137,27) (137,154) (138,27) (138,154) (140,88) (140,93) (143,31) (143,150) (144,74) (144,107) (145,30) (145,151) (147,86) (147,95) (149,15) (149,166) (150,56) (150,125) (152,73) (152,108) (154,55) (154,126) (156,39) (156,142) (162,29) (162,152) (164,11) (164,170) (165,87) (165,94) (166,21) (166,160) (167,61) (167,120) (168,43) (168,138) (169,73) (169,108) (170,7) (170,174) (171,26) (171,155) (174,7) (174,174) (176,42) (176,139) (178,61) (178,120) (180,30) (180,151) | 11 | y2 = x3 + 58x + 9 | 182 | (0,3) (0,178) (2,26) (2,155) (3,36) (3,145) (5,65) (5,116) (7,45) (7,136) (8,73) (8,108) (11,63) (11,118) (12,73) (12,108) (13,8) (13,173) (14,44) (14,137) (17,72) (17,109) (20,32) (20,149) (22,63) (22,118) (23,72) (23,109) (25,34) (25,147) (27,9) (27,172) (28,69) (28,112) (29,4) (29,177) (32,65) (32,116) (36,8) (36,173) (37,77) (37,104) (38,34) (38,147) (45,23) (45,158) (46,61) (46,120) (48,21) (48,160) (49,42) (49,139) (51,7) (51,174) (52,10) (52,171) (53,61) (53,120) (56,81) (56,100) (57,79) (57,102) (59,29) (59,152) (60,29) (60,152) (62,29) (62,152) (63,55) (63,126) (71,20) (71,161) (72,49) (72,132) (77,1) (77,180) (80,16) (80,165) (82,61) (82,120) (83,46) (83,135) (85,15) (85,166) (86,48) (86,133) (87,66) (87,115) (88,41) (88,140) (91,58) (91,123) (92,22) (92,159) (93,50) (93,131) (95,51) (95,130) (102,89) (102,92) (105,16) (105,165) (106,43) (106,138) (110,60) (110,121) (112,30) (112,151) (113,66) (113,115) (117,59) (117,122) (118,34) (118,147) (119,25) (119,156) (121,25) (121,156) (122,25) (122,156) (125,71) (125,110) (129,68) (129,113) (132,8) (132,173) (138,1) (138,180) (139,49) (139,132) (141,72) (141,109) (143,55) (143,126) (144,65) (144,116) (145,42) (145,139) (147,1) (147,180) (148,63) (148,118) (149,77) (149,104) (151,49) (151,132) (153,12) (153,169) (155,78) (155,103) (156,55) (156,126) (157,84) (157,97) (161,73) (161,108) (162,66) (162,115) (163,83) (163,98) (166,17) (166,164) (167,39) (167,142) (168,42) (168,139) (169,32) (169,149) (172,5) (172,176) (173,32) (173,149) (174,76) (174,105) (175,13) (175,168) (176,77) (176,104) (177,16) (177,165) (178,52) (178,129) | 12 | y2 = x3 + 88x + 38 | 182 | (0,20) (0,161) (3,87) (3,94) (5,28) (5,153) (8,63) (8,118) (9,78) (9,103) (10,17) (10,164) (11,76) (11,105) (13,11) (13,170) (15,82) (15,99) (18,24) (18,157) (19,65) (19,116) (21,58) (21,123) (22,26) (22,155) (23,78) (23,103) (24,74) (24,107) (25,46) (25,135) (27,14) (27,167) (33,67) (33,114) (34,60) (34,121) (36,79) (36,102) (37,3) (37,178) (40,81) (40,100) (41,23) (41,158) (44,59) (44,122) (46,65) (46,116) (47,11) (47,170) (48,10) (48,171) (49,27) (49,154) (52,28) (52,153) (55,82) (55,99) (56,46) (56,135) (57,4) (57,177) (59,58) (59,123) (60,90) (60,91) (62,14) (62,167) (65,75) (65,106) (66,22) (66,159) (70,7) (70,174) (71,5) (71,176) (72,80) (72,101) (74,19) (74,162) (76,73) (76,108) (77,63) (77,118) (81,48) (81,133) (82,31) (82,150) (84,32) (84,149) (87,29) (87,152) (92,14) (92,167) (93,34) (93,147) (96,63) (96,118) (97,89) (97,92) (98,50) (98,131) (99,54) (99,127) (100,46) (100,135) (101,58) (101,123) (103,25) (103,156) (105,38) (105,143) (108,25) (108,156) (109,83) (109,98) (111,82) (111,99) (112,44) (112,137) (115,42) (115,139) (116,65) (116,116) (117,88) (117,93) (121,11) (121,170) (124,28) (124,153) (125,48) (125,133) (126,7) (126,174) (128,85) (128,96) (129,4) (129,177) (134,90) (134,91) (135,75) (135,106) (137,45) (137,136) (142,53) (142,128) (144,51) (144,130) (145,52) (145,129) (149,78) (149,103) (150,68) (150,113) (151,25) (151,156) (156,48) (156,133) (161,41) (161,140) (162,75) (162,106) (163,62) (163,119) (164,67) (164,114) (165,67) (165,114) (166,7) (166,174) (167,15) (167,166) (168,90) (168,91) (174,76) (174,105) (176,4) (176,177) (177,76) (177,105) | 13 | y2 = x3 + 2x + 39 | 182 | (0,43) (0,138) (1,59) (1,122) (4,78) (4,103) (7,45) (7,136) (9,65) (9,116) (10,71) (10,110) (11,46) (11,135) (15,27) (15,154) (16,2) (16,179) (17,68) (17,113) (21,78) (21,103) (22,41) (22,140) (23,46) (23,135) (25,87) (25,94) (31,82) (31,99) (35,79) (35,102) (38,12) (38,169) (40,81) (40,100) (41,9) (41,172) (42,1) (42,180) (44,28) (44,153) (47,65) (47,116) (48,90) (48,91) (49,90) (49,91) (51,32) (51,149) (52,64) (52,117) (53,56) (53,125) (55,2) (55,179) (56,4) (56,177) (59,61) (59,120) (60,81) (60,100) (61,63) (61,118) (62,64) (62,117) (63,34) (63,147) (64,59) (64,122) (65,6) (65,175) (67,64) (67,117) (68,36) (68,145) (70,33) (70,148) (73,41) (73,140) (74,40) (74,141) (78,76) (78,105) (79,83) (79,98) (81,81) (81,100) (82,8) (82,173) (84,90) (84,91) (85,54) (85,127) (86,41) (86,140) (91,17) (91,164) (93,47) (93,134) (98,74) (98,107) (99,75) (99,106) (100,24) (100,157) (102,51) (102,130) (103,53) (103,128) (104,14) (104,167) (106,58) (106,123) (110,2) (110,179) (111,16) (111,165) (113,7) (113,174) (114,67) (114,114) (115,54) (115,127) (116,59) (116,122) (117,6) (117,175) (119,67) (119,114) (121,24) (121,157) (125,65) (125,116) (129,67) (129,114) (134,4) (134,177) (135,52) (135,129) (136,49) (136,132) (140,84) (140,97) (141,24) (141,157) (145,3) (145,178) (146,57) (146,124) (147,46) (147,135) (148,69) (148,112) (151,55) (151,126) (152,82) (152,99) (156,78) (156,103) (160,87) (160,94) (161,12) (161,169) (162,54) (162,127) (163,12) (163,169) (166,39) (166,142) (168,13) (168,168) (172,4) (172,177) (174,15) (174,166) (177,87) (177,94) (179,82) (179,99) (180,6) (180,175) | 14 | y2 = x3 + 23x + 148 | 182 | (0,87) (0,94) (1,57) (1,124) (10,78) (10,103) (12,60) (12,121) (14,77) (14,104) (15,51) (15,130) (16,79) (16,102) (18,56) (18,125) (20,61) (20,120) (22,73) (22,108) (24,15) (24,166) (27,19) (27,162) (28,32) (28,149) (29,81) (29,100) (30,67) (30,114) (32,23) (32,158) (33,61) (33,120) (34,41) (34,140) (36,36) (36,145) (37,51) (37,130) (42,79) (42,102) (43,68) (43,113) (48,23) (48,158) (52,49) (52,132) (53,75) (53,106) (54,29) (54,152) (55,1) (55,180) (56,45) (56,136) (59,1) (59,180) (60,50) (60,131) (65,65) (65,116) (67,1) (67,180) (69,10) (69,171) (71,81) (71,100) (72,54) (72,127) (73,80) (73,101) (74,27) (74,154) (75,82) (75,99) (76,77) (76,104) (78,37) (78,144) (80,55) (80,126) (81,81) (81,100) (89,84) (89,97) (91,77) (91,104) (93,17) (93,164) (95,35) (95,146) (96,83) (96,98) (100,34) (100,147) (101,23) (101,158) (103,70) (103,111) (104,90) (104,91) (110,34) (110,147) (112,14) (112,167) (113,84) (113,97) (114,64) (114,117) (119,20) (119,161) (120,27) (120,154) (122,64) (122,117) (123,79) (123,102) (125,9) (125,172) (126,64) (126,117) (128,61) (128,120) (129,51) (129,130) (132,17) (132,164) (133,55) (133,126) (134,62) (134,119) (135,47) (135,134) (136,29) (136,152) (137,17) (137,164) (138,4) (138,177) (144,49) (144,132) (148,75) (148,106) (149,55) (149,126) (150,41) (150,140) (152,34) (152,147) (153,38) (153,143) (154,72) (154,109) (158,22) (158,159) (160,84) (160,97) (161,75) (161,106) (163,31) (163,150) (166,49) (166,132) (168,27) (168,154) (169,42) (169,139) (170,66) (170,115) (171,2) (171,179) (172,29) (172,152) (173,30) (173,151) (175,86) (175,95) (178,41) (178,140) (179,53) (179,128) | 15 | y2 = x3 + 54x + 9 | 182 | (0,3) (0,178) (1,8) (1,173) (2,46) (2,135) (4,17) (4,164) (5,59) (5,122) (8,49) (8,132) (9,89) (9,92) (10,61) (10,120) (13,66) (13,115) (14,34) (14,147) (16,25) (16,156) (17,49) (17,132) (18,72) (18,109) (19,78) (19,103) (20,43) (20,138) (21,79) (21,102) (22,73) (22,108) (24,58) (24,123) (26,76) (26,105) (27,71) (27,110) (29,9) (29,172) (31,60) (31,121) (33,73) (33,108) (34,65) (34,116) (35,51) (35,130) (36,61) (36,120) (37,52) (37,129) (38,68) (38,113) (39,16) (39,165) (41,83) (41,98) (45,63) (45,118) (52,39) (52,142) (53,34) (53,147) (55,32) (55,149) (59,65) (59,116) (61,41) (61,140) (64,25) (64,156) (67,55) (67,126) (71,72) (71,109) (72,22) (72,159) (74,13) (74,168) (76,1) (76,180) (77,69) (77,112) (80,29) (80,152) (81,8) (81,173) (82,42) (82,139) (88,65) (88,116) (92,72) (92,109) (93,77) (93,104) (95,7) (95,174) (96,26) (96,155) (98,15) (98,166) (99,8) (99,173) (100,42) (100,139) (101,25) (101,156) (104,12) (104,169) (108,1) (108,180) (111,5) (111,176) (114,34) (114,147) (115,84) (115,97) (117,29) (117,152) (120,50) (120,131) (122,77) (122,104) (125,4) (125,177) (126,73) (126,108) (127,30) (127,151) (128,55) (128,126) (129,44) (129,137) (132,21) (132,160) (135,61) (135,120) (143,10) (143,171) (144,36) (144,145) (146,48) (146,133) (147,77) (147,104) (148,32) (148,149) (150,20) (150,161) (151,63) (151,118) (153,16) (153,165) (154,81) (154,100) (155,45) (155,136) (156,49) (156,132) (159,32) (159,149) (165,29) (165,152) (166,63) (166,118) (167,55) (167,126) (169,23) (169,158) (170,16) (170,165) (174,66) (174,115) (175,66) (175,115) (178,1) (178,180) (180,42) (180,139) | 16 | y2 = x3 + 124x + 62 | 182 | (0,65) (0,116) (2,77) (2,104) (3,68) (3,113) (4,21) (4,160) (6,29) (6,152) (11,59) (11,122) (12,54) (12,127) (13,34) (13,147) (15,49) (15,132) (16,13) (16,168) (19,74) (19,107) (20,15) (20,166) (22,15) (22,166) (24,36) (24,145) (25,12) (25,169) (27,58) (27,123) (30,66) (30,115) (32,69) (32,112) (34,88) (34,93) (35,6) (35,175) (39,18) (39,163) (41,20) (41,161) (42,73) (42,108) (43,66) (43,115) (47,82) (47,99) (48,59) (48,122) (50,47) (50,134) (51,36) (51,145) (54,69) (54,112) (57,61) (57,120) (59,25) (59,156) (60,87) (60,94) (62,68) (62,113) (63,38) (63,143) (65,5) (65,176) (66,13) (66,168) (67,85) (67,96) (70,56) (70,125) (72,50) (72,131) (76,46) (76,135) (78,78) (78,103) (79,21) (79,160) (81,30) (81,151) (82,90) (82,91) (83,81) (83,100) (87,14) (87,167) (88,11) (88,170) (91,83) (91,98) (93,33) (93,148) (95,69) (95,112) (97,45) (97,136) (98,21) (98,160) (99,13) (99,168) (100,55) (100,126) (102,81) (102,100) (103,70) (103,111) (104,31) (104,150) (105,19) (105,162) (106,36) (106,145) (107,40) (107,141) (108,66) (108,115) (111,80) (111,101) (113,37) (113,144) (114,35) (114,146) (115,90) (115,91) (116,68) (116,113) (117,45) (117,136) (119,5) (119,176) (122,59) (122,122) (123,72) (123,109) (131,79) (131,102) (133,25) (133,156) (135,83) (135,98) (136,83) (136,98) (139,15) (139,166) (143,82) (143,99) (145,76) (145,105) (148,45) (148,136) (152,48) (152,133) (156,60) (156,121) (159,73) (159,108) (160,18) (160,163) (161,73) (161,108) (163,18) (163,163) (164,10) (164,171) (165,90) (165,91) (170,25) (170,156) (172,82) (172,99) (177,81) (177,100) (178,5) (178,176) (179,63) (179,118) | 17 | y2 = x3 + 76x + 137 | 182 | (0,77) (0,104) (1,24) (1,157) (2,72) (2,109) (4,18) (4,163) (5,68) (5,113) (9,37) (9,144) (10,79) (10,102) (11,48) (11,133) (12,65) (12,116) (13,8) (13,173) (14,12) (14,169) (19,64) (19,117) (20,8) (20,173) (24,20) (24,161) (27,40) (27,141) (28,12) (28,169) (32,59) (32,122) (33,36) (33,145) (34,24) (34,157) (35,28) (35,153) (36,72) (36,109) (39,86) (39,95) (41,90) (41,91) (43,75) (43,106) (44,86) (44,95) (46,40) (46,141) (48,85) (48,96) (49,56) (49,125) (50,80) (50,101) (51,3) (51,178) (55,3) (55,178) (58,75) (58,106) (62,53) (62,128) (64,52) (64,129) (67,37) (67,144) (69,44) (69,137) (71,38) (71,143) (73,22) (73,159) (75,3) (75,178) (76,57) (76,124) (77,51) (77,130) (78,65) (78,116) (80,75) (80,106) (85,39) (85,142) (88,42) (88,139) (89,84) (89,97) (91,65) (91,116) (93,35) (93,146) (94,4) (94,177) (96,54) (96,127) (98,86) (98,95) (101,21) (101,160) (102,78) (102,103) (105,37) (105,144) (108,40) (108,141) (112,87) (112,94) (114,57) (114,124) (115,11) (115,170) (116,6) (116,175) (119,19) (119,162) (123,21) (123,160) (124,32) (124,149) (128,38) (128,143) (129,14) (129,167) (132,45) (132,136) (133,17) (133,164) (134,16) (134,165) (135,22) (135,159) (138,21) (138,160) (139,12) (139,169) (140,89) (140,92) (141,51) (141,130) (143,72) (143,109) (144,51) (144,130) (146,24) (146,157) (147,28) (147,153) (148,8) (148,173) (150,82) (150,99) (154,22) (154,159) (155,26) (155,155) (156,13) (156,168) (157,69) (157,112) (159,46) (159,135) (161,36) (161,145) (163,38) (163,143) (166,50) (166,131) (168,36) (168,145) (170,88) (170,93) (172,57) (172,124) (174,23) (174,158) (180,28) (180,153) | 18 | y2 = x3 + 109x + 52 | 182 | (0,41) (0,140) (3,15) (3,166) (4,3) (4,178) (8,13) (8,168) (9,26) (9,155) (11,49) (11,132) (12,83) (12,98) (13,74) (13,107) (16,10) (16,171) (17,11) (17,170) (23,80) (23,101) (25,11) (25,170) (26,3) (26,178) (31,68) (31,113) (32,17) (32,164) (34,76) (34,105) (35,15) (35,166) (36,26) (36,155) (38,28) (38,153) (41,77) (41,104) (43,9) (43,172) (44,16) (44,165) (45,40) (45,141) (46,77) (46,104) (47,6) (47,175) (48,6) (48,175) (49,18) (49,163) (50,1) (50,180) (52,73) (52,108) (53,48) (53,133) (56,49) (56,132) (58,24) (58,157) (60,18) (60,163) (61,83) (61,98) (62,8) (62,173) (64,5) (64,176) (65,44) (65,137) (67,31) (67,150) (71,25) (71,156) (72,18) (72,163) (74,32) (74,149) (75,74) (75,107) (77,52) (77,129) (81,47) (81,134) (84,79) (84,102) (86,6) (86,175) (87,87) (87,94) (90,54) (90,127) (93,74) (93,107) (94,77) (94,104) (99,22) (99,159) (100,51) (100,130) (103,79) (103,102) (105,62) (105,119) (107,85) (107,96) (108,83) (108,98) (109,88) (109,93) (112,35) (112,146) (114,49) (114,132) (117,21) (117,160) (121,88) (121,93) (122,66) (122,115) (124,12) (124,169) (125,31) (125,150) (127,67) (127,114) (130,44) (130,137) (132,88) (132,93) (135,87) (135,94) (136,26) (136,155) (137,36) (137,145) (139,11) (139,170) (140,87) (140,94) (142,70) (142,111) (143,15) (143,166) (145,40) (145,141) (146,28) (146,153) (149,38) (149,143) (150,27) (150,154) (151,3) (151,178) (152,75) (152,106) (158,43) (158,138) (159,20) (159,161) (162,57) (162,124) (165,2) (165,179) (167,44) (167,137) (170,31) (170,150) (172,40) (172,141) (173,72) (173,109) (175,79) (175,102) (176,58) (176,123) (178,28) (178,153) | 19 | y2 = x3 + 107x + 60 | 182 | (0,28) (0,153) (1,63) (1,118) (2,61) (2,120) (3,74) (3,107) (4,3) (4,178) (5,38) (5,143) (6,70) (6,111) (8,60) (8,121) (10,35) (10,146) (11,45) (11,136) (12,30) (12,151) (14,35) (14,146) (20,8) (20,173) (21,76) (21,105) (23,82) (23,99) (25,21) (25,160) (30,62) (30,119) (31,81) (31,100) (32,41) (32,140) (33,34) (33,147) (43,33) (43,148) (44,30) (44,151) (45,34) (45,147) (48,55) (48,126) (51,80) (51,101) (52,76) (52,105) (53,45) (53,136) (56,46) (56,135) (58,58) (58,123) (62,55) (62,126) (63,3) (63,178) (65,2) (65,179) (67,78) (67,103) (69,4) (69,177) (71,55) (71,126) (73,90) (73,91) (79,1) (79,180) (80,8) (80,173) (81,8) (81,173) (83,73) (83,108) (84,17) (84,164) (89,67) (89,114) (90,36) (90,145) (92,86) (92,95) (93,7) (93,174) (94,89) (94,92) (95,51) (95,130) (97,66) (97,115) (100,31) (100,150) (101,31) (101,150) (102,32) (102,149) (103,34) (103,147) (108,76) (108,105) (110,57) (110,124) (111,23) (111,158) (113,52) (113,129) (114,3) (114,178) (115,52) (115,129) (116,72) (116,109) (117,45) (117,136) (118,78) (118,103) (119,57) (119,124) (120,59) (120,122) (122,89) (122,92) (123,75) (123,106) (125,30) (125,151) (127,73) (127,108) (129,90) (129,91) (130,69) (130,112) (132,51) (132,130) (133,57) (133,124) (134,52) (134,129) (135,51) (135,130) (137,46) (137,135) (138,29) (138,152) (142,68) (142,113) (146,89) (146,92) (147,14) (147,167) (150,16) (150,165) (152,73) (152,108) (157,35) (157,146) (160,90) (160,91) (161,31) (161,150) (162,47) (162,134) (164,5) (164,176) (165,15) (165,166) (166,87) (166,94) (169,46) (169,135) (172,84) (172,97) (177,78) (177,103) (180,26) (180,155) | 20 | y2 = x3 + 109x + 129 | 182 | (0,55) (0,126) (3,11) (3,170) (5,16) (5,165) (6,53) (6,128) (8,80) (8,101) (9,36) (9,145) (11,46) (11,135) (14,69) (14,112) (16,38) (16,143) (19,3) (19,178) (22,18) (22,163) (23,88) (23,93) (29,23) (29,158) (30,57) (30,124) (31,30) (31,151) (32,2) (32,179) (35,11) (35,170) (36,36) (36,145) (38,77) (38,104) (39,63) (39,118) (41,24) (41,157) (42,28) (42,153) (44,40) (44,141) (45,49) (45,132) (46,24) (46,157) (49,43) (49,138) (51,69) (51,112) (54,6) (54,175) (56,46) (56,135) (57,47) (57,134) (59,13) (59,168) (60,43) (60,138) (64,37) (64,144) (67,26) (67,155) (69,59) (69,122) (72,43) (72,138) (73,52) (73,129) (74,14) (74,167) (76,89) (76,92) (78,53) (78,128) (81,64) (81,117) (82,56) (82,125) (87,15) (87,166) (88,42) (88,139) (91,60) (91,121) (94,24) (94,157) (95,67) (95,114) (97,53) (97,128) (100,12) (100,169) (104,83) (104,98) (106,42) (106,139) (107,65) (107,116) (109,20) (109,161) (110,68) (110,113) (114,46) (114,135) (116,69) (116,112) (117,86) (117,95) (119,29) (119,152) (120,52) (120,129) (121,20) (121,161) (123,87) (123,94) (125,26) (125,155) (128,7) (128,174) (129,61) (129,120) (131,19) (131,162) (132,20) (132,161) (133,67) (133,114) (134,67) (134,114) (135,15) (135,166) (136,36) (136,145) (137,58) (137,123) (138,10) (138,171) (140,15) (140,166) (143,11) (143,170) (145,49) (145,132) (146,77) (146,104) (147,4) (147,177) (149,39) (149,142) (150,25) (150,156) (155,57) (155,124) (156,28) (156,153) (158,72) (158,109) (164,28) (164,153) (165,9) (165,172) (168,42) (168,139) (169,52) (169,129) (170,26) (170,155) (172,49) (172,132) (173,66) (173,115) (177,57) (177,124) (178,77) (178,104) | 21 | y2 = x3 + 47x + 12 | 182 | (0,66) (0,115) (1,28) (1,153) (2,64) (2,117) (3,19) (3,162) (6,87) (6,94) (8,30) (8,151) (10,45) (10,136) (12,48) (12,133) (14,86) (14,95) (16,71) (16,110) (24,22) (24,159) (26,23) (26,158) (29,65) (29,116) (30,27) (30,154) (32,16) (32,165) (33,24) (33,157) (36,24) (36,157) (39,23) (39,158) (45,47) (45,134) (49,88) (49,93) (50,32) (50,149) (51,45) (51,136) (53,8) (53,173) (55,68) (55,113) (56,86) (56,95) (59,75) (59,106) (60,33) (60,148) (64,19) (64,162) (65,20) (65,161) (67,5) (67,176) (68,85) (68,96) (69,57) (69,124) (70,7) (70,174) (71,76) (71,105) (73,41) (73,140) (74,4) (74,177) (75,65) (75,116) (76,14) (76,167) (77,65) (77,116) (79,10) (79,171) (81,62) (81,119) (86,53) (86,128) (87,12) (87,169) (90,83) (90,98) (91,70) (91,111) (95,78) (95,103) (97,29) (97,152) (101,37) (101,144) (103,38) (103,143) (104,18) (104,163) (105,3) (105,178) (106,18) (106,163) (111,86) (111,95) (112,24) (112,157) (113,43) (113,138) (114,19) (114,162) (115,10) (115,171) (116,23) (116,158) (117,5) (117,176) (118,59) (118,122) (119,62) (119,119) (120,45) (120,136) (125,7) (125,174) (126,58) (126,123) (127,75) (127,106) (133,17) (133,164) (134,74) (134,107) (135,8) (135,173) (136,63) (136,118) (140,72) (140,109) (141,4) (141,177) (142,20) (142,161) (145,57) (145,124) (147,4) (147,177) (148,57) (148,124) (152,18) (152,163) (154,31) (154,150) (155,20) (155,161) (156,81) (156,100) (160,9) (160,172) (161,22) (161,159) (162,62) (162,119) (167,7) (167,174) (168,10) (168,171) (169,39) (169,142) (173,36) (173,145) (174,8) (174,173) (176,75) (176,106) (177,22) (177,159) (178,5) (178,176) (180,67) (180,114) | 22 | y2 = x3 + 162x + 167 | 182 | (0,23) (0,158) (2,77) (2,104) (3,77) (3,104) (5,4) (5,177) (7,14) (7,167) (8,76) (8,105) (9,1) (9,180) (12,20) (12,161) (13,44) (13,137) (14,78) (14,103) (15,19) (15,162) (18,74) (18,107) (20,2) (20,179) (22,73) (22,108) (23,48) (23,133) (28,49) (28,132) (33,1) (33,180) (36,76) (36,105) (37,60) (37,121) (39,61) (39,120) (42,40) (42,141) (43,22) (43,159) (44,13) (44,168) (46,86) (46,95) (47,17) (47,164) (48,60) (48,121) (51,9) (51,172) (52,69) (52,112) (58,67) (58,114) (60,19) (60,162) (61,61) (61,120) (63,88) (63,93) (66,51) (66,130) (67,37) (67,144) (68,38) (68,143) (69,29) (69,152) (75,71) (75,110) (80,74) (80,107) (81,61) (81,120) (82,68) (82,113) (83,74) (83,107) (84,55) (84,126) (86,33) (86,148) (87,63) (87,118) (89,21) (89,160) (91,42) (91,139) (94,85) (94,96) (96,60) (96,121) (100,41) (100,140) (102,15) (102,166) (106,19) (106,162) (111,15) (111,166) (112,6) (112,175) (116,79) (116,102) (117,28) (117,153) (118,83) (118,98) (120,41) (120,140) (121,71) (121,110) (125,68) (125,113) (131,37) (131,144) (132,70) (132,111) (134,81) (134,100) (135,84) (135,97) (137,76) (137,105) (139,1) (139,180) (140,9) (140,172) (142,41) (142,140) (143,90) (143,91) (145,13) (145,168) (147,65) (147,116) (148,40) (148,141) (149,15) (149,166) (150,58) (150,123) (155,68) (155,113) (157,66) (157,115) (159,39) (159,142) (162,2) (162,179) (164,37) (164,144) (165,30) (165,151) (166,71) (166,110) (167,59) (167,122) (168,82) (168,99) (171,9) (171,172) (172,40) (172,141) (173,13) (173,168) (174,89) (174,92) (175,80) (175,101) (176,77) (176,104) (178,4) (178,177) (179,4) (179,177) (180,2) (180,179) | 23 | y2 = x3 + 164x + 52 | 182 | (0,41) (0,140) (1,6) (1,175) (4,49) (4,132) (6,85) (6,96) (13,47) (13,134) (16,16) (16,165) (18,87) (18,94) (21,79) (21,102) (22,3) (22,178) (25,49) (25,132) (26,57) (26,124) (28,52) (28,129) (29,31) (29,150) (30,72) (30,109) (33,26) (33,155) (34,15) (34,166) (36,22) (36,159) (39,8) (39,173) (41,43) (41,138) (42,11) (42,170) (44,88) (44,93) (46,26) (46,155) (47,79) (47,102) (48,88) (48,93) (50,6) (50,175) (52,15) (52,166) (54,24) (54,157) (59,21) (59,160) (60,2) (60,179) (61,17) (61,164) (64,58) (64,123) (65,9) (65,172) (67,11) (67,170) (71,27) (71,154) (72,11) (72,170) (73,44) (73,137) (78,12) (78,169) (79,40) (79,141) (81,87) (81,94) (82,87) (82,94) (84,1) (84,180) (86,28) (86,153) (87,74) (87,107) (88,83) (88,98) (89,88) (89,93) (92,18) (92,163) (95,15) (95,166) (99,77) (99,104) (100,77) (100,104) (101,70) (101,111) (102,26) (102,155) (104,62) (104,119) (110,68) (110,113) (112,67) (112,114) (113,79) (113,102) (115,54) (115,127) (118,48) (118,133) (120,38) (120,143) (121,10) (121,171) (122,5) (122,176) (123,35) (123,146) (126,74) (126,107) (129,28) (129,153) (130,6) (130,175) (133,18) (133,163) (135,40) (135,141) (136,83) (136,98) (137,18) (137,163) (138,83) (138,98) (140,80) (140,101) (141,25) (141,156) (143,44) (143,137) (144,76) (144,105) (146,44) (146,137) (147,28) (147,153) (148,40) (148,141) (149,74) (149,107) (151,13) (151,168) (152,49) (152,132) (154,75) (154,106) (156,31) (156,150) (163,77) (163,104) (165,36) (165,145) (166,3) (166,178) (167,73) (167,108) (168,51) (168,130) (173,20) (173,161) (174,3) (174,178) (175,32) (175,149) (176,66) (176,115) (177,31) (177,150) | 24 | y2 = x3 + 96x + 142 | 182 | (0,88) (0,93) (2,60) (2,121) (6,36) (6,145) (9,58) (9,123) (10,78) (10,103) (11,30) (11,151) (12,44) (12,137) (13,87) (13,94) (14,51) (14,130) (15,34) (15,147) (18,10) (18,171) (19,77) (19,104) (21,4) (21,177) (23,47) (23,134) (24,60) (24,121) (25,51) (25,130) (27,71) (27,110) (28,85) (28,96) (29,76) (29,105) (31,87) (31,94) (32,12) (32,169) (36,29) (36,152) (39,6) (39,175) (41,31) (41,150) (42,34) (42,147) (44,90) (44,91) (46,57) (46,124) (48,81) (48,100) (49,35) (49,146) (50,76) (50,105) (51,55) (51,126) (52,47) (52,134) (57,24) (57,157) (59,35) (59,146) (60,38) (60,143) (63,22) (63,159) (67,19) (67,162) (70,52) (70,129) (71,71) (71,110) (73,35) (73,146) (74,40) (74,141) (79,32) (79,149) (83,71) (83,110) (86,53) (86,128) (87,66) (87,115) (93,70) (93,111) (95,3) (95,178) (96,42) (96,139) (99,83) (99,98) (102,76) (102,105) (106,47) (106,134) (107,48) (107,133) (108,67) (108,114) (109,25) (109,156) (111,64) (111,117) (115,39) (115,142) (122,67) (122,114) (124,34) (124,147) (126,16) (126,165) (128,82) (128,99) (131,32) (131,149) (132,67) (132,114) (134,81) (134,100) (137,87) (137,94) (138,55) (138,126) (139,24) (139,157) (141,38) (141,143) (142,51) (142,130) (144,31) (144,150) (145,23) (145,158) (146,65) (146,116) (148,26) (148,155) (150,90) (150,91) (152,32) (152,149) (155,60) (155,121) (156,6) (156,175) (159,41) (159,140) (160,79) (160,102) (161,38) (161,143) (162,50) (162,131) (163,33) (163,148) (165,11) (165,170) (166,24) (166,157) (167,6) (167,175) (168,90) (168,91) (170,17) (170,164) (172,84) (172,97) (173,55) (173,126) (176,73) (176,108) (177,31) (177,150) (180,81) (180,100) | 25 | y2 = x3 + 71x + 102 | 182 | (0,37) (0,144) (3,60) (3,121) (5,43) (5,138) (6,54) (6,127) (7,47) (7,134) (11,59) (11,122) (12,87) (12,94) (13,67) (13,114) (14,43) (14,138) (19,76) (19,105) (22,2) (22,179) (24,8) (24,173) (25,44) (25,137) (34,3) (34,178) (36,25) (36,156) (37,63) (37,118) (38,64) (38,117) (43,44) (43,137) (44,25) (44,156) (45,11) (45,170) (50,88) (50,93) (51,9) (51,172) (52,67) (52,114) (54,55) (54,126) (56,88) (56,93) (57,4) (57,177) (62,78) (62,103) (63,90) (63,91) (64,38) (64,143) (65,56) (65,125) (67,53) (67,128) (69,17) (69,164) (70,3) (70,178) (72,57) (72,124) (75,88) (75,93) (76,32) (76,149) (77,3) (77,178) (78,19) (78,162) (80,22) (80,159) (85,86) (85,95) (89,28) (89,153) (92,12) (92,169) (93,1) (93,180) (96,49) (96,132) (97,1) (97,180) (101,25) (101,156) (104,75) (104,106) (106,65) (106,116) (107,48) (107,133) (110,69) (110,112) (111,75) (111,106) (113,44) (113,137) (116,67) (116,114) (117,82) (117,99) (120,17) (120,164) (121,32) (121,149) (122,48) (122,133) (125,65) (125,116) (126,18) (126,163) (127,16) (127,165) (128,81) (128,100) (129,56) (129,125) (131,65) (131,116) (133,48) (133,133) (134,53) (134,128) (135,90) (135,91) (137,22) (137,159) (139,89) (139,92) (144,6) (144,175) (145,22) (145,159) (147,75) (147,106) (148,70) (148,111) (149,30) (149,151) (150,50) (150,131) (152,73) (152,108) (160,36) (160,145) (161,53) (161,128) (162,43) (162,138) (164,90) (164,91) (165,32) (165,149) (167,76) (167,105) (168,56) (168,125) (169,31) (169,150) (172,1) (172,180) (173,17) (173,164) (174,23) (174,158) (175,33) (175,148) (176,76) (176,105) (177,72) (177,109) (178,62) (178,119) (179,26) (179,155) | 26 | y2 = x3 + 68x + 60 | 182 | (0,28) (0,153) (1,55) (1,126) (4,45) (4,136) (10,78) (10,103) (11,87) (11,94) (12,34) (12,147) (13,8) (13,173) (14,90) (14,91) (15,78) (15,103) (16,30) (16,151) (17,86) (17,95) (21,34) (21,147) (25,3) (25,178) (26,47) (26,134) (29,30) (29,151) (34,74) (34,107) (35,80) (35,101) (37,14) (37,167) (38,35) (38,146) (39,55) (39,126) (40,57) (40,124) (42,21) (42,160) (43,90) (43,91) (45,46) (45,135) (47,17) (47,164) (48,51) (48,130) (49,26) (49,155) (51,51) (51,130) (53,35) (53,146) (54,58) (54,123) (57,76) (57,105) (58,4) (58,177) (59,45) (59,136) (60,15) (60,166) (61,41) (61,140) (62,8) (62,173) (65,33) (65,148) (68,70) (68,111) (70,32) (70,149) (71,16) (71,165) (73,2) (73,179) (74,52) (74,129) (75,31) (75,150) (79,84) (79,97) (82,51) (82,130) (83,61) (83,120) (86,89) (86,92) (90,35) (90,146) (93,59) (93,122) (96,73) (96,108) (100,89) (100,92) (101,68) (101,113) (106,8) (106,173) (108,72) (108,109) (109,5) (109,176) (110,81) (110,100) (111,1) (111,180) (112,73) (112,108) (115,36) (115,145) (116,29) (116,152) (117,38) (117,143) (118,45) (118,136) (119,31) (119,150) (124,90) (124,91) (127,75) (127,106) (131,52) (131,129) (132,63) (132,118) (134,66) (134,115) (136,30) (136,151) (138,76) (138,105) (140,82) (140,99) (141,55) (141,126) (142,57) (142,124) (146,69) (146,112) (148,34) (148,147) (149,7) (149,174) (151,60) (151,121) (152,46) (152,135) (154,73) (154,108) (156,78) (156,103) (157,52) (157,129) (159,62) (159,119) (164,67) (164,114) (165,46) (165,135) (166,3) (166,178) (167,76) (167,105) (168,31) (168,150) (171,3) (171,178) (172,23) (172,158) (176,89) (176,92) (180,57) (180,124) | 27 | y2 = x3 + 26x + 14 | 182 | (0,75) (0,106) (3,32) (3,149) (4,1) (4,180) (7,38) (7,143) (13,14) (13,167) (14,81) (14,100) (16,1) (16,180) (20,82) (20,99) (22,66) (22,115) (25,19) (25,162) (26,85) (26,96) (30,61) (30,120) (32,55) (32,126) (34,54) (34,127) (35,84) (35,97) (36,33) (36,148) (37,15) (37,166) (38,44) (38,137) (40,16) (40,165) (41,42) (41,139) (42,21) (42,160) (43,53) (43,128) (44,27) (44,154) (45,19) (45,162) (46,25) (46,156) (47,21) (47,160) (48,38) (48,143) (49,54) (49,127) (52,34) (52,147) (53,43) (53,138) (54,67) (54,114) (59,15) (59,166) (60,66) (60,115) (62,55) (62,126) (66,13) (66,168) (70,36) (70,145) (72,37) (72,144) (81,71) (81,110) (82,4) (82,177) (84,90) (84,91) (85,15) (85,166) (86,10) (86,171) (87,55) (87,126) (88,77) (88,104) (90,64) (90,117) (92,21) (92,160) (94,73) (94,108) (96,76) (96,105) (97,39) (97,142) (98,54) (98,127) (99,66) (99,115) (100,69) (100,112) (102,77) (102,104) (104,26) (104,155) (107,72) (107,109) (108,56) (108,125) (111,19) (111,162) (112,6) (112,175) (118,10) (118,171) (119,73) (119,108) (121,4) (121,177) (122,76) (122,105) (126,38) (126,143) (127,8) (127,173) (128,52) (128,129) (129,35) (129,146) (131,41) (131,140) (136,36) (136,145) (142,42) (142,139) (144,76) (144,105) (145,5) (145,176) (148,18) (148,163) (149,73) (149,108) (151,17) (151,164) (154,25) (154,156) (155,62) (155,119) (156,36) (156,145) (157,74) (157,107) (158,10) (158,171) (159,4) (159,177) (161,1) (161,180) (162,25) (162,156) (163,7) (163,174) (165,82) (165,99) (168,70) (168,111) (172,77) (172,104) (175,2) (175,179) (176,11) (176,170) (177,82) (177,99) (179,42) (179,139) (180,63) (180,118) | 28 | y2 = x3 + 58x + 172 | 182 | (0,57) (0,124) (3,83) (3,98) (4,58) (4,123) (5,15) (5,166) (6,66) (6,115) (7,4) (7,177) (8,65) (8,116) (9,86) (9,95) (12,65) (12,116) (13,74) (13,107) (14,17) (14,164) (15,39) (15,142) (18,52) (18,129) (19,13) (19,168) (20,61) (20,120) (24,33) (24,148) (25,41) (25,140) (26,34) (26,147) (28,47) (28,134) (30,26) (30,155) (32,15) (32,166) (33,70) (33,111) (34,19) (34,162) (36,74) (36,107) (37,32) (37,149) (38,41) (38,140) (40,80) (40,101) (42,26) (42,155) (43,19) (43,162) (49,29) (49,152) (52,25) (52,156) (56,82) (56,99) (59,68) (59,113) (60,68) (60,113) (62,68) (62,113) (63,78) (63,103) (64,35) (64,146) (68,13) (68,168) (69,27) (69,154) (71,54) (71,127) (75,88) (75,93) (76,58) (76,123) (79,62) (79,119) (86,64) (86,117) (88,45) (88,136) (89,56) (89,125) (90,16) (90,165) (93,55) (93,126) (94,13) (94,168) (95,7) (95,174) (96,77) (96,104) (98,31) (98,150) (99,73) (99,108) (101,58) (101,123) (104,19) (104,162) (109,26) (109,155) (110,18) (110,163) (118,41) (118,140) (119,8) (119,173) (121,8) (121,173) (122,8) (122,173) (124,53) (124,128) (125,90) (125,91) (128,73) (128,108) (129,9) (129,172) (130,48) (130,133) (132,74) (132,107) (133,37) (133,144) (135,73) (135,108) (136,75) (136,106) (143,78) (143,103) (144,15) (144,166) (145,29) (145,152) (149,32) (149,149) (152,76) (152,105) (153,44) (153,137) (154,10) (154,171) (156,78) (156,103) (158,80) (158,101) (159,70) (159,111) (161,65) (161,116) (164,80) (164,101) (167,69) (167,112) (168,29) (168,152) (169,61) (169,120) (170,70) (170,111) (173,61) (173,120) (174,50) (174,131) (176,32) (176,149) (178,40) (178,141) (179,49) (179,132) | 29 | y2 = x3 + 174x + 14 | 182 | (0,75) (0,106) (3,54) (3,127) (8,17) (8,164) (9,77) (9,104) (10,43) (10,138) (11,1) (11,180) (12,36) (12,145) (13,55) (13,126) (14,44) (14,137) (16,4) (16,177) (17,37) (17,144) (19,62) (19,119) (25,21) (25,160) (30,4) (30,177) (34,76) (34,105) (36,25) (36,156) (38,35) (38,146) (41,7) (41,174) (44,1) (44,180) (45,18) (45,163) (46,66) (46,115) (50,90) (50,91) (51,84) (51,97) (53,10) (53,171) (55,82) (55,99) (58,67) (58,114) (61,77) (61,104) (64,76) (64,105) (67,36) (67,145) (68,72) (68,109) (72,21) (72,160) (73,53) (73,128) (74,2) (74,179) (75,38) (75,143) (79,19) (79,162) (80,55) (80,126) (81,14) (81,167) (82,5) (82,176) (83,76) (83,105) (84,21) (84,160) (85,42) (85,139) (87,71) (87,110) (88,55) (88,126) (91,13) (91,168) (93,73) (93,108) (94,69) (94,112) (98,15) (98,166) (99,33) (99,148) (100,70) (100,111) (101,73) (101,108) (102,36) (102,145) (105,26) (105,155) (110,16) (110,165) (111,77) (111,104) (114,19) (114,162) (115,74) (115,107) (116,56) (116,125) (117,15) (117,166) (119,42) (119,139) (121,27) (121,154) (122,11) (122,170) (123,8) (123,173) (126,1) (126,180) (127,6) (127,175) (129,81) (129,100) (131,39) (131,142) (132,38) (132,143) (133,63) (133,118) (134,41) (134,140) (135,4) (135,177) (137,82) (137,99) (143,34) (143,147) (144,32) (144,149) (146,10) (146,171) (147,15) (147,166) (151,66) (151,115) (152,25) (152,156) (155,38) (155,143) (157,64) (157,117) (158,42) (158,139) (162,85) (162,96) (163,10) (163,171) (165,66) (165,115) (168,73) (168,108) (169,19) (169,162) (170,82) (170,99) (171,52) (171,129) (173,61) (173,120) (174,25) (174,156) (179,54) (179,127) (180,54) (180,127) | 30 | y2 = x3 + 26x + 167 | 182 | (0,23) (0,158) (1,70) (1,111) (2,74) (2,107) (4,71) (4,110) (5,28) (5,153) (6,38) (6,143) (9,15) (9,166) (13,63) (13,118) (16,71) (16,110) (18,48) (18,133) (19,68) (19,113) (20,19) (20,162) (22,76) (22,105) (23,9) (23,172) (24,42) (24,139) (25,40) (25,141) (26,89) (26,92) (27,68) (27,113) (30,39) (30,142) (32,61) (32,120) (33,20) (33,161) (36,86) (36,95) (37,4) (37,177) (39,74) (39,107) (45,40) (45,141) (50,55) (50,126) (52,59) (52,122) (53,83) (53,98) (54,29) (54,152) (55,2) (55,179) (59,4) (59,177) (60,76) (60,105) (62,61) (62,120) (63,9) (63,172) (69,67) (69,114) (70,1) (70,180) (73,22) (73,159) (74,80) (74,101) (77,49) (77,132) (79,15) (79,166) (81,44) (81,137) (82,13) (82,168) (83,60) (83,121) (84,17) (84,164) (85,4) (85,177) (87,61) (87,120) (89,37) (89,144) (91,51) (91,130) (93,15) (93,166) (94,41) (94,140) (95,9) (95,172) (96,77) (96,104) (97,81) (97,100) (99,76) (99,105) (100,82) (100,99) (109,21) (109,160) (111,40) (111,141) (115,66) (115,115) (119,41) (119,140) (121,13) (121,168) (122,77) (122,104) (127,6) (127,175) (128,88) (128,93) (129,78) (129,103) (132,60) (132,121) (133,2) (133,179) (134,37) (134,144) (135,68) (135,113) (136,1) (136,180) (137,30) (137,151) (138,79) (138,102) (139,37) (139,144) (140,74) (140,107) (141,58) (141,123) (143,69) (143,112) (144,77) (144,104) (145,84) (145,97) (146,33) (146,148) (147,60) (147,121) (149,41) (149,140) (151,73) (151,108) (155,14) (155,167) (156,1) (156,180) (159,13) (159,168) (161,71) (161,110) (165,19) (165,162) (167,90) (167,91) (168,85) (168,96) (174,2) (174,179) (177,19) (177,162) (178,65) (178,116) | 31 | y2 = x3 + 146x + 101 | 182 | (0,61) (0,120) (1,51) (1,130) (2,43) (2,138) (4,5) (4,176) (8,40) (8,141) (10,82) (10,99) (11,88) (11,93) (12,88) (12,93) (13,24) (13,157) (15,69) (15,112) (17,16) (17,165) (20,60) (20,121) (23,28) (23,153) (25,3) (25,178) (27,14) (27,167) (29,44) (29,137) (30,63) (30,118) (35,11) (35,170) (37,74) (37,107) (38,51) (38,130) (39,42) (39,139) (40,16) (40,165) (42,89) (42,92) (45,31) (45,150) (47,75) (47,106) (49,75) (49,106) (52,65) (52,116) (54,14) (54,167) (56,84) (56,97) (58,31) (58,150) (59,40) (59,141) (60,56) (60,125) (61,67) (61,114) (63,71) (63,110) (65,74) (65,107) (69,24) (69,157) (70,3) (70,178) (71,62) (71,119) (77,57) (77,124) (78,31) (78,150) (79,74) (79,107) (80,87) (80,94) (82,13) (82,168) (83,10) (83,171) (84,23) (84,158) (85,75) (85,106) (86,3) (86,178) (89,47) (89,134) (92,76) (92,105) (94,15) (94,166) (95,66) (95,115) (98,37) (98,144) (99,24) (99,157) (100,14) (100,167) (102,86) (102,95) (105,30) (105,151) (107,83) (107,98) (111,66) (111,115) (112,13) (112,168) (114,40) (114,141) (116,86) (116,95) (118,49) (118,132) (119,87) (119,94) (121,18) (121,163) (124,16) (124,165) (126,19) (126,162) (137,21) (137,160) (139,8) (139,173) (142,51) (142,130) (143,42) (143,139) (144,86) (144,95) (145,90) (145,91) (146,9) (146,172) (147,84) (147,97) (151,45) (151,136) (153,46) (153,135) (155,79) (155,102) (156,66) (156,115) (158,88) (158,93) (159,84) (159,97) (160,25) (160,156) (163,87) (163,94) (165,2) (165,179) (166,50) (166,131) (168,13) (168,168) (169,28) (169,153) (170,28) (170,153) (172,7) (172,174) (174,33) (174,148) (177,38) (177,143) (180,42) (180,139) | 32 | y2 = x3 + 53x + 165 | 182 | (0,76) (0,105) (1,20) (1,161) (3,52) (3,129) (4,21) (4,160) (5,66) (5,115) (6,86) (6,95) (8,14) (8,167) (12,30) (12,151) (15,57) (15,124) (18,39) (18,142) (19,51) (19,130) (22,24) (22,157) (25,61) (25,120) (26,64) (26,117) (27,37) (27,144) (29,82) (29,99) (34,33) (34,148) (37,17) (37,164) (38,6) (38,175) (39,83) (39,98) (40,43) (40,138) (41,44) (41,137) (43,35) (43,146) (46,82) (46,99) (48,30) (48,151) (49,74) (49,107) (50,36) (50,145) (52,38) (52,143) (54,46) (54,135) (55,43) (55,138) (56,37) (56,144) (57,35) (57,146) (58,86) (58,95) (60,71) (60,110) (61,50) (61,131) (62,12) (62,169) (65,20) (65,161) (66,78) (66,103) (67,47) (67,134) (68,33) (68,148) (69,14) (69,167) (70,21) (70,160) (71,54) (71,127) (72,5) (72,176) (73,10) (73,171) (74,34) (74,147) (75,22) (75,159) (76,9) (76,172) (78,58) (78,123) (79,33) (79,148) (80,66) (80,115) (81,35) (81,146) (85,77) (85,104) (86,43) (86,138) (90,60) (90,121) (91,13) (91,168) (92,19) (92,162) (96,66) (96,115) (98,37) (98,144) (99,11) (99,170) (101,77) (101,104) (103,62) (103,119) (104,14) (104,167) (106,82) (106,99) (107,21) (107,160) (108,7) (108,174) (110,55) (110,126) (111,34) (111,147) (115,20) (115,161) (116,78) (116,103) (117,86) (117,95) (119,27) (119,154) (121,30) (121,151) (133,71) (133,110) (135,22) (135,159) (139,41) (139,140) (142,89) (142,92) (146,88) (146,93) (150,15) (150,166) (152,22) (152,159) (156,49) (156,132) (159,72) (159,109) (160,17) (160,164) (162,25) (162,156) (164,18) (164,163) (165,17) (165,164) (169,71) (169,110) (172,81) (172,100) (176,77) (176,104) (177,34) (177,147) (180,78) (180,103) | 33 | y2 = x3 + 32x + 38 | 182 | (0,20) (0,161) (3,60) (3,121) (4,7) (4,174) (5,88) (5,93) (7,65) (7,116) (8,25) (8,156) (13,29) (13,152) (16,11) (16,170) (17,80) (17,101) (18,78) (18,103) (21,4) (21,177) (22,63) (22,118) (26,76) (26,105) (27,48) (27,133) (28,73) (28,108) (29,14) (29,167) (34,51) (34,130) (36,65) (36,116) (38,4) (38,177) (41,62) (41,119) (43,75) (43,106) (46,54) (46,127) (50,32) (50,149) (52,15) (52,166) (57,25) (57,156) (59,28) (59,153) (60,45) (60,136) (66,74) (66,107) (67,48) (67,133) (70,78) (70,103) (72,14) (72,167) (75,7) (75,174) (76,63) (76,118) (79,82) (79,99) (80,14) (80,167) (81,11) (81,170) (82,52) (82,129) (83,63) (83,118) (84,11) (84,170) (87,48) (87,133) (89,67) (89,114) (90,42) (90,139) (91,22) (91,159) (93,78) (93,103) (94,46) (94,135) (97,90) (97,91) (99,79) (99,102) (100,90) (100,91) (102,7) (102,174) (103,58) (103,123) (106,82) (106,99) (110,81) (110,100) (113,19) (113,162) (114,46) (114,135) (116,25) (116,156) (117,58) (117,123) (118,17) (118,164) (119,53) (119,128) (120,34) (120,147) (121,59) (121,122) (122,4) (122,177) (126,41) (126,140) (127,44) (127,137) (131,89) (131,92) (132,10) (132,171) (135,31) (135,150) (136,67) (136,114) (137,67) (137,114) (138,65) (138,116) (140,24) (140,157) (141,68) (141,113) (142,58) (142,123) (143,28) (143,153) (144,87) (144,94) (145,75) (145,106) (147,3) (147,178) (150,5) (150,176) (151,26) (151,155) (153,38) (153,143) (154,46) (154,135) (158,23) (158,158) (160,28) (160,153) (164,83) (164,98) (165,90) (165,91) (166,76) (166,105) (170,76) (170,105) (171,85) (171,96) (174,75) (174,106) (177,82) (177,99) (179,50) (179,131) (180,27) (180,154) | 34 | y2 = x3 + 50x + 169 | 182 | (0,13) (0,168) (1,43) (1,138) (3,76) (3,105) (5,1) (5,180) (6,88) (6,93) (7,89) (7,92) (8,30) (8,151) (9,9) (9,172) (11,56) (11,125) (12,12) (12,169) (16,84) (16,97) (19,75) (19,106) (20,32) (20,149) (22,40) (22,141) (24,52) (24,129) (27,5) (27,176) (28,57) (28,124) (29,46) (29,135) (31,4) (31,177) (32,50) (32,131) (33,17) (33,164) (35,79) (35,102) (36,29) (36,152) (37,1) (37,180) (39,21) (39,160) (42,86) (42,95) (43,75) (43,106) (45,87) (45,94) (48,6) (48,175) (50,8) (50,173) (52,5) (52,176) (54,87) (54,94) (55,56) (55,125) (56,32) (56,149) (58,23) (58,158) (59,23) (59,158) (62,18) (62,163) (63,50) (63,131) (64,23) (64,158) (68,76) (68,105) (74,24) (74,157) (75,25) (75,156) (76,20) (76,161) (79,48) (79,133) (80,89) (80,92) (81,9) (81,172) (82,87) (82,94) (84,42) (84,139) (85,51) (85,130) (86,50) (86,131) (91,9) (91,172) (93,58) (93,123) (94,89) (94,92) (99,3) (99,178) (102,5) (102,176) (103,10) (103,171) (105,32) (105,149) (106,16) (106,165) (110,76) (110,105) (114,90) (114,91) (115,56) (115,125) (116,55) (116,126) (119,75) (119,106) (124,2) (124,179) (125,20) (125,161) (127,3) (127,178) (128,35) (128,146) (129,48) (129,133) (132,39) (132,142) (133,11) (133,170) (134,65) (134,116) (136,3) (136,178) (137,82) (137,99) (138,18) (138,163) (139,1) (139,180) (144,86) (144,95) (146,34) (146,147) (148,7) (148,174) (153,85) (153,96) (154,48) (154,133) (155,29) (155,152) (157,63) (157,118) (158,80) (158,101) (159,27) (159,154) (161,20) (161,161) (162,18) (162,163) (168,47) (168,134) (169,70) (169,111) (171,29) (171,152) (175,14) (175,167) (176,86) (176,95) | 35 | y2 = x3 + 159x + 136 | 182 | (0,90) (0,91) (2,10) (2,171) (6,43) (6,138) (7,12) (7,169) (10,83) (10,98) (11,35) (11,146) (12,40) (12,141) (13,31) (13,150) (14,20) (14,161) (16,21) (16,160) (18,88) (18,93) (20,53) (20,128) (24,20) (24,161) (26,44) (26,137) (27,43) (27,138) (28,64) (28,117) (29,30) (29,151) (33,41) (33,140) (34,35) (34,146) (40,79) (40,102) (41,68) (41,113) (42,30) (42,151) (43,18) (43,163) (45,26) (45,155) (46,63) (46,118) (47,29) (47,152) (48,23) (48,158) (49,18) (49,163) (52,7) (52,174) (55,49) (55,132) (56,6) (56,175) (58,11) (58,170) (59,7) (59,174) (69,28) (69,153) (70,7) (70,174) (74,37) (74,144) (75,21) (75,160) (76,12) (76,169) (77,22) (77,159) (80,77) (80,104) (82,33) (82,148) (84,82) (84,99) (89,18) (89,163) (90,21) (90,160) (91,66) (91,115) (92,55) (92,126) (94,45) (94,136) (95,14) (95,167) (97,8) (97,173) (98,12) (98,169) (101,42) (101,139) (106,66) (106,115) (107,52) (107,129) (108,80) (108,101) (109,80) (109,101) (110,30) (110,151) (111,59) (111,122) (116,34) (116,147) (118,13) (118,168) (119,61) (119,120) (121,22) (121,159) (122,59) (122,122) (125,69) (125,112) (126,62) (126,119) (128,11) (128,170) (129,59) (129,122) (130,70) (130,111) (132,55) (132,126) (136,35) (136,146) (138,55) (138,126) (141,2) (141,179) (142,89) (142,92) (143,20) (143,161) (145,80) (145,101) (147,26) (147,155) (148,43) (148,138) (150,63) (150,118) (154,41) (154,140) (158,56) (158,125) (159,17) (159,164) (160,5) (160,176) (161,84) (161,97) (164,22) (164,159) (165,66) (165,115) (166,63) (166,118) (170,26) (170,155) (171,73) (171,108) (172,87) (172,94) (175,41) (175,140) (176,11) (176,170) (179,57) (179,124) | 36 | y2 = x3 + 86x + 80 | 182 | (0,73) (0,108) (1,23) (1,158) (2,21) (2,160) (3,33) (3,148) (4,44) (4,137) (8,70) (8,111) (9,42) (9,139) (11,2) (11,179) (12,46) (12,135) (13,77) (13,104) (14,74) (14,107) (15,43) (15,138) (16,22) (16,159) (18,43) (18,138) (21,58) (21,123) (25,29) (25,152) (27,33) (27,148) (28,27) (28,154) (31,89) (31,92) (33,11) (33,170) (34,42) (34,139) (35,57) (35,124) (38,32) (38,149) (43,5) (43,176) (44,38) (44,143) (46,66) (46,115) (48,74) (48,107) (51,10) (51,171) (53,82) (53,99) (54,66) (54,115) (56,69) (56,112) (57,46) (57,135) (62,64) (62,117) (63,71) (63,110) (64,36) (64,145) (67,57) (67,124) (70,48) (70,133) (71,58) (71,123) (72,12) (72,169) (77,31) (77,150) (79,57) (79,124) (80,24) (80,157) (81,66) (81,115) (83,23) (83,158) (85,88) (85,93) (87,85) (87,96) (89,58) (89,123) (97,23) (97,158) (99,81) (99,100) (100,87) (100,94) (102,13) (102,168) (103,68) (103,113) (105,3) (105,178) (106,1) (106,180) (109,4) (109,177) (112,46) (112,135) (113,52) (113,129) (114,13) (114,168) (119,74) (119,107) (121,37) (121,144) (123,85) (123,96) (126,54) (126,127) (127,87) (127,94) (128,26) (128,155) (130,28) (130,153) (131,75) (131,106) (133,64) (133,117) (135,87) (135,94) (138,42) (138,139) (139,36) (139,145) (140,24) (140,157) (142,24) (142,157) (146,13) (146,168) (147,5) (147,176) (148,43) (148,138) (149,6) (149,175) (151,33) (151,148) (152,85) (152,96) (155,84) (155,97) (156,62) (156,119) (159,36) (159,145) (162,53) (162,128) (163,11) (163,170) (165,20) (165,161) (166,11) (166,170) (167,64) (167,117) (170,86) (170,95) (172,5) (172,176) (173,50) (173,131) (177,45) (177,136) (179,9) (179,172) | 37 | y2 = x3 + 47x + 169 | 182 | (0,13) (0,168) (1,6) (1,175) (3,86) (3,95) (4,56) (4,125) (5,23) (5,158) (7,29) (7,152) (8,40) (8,141) (12,17) (12,164) (13,9) (13,172) (14,48) (14,133) (19,89) (19,92) (20,56) (20,125) (21,10) (21,171) (25,90) (25,91) (26,18) (26,163) (27,46) (27,135) (29,20) (29,161) (33,3) (33,178) (34,76) (34,105) (36,3) (36,178) (39,18) (39,163) (40,76) (40,105) (41,80) (41,101) (45,70) (45,111) (46,29) (46,152) (47,42) (47,139) (48,39) (48,142) (54,23) (54,158) (55,16) (55,165) (56,48) (56,133) (61,50) (61,131) (62,89) (62,92) (63,35) (63,146) (64,86) (64,95) (65,75) (65,106) (66,9) (66,172) (67,1) (67,180) (68,88) (68,93) (69,87) (69,94) (70,5) (70,176) (75,20) (75,161) (76,57) (76,124) (77,20) (77,161) (78,2) (78,179) (80,21) (80,160) (84,8) (84,173) (86,34) (86,147) (90,63) (90,118) (91,52) (91,129) (94,47) (94,134) (95,79) (95,102) (100,89) (100,92) (102,9) (102,172) (104,32) (104,149) (105,85) (105,96) (106,32) (106,149) (107,76) (107,105) (108,55) (108,126) (110,4) (110,177) (111,48) (111,133) (112,3) (112,178) (113,14) (113,167) (114,86) (114,95) (116,18) (116,163) (117,1) (117,180) (121,84) (121,97) (122,23) (122,158) (125,5) (125,176) (126,25) (126,156) (128,29) (128,152) (130,50) (130,131) (131,65) (131,116) (132,43) (132,138) (136,12) (136,169) (142,75) (142,106) (145,87) (145,94) (148,87) (148,94) (149,58) (149,123) (151,30) (151,151) (152,32) (152,149) (155,75) (155,106) (157,56) (157,125) (165,82) (165,99) (167,5) (167,176) (169,7) (169,174) (171,50) (171,131) (173,27) (173,154) (175,24) (175,157) (178,1) (178,180) (179,51) (179,130) (180,11) (180,170) | 38 | y2 = x3 + 18x + 148 | 182 | (0,87) (0,94) (1,23) (1,158) (2,83) (2,98) (3,49) (3,132) (5,1) (5,180) (8,73) (8,108) (11,49) (11,132) (12,61) (12,120) (13,81) (13,100) (14,51) (14,130) (20,1) (20,180) (21,70) (21,111) (23,56) (23,125) (25,64) (25,117) (27,81) (27,100) (29,9) (29,172) (30,30) (30,151) (33,29) (33,152) (38,77) (38,104) (40,34) (40,147) (41,22) (41,159) (43,80) (43,101) (45,42) (45,139) (46,36) (46,145) (48,17) (48,164) (51,35) (51,146) (53,78) (53,103) (56,72) (56,109) (58,10) (58,171) (61,23) (61,158) (62,55) (62,126) (63,61) (63,120) (65,68) (65,113) (66,77) (66,104) (69,29) (69,152) (71,41) (71,140) (73,65) (73,116) (74,84) (74,97) (75,75) (75,106) (76,32) (76,149) (77,77) (77,104) (79,29) (79,152) (82,47) (82,134) (91,15) (91,166) (92,54) (92,127) (93,27) (93,154) (94,27) (94,154) (98,53) (98,128) (105,38) (105,143) (106,61) (106,120) (113,86) (113,95) (114,79) (114,102) (116,4) (116,177) (118,75) (118,106) (119,23) (119,158) (120,55) (120,126) (121,79) (121,102) (123,14) (123,167) (124,84) (124,97) (125,19) (125,162) (126,82) (126,99) (127,79) (127,102) (128,2) (128,179) (131,62) (131,119) (132,57) (132,124) (136,60) (136,121) (137,50) (137,131) (141,81) (141,100) (142,20) (142,161) (144,41) (144,140) (147,41) (147,140) (149,17) (149,164) (152,45) (152,136) (153,90) (153,91) (154,34) (154,147) (156,1) (156,180) (158,31) (158,150) (159,67) (159,114) (160,37) (160,144) (161,64) (161,117) (164,84) (164,97) (165,17) (165,164) (167,49) (167,132) (168,34) (168,147) (169,75) (169,106) (170,51) (170,130) (175,27) (175,154) (176,64) (176,117) (177,66) (177,115) (178,51) (178,130) (180,55) (180,126) | 39 | y2 = x3 + 76x + 44 | 182 | (0,15) (0,166) (1,11) (1,170) (7,75) (7,106) (9,3) (9,178) (11,43) (11,138) (13,40) (13,141) (15,45) (15,136) (18,2) (18,179) (20,40) (20,141) (22,31) (22,150) (24,44) (24,137) (25,66) (25,115) (26,49) (26,132) (27,56) (27,125) (31,71) (31,110) (33,29) (33,152) (34,11) (34,170) (35,87) (35,94) (37,64) (37,117) (38,80) (38,101) (40,64) (40,117) (41,62) (41,119) (42,47) (42,134) (43,37) (43,144) (46,56) (46,125) (47,58) (47,123) (48,39) (48,142) (49,50) (49,131) (52,85) (52,96) (53,2) (53,179) (57,65) (57,116) (58,37) (58,144) (62,1) (62,180) (65,67) (65,114) (66,28) (66,153) (67,3) (67,178) (69,24) (69,157) (73,36) (73,145) (76,21) (76,160) (79,34) (79,147) (80,37) (80,144) (83,5) (83,176) (85,60) (85,121) (87,76) (87,105) (88,59) (88,122) (90,32) (90,149) (92,33) (92,148) (93,74) (93,107) (96,17) (96,164) (101,23) (101,158) (103,32) (103,149) (104,64) (104,117) (105,3) (105,178) (106,57) (106,124) (108,56) (108,125) (110,2) (110,179) (112,69) (112,112) (114,21) (114,160) (117,83) (117,98) (119,79) (119,102) (123,23) (123,158) (126,57) (126,124) (130,57) (130,124) (131,72) (131,109) (132,22) (132,159) (133,14) (133,167) (135,36) (135,145) (137,5) (137,176) (138,23) (138,158) (140,81) (140,100) (142,5) (142,176) (145,80) (145,101) (146,11) (146,170) (147,87) (147,94) (148,40) (148,141) (149,35) (149,146) (153,47) (153,134) (154,36) (154,145) (157,18) (157,163) (161,29) (161,152) (162,51) (162,130) (167,47) (167,134) (168,29) (168,152) (169,32) (169,149) (170,7) (170,174) (171,53) (171,128) (172,21) (172,160) (176,25) (176,156) (177,20) (177,161) (179,80) (179,101) (180,87) (180,94) | 40 | y2 = x3 + 86x + 101 | 182 | (0,61) (0,120) (2,10) (2,171) (4,50) (4,131) (8,45) (8,136) (9,86) (9,95) (11,5) (11,176) (14,51) (14,130) (15,28) (15,153) (16,18) (16,163) (18,28) (18,153) (19,79) (19,102) (22,40) (22,141) (25,89) (25,92) (26,33) (26,148) (29,14) (29,167) (30,84) (30,97) (32,67) (32,114) (33,88) (33,93) (34,86) (34,95) (35,66) (35,115) (39,87) (39,94) (41,87) (41,94) (42,40) (42,141) (43,74) (43,107) (46,24) (46,157) (48,51) (48,130) (50,23) (50,158) (51,11) (51,170) (53,49) (53,132) (54,24) (54,157) (55,60) (55,121) (58,14) (58,167) (60,21) (60,160) (62,42) (62,139) (67,66) (67,115) (68,83) (68,98) (69,31) (69,150) (72,76) (72,105) (75,19) (75,162) (76,57) (76,124) (78,25) (78,156) (79,66) (79,115) (81,24) (81,157) (82,90) (82,91) (84,75) (84,106) (92,16) (92,165) (94,14) (94,167) (96,43) (96,138) (98,75) (98,106) (100,13) (100,168) (101,87) (101,94) (102,3) (102,178) (104,46) (104,135) (109,47) (109,134) (110,16) (110,165) (111,7) (111,174) (114,3) (114,178) (117,40) (117,141) (118,82) (118,99) (119,51) (119,130) (124,31) (124,150) (125,44) (125,137) (127,13) (127,168) (128,71) (128,110) (130,9) (130,172) (133,42) (133,139) (135,13) (135,168) (137,2) (137,179) (138,86) (138,95) (143,65) (143,116) (146,3) (146,178) (147,74) (147,107) (148,28) (148,153) (150,62) (150,119) (153,30) (153,151) (154,84) (154,97) (156,8) (156,173) (160,16) (160,165) (163,88) (163,93) (165,56) (165,125) (166,88) (166,93) (167,42) (167,139) (168,15) (168,166) (169,31) (169,150) (170,38) (170,143) (172,74) (172,107) (173,63) (173,118) (177,69) (177,112) (178,84) (178,97) (179,37) (179,144) (180,75) (180,106) | 41 | y2 = x3 + 89x + 52 | 182 | (0,41) (0,140) (1,88) (1,93) (3,76) (3,105) (5,21) (5,160) (8,3) (8,178) (10,48) (10,133) (11,3) (11,178) (12,26) (12,155) (13,87) (13,94) (14,28) (14,153) (15,31) (15,150) (16,88) (16,93) (17,18) (17,163) (18,80) (18,101) (22,13) (22,168) (23,87) (23,94) (27,31) (27,150) (30,20) (30,161) (32,83) (32,98) (33,83) (33,98) (36,77) (36,104) (37,28) (37,153) (40,68) (40,113) (42,49) (42,132) (43,44) (43,137) (44,10) (44,171) (46,22) (46,159) (47,1) (47,180) (50,79) (50,102) (51,15) (51,166) (52,44) (52,137) (56,75) (56,106) (57,79) (57,102) (60,36) (60,145) (64,66) (64,115) (68,85) (68,96) (69,24) (69,157) (70,26) (70,155) (73,9) (73,172) (74,79) (74,102) (76,52) (76,129) (80,8) (80,173) (81,74) (81,107) (82,40) (82,141) (84,6) (84,175) (86,44) (86,137) (87,47) (87,134) (88,17) (88,164) (92,11) (92,170) (93,38) (93,143) (94,51) (94,130) (99,26) (99,155) (111,40) (111,141) (113,32) (113,149) (114,11) (114,170) (116,83) (116,98) (119,70) (119,111) (120,74) (120,107) (121,16) (121,165) (122,58) (122,123) (123,67) (123,114) (127,35) (127,146) (130,28) (130,153) (132,6) (132,175) (137,2) (137,179) (139,31) (139,150) (141,27) (141,154) (143,73) (143,108) (144,15) (144,166) (145,87) (145,94) (146,6) (146,175) (150,25) (150,156) (153,62) (153,119) (154,49) (154,132) (156,11) (156,170) (157,54) (157,127) (158,77) (158,104) (159,72) (159,109) (160,12) (160,169) (161,74) (161,107) (162,3) (162,178) (163,43) (163,138) (164,88) (164,93) (165,18) (165,163) (166,49) (166,132) (167,15) (167,166) (168,77) (168,104) (169,40) (169,141) (174,57) (174,124) (176,5) (176,176) (180,18) (180,163) | 42 | y2 = x3 + 150x + 102 | 182 | (0,37) (0,144) (2,49) (2,132) (3,6) (3,175) (4,59) (4,122) (6,48) (6,133) (8,2) (8,179) (9,3) (9,178) (14,56) (14,125) (15,72) (15,109) (16,25) (16,156) (17,12) (17,169) (19,47) (19,134) (26,43) (26,138) (28,3) (28,178) (29,65) (29,116) (30,17) (30,164) (34,60) (34,121) (35,9) (35,172) (37,75) (37,106) (38,43) (38,138) (39,78) (39,103) (40,69) (40,112) (42,44) (42,137) (44,32) (44,149) (45,31) (45,150) (46,25) (46,156) (55,65) (55,116) (58,17) (58,164) (59,82) (59,99) (60,32) (60,149) (62,22) (62,159) (63,81) (63,100) (64,76) (64,105) (65,44) (65,137) (67,89) (67,92) (68,54) (68,127) (69,55) (69,126) (71,50) (71,131) (73,56) (73,125) (74,44) (74,137) (75,53) (75,128) (77,32) (77,149) (79,1) (79,180) (82,90) (82,91) (84,88) (84,93) (87,67) (87,114) (91,8) (91,173) (92,57) (92,124) (93,17) (93,164) (94,56) (94,125) (97,65) (97,116) (98,26) (98,155) (103,4) (103,177) (108,67) (108,114) (109,90) (109,91) (112,16) (112,165) (113,33) (113,148) (117,43) (117,138) (119,25) (119,156) (120,30) (120,151) (122,38) (122,143) (124,36) (124,145) (126,88) (126,93) (129,64) (129,117) (131,53) (131,128) (134,1) (134,180) (135,22) (135,159) (136,87) (136,94) (143,76) (143,105) (144,3) (144,178) (147,62) (147,119) (148,11) (148,170) (149,1) (149,180) (152,88) (152,93) (153,75) (153,106) (154,73) (154,108) (155,76) (155,105) (156,53) (156,128) (160,19) (160,162) (161,18) (161,163) (162,23) (162,158) (164,28) (164,153) (165,22) (165,159) (167,67) (167,114) (169,70) (169,111) (171,90) (171,91) (172,75) (172,106) (176,48) (176,133) (178,63) (178,118) (179,86) (179,95) (180,48) (180,133) | 43 | y2 = x3 + 118x + 16 | 182 | (0,4) (0,177) (1,42) (1,139) (2,21) (2,160) (4,3) (4,178) (7,68) (7,113) (9,84) (9,97) (11,78) (11,103) (16,82) (16,99) (19,51) (19,130) (20,56) (20,125) (23,69) (23,112) (24,54) (24,127) (25,55) (25,126) (27,21) (27,160) (30,87) (30,94) (31,60) (31,121) (33,82) (33,99) (34,39) (34,142) (35,88) (35,93) (36,56) (36,125) (37,83) (37,98) (38,2) (38,179) (39,15) (39,166) (40,77) (40,104) (41,17) (41,164) (42,12) (42,169) (43,34) (43,147) (44,39) (44,142) (48,34) (48,147) (49,27) (49,154) (51,43) (51,138) (56,71) (56,110) (57,16) (57,165) (59,15) (59,166) (62,62) (62,119) (65,48) (65,133) (67,73) (67,108) (68,78) (68,103) (70,90) (70,91) (71,88) (71,93) (74,5) (74,176) (75,88) (75,93) (76,85) (76,96) (79,37) (79,144) (80,30) (80,151) (83,15) (83,166) (90,34) (90,147) (91,18) (91,163) (92,20) (92,161) (94,59) (94,122) (98,13) (98,168) (101,47) (101,134) (102,78) (102,103) (103,39) (103,142) (108,59) (108,122) (109,1) (109,180) (112,5) (112,176) (113,37) (113,144) (114,26) (114,155) (116,9) (116,172) (119,52) (119,129) (122,13) (122,168) (123,31) (123,150) (124,89) (124,92) (125,56) (125,125) (127,85) (127,96) (132,82) (132,99) (133,18) (133,163) (134,40) (134,141) (135,28) (135,153) (138,18) (138,163) (142,13) (142,168) (145,71) (145,110) (148,27) (148,154) (149,45) (149,136) (150,41) (150,140) (151,80) (151,101) (152,21) (152,160) (153,10) (153,171) (157,66) (157,115) (159,85) (159,96) (160,59) (160,122) (161,71) (161,110) (164,86) (164,95) (165,27) (165,154) (167,67) (167,114) (170,37) (170,144) (174,64) (174,117) (175,84) (175,97) (176,5) (176,176) (178,84) (178,97) | 44 | y2 = x3 + 78x + 62 | 182 | (0,65) (0,116) (2,81) (2,100) (3,88) (3,93) (5,45) (5,136) (7,74) (7,107) (9,81) (9,100) (11,21) (11,160) (12,83) (12,98) (13,14) (13,167) (15,25) (15,156) (17,50) (17,131) (20,36) (20,145) (21,61) (21,120) (24,83) (24,98) (25,73) (25,108) (28,46) (28,135) (29,58) (29,123) (30,73) (30,108) (33,54) (33,127) (35,69) (35,112) (37,5) (37,176) (41,18) (41,163) (42,35) (42,146) (43,5) (43,176) (44,13) (44,168) (45,45) (45,136) (46,13) (46,168) (47,47) (47,134) (49,25) (49,156) (51,6) (51,175) (55,15) (55,166) (56,48) (56,133) (57,70) (57,111) (58,69) (58,112) (61,11) (61,170) (62,18) (62,163) (64,59) (64,122) (66,36) (66,145) (67,60) (67,121) (68,40) (68,141) (73,66) (73,115) (78,18) (78,163) (79,80) (79,101) (80,68) (80,113) (81,34) (81,147) (82,76) (82,105) (84,82) (84,99) (85,63) (85,118) (87,30) (87,151) (88,69) (88,112) (89,10) (89,171) (90,90) (90,91) (91,13) (91,168) (94,55) (94,126) (95,36) (95,145) (96,77) (96,104) (101,5) (101,176) (102,56) (102,125) (105,31) (105,150) (107,29) (107,152) (111,82) (111,99) (112,72) (112,109) (114,12) (114,169) (116,66) (116,115) (117,25) (117,156) (120,33) (120,148) (124,78) (124,103) (126,73) (126,108) (128,38) (128,143) (131,45) (131,136) (132,59) (132,122) (134,79) (134,102) (135,90) (135,91) (137,90) (137,91) (138,68) (138,113) (139,85) (139,96) (144,68) (144,113) (145,83) (145,98) (151,15) (151,166) (153,19) (153,162) (156,15) (156,166) (158,20) (158,161) (165,87) (165,94) (166,59) (166,122) (167,82) (167,99) (170,81) (170,100) (172,21) (172,160) (173,66) (173,115) (175,37) (175,144) (177,49) (177,132) (179,21) (179,160) | 45 | y2 = x3 + 61x + 38 | 182 | (0,20) (0,161) (1,10) (1,171) (2,63) (2,118) (3,51) (3,130) (4,76) (4,105) (5,58) (5,123) (8,26) (8,155) (9,7) (9,174) (11,7) (11,174) (12,67) (12,114) (13,48) (13,133) (14,4) (14,177) (15,76) (15,105) (16,59) (16,122) (17,14) (17,167) (20,82) (20,99) (21,25) (21,156) (22,25) (22,156) (23,24) (23,157) (24,22) (24,159) (26,75) (26,106) (28,63) (28,118) (29,48) (29,133) (31,81) (31,100) (34,87) (34,94) (36,54) (36,127) (39,14) (39,167) (42,46) (42,135) (44,11) (44,170) (46,79) (46,102) (47,32) (47,149) (50,11) (50,170) (53,17) (53,164) (57,58) (57,123) (59,88) (59,93) (60,67) (60,114) (63,85) (63,96) (64,4) (64,177) (71,68) (71,113) (73,75) (73,106) (75,41) (75,140) (77,73) (77,108) (78,28) (78,153) (81,29) (81,152) (82,75) (82,106) (85,50) (85,131) (87,11) (87,170) (89,83) (89,98) (91,74) (91,107) (92,80) (92,101) (94,90) (94,91) (99,65) (99,116) (101,53) (101,128) (102,78) (102,103) (103,4) (103,177) (104,38) (104,143) (108,65) (108,116) (109,67) (109,114) (117,28) (117,153) (119,58) (119,123) (120,78) (120,103) (123,44) (123,137) (125,14) (125,167) (131,90) (131,91) (133,27) (133,154) (134,89) (134,92) (135,52) (135,129) (137,90) (137,91) (138,25) (138,156) (139,48) (139,133) (140,78) (140,103) (141,5) (141,176) (143,15) (143,166) (144,60) (144,121) (145,31) (145,150) (149,34) (149,147) (151,63) (151,118) (152,46) (152,135) (155,65) (155,116) (157,42) (157,139) (158,62) (158,119) (161,7) (161,174) (162,76) (162,105) (163,23) (163,158) (165,45) (165,136) (167,28) (167,153) (168,46) (168,135) (170,82) (170,99) (172,82) (172,99) (175,19) (175,162) (178,3) (178,178) | 46 | y2 = x3 + 146x + 80 | 182 | (0,73) (0,108) (1,74) (1,107) (4,2) (4,179) (7,84) (7,97) (9,48) (9,133) (11,11) (11,170) (12,11) (12,170) (13,66) (13,115) (15,45) (15,136) (16,38) (16,143) (18,24) (18,157) (21,68) (21,113) (22,33) (22,148) (23,43) (23,138) (25,13) (25,168) (26,53) (26,128) (28,31) (28,150) (30,50) (30,131) (34,33) (34,148) (35,10) (35,171) (36,81) (36,100) (37,5) (37,176) (38,74) (38,107) (39,64) (39,117) (42,29) (42,152) (44,37) (44,144) (55,1) (55,180) (57,58) (57,123) (60,20) (60,161) (62,24) (62,157) (63,26) (63,155) (65,5) (65,176) (67,36) (67,145) (69,66) (69,115) (70,13) (70,168) (74,52) (74,129) (76,27) (76,154) (79,5) (79,176) (81,85) (81,96) (82,87) (82,94) (83,21) (83,160) (86,13) (86,168) (87,77) (87,104) (89,4) (89,177) (92,12) (92,169) (95,57) (95,124) (96,23) (96,158) (97,75) (97,106) (98,9) (98,172) (99,66) (99,115) (101,24) (101,157) (102,42) (102,139) (103,46) (103,135) (104,3) (104,178) (110,89) (110,92) (111,57) (111,124) (112,87) (112,94) (116,42) (116,139) (118,82) (118,99) (120,6) (120,175) (121,22) (121,159) (122,36) (122,145) (123,46) (123,135) (125,33) (125,148) (127,85) (127,96) (129,32) (129,149) (132,23) (132,158) (134,23) (134,158) (136,46) (136,135) (139,62) (139,119) (141,58) (141,123) (142,74) (142,107) (143,64) (143,117) (144,42) (144,139) (146,28) (146,153) (151,70) (151,111) (152,69) (152,112) (154,85) (154,96) (156,57) (156,124) (158,11) (158,170) (161,54) (161,127) (164,58) (164,123) (166,44) (166,137) (168,87) (168,94) (169,43) (169,138) (170,43) (170,138) (171,71) (171,110) (173,36) (173,145) (177,86) (177,95) (179,88) (179,93) (180,64) (180,117) | 47 | y2 = x3 + 88x + 143 | 182 | (0,18) (0,163) (4,4) (4,177) (5,76) (5,105) (7,4) (7,177) (13,81) (13,100) (14,77) (14,104) (15,48) (15,133) (16,6) (16,175) (17,6) (17,175) (18,89) (18,92) (19,23) (19,158) (20,55) (20,126) (25,7) (25,174) (30,68) (30,113) (31,25) (31,156) (32,34) (32,147) (36,83) (36,98) (37,64) (37,117) (39,79) (39,102) (44,50) (44,131) (46,23) (46,158) (47,81) (47,100) (52,76) (52,105) (53,14) (53,167) (55,48) (55,133) (56,7) (56,174) (57,11) (57,170) (60,28) (60,153) (64,43) (64,138) (65,32) (65,149) (66,74) (66,107) (69,69) (69,112) (70,71) (70,110) (72,52) (72,129) (73,68) (73,113) (76,2) (76,179) (78,68) (78,113) (80,16) (80,165) (81,31) (81,150) (82,60) (82,121) (83,45) (83,136) (84,62) (84,119) (85,70) (85,111) (88,78) (88,103) (89,85) (89,96) (94,8) (94,173) (97,65) (97,116) (99,46) (99,135) (100,7) (100,174) (104,70) (104,111) (105,61) (105,120) (107,1) (107,180) (109,72) (109,109) (110,86) (110,95) (111,48) (111,133) (115,56) (115,125) (116,23) (116,158) (119,85) (119,96) (121,81) (121,100) (122,16) (122,165) (124,76) (124,105) (125,31) (125,150) (126,71) (126,110) (129,11) (129,170) (132,30) (132,151) (133,9) (133,172) (134,28) (134,153) (135,32) (135,149) (137,35) (137,146) (140,75) (140,106) (141,90) (141,91) (144,57) (144,124) (145,53) (145,128) (147,54) (147,127) (148,6) (148,175) (154,85) (154,96) (156,31) (156,150) (157,42) (157,139) (158,34) (158,147) (159,49) (159,132) (160,16) (160,165) (162,32) (162,149) (163,87) (163,94) (166,71) (166,110) (168,28) (168,153) (170,4) (170,177) (171,39) (171,142) (172,34) (172,147) (173,70) (173,111) (176,11) (176,170) (178,24) (178,157) | 48 | y2 = x3 + 6x + 121 | 182 | (0,11) (0,170) (3,85) (3,96) (6,83) (6,98) (7,12) (7,169) (8,89) (8,92) (9,19) (9,162) (11,34) (11,147) (12,78) (12,103) (13,62) (13,119) (15,50) (15,131) (24,40) (24,141) (27,31) (27,150) (31,41) (31,140) (32,35) (32,146) (33,31) (33,150) (36,64) (36,117) (37,42) (37,139) (38,4) (38,177) (39,46) (39,135) (40,58) (40,123) (42,34) (42,147) (43,80) (43,101) (44,77) (44,104) (45,78) (45,103) (48,49) (48,132) (49,41) (49,140) (50,13) (50,168) (51,62) (51,119) (52,59) (52,122) (53,57) (53,124) (55,46) (55,135) (58,61) (58,120) (60,27) (60,154) (61,48) (61,133) (62,25) (62,156) (63,59) (63,122) (65,4) (65,177) (66,59) (66,122) (67,37) (67,144) (69,23) (69,158) (70,33) (70,148) (72,6) (72,175) (73,8) (73,173) (74,63) (74,118) (78,4) (78,177) (80,3) (80,178) (84,83) (84,98) (85,73) (85,108) (86,72) (86,109) (87,46) (87,135) (91,83) (91,98) (92,86) (92,95) (93,55) (93,126) (94,29) (94,152) (95,44) (95,137) (101,41) (101,140) (102,75) (102,106) (103,81) (103,100) (108,84) (108,97) (109,5) (109,176) (112,16) (112,165) (116,81) (116,100) (117,62) (117,119) (121,31) (121,150) (122,2) (122,179) (124,78) (124,103) (125,61) (125,120) (126,29) (126,152) (127,76) (127,105) (128,34) (128,147) (131,39) (131,142) (132,3) (132,178) (133,70) (133,111) (138,38) (138,143) (139,57) (139,124) (141,90) (141,91) (142,29) (142,152) (143,81) (143,100) (146,64) (146,117) (148,27) (148,154) (150,3) (150,178) (154,27) (154,154) (159,54) (159,127) (163,71) (163,110) (170,57) (170,124) (171,50) (171,131) (172,65) (172,116) (176,50) (176,131) (177,24) (177,157) (179,61) (179,120) (180,64) (180,117) | 49 | y2 = x3 + 68x + 121 | 182 | (0,11) (0,170) (1,3) (1,178) (5,62) (5,119) (9,75) (9,106) (10,57) (10,124) (13,46) (13,135) (14,4) (14,177) (15,57) (15,124) (16,31) (16,150) (17,6) (17,175) (22,89) (22,92) (24,83) (24,98) (25,34) (25,147) (27,61) (27,120) (29,31) (29,150) (30,54) (30,127) (32,48) (32,133) (33,78) (33,103) (35,44) (35,137) (39,3) (39,178) (40,41) (40,140) (41,71) (41,110) (43,4) (43,177) (45,27) (45,154) (47,13) (47,168) (49,70) (49,111) (50,83) (50,98) (54,23) (54,158) (57,81) (57,100) (62,46) (62,135) (63,50) (63,131) (64,2) (64,179) (65,8) (65,173) (66,40) (66,141) (69,61) (69,120) (70,19) (70,162) (71,90) (71,91) (72,86) (72,95) (73,80) (73,101) (75,29) (75,152) (80,25) (80,156) (81,62) (81,119) (85,61) (85,120) (88,35) (88,146) (91,59) (91,122) (95,62) (95,119) (98,73) (98,108) (99,64) (99,117) (102,33) (102,148) (106,46) (106,135) (107,83) (107,98) (108,38) (108,143) (110,58) (110,123) (111,65) (111,116) (113,63) (113,118) (116,84) (116,97) (119,29) (119,152) (120,55) (120,126) (121,77) (121,104) (122,50) (122,131) (123,76) (123,105) (124,4) (124,177) (127,16) (127,165) (128,59) (128,122) (130,64) (130,117) (132,49) (132,132) (133,64) (133,117) (134,39) (134,142) (136,31) (136,150) (138,81) (138,100) (139,37) (139,144) (141,3) (141,178) (142,41) (142,140) (143,59) (143,122) (144,85) (144,96) (146,72) (146,109) (147,42) (147,139) (152,27) (152,154) (155,12) (155,169) (156,57) (156,124) (160,78) (160,103) (164,5) (164,176) (165,27) (165,154) (166,34) (166,147) (167,81) (167,100) (168,29) (168,152) (169,78) (169,103) (170,24) (170,157) (171,34) (171,147) (177,50) (177,131) (180,41) (180,140) | 50 | y2 = x3 + 61x + 143 | 182 | (0,18) (0,163) (3,57) (3,124) (6,1) (6,180) (9,71) (9,110) (11,71) (11,110) (13,31) (13,150) (14,11) (14,170) (16,50) (16,131) (18,75) (18,106) (19,4) (19,177) (20,48) (20,133) (23,89) (23,92) (24,74) (24,107) (26,32) (26,149) (29,31) (29,150) (30,70) (30,111) (32,78) (32,103) (36,46) (36,135) (37,54) (37,127) (38,77) (38,104) (40,86) (40,95) (41,34) (41,147) (42,7) (42,174) (43,68) (43,113) (44,81) (44,100) (46,83) (46,98) (47,62) (47,119) (48,30) (48,151) (50,81) (50,100) (56,85) (56,96) (58,69) (58,112) (61,34) (61,147) (62,16) (62,165) (64,11) (64,170) (72,6) (72,175) (73,32) (73,149) (77,2) (77,179) (78,76) (78,105) (79,34) (79,147) (80,79) (80,102) (82,32) (82,149) (87,81) (87,100) (89,72) (89,109) (90,42) (90,139) (92,52) (92,129) (94,28) (94,153) (96,45) (96,136) (99,23) (99,158) (100,8) (100,173) (103,11) (103,170) (104,61) (104,120) (106,55) (106,126) (108,23) (108,158) (110,25) (110,156) (117,76) (117,105) (118,14) (118,167) (121,6) (121,175) (122,43) (122,138) (124,16) (124,165) (128,39) (128,142) (131,28) (131,153) (134,65) (134,116) (135,53) (135,128) (137,28) (137,153) (139,31) (139,150) (142,85) (142,96) (145,60) (145,121) (147,24) (147,157) (150,90) (150,91) (152,7) (152,174) (153,70) (153,111) (155,23) (155,158) (157,56) (157,125) (158,87) (158,94) (159,68) (159,113) (160,68) (160,113) (161,71) (161,110) (164,85) (164,96) (165,35) (165,146) (166,4) (166,177) (167,76) (167,105) (168,7) (168,174) (169,6) (169,175) (170,48) (170,133) (172,48) (172,133) (173,49) (173,132) (176,16) (176,165) (177,4) (177,177) (178,64) (178,117) (179,70) (179,111) (180,9) (180,172) | 51 | y2 = x3 + 173x + 136 | 182 | (0,90) (0,91) (1,55) (1,126) (3,35) (3,146) (4,63) (4,118) (12,35) (12,146) (15,26) (15,155) (16,22) (16,159) (20,66) (20,115) (24,66) (24,115) (25,30) (25,151) (27,69) (27,112) (28,12) (28,169) (29,43) (29,138) (30,17) (30,164) (31,30) (31,151) (33,40) (33,141) (35,14) (35,167) (36,63) (36,118) (38,59) (38,122) (39,77) (39,104) (44,21) (44,160) (45,43) (45,138) (50,82) (50,99) (53,13) (53,168) (54,28) (54,153) (55,53) (55,128) (63,73) (63,108) (64,59) (64,122) (66,20) (66,161) (68,52) (68,129) (69,11) (69,170) (71,2) (71,179) (72,55) (72,126) (73,18) (73,163) (74,41) (74,140) (75,62) (75,119) (76,22) (76,159) (77,64) (77,117) (78,5) (78,176) (79,59) (79,122) (81,31) (81,150) (82,80) (82,101) (84,29) (84,152) (85,57) (85,124) (86,70) (86,111) (89,22) (89,159) (96,10) (96,171) (101,61) (101,120) (102,7) (102,174) (106,49) (106,132) (107,43) (107,138) (108,55) (108,126) (109,18) (109,163) (110,79) (110,102) (111,87) (111,94) (113,37) (113,144) (116,80) (116,101) (117,7) (117,174) (118,83) (118,98) (119,89) (119,92) (122,11) (122,170) (125,30) (125,151) (126,84) (126,97) (129,20) (129,161) (131,8) (131,173) (132,23) (132,158) (135,33) (135,148) (136,41) (136,140) (137,66) (137,115) (138,34) (138,147) (140,88) (140,93) (141,63) (141,118) (142,42) (142,139) (143,7) (143,174) (152,41) (152,140) (154,6) (154,175) (155,12) (155,169) (157,21) (157,160) (158,68) (158,113) (161,21) (161,160) (162,44) (162,137) (163,56) (163,125) (164,80) (164,101) (166,35) (166,146) (167,20) (167,161) (168,45) (168,136) (169,26) (169,155) (171,11) (171,170) (178,26) (178,155) (179,12) (179,169) (180,18) (180,163) | 52 | y2 = x3 + 140x + 148 | 182 | (0,87) (0,94) (1,17) (1,164) (3,41) (3,140) (4,49) (4,132) (10,75) (10,106) (12,29) (12,152) (15,66) (15,115) (17,54) (17,127) (24,77) (24,104) (25,79) (25,102) (27,9) (27,172) (28,77) (28,104) (29,19) (29,162) (31,34) (31,147) (33,60) (33,121) (34,49) (34,132) (35,35) (35,146) (37,41) (37,140) (38,51) (38,130) (39,55) (39,126) (41,31) (41,150) (42,64) (42,117) (43,65) (43,116) (44,79) (44,102) (45,75) (45,106) (48,57) (48,124) (49,55) (49,126) (54,10) (54,171) (55,61) (55,120) (56,34) (56,147) (57,70) (57,111) (58,29) (58,152) (60,17) (60,164) (63,2) (63,179) (64,64) (64,117) (65,80) (65,101) (66,15) (66,166) (73,68) (73,113) (74,86) (74,95) (75,64) (75,117) (77,32) (77,149) (78,84) (78,97) (83,83) (83,98) (85,53) (85,128) (87,81) (87,100) (88,23) (88,158) (93,55) (93,126) (94,34) (94,147) (97,62) (97,119) (99,36) (99,145) (100,27) (100,154) (101,20) (101,161) (104,38) (104,143) (105,90) (105,91) (106,1) (106,180) (108,4) (108,177) (109,84) (109,97) (111,29) (111,152) (112,79) (112,102) (113,27) (113,154) (117,1) (117,180) (118,78) (118,103) (120,17) (120,164) (124,37) (124,144) (125,81) (125,100) (126,75) (126,106) (127,14) (127,167) (129,77) (129,104) (132,23) (132,158) (136,61) (136,120) (139,1) (139,180) (140,56) (140,125) (141,41) (141,140) (142,23) (142,158) (143,49) (143,132) (145,47) (145,134) (147,51) (147,130) (148,42) (148,139) (149,27) (149,154) (150,81) (150,100) (151,73) (151,108) (152,72) (152,109) (154,45) (154,136) (159,30) (159,151) (161,82) (161,99) (163,22) (163,159) (165,50) (165,131) (171,61) (171,120) (173,67) (173,114) (175,84) (175,97) (177,51) (177,130) | 53 | y2 = x3 + 90x + 111 | 182 | (0,78) (0,103) (3,74) (3,107) (5,18) (5,163) (6,18) (6,163) (10,54) (10,127) (11,21) (11,160) (13,43) (13,138) (14,26) (14,155) (16,6) (16,175) (17,20) (17,161) (18,88) (18,93) (20,77) (20,104) (23,7) (23,174) (24,23) (24,158) (25,51) (25,130) (26,29) (26,152) (27,88) (27,93) (28,87) (28,94) (32,37) (32,144) (34,11) (34,170) (37,86) (37,95) (38,11) (38,170) (39,26) (39,155) (45,73) (45,108) (46,74) (46,107) (49,30) (49,151) (50,14) (50,167) (51,71) (51,110) (52,31) (52,150) (55,36) (55,145) (56,55) (56,126) (59,72) (59,109) (60,87) (60,94) (61,84) (61,97) (63,16) (63,165) (64,42) (64,139) (65,6) (65,175) (69,60) (69,121) (70,9) (70,172) (71,56) (71,125) (72,61) (72,120) (74,43) (74,138) (77,24) (77,157) (78,59) (78,122) (81,27) (81,154) (83,63) (83,118) (91,62) (91,119) (93,87) (93,94) (94,43) (94,138) (95,48) (95,133) (97,62) (97,119) (100,6) (100,175) (102,80) (102,101) (103,19) (103,162) (106,53) (106,128) (108,3) (108,178) (109,11) (109,170) (116,27) (116,154) (117,79) (117,102) (118,50) (118,131) (120,15) (120,166) (122,58) (122,123) (126,66) (126,115) (127,12) (127,169) (128,26) (128,155) (129,85) (129,96) (132,74) (132,107) (135,30) (135,151) (136,88) (136,93) (139,39) (139,142) (140,9) (140,172) (143,61) (143,120) (146,28) (146,153) (147,61) (147,120) (148,32) (148,149) (152,9) (152,172) (154,73) (154,108) (157,69) (157,112) (160,1) (160,180) (162,7) (162,174) (163,73) (163,108) (164,33) (164,148) (165,27) (165,154) (170,18) (170,163) (172,54) (172,127) (174,62) (174,119) (175,21) (175,160) (176,21) (176,160) (177,7) (177,174) (178,30) (178,151) (180,54) (180,127) | 54 | y2 = x3 + 160x + 119 | 182 | (0,32) (0,149) (1,68) (1,113) (4,68) (4,113) (5,35) (5,146) (8,61) (8,120) (9,72) (9,109) (10,2) (10,179) (11,26) (11,155) (12,50) (12,131) (13,41) (13,140) (15,37) (15,144) (18,18) (18,163) (21,34) (21,147) (22,13) (22,168) (23,20) (23,161) (24,81) (24,100) (25,14) (25,167) (26,42) (26,139) (27,7) (27,174) (28,46) (28,135) (32,84) (32,97) (34,86) (34,95) (36,81) (36,100) (37,43) (37,138) (39,86) (39,95) (42,54) (42,127) (43,13) (43,168) (44,24) (44,157) (45,60) (45,121) (46,4) (46,177) (47,50) (47,131) (54,80) (54,101) (56,16) (56,165) (57,20) (57,161) (60,66) (60,115) (67,61) (67,120) (70,37) (70,144) (72,9) (72,172) (73,25) (73,156) (75,77) (75,104) (77,1) (77,180) (78,73) (78,108) (83,70) (83,111) (84,53) (84,128) (85,90) (85,91) (86,67) (86,114) (89,45) (89,136) (90,40) (90,141) (94,78) (94,103) (96,37) (96,144) (97,12) (97,169) (98,15) (98,166) (99,52) (99,129) (100,85) (100,96) (101,20) (101,161) (102,71) (102,110) (104,31) (104,150) (106,61) (106,120) (107,21) (107,160) (108,86) (108,95) (111,90) (111,91) (112,44) (112,137) (113,8) (113,173) (114,77) (114,104) (115,52) (115,129) (116,13) (116,168) (120,44) (120,137) (121,81) (121,100) (122,50) (122,131) (126,40) (126,141) (129,71) (129,110) (130,44) (130,137) (131,71) (131,110) (139,47) (139,134) (142,25) (142,156) (145,66) (145,115) (146,40) (146,141) (147,25) (147,156) (148,52) (148,129) (149,28) (149,153) (156,59) (156,122) (157,66) (157,115) (160,63) (160,118) (166,90) (166,91) (168,27) (168,154) (172,22) (172,159) (173,77) (173,104) (175,36) (175,145) (176,68) (176,113) (177,35) (177,146) (180,35) (180,146) | 55 | y2 = x3 + 89x + 129 | 182 | (0,55) (0,126) (1,20) (1,161) (5,86) (5,95) (7,3) (7,178) (12,36) (12,145) (13,15) (13,166) (14,77) (14,104) (15,26) (15,155) (16,20) (16,161) (17,43) (17,138) (18,88) (18,93) (19,57) (19,124) (20,42) (20,139) (21,47) (21,134) (22,80) (22,101) (23,15) (23,166) (24,60) (24,121) (25,28) (25,153) (27,26) (27,155) (28,89) (28,92) (31,68) (31,113) (35,67) (35,114) (36,24) (36,157) (37,77) (37,104) (38,61) (38,120) (40,30) (40,151) (42,46) (42,135) (44,38) (44,143) (49,67) (49,114) (51,11) (51,170) (54,59) (54,122) (58,6) (58,175) (59,16) (59,165) (60,58) (60,123) (61,42) (61,139) (62,63) (62,118) (65,52) (65,129) (67,28) (67,153) (68,65) (68,116) (70,36) (70,145) (82,49) (82,132) (87,64) (87,117) (88,2) (88,179) (89,28) (89,153) (93,39) (93,142) (94,12) (94,169) (95,69) (95,112) (97,67) (97,114) (99,36) (99,145) (100,42) (100,139) (101,29) (101,152) (105,83) (105,98) (107,53) (107,128) (108,10) (108,171) (111,49) (111,132) (112,87) (112,94) (113,14) (113,167) (117,13) (117,168) (121,40) (121,141) (124,53) (124,128) (125,23) (125,158) (129,69) (129,112) (130,77) (130,104) (131,53) (131,128) (134,19) (134,162) (135,56) (135,125) (137,9) (137,172) (138,69) (138,112) (139,26) (139,155) (141,25) (141,156) (144,11) (144,170) (145,15) (145,166) (148,52) (148,129) (149,52) (149,129) (151,18) (151,163) (154,46) (154,135) (158,24) (158,157) (159,66) (159,115) (163,72) (163,109) (164,20) (164,161) (165,43) (165,138) (166,46) (166,135) (167,11) (167,170) (168,24) (168,157) (169,49) (169,132) (170,57) (170,124) (171,7) (171,174) (173,57) (173,124) (176,37) (176,144) (178,4) (178,177) (180,43) (180,138) | 56 | y2 = x3 + 162x + 14 | 182 | (0,75) (0,106) (1,38) (1,143) (2,76) (2,105) (3,76) (3,105) (5,15) (5,166) (6,72) (6,109) (7,62) (7,119) (8,66) (8,115) (9,36) (9,145) (10,10) (10,171) (13,71) (13,110) (14,35) (14,146) (15,82) (15,99) (16,27) (16,154) (17,21) (17,160) (19,38) (19,143) (22,17) (22,164) (24,13) (24,168) (26,25) (26,156) (31,16) (31,165) (32,77) (32,104) (33,36) (33,145) (34,32) (34,149) (36,66) (36,115) (38,81) (38,100) (39,55) (39,126) (41,10) (41,171) (42,19) (42,162) (44,4) (44,177) (46,33) (46,148) (47,90) (47,91) (49,63) (49,118) (50,21) (50,160) (56,25) (56,156) (60,82) (60,99) (61,55) (61,126) (63,52) (63,129) (64,11) (64,170) (65,53) (65,128) (69,67) (69,114) (70,77) (70,104) (75,1) (75,180) (79,77) (79,104) (81,55) (81,126) (85,54) (85,127) (87,14) (87,167) (90,74) (90,107) (92,37) (92,144) (94,70) (94,111) (95,84) (95,97) (97,41) (97,140) (98,42) (98,139) (99,25) (99,156) (100,73) (100,108) (101,42) (101,139) (106,82) (106,99) (112,8) (112,173) (113,2) (113,179) (114,21) (114,160) (115,64) (115,117) (118,43) (118,138) (120,73) (120,108) (121,1) (121,180) (123,6) (123,175) (129,44) (129,137) (130,10) (130,171) (133,54) (133,127) (134,39) (134,142) (135,5) (135,176) (137,66) (137,115) (138,56) (138,125) (139,36) (139,145) (142,73) (142,108) (144,54) (144,127) (145,4) (145,177) (148,19) (148,162) (153,26) (153,155) (158,7) (158,174) (159,61) (159,120) (161,38) (161,143) (163,42) (163,139) (166,1) (166,180) (167,34) (167,147) (168,69) (168,112) (169,18) (169,163) (172,19) (172,162) (173,4) (173,177) (174,85) (174,96) (176,76) (176,105) (178,15) (178,166) (179,15) (179,166) | 57 | y2 = x3 + 84x + 12 | 182 | (0,66) (0,115) (5,75) (5,106) (7,20) (7,161) (9,7) (9,174) (10,59) (10,122) (12,24) (12,157) (13,62) (13,119) (15,22) (15,159) (18,72) (18,109) (20,68) (20,113) (21,38) (21,143) (25,19) (25,162) (26,62) (26,119) (27,65) (27,116) (28,65) (28,116) (29,7) (29,174) (30,36) (30,145) (33,63) (33,118) (34,19) (34,162) (35,45) (35,136) (37,4) (37,177) (38,86) (38,95) (43,41) (43,140) (45,39) (45,142) (46,24) (46,157) (49,67) (49,114) (51,78) (51,103) (53,45) (53,136) (55,18) (55,163) (56,31) (56,150) (58,57) (58,124) (59,5) (59,176) (61,16) (61,165) (64,75) (64,106) (66,70) (66,111) (68,87) (68,94) (73,20) (73,161) (74,43) (74,138) (75,22) (75,159) (77,14) (77,167) (80,23) (80,158) (81,12) (81,169) (82,8) (82,173) (83,64) (83,117) (84,32) (84,149) (91,22) (91,159) (93,45) (93,136) (94,10) (94,171) (101,20) (101,161) (104,3) (104,178) (107,85) (107,96) (108,23) (108,158) (111,10) (111,171) (112,75) (112,106) (115,83) (115,98) (118,8) (118,173) (119,37) (119,144) (121,71) (121,110) (122,19) (122,162) (123,24) (123,157) (124,9) (124,172) (126,65) (126,116) (130,53) (130,128) (131,74) (131,107) (132,28) (132,153) (133,88) (133,93) (134,29) (134,152) (135,57) (135,124) (136,48) (136,133) (137,33) (137,148) (139,81) (139,100) (141,76) (141,105) (142,62) (142,119) (143,7) (143,174) (147,5) (147,176) (148,47) (148,134) (150,4) (150,177) (151,30) (151,151) (152,86) (152,95) (153,18) (153,163) (154,18) (154,163) (156,5) (156,176) (157,10) (157,171) (159,27) (159,154) (161,58) (161,123) (162,8) (162,173) (169,57) (169,124) (172,86) (172,95) (174,23) (174,158) (175,4) (175,177) (180,17) (180,164) | 58 | y2 = x3 + 124x + 119 | 182 | (0,32) (0,149) (2,70) (2,111) (3,86) (3,95) (4,90) (4,91) (9,71) (9,110) (11,68) (11,113) (16,81) (16,100) (17,9) (17,172) (18,20) (18,161) (20,61) (20,120) (21,20) (21,161) (22,61) (22,120) (25,54) (25,127) (29,7) (29,174) (33,50) (33,131) (36,4) (36,177) (38,71) (38,110) (42,77) (42,104) (45,52) (45,129) (46,52) (46,129) (48,68) (48,113) (50,53) (50,128) (58,80) (58,101) (59,35) (59,146) (62,86) (62,95) (64,50) (64,131) (65,25) (65,156) (66,81) (66,100) (67,59) (67,122) (68,21) (68,160) (70,72) (70,109) (73,13) (73,168) (74,36) (74,145) (75,40) (75,141) (76,1) (76,180) (77,46) (77,135) (78,63) (78,118) (79,90) (79,91) (81,41) (81,140) (82,66) (82,115) (83,37) (83,144) (84,50) (84,131) (86,44) (86,137) (88,84) (88,97) (90,52) (90,129) (93,28) (93,153) (94,85) (94,96) (98,90) (98,91) (99,81) (99,100) (100,27) (100,154) (102,37) (102,144) (103,34) (103,147) (105,31) (105,150) (109,45) (109,136) (111,22) (111,159) (114,14) (114,167) (115,66) (115,115) (116,86) (116,95) (118,2) (118,179) (119,25) (119,156) (121,24) (121,157) (122,68) (122,113) (124,73) (124,108) (127,44) (127,137) (130,40) (130,141) (131,12) (131,169) (133,35) (133,146) (134,71) (134,110) (138,13) (138,168) (139,61) (139,120) (140,18) (140,163) (142,20) (142,161) (146,67) (146,114) (147,43) (147,138) (149,44) (149,137) (151,13) (151,168) (154,16) (154,165) (156,47) (156,134) (157,40) (157,141) (159,77) (159,104) (161,77) (161,104) (162,42) (162,139) (165,66) (165,115) (166,26) (166,155) (168,78) (168,103) (169,60) (169,121) (170,35) (170,146) (175,8) (175,173) (177,37) (177,144) (178,25) (178,156) (179,15) (179,166) | 59 | y2 = x3 + 159x + 45 | 182 | (0,81) (0,100) (2,3) (2,178) (5,28) (5,153) (6,55) (6,126) (9,24) (9,157) (10,61) (10,120) (11,49) (11,132) (15,70) (15,111) (16,13) (16,168) (17,56) (17,125) (20,33) (20,148) (21,86) (21,95) (22,39) (22,142) (23,22) (23,159) (27,55) (27,126) (31,70) (31,111) (33,88) (33,93) (34,49) (34,132) (36,72) (36,109) (38,18) (38,163) (39,62) (39,119) (40,38) (40,143) (43,41) (43,140) (45,59) (45,122) (49,41) (49,140) (51,63) (51,118) (52,35) (52,146) (53,28) (53,153) (55,89) (55,92) (56,44) (56,137) (59,35) (59,146) (60,56) (60,125) (62,73) (62,108) (63,66) (63,115) (65,78) (65,103) (70,35) (70,146) (71,27) (71,154) (72,72) (72,109) (73,72) (73,109) (74,83) (74,98) (75,13) (75,168) (80,74) (80,107) (83,47) (83,134) (84,29) (84,152) (86,85) (86,96) (87,50) (87,131) (89,41) (89,140) (90,13) (90,168) (91,37) (91,144) (92,20) (92,161) (97,71) (97,110) (99,84) (99,97) (101,15) (101,166) (104,56) (104,125) (105,47) (105,134) (106,37) (106,144) (107,21) (107,160) (111,48) (111,133) (112,11) (112,170) (122,48) (122,133) (123,28) (123,153) (125,67) (125,114) (126,26) (126,155) (129,48) (129,133) (132,20) (132,161) (133,75) (133,106) (134,8) (134,173) (135,70) (135,111) (136,49) (136,132) (138,20) (138,161) (139,27) (139,154) (140,25) (140,156) (141,53) (141,128) (147,59) (147,122) (148,55) (148,126) (152,27) (152,154) (153,51) (153,130) (154,88) (154,93) (155,69) (155,112) (157,18) (157,163) (161,79) (161,102) (163,43) (163,138) (165,37) (165,144) (167,18) (167,163) (168,46) (168,135) (169,36) (169,145) (170,59) (170,122) (171,52) (171,129) (174,47) (174,134) (175,88) (175,93) (179,9) (179,172) | 60 | y2 = x3 + 160x + 62 | 182 | (0,65) (0,116) (1,59) (1,122) (4,59) (4,122) (5,25) (5,156) (6,40) (6,141) (8,15) (8,166) (9,56) (9,125) (13,30) (13,151) (15,81) (15,100) (21,70) (21,111) (24,13) (24,168) (25,35) (25,146) (32,11) (32,170) (33,83) (33,98) (34,68) (34,113) (35,36) (35,145) (36,13) (36,168) (39,68) (39,113) (42,12) (42,169) (50,82) (50,99) (51,69) (51,112) (52,82) (52,99) (55,36) (55,145) (59,45) (59,136) (60,90) (60,91) (61,69) (61,112) (65,66) (65,115) (66,83) (66,98) (67,15) (67,166) (68,29) (68,152) (69,69) (69,112) (70,81) (70,100) (73,5) (73,176) (74,37) (74,144) (75,73) (75,108) (77,46) (77,135) (79,82) (79,99) (80,18) (80,163) (81,14) (81,167) (82,83) (82,98) (83,77) (83,104) (84,47) (84,134) (85,21) (85,160) (87,34) (87,147) (91,36) (91,145) (92,50) (92,131) (95,6) (95,175) (96,81) (96,100) (97,79) (97,102) (98,63) (98,118) (103,61) (103,120) (104,19) (104,162) (106,15) (106,166) (108,68) (108,113) (109,10) (109,171) (111,21) (111,160) (114,73) (114,108) (121,13) (121,168) (124,18) (124,163) (125,58) (125,123) (127,72) (127,109) (134,45) (134,136) (135,76) (135,105) (136,54) (136,127) (137,87) (137,94) (138,66) (138,115) (139,60) (139,121) (142,5) (142,176) (144,88) (144,93) (145,90) (145,91) (147,5) (147,176) (149,33) (149,148) (153,31) (153,150) (154,48) (154,133) (155,74) (155,107) (156,85) (156,96) (157,90) (157,91) (158,18) (158,163) (159,66) (159,115) (160,78) (160,103) (163,20) (163,161) (166,21) (166,160) (168,55) (168,126) (169,45) (169,136) (170,49) (170,132) (171,38) (171,143) (172,80) (172,101) (173,73) (173,108) (176,59) (176,122) (177,25) (177,156) (180,25) (180,156) | 61 | y2 = x3 + 10x + 165 | 182 | (0,76) (0,105) (1,30) (1,151) (2,66) (2,115) (6,21) (6,160) (8,24) (8,157) (9,21) (9,160) (13,35) (13,146) (15,34) (15,147) (17,19) (17,162) (20,43) (20,138) (21,62) (21,119) (23,39) (23,142) (24,78) (24,103) (26,25) (26,156) (27,82) (27,99) (31,43) (31,138) (34,52) (34,129) (36,11) (36,170) (39,12) (39,169) (40,55) (40,126) (42,61) (42,120) (43,10) (43,171) (44,30) (44,151) (45,71) (45,110) (49,78) (49,103) (54,86) (54,95) (55,82) (55,99) (58,14) (58,167) (59,86) (59,95) (60,17) (60,164) (62,66) (62,115) (64,77) (64,104) (65,35) (65,146) (66,13) (66,168) (67,41) (67,140) (68,86) (68,95) (69,46) (69,135) (71,15) (71,166) (73,20) (73,161) (77,9) (77,172) (79,81) (79,100) (80,83) (80,98) (82,22) (82,159) (84,36) (84,145) (85,37) (85,144) (86,88) (86,93) (88,50) (88,131) (92,5) (92,176) (99,82) (99,99) (101,89) (101,92) (103,35) (103,146) (107,33) (107,148) (108,78) (108,103) (109,18) (109,163) (111,33) (111,148) (115,60) (115,121) (117,66) (117,115) (119,77) (119,104) (124,17) (124,164) (125,37) (125,144) (126,22) (126,159) (129,6) (129,175) (130,43) (130,138) (132,20) (132,161) (133,74) (133,107) (136,30) (136,151) (137,71) (137,110) (138,7) (138,174) (139,49) (139,132) (141,54) (141,127) (142,27) (142,154) (144,33) (144,148) (151,14) (151,167) (152,37) (152,144) (153,14) (153,167) (154,22) (154,159) (155,51) (155,130) (156,47) (156,134) (157,20) (157,161) (160,58) (160,123) (163,44) (163,137) (166,21) (166,160) (167,38) (167,143) (170,57) (170,124) (172,34) (172,147) (173,72) (173,109) (174,64) (174,117) (175,34) (175,147) (178,17) (178,164) (179,77) (179,104) (180,71) (180,110) | 62 | y2 = x3 + 77x + 44 | 182 | (0,15) (0,166) (1,22) (1,159) (2,5) (2,176) (3,11) (3,170) (5,83) (5,98) (10,2) (10,179) (13,76) (13,105) (14,80) (14,101) (15,7) (15,174) (20,57) (20,124) (21,65) (21,116) (23,81) (23,100) (25,47) (25,134) (28,21) (28,160) (29,56) (29,125) (31,2) (31,179) (36,56) (36,125) (39,37) (39,144) (40,71) (40,110) (42,21) (42,160) (43,67) (43,114) (45,40) (45,141) (48,11) (48,170) (49,14) (49,167) (51,87) (51,94) (52,47) (52,134) (54,24) (54,157) (55,40) (55,141) (57,32) (57,149) (60,5) (60,176) (61,59) (61,122) (63,53) (63,128) (65,36) (65,145) (66,44) (66,137) (69,37) (69,144) (70,3) (70,178) (72,33) (72,148) (73,37) (73,144) (75,57) (75,124) (80,1) (80,180) (81,40) (81,141) (82,80) (82,101) (83,17) (83,164) (84,58) (84,123) (85,80) (85,101) (86,57) (86,124) (91,28) (91,153) (93,35) (93,146) (98,60) (98,121) (100,29) (100,152) (101,79) (101,102) (104,47) (104,134) (105,64) (105,117) (108,23) (108,158) (110,64) (110,117) (111,21) (111,160) (112,23) (112,158) (114,66) (114,115) (115,18) (115,163) (116,56) (116,125) (119,5) (119,176) (120,74) (120,107) (122,25) (122,156) (126,29) (126,152) (127,69) (127,112) (130,11) (130,170) (132,39) (132,142) (133,87) (133,94) (134,72) (134,109) (136,29) (136,152) (139,3) (139,178) (140,2) (140,179) (142,23) (142,158) (143,85) (143,96) (145,36) (145,145) (147,64) (147,117) (148,32) (148,149) (151,31) (151,150) (152,36) (152,145) (153,3) (153,178) (155,75) (155,106) (157,32) (157,149) (158,62) (158,119) (162,49) (162,132) (166,43) (166,138) (170,20) (170,161) (172,34) (172,147) (174,51) (174,130) (177,45) (177,136) (178,87) (178,94) (180,50) (180,131) | 63 | y2 = x3 + 157x + 111 | 182 | (0,78) (0,103) (4,21) (4,160) (5,72) (5,109) (9,9) (9,172) (10,50) (10,131) (13,27) (13,154) (14,85) (14,96) (15,7) (15,174) (18,9) (18,172) (20,36) (20,145) (21,19) (21,162) (23,88) (23,93) (26,7) (26,174) (28,24) (28,157) (33,88) (33,93) (34,74) (34,107) (35,71) (35,110) (37,61) (37,120) (38,26) (38,155) (42,51) (42,130) (48,74) (48,107) (49,54) (49,127) (51,48) (51,133) (52,61) (52,120) (53,54) (53,127) (55,53) (55,128) (56,73) (56,108) (58,60) (58,121) (59,79) (59,102) (60,27) (60,154) (61,37) (61,144) (63,26) (63,155) (64,21) (64,160) (66,62) (66,119) (67,39) (67,142) (68,18) (68,163) (70,80) (70,101) (72,20) (72,161) (73,6) (73,175) (76,87) (76,94) (79,54) (79,127) (80,26) (80,155) (82,30) (82,151) (84,14) (84,167) (86,28) (86,153) (87,43) (87,138) (88,84) (88,97) (89,11) (89,170) (90,69) (90,112) (91,23) (91,158) (92,61) (92,120) (93,15) (93,166) (96,63) (96,118) (99,74) (99,107) (100,43) (100,138) (106,77) (106,104) (108,27) (108,154) (109,33) (109,148) (112,12) (112,169) (113,21) (113,160) (117,18) (117,163) (121,6) (121,175) (122,42) (122,139) (124,1) (124,180) (125,88) (125,93) (129,11) (129,170) (133,30) (133,151) (134,62) (134,119) (137,87) (137,94) (138,3) (138,178) (140,7) (140,174) (141,56) (141,125) (144,11) (144,170) (147,30) (147,151) (148,73) (148,108) (149,87) (149,94) (152,55) (152,126) (154,9) (154,172) (158,73) (158,108) (160,59) (160,122) (161,66) (161,115) (162,62) (162,119) (167,31) (167,150) (168,6) (168,175) (169,32) (169,149) (171,16) (171,165) (174,29) (174,152) (175,43) (175,138) (176,58) (176,123) (177,18) (177,163) (178,86) (178,95) | 64 | y2 = x3 + 173x + 45 | 182 | (0,81) (0,100) (1,20) (1,161) (2,47) (2,134) (3,49) (3,132) (10,28) (10,153) (12,49) (12,132) (13,50) (13,131) (14,18) (14,163) (15,59) (15,122) (17,72) (17,109) (18,22) (18,159) (19,69) (19,112) (20,37) (20,144) (23,25) (23,156) (24,37) (24,144) (26,47) (26,134) (27,67) (27,114) (29,55) (29,126) (38,48) (38,133) (39,74) (39,107) (40,70) (40,111) (41,43) (41,138) (43,78) (43,103) (44,13) (44,168) (45,55) (45,126) (46,84) (46,97) (49,75) (49,106) (50,29) (50,152) (52,18) (52,163) (55,33) (55,148) (56,27) (56,154) (59,28) (59,153) (62,62) (62,119) (63,52) (63,129) (64,48) (64,133) (65,72) (65,109) (68,21) (68,160) (70,24) (70,157) (71,53) (71,128) (72,20) (72,161) (73,41) (73,140) (74,88) (74,93) (75,26) (75,155) (79,48) (79,133) (80,73) (80,108) (85,9) (85,172) (92,56) (92,125) (95,63) (95,118) (96,3) (96,178) (97,8) (97,173) (99,72) (99,109) (100,46) (100,135) (102,35) (102,146) (103,86) (103,95) (104,51) (104,130) (105,56) (105,125) (106,89) (106,92) (107,55) (107,126) (108,20) (108,161) (109,41) (109,140) (110,38) (110,143) (112,28) (112,153) (113,83) (113,98) (115,18) (115,163) (117,35) (117,146) (118,61) (118,120) (126,79) (126,102) (127,11) (127,170) (128,66) (128,115) (131,71) (131,110) (136,88) (136,93) (137,37) (137,144) (142,15) (142,166) (143,35) (143,146) (145,70) (145,111) (146,85) (146,96) (148,36) (148,145) (150,27) (150,154) (151,39) (151,142) (152,88) (152,93) (153,47) (153,134) (154,44) (154,137) (156,27) (156,154) (157,13) (157,168) (161,13) (161,168) (165,56) (165,125) (166,49) (166,132) (169,59) (169,122) (177,70) (177,111) (178,59) (178,122) (180,41) (180,140) | 65 | y2 = x3 + 53x + 16 | 182 | (0,4) (0,177) (1,34) (1,147) (4,78) (4,103) (5,15) (5,166) (9,90) (9,91) (12,82) (12,99) (16,39) (16,142) (17,20) (17,161) (19,68) (19,113) (21,39) (21,142) (22,80) (22,101) (25,26) (25,155) (29,56) (29,125) (31,77) (31,104) (35,43) (35,138) (39,62) (39,119) (42,55) (42,126) (46,56) (46,125) (48,82) (48,99) (60,27) (60,154) (62,30) (62,151) (64,5) (64,176) (65,34) (65,147) (66,18) (66,163) (70,78) (70,103) (71,41) (71,140) (73,48) (73,133) (74,37) (74,144) (75,71) (75,110) (77,85) (77,96) (78,89) (78,92) (80,15) (80,166) (82,28) (82,153) (83,21) (83,160) (85,13) (85,168) (89,1) (89,180) (90,66) (90,115) (91,54) (91,127) (95,88) (95,93) (96,15) (96,166) (100,59) (100,122) (101,13) (101,168) (102,84) (102,97) (103,16) (103,165) (105,10) (105,171) (106,56) (106,125) (107,78) (107,103) (108,9) (108,172) (109,86) (109,95) (110,60) (110,121) (111,37) (111,144) (112,85) (112,96) (113,84) (113,97) (114,12) (114,169) (115,34) (115,147) (116,18) (116,163) (119,47) (119,134) (120,45) (120,136) (121,82) (121,99) (123,5) (123,176) (124,59) (124,122) (125,21) (125,160) (126,88) (126,93) (127,31) (127,150) (129,2) (129,179) (131,40) (131,141) (132,42) (132,139) (133,27) (133,154) (135,71) (135,110) (138,59) (138,122) (140,69) (140,112) (141,88) (141,93) (142,52) (142,129) (143,67) (143,114) (144,39) (144,142) (147,84) (147,97) (152,71) (152,110) (154,21) (154,160) (155,51) (155,130) (156,73) (156,108) (159,87) (159,94) (162,64) (162,117) (163,17) (163,164) (166,3) (166,178) (169,27) (169,154) (173,85) (173,96) (175,5) (175,176) (176,13) (176,168) (177,37) (177,144) (178,83) (178,98) (180,18) (180,163) | 66 | y2 = x3 + 2x + 142 | 182 | (0,88) (0,93) (1,67) (1,114) (2,71) (2,110) (4,24) (4,157) (7,77) (7,104) (9,76) (9,105) (13,66) (13,115) (15,17) (15,164) (18,47) (18,134) (19,60) (19,121) (20,47) (20,134) (21,24) (21,157) (25,34) (25,147) (29,71) (29,110) (30,41) (30,140) (33,44) (33,137) (34,31) (34,150) (35,3) (35,178) (36,57) (36,124) (40,87) (40,94) (41,33) (41,148) (45,26) (45,155) (46,83) (46,98) (47,76) (47,105) (52,6) (52,175) (56,32) (56,149) (60,87) (60,94) (62,6) (62,175) (64,67) (64,114) (65,35) (65,146) (66,60) (66,121) (67,6) (67,175) (68,48) (68,133) (70,58) (70,123) (71,38) (71,143) (75,16) (75,165) (77,85) (77,96) (78,79) (78,102) (79,64) (79,117) (81,87) (81,94) (82,23) (82,158) (83,42) (83,139) (88,12) (88,169) (90,39) (90,142) (95,55) (95,126) (96,60) (96,121) (97,81) (97,100) (99,29) (99,152) (100,90) (100,91) (102,52) (102,129) (103,4) (103,177) (107,36) (107,145) (108,55) (108,126) (111,84) (111,97) (113,40) (113,141) (114,51) (114,130) (116,67) (116,114) (117,35) (117,146) (118,78) (118,103) (119,51) (119,130) (120,70) (120,111) (121,90) (121,91) (122,73) (122,108) (125,76) (125,105) (126,38) (126,143) (128,22) (128,159) (129,51) (129,130) (130,65) (130,116) (132,81) (132,100) (133,81) (133,100) (134,32) (134,149) (137,11) (137,170) (139,19) (139,162) (140,10) (140,171) (141,90) (141,91) (143,47) (143,134) (146,53) (146,128) (150,71) (150,110) (156,24) (156,157) (158,31) (158,150) (159,55) (159,126) (160,34) (160,147) (164,25) (164,156) (165,38) (165,143) (166,30) (166,151) (170,31) (170,150) (171,82) (171,99) (172,32) (172,149) (174,50) (174,131) (177,34) (177,147) (180,35) (180,146) | 67 | y2 = x3 + 141x + 102 | 182 | (0,37) (0,144) (3,3) (3,178) (5,82) (5,99) (7,76) (7,105) (14,64) (14,117) (16,32) (16,149) (17,57) (17,124) (20,65) (20,116) (21,4) (21,177) (26,23) (26,158) (27,65) (27,116) (28,32) (28,149) (31,69) (31,112) (33,87) (33,94) (34,6) (34,175) (37,62) (37,119) (38,56) (38,125) (39,22) (39,159) (43,56) (43,125) (45,70) (45,111) (47,88) (47,93) (49,48) (49,133) (52,76) (52,105) (54,17) (54,164) (56,73) (56,108) (58,55) (58,126) (59,43) (59,138) (60,22) (60,159) (64,48) (64,133) (66,8) (66,173) (68,48) (68,133) (72,12) (72,169) (73,44) (73,137) (74,33) (74,148) (75,18) (75,163) (76,3) (76,178) (78,36) (78,145) (79,75) (79,106) (80,78) (80,103) (81,67) (81,114) (82,22) (82,159) (83,49) (83,132) (85,26) (85,155) (89,90) (89,91) (93,30) (93,151) (95,9) (95,172) (97,53) (97,128) (98,86) (98,95) (99,25) (99,156) (100,56) (100,125) (102,3) (102,178) (105,75) (105,106) (107,54) (107,127) (109,28) (109,153) (111,1) (111,180) (114,44) (114,137) (120,1) (120,180) (121,25) (121,156) (122,76) (122,105) (123,16) (123,165) (124,19) (124,162) (126,53) (126,128) (128,90) (128,91) (129,43) (129,138) (131,1) (131,180) (134,65) (134,116) (137,32) (137,149) (138,67) (138,114) (139,53) (139,128) (141,50) (141,131) (142,25) (142,156) (143,67) (143,114) (144,60) (144,121) (145,90) (145,91) (147,63) (147,118) (148,31) (148,150) (149,17) (149,164) (151,2) (151,179) (154,88) (154,93) (155,47) (155,134) (156,89) (156,92) (159,17) (159,164) (161,88) (161,93) (166,59) (166,122) (169,11) (169,170) (170,72) (170,109) (171,81) (171,100) (174,43) (174,138) (175,44) (175,137) (176,38) (176,143) (178,75) (178,106) | 68 | y2 = x3 + 71x + 79 | 182 | (0,21) (0,160) (2,49) (2,132) (3,89) (3,92) (4,80) (4,101) (5,4) (5,177) (6,84) (6,97) (7,75) (7,106) (8,39) (8,142) (9,19) (9,162) (12,46) (12,135) (13,22) (13,159) (14,4) (14,177) (16,65) (16,116) (17,81) (17,100) (19,88) (19,93) (20,79) (20,102) (21,40) (21,141) (29,61) (29,120) (31,45) (31,136) (32,27) (32,154) (33,63) (33,118) (34,23) (34,158) (36,56) (36,125) (37,67) (37,114) (42,62) (42,119) (44,56) (44,125) (46,81) (46,100) (47,79) (47,102) (48,7) (48,174) (50,32) (50,149) (52,22) (52,159) (53,90) (53,91) (54,58) (54,123) (55,20) (55,161) (56,32) (56,149) (59,7) (59,174) (60,65) (60,116) (61,39) (61,142) (64,71) (64,110) (65,6) (65,175) (68,69) (68,112) (70,23) (70,158) (71,44) (71,137) (74,7) (74,174) (75,32) (75,149) (77,23) (77,158) (80,68) (80,113) (84,19) (84,162) (85,26) (85,155) (88,19) (88,162) (89,47) (89,134) (92,11) (92,170) (96,5) (96,176) (101,56) (101,125) (103,1) (103,180) (104,57) (104,124) (105,65) (105,116) (106,43) (106,138) (109,3) (109,178) (111,57) (111,124) (112,39) (112,142) (114,79) (114,102) (116,22) (116,159) (117,2) (117,179) (118,81) (118,100) (119,34) (119,147) (124,76) (124,105) (125,43) (125,138) (127,41) (127,140) (129,6) (129,175) (130,10) (130,171) (131,43) (131,138) (136,28) (136,153) (137,68) (137,113) (138,69) (138,112) (143,51) (143,130) (144,70) (144,111) (145,68) (145,113) (147,57) (147,124) (156,69) (156,112) (157,29) (157,152) (159,38) (159,143) (162,4) (162,177) (167,88) (167,93) (168,6) (168,175) (169,24) (169,157) (170,35) (170,146) (174,12) (174,169) (175,60) (175,121) (176,88) (176,93) (178,54) (178,127) | 69 | y2 = x3 + 78x + 119 | 182 | (0,32) (0,149) (2,37) (2,144) (4,26) (4,155) (6,21) (6,160) (8,13) (8,168) (9,37) (9,144) (11,90) (11,91) (14,71) (14,110) (15,35) (15,146) (16,24) (16,157) (23,18) (23,163) (25,77) (25,104) (28,1) (28,180) (30,77) (30,104) (36,52) (36,129) (37,25) (37,156) (42,14) (42,167) (43,25) (43,156) (44,81) (44,100) (46,81) (46,100) (47,53) (47,128) (49,35) (49,146) (50,50) (50,131) (53,2) (53,179) (55,61) (55,120) (57,34) (57,147) (61,84) (61,97) (64,68) (64,113) (65,13) (65,168) (67,47) (67,134) (69,80) (69,101) (70,71) (70,110) (74,8) (74,173) (76,46) (76,135) (79,22) (79,159) (80,86) (80,95) (85,15) (85,166) (86,40) (86,141) (87,41) (87,140) (90,66) (90,115) (91,81) (91,100) (92,9) (92,172) (93,44) (93,137) (94,27) (94,154) (96,70) (96,111) (97,71) (97,110) (99,4) (99,177) (100,78) (100,103) (101,25) (101,156) (102,72) (102,109) (103,20) (103,161) (108,13) (108,168) (113,36) (113,145) (114,54) (114,127) (115,40) (115,141) (117,35) (117,146) (119,20) (119,161) (120,28) (120,153) (123,44) (123,137) (124,63) (124,118) (125,7) (125,174) (126,77) (126,104) (130,67) (130,114) (132,68) (132,113) (134,12) (134,169) (135,66) (135,115) (136,50) (136,131) (137,66) (137,115) (138,86) (138,95) (139,59) (139,122) (140,20) (140,161) (144,86) (144,95) (146,44) (146,137) (148,60) (148,121) (151,61) (151,120) (152,16) (152,165) (153,31) (153,150) (156,61) (156,120) (157,52) (157,129) (160,73) (160,108) (161,40) (161,141) (164,45) (164,136) (166,68) (166,113) (168,85) (168,96) (169,52) (169,129) (170,37) (170,144) (172,90) (172,91) (174,42) (174,139) (176,50) (176,131) (178,43) (178,138) (179,90) (179,91) | 70 | y2 = x3 + 157x + 70 | 182 | (0,34) (0,147) (3,5) (3,176) (4,20) (4,161) (5,16) (5,165) (6,88) (6,93) (7,8) (7,173) (10,58) (10,123) (12,65) (12,116) (13,67) (13,114) (14,46) (14,135) (19,89) (19,92) (20,13) (20,168) (21,35) (21,146) (23,61) (23,120) (27,10) (27,171) (29,41) (29,140) (32,24) (32,157) (33,61) (33,120) (34,27) (34,154) (37,28) (37,153) (40,22) (40,159) (41,48) (41,133) (43,57) (43,124) (44,24) (44,157) (47,89) (47,92) (48,27) (48,154) (52,28) (52,153) (56,43) (56,138) (57,19) (57,162) (59,74) (59,107) (60,67) (60,114) (64,20) (64,161) (68,37) (68,144) (69,47) (69,134) (72,84) (72,97) (73,30) (73,151) (75,15) (75,166) (81,88) (81,93) (82,42) (82,139) (85,70) (85,111) (88,77) (88,104) (89,73) (89,108) (90,75) (90,106) (91,44) (91,137) (92,28) (92,153) (93,33) (93,148) (94,88) (94,93) (95,11) (95,170) (97,85) (97,96) (99,27) (99,154) (101,49) (101,132) (102,60) (102,121) (105,24) (105,157) (108,67) (108,114) (109,18) (109,163) (111,72) (111,109) (113,20) (113,161) (114,17) (114,164) (115,89) (115,92) (117,37) (117,144) (118,49) (118,132) (120,21) (120,160) (121,30) (121,151) (122,53) (122,128) (123,54) (123,127) (125,61) (125,120) (126,79) (126,102) (128,60) (128,121) (129,73) (129,108) (130,7) (130,174) (132,60) (132,121) (133,42) (133,139) (139,64) (139,117) (143,49) (143,132) (144,73) (144,108) (146,82) (146,99) (147,42) (147,139) (148,43) (148,138) (153,87) (153,94) (155,48) (155,133) (158,43) (158,138) (160,1) (160,180) (161,40) (161,141) (163,10) (163,171) (166,48) (166,133) (167,14) (167,167) (168,30) (168,151) (171,45) (171,136) (172,10) (172,171) (176,80) (176,101) (177,37) (177,144) | 71 | y2 = x3 + 130x + 101 | 182 | (0,61) (0,120) (3,86) (3,95) (4,88) (4,93) (5,40) (5,141) (6,83) (6,98) (7,79) (7,102) (9,3) (9,178) (10,49) (10,132) (11,50) (11,131) (15,38) (15,143) (17,76) (17,105) (22,45) (22,136) (25,40) (25,141) (27,44) (27,137) (28,57) (28,124) (31,16) (31,165) (36,24) (36,157) (37,84) (37,97) (41,88) (41,93) (42,3) (42,178) (44,18) (44,163) (45,28) (45,153) (47,23) (47,158) (49,42) (49,139) (50,75) (50,106) (51,66) (51,115) (52,42) (52,139) (53,82) (53,99) (54,31) (54,150) (58,24) (58,157) (60,2) (60,179) (62,87) (62,94) (67,8) (67,173) (69,14) (69,167) (70,86) (70,95) (72,16) (72,165) (73,74) (73,107) (78,16) (78,165) (79,7) (79,174) (80,42) (80,139) (83,43) (83,138) (85,37) (85,144) (86,9) (86,172) (87,24) (87,157) (88,67) (88,114) (94,13) (94,168) (95,11) (95,170) (96,10) (96,171) (100,15) (100,166) (101,51) (101,130) (104,30) (104,151) (105,46) (105,135) (106,60) (106,121) (108,86) (108,95) (111,74) (111,107) (114,89) (114,92) (123,13) (123,168) (124,25) (124,156) (125,14) (125,167) (129,51) (129,130) (130,3) (130,178) (132,51) (132,130) (133,75) (133,106) (135,90) (135,91) (136,88) (136,93) (137,56) (137,125) (139,66) (139,115) (140,28) (140,153) (141,62) (141,119) (142,87) (142,94) (145,13) (145,168) (148,31) (148,150) (151,40) (151,141) (152,84) (152,97) (158,87) (158,94) (159,63) (159,118) (160,31) (160,150) (161,19) (161,162) (162,33) (162,148) (164,47) (164,134) (165,21) (165,160) (166,5) (166,176) (167,65) (167,116) (168,14) (168,167) (170,69) (170,112) (171,71) (171,110) (172,66) (172,115) (173,84) (173,97) (177,28) (177,153) (178,74) (178,107) (179,75) (179,106) | 72 | y2 = x3 + 28x + 137 | 182 | (0,77) (0,104) (1,85) (1,96) (2,54) (2,127) (3,51) (3,130) (4,48) (4,133) (7,26) (7,155) (11,50) (11,131) (12,36) (12,145) (14,14) (14,167) (16,86) (16,95) (18,89) (18,92) (20,3) (20,178) (25,57) (25,124) (28,51) (28,130) (32,42) (32,139) (35,3) (35,178) (37,28) (37,153) (38,12) (38,169) (39,53) (39,128) (43,22) (43,159) (46,72) (46,109) (48,45) (48,136) (49,28) (49,153) (52,72) (52,109) (53,79) (53,102) (54,75) (54,106) (56,22) (56,159) (58,44) (58,137) (61,59) (61,122) (62,75) (62,106) (63,38) (63,143) (65,75) (65,106) (66,65) (66,116) (67,12) (67,169) (70,78) (70,103) (71,82) (71,99) (75,36) (75,145) (76,12) (76,169) (77,57) (77,124) (78,32) (78,149) (79,57) (79,124) (80,86) (80,95) (82,22) (82,159) (83,72) (83,109) (84,80) (84,101) (85,86) (85,95) (86,24) (86,157) (87,8) (87,173) (90,69) (90,112) (91,20) (91,161) (94,36) (94,145) (95,28) (95,153) (99,40) (99,141) (100,4) (100,177) (102,37) (102,144) (104,37) (104,144) (106,8) (106,173) (108,6) (108,175) (116,21) (116,160) (117,68) (117,113) (119,21) (119,160) (122,52) (122,129) (123,87) (123,94) (125,40) (125,141) (126,3) (126,178) (127,21) (127,160) (131,16) (131,165) (132,24) (132,157) (133,56) (133,125) (136,65) (136,116) (138,40) (138,141) (139,13) (139,168) (141,38) (141,143) (142,19) (142,162) (144,24) (144,157) (149,35) (149,146) (150,51) (150,130) (155,64) (155,117) (156,37) (156,144) (157,11) (157,170) (158,38) (158,143) (160,65) (160,116) (162,23) (162,158) (163,90) (163,91) (164,84) (164,97) (166,18) (166,163) (169,8) (169,173) (173,46) (173,135) (177,88) (177,93) (179,39) (179,142) (180,17) (180,164) | 73 | y2 = x3 + 10x + 16 | 182 | (0,4) (0,177) (1,82) (1,99) (2,15) (2,166) (3,39) (3,142) (6,78) (6,103) (7,51) (7,130) (8,80) (8,101) (9,78) (9,103) (11,3) (11,178) (14,2) (14,179) (15,37) (15,144) (18,69) (18,112) (21,16) (21,165) (24,18) (24,163) (25,12) (25,169) (26,64) (26,117) (27,56) (27,125) (28,85) (28,96) (29,21) (29,160) (30,85) (30,96) (37,84) (37,97) (39,30) (39,151) (40,60) (40,121) (42,26) (42,155) (43,48) (43,133) (44,82) (44,99) (45,27) (45,154) (48,42) (48,139) (49,18) (49,163) (51,88) (51,93) (52,67) (52,114) (55,56) (55,125) (56,21) (56,160) (57,39) (57,142) (62,15) (62,166) (64,13) (64,168) (66,54) (66,127) (70,84) (70,97) (72,20) (72,161) (73,34) (73,147) (74,84) (74,97) (78,59) (78,122) (80,62) (80,119) (82,71) (82,110) (89,86) (89,95) (93,45) (93,136) (95,43) (95,138) (96,21) (96,160) (97,40) (97,141) (99,56) (99,125) (101,52) (101,129) (102,90) (102,91) (104,10) (104,171) (108,18) (108,163) (110,77) (110,104) (112,31) (112,150) (113,5) (113,176) (114,55) (114,126) (115,66) (115,115) (116,59) (116,122) (117,15) (117,166) (119,13) (119,168) (121,39) (121,142) (122,5) (122,176) (123,85) (123,96) (126,71) (126,110) (127,5) (127,176) (132,34) (132,147) (136,82) (136,99) (137,27) (137,154) (138,9) (138,172) (139,73) (139,108) (141,41) (141,140) (142,47) (142,134) (145,28) (145,153) (147,83) (147,98) (150,88) (150,93) (154,71) (154,110) (155,68) (155,113) (157,34) (157,147) (158,17) (158,164) (160,89) (160,92) (161,88) (161,93) (164,1) (164,180) (166,78) (166,103) (168,59) (168,122) (172,37) (172,144) (173,87) (173,94) (175,37) (175,144) (179,13) (179,168) (180,27) (180,154) | 74 | y2 = x3 + 150x + 79 | 182 | (0,21) (0,160) (1,7) (1,174) (2,5) (2,176) (3,70) (3,111) (5,7) (5,174) (9,23) (9,158) (10,81) (10,100) (12,63) (12,118) (14,6) (14,175) (16,56) (16,125) (17,11) (17,170) (19,75) (19,106) (20,20) (20,161) (21,1) (21,180) (25,79) (25,102) (26,4) (26,177) (27,61) (27,120) (28,23) (28,158) (29,43) (29,138) (32,19) (32,162) (33,28) (33,153) (34,89) (34,92) (37,57) (37,124) (38,4) (38,177) (45,24) (45,157) (46,56) (46,125) (47,19) (47,162) (50,79) (50,102) (52,51) (52,130) (55,43) (55,138) (57,40) (57,141) (59,2) (59,179) (61,27) (61,154) (62,68) (62,113) (64,88) (64,93) (68,84) (68,97) (69,58) (69,123) (72,81) (72,100) (73,6) (73,175) (78,76) (78,105) (83,49) (83,132) (84,32) (84,149) (87,22) (87,159) (88,39) (88,142) (89,3) (89,178) (90,29) (90,152) (94,6) (94,175) (97,43) (97,138) (99,81) (99,100) (102,19) (102,162) (104,65) (104,116) (106,79) (106,102) (107,69) (107,112) (108,22) (108,159) (110,45) (110,136) (112,41) (112,140) (113,60) (113,121) (114,62) (114,119) (116,69) (116,112) (117,4) (117,177) (118,90) (118,91) (119,56) (119,125) (121,65) (121,116) (122,71) (122,110) (123,39) (123,142) (126,32) (126,149) (135,68) (135,113) (136,46) (136,135) (137,65) (137,116) (139,69) (139,112) (141,44) (141,137) (142,34) (142,147) (143,88) (143,93) (144,23) (144,158) (146,10) (146,171) (147,54) (147,127) (151,39) (151,142) (152,32) (152,149) (153,57) (153,124) (155,88) (155,93) (162,12) (162,169) (164,47) (164,134) (165,68) (165,113) (166,80) (166,101) (167,22) (167,159) (172,57) (172,124) (173,38) (173,143) (175,7) (175,174) (177,35) (177,146) (178,67) (178,114) (179,26) (179,155) | 75 | y2 = x3 + 164x + 129 | 182 | (0,55) (0,126) (4,46) (4,135) (5,13) (5,168) (6,65) (6,116) (7,57) (7,124) (8,18) (8,163) (13,64) (13,117) (14,61) (14,120) (15,57) (15,124) (16,40) (16,141) (18,15) (18,166) (25,46) (25,135) (27,23) (27,158) (29,26) (29,155) (30,66) (30,115) (32,42) (32,139) (33,36) (33,145) (34,11) (34,170) (35,69) (35,112) (37,4) (37,177) (38,69) (38,112) (40,68) (40,113) (41,72) (41,109) (43,52) (43,129) (44,20) (44,161) (45,52) (45,129) (46,36) (46,145) (48,20) (48,161) (51,67) (51,114) (52,11) (52,170) (55,42) (55,139) (58,59) (58,122) (59,86) (59,95) (60,9) (60,172) (61,2) (61,179) (63,7) (63,174) (66,60) (66,121) (68,53) (68,128) (69,6) (69,175) (71,25) (71,156) (77,89) (77,92) (79,49) (79,132) (80,63) (80,118) (81,15) (81,166) (82,15) (82,166) (86,77) (86,104) (89,20) (89,161) (92,43) (92,138) (93,52) (93,129) (94,42) (94,139) (95,11) (95,170) (97,19) (97,162) (99,24) (99,157) (100,24) (100,157) (102,36) (102,145) (103,47) (103,134) (108,69) (108,112) (109,28) (109,153) (110,30) (110,151) (114,28) (114,153) (116,10) (116,171) (117,16) (117,165) (120,39) (120,142) (121,38) (121,143) (122,37) (122,144) (127,87) (127,94) (129,77) (129,104) (131,67) (131,114) (133,43) (133,138) (134,53) (134,128) (135,49) (135,132) (137,43) (137,138) (139,28) (139,153) (140,88) (140,93) (142,29) (142,152) (145,56) (145,125) (147,77) (147,104) (148,49) (148,132) (151,80) (151,101) (152,46) (152,135) (153,83) (153,98) (155,3) (155,178) (156,26) (156,155) (159,57) (159,124) (160,53) (160,128) (163,24) (163,157) (165,58) (165,123) (168,12) (168,169) (175,14) (175,167) (177,26) (177,155) (180,67) (180,114) | 76 | y2 = x3 + 69x + 172 | 182 | (0,57) (0,124) (2,77) (2,104) (3,15) (3,166) (5,68) (5,113) (10,41) (10,140) (12,70) (12,111) (14,9) (14,172) (19,4) (19,177) (23,52) (23,129) (29,90) (29,91) (30,61) (30,120) (31,80) (31,101) (32,45) (32,136) (33,75) (33,106) (34,83) (34,98) (36,73) (36,108) (38,17) (38,164) (39,68) (39,113) (40,18) (40,163) (41,80) (41,101) (42,41) (42,140) (44,8) (44,173) (45,61) (45,120) (46,74) (46,107) (48,74) (48,107) (51,7) (51,174) (52,78) (52,103) (56,10) (56,171) (58,27) (58,154) (61,15) (61,166) (63,73) (63,108) (64,32) (64,149) (65,19) (65,162) (68,66) (68,115) (75,65) (75,116) (76,47) (76,134) (77,58) (77,123) (78,53) (78,128) (82,73) (82,108) (85,31) (85,150) (87,74) (87,107) (89,26) (89,155) (91,33) (91,148) (94,29) (94,152) (98,49) (98,132) (100,13) (100,168) (102,86) (102,95) (105,44) (105,137) (106,61) (106,120) (107,13) (107,168) (109,80) (109,101) (111,62) (111,119) (114,26) (114,155) (115,16) (115,165) (117,15) (117,166) (119,58) (119,123) (120,32) (120,149) (122,35) (122,146) (126,88) (126,93) (129,41) (129,140) (130,64) (130,117) (133,29) (133,152) (135,29) (135,152) (136,65) (136,116) (137,68) (137,113) (139,78) (139,103) (141,54) (141,127) (142,8) (142,173) (143,69) (143,112) (144,19) (144,162) (146,48) (146,133) (147,40) (147,141) (149,55) (149,126) (151,65) (151,116) (152,82) (152,99) (153,19) (153,162) (154,76) (154,105) (155,13) (155,168) (159,26) (159,155) (162,50) (162,131) (164,56) (164,125) (166,58) (166,123) (167,25) (167,156) (170,39) (170,142) (171,78) (171,103) (173,70) (173,111) (174,34) (174,147) (176,8) (176,173) (177,70) (177,111) (178,32) (178,149) (180,37) (180,144) | 77 | y2 = x3 + 54x + 172 | 182 | (0,57) (0,124) (1,74) (1,107) (3,19) (3,162) (6,13) (6,168) (7,13) (7,168) (11,58) (11,123) (12,75) (12,106) (14,41) (14,140) (15,70) (15,111) (16,8) (16,173) (22,65) (22,116) (25,26) (25,155) (26,50) (26,131) (27,90) (27,91) (28,58) (28,123) (30,70) (30,111) (31,18) (31,163) (33,65) (33,116) (34,15) (34,166) (35,7) (35,174) (37,40) (37,141) (38,9) (38,172) (46,73) (46,108) (49,37) (49,144) (52,69) (52,112) (53,41) (53,140) (54,27) (54,154) (55,61) (55,120) (56,76) (56,105) (59,15) (59,166) (61,45) (61,136) (64,8) (64,173) (66,33) (66,148) (67,78) (67,103) (70,86) (70,95) (73,19) (73,162) (77,47) (77,134) (80,68) (80,113) (81,74) (81,107) (82,29) (82,152) (83,77) (83,104) (85,49) (85,132) (86,48) (86,133) (88,15) (88,166) (89,80) (89,101) (93,32) (93,149) (99,74) (99,107) (100,29) (100,152) (101,8) (101,173) (104,44) (104,137) (105,19) (105,162) (107,66) (107,115) (109,56) (109,125) (110,80) (110,101) (114,41) (114,140) (117,68) (117,113) (120,55) (120,126) (122,32) (122,149) (126,65) (126,116) (128,78) (128,103) (129,17) (129,164) (136,70) (136,111) (140,52) (140,129) (142,58) (142,123) (143,25) (143,156) (144,83) (144,98) (145,73) (145,108) (146,64) (146,117) (147,32) (147,149) (148,61) (148,120) (150,54) (150,127) (152,10) (152,171) (154,82) (154,99) (155,4) (155,177) (157,16) (157,165) (159,61) (159,120) (160,53) (160,128) (161,88) (161,93) (162,34) (162,147) (163,80) (163,101) (164,26) (164,155) (165,68) (165,113) (167,78) (167,103) (168,13) (168,168) (171,73) (171,108) (172,62) (172,119) (173,26) (173,155) (176,35) (176,146) (177,39) (177,142) (179,31) (179,150) (180,29) (180,152) | 78 | y2 = x3 + 50x + 12 | 182 | (0,66) (0,115) (5,5) (5,176) (6,85) (6,96) (10,8) (10,173) (12,63) (12,118) (13,12) (13,169) (19,20) (19,161) (20,18) (20,163) (22,30) (22,151) (23,72) (23,109) (24,70) (24,111) (26,8) (26,173) (27,7) (27,174) (28,14) (28,167) (33,48) (33,133) (35,78) (35,103) (37,5) (37,176) (42,19) (42,162) (43,20) (43,161) (44,71) (44,110) (45,57) (45,124) (47,32) (47,149) (48,28) (48,153) (49,17) (49,164) (52,7) (52,174) (53,59) (53,122) (54,57) (54,124) (56,18) (56,163) (57,38) (57,143) (62,23) (62,158) (65,41) (65,140) (66,22) (66,159) (67,81) (67,100) (71,4) (71,177) (75,58) (75,123) (76,65) (76,116) (78,9) (78,172) (79,86) (79,95) (82,57) (82,124) (87,62) (87,119) (88,16) (88,165) (90,10) (90,171) (95,45) (95,136) (96,64) (96,117) (97,74) (97,107) (99,24) (99,157) (100,10) (100,171) (101,62) (101,119) (102,7) (102,174) (105,18) (105,163) (106,68) (106,113) (107,87) (107,94) (113,4) (113,177) (117,75) (117,106) (118,45) (118,136) (119,20) (119,161) (122,75) (122,106) (123,75) (123,106) (125,65) (125,116) (126,22) (126,159) (127,24) (127,157) (129,86) (129,95) (131,29) (131,152) (133,67) (133,114) (136,24) (136,157) (138,23) (138,158) (139,5) (139,176) (142,37) (142,144) (144,19) (144,162) (145,8) (145,173) (146,53) (146,128) (148,39) (148,142) (149,45) (149,136) (150,76) (150,105) (152,31) (152,150) (153,3) (153,178) (154,86) (154,95) (157,83) (157,98) (159,36) (159,145) (161,65) (161,116) (162,23) (162,158) (165,33) (165,148) (169,47) (169,134) (170,22) (170,159) (172,10) (172,171) (173,27) (173,154) (174,62) (174,119) (175,43) (175,138) (176,19) (176,162) (178,4) (178,177) (180,88) (180,93) | 79 | y2 = x3 + 90x + 70 | 182 | (0,34) (0,147) (1,60) (1,121) (3,27) (3,154) (4,48) (4,133) (5,37) (5,144) (6,37) (6,144) (7,89) (7,92) (9,60) (9,121) (11,20) (11,161) (16,30) (16,151) (17,84) (17,97) (18,61) (18,120) (19,48) (19,133) (21,19) (21,162) (24,44) (24,137) (27,61) (27,120) (29,10) (29,171) (33,65) (33,116) (34,73) (34,108) (35,11) (35,170) (38,73) (38,108) (41,10) (41,171) (42,17) (42,164) (45,43) (45,138) (46,27) (46,154) (49,42) (49,139) (52,14) (52,167) (53,49) (53,132) (54,47) (54,134) (55,13) (55,168) (59,16) (59,165) (61,77) (61,104) (63,45) (63,136) (64,53) (64,128) (65,30) (65,151) (72,28) (72,153) (73,57) (73,124) (75,79) (75,102) (78,1) (78,180) (79,72) (79,109) (81,67) (81,114) (84,89) (84,92) (86,7) (86,174) (87,88) (87,93) (88,24) (88,157) (90,89) (90,92) (98,70) (98,111) (100,30) (100,151) (103,35) (103,146) (104,87) (104,94) (107,88) (107,93) (109,73) (109,108) (110,22) (110,159) (111,10) (111,171) (112,54) (112,127) (116,67) (116,114) (117,74) (117,107) (118,58) (118,123) (120,33) (120,148) (121,24) (121,157) (122,80) (122,101) (125,41) (125,140) (126,40) (126,141) (129,46) (129,135) (130,82) (130,99) (131,85) (131,96) (132,27) (132,154) (135,42) (135,139) (136,61) (136,120) (142,49) (142,132) (143,28) (143,153) (144,5) (144,176) (147,28) (147,153) (149,21) (149,160) (153,24) (153,157) (154,43) (154,138) (155,8) (155,173) (156,64) (156,117) (157,75) (157,106) (158,48) (158,133) (161,15) (161,166) (163,43) (163,138) (164,18) (164,163) (165,67) (165,114) (167,49) (167,132) (168,88) (168,93) (170,37) (170,144) (171,60) (171,121) (175,20) (175,161) (176,20) (176,161) (178,42) (178,139) | 80 | y2 = x3 + 28x + 44 | 182 | (0,15) (0,166) (1,39) (1,142) (2,17) (2,164) (4,43) (4,138) (8,31) (8,150) (12,29) (12,152) (15,20) (15,161) (17,33) (17,148) (18,81) (18,100) (19,75) (19,106) (21,32) (21,149) (23,2) (23,179) (24,28) (24,153) (25,21) (25,160) (26,51) (26,130) (31,64) (31,117) (32,59) (32,122) (37,87) (37,94) (39,1) (39,180) (40,2) (40,179) (42,66) (42,115) (43,36) (43,145) (45,32) (45,149) (48,22) (48,159) (49,87) (49,94) (50,58) (50,123) (54,37) (54,144) (55,57) (55,124) (56,36) (56,145) (58,24) (58,157) (59,83) (59,98) (62,37) (62,144) (64,25) (64,156) (65,37) (65,144) (73,67) (73,114) (75,29) (75,152) (77,21) (77,160) (79,21) (79,160) (81,76) (81,105) (82,36) (82,145) (86,11) (86,170) (87,40) (87,141) (90,18) (90,163) (91,44) (91,137) (94,29) (94,152) (95,87) (95,94) (96,5) (96,176) (97,72) (97,109) (98,80) (98,101) (99,56) (99,125) (101,5) (101,176) (102,3) (102,178) (103,65) (103,116) (104,3) (104,178) (105,47) (105,134) (106,40) (106,141) (110,71) (110,110) (111,34) (111,147) (114,47) (114,134) (115,32) (115,149) (116,23) (116,158) (118,2) (118,179) (119,23) (119,158) (120,35) (120,146) (123,69) (123,112) (125,56) (125,125) (127,23) (127,158) (128,53) (128,128) (129,80) (129,101) (132,11) (132,170) (133,50) (133,131) (135,80) (135,101) (138,56) (138,125) (142,79) (142,102) (143,47) (143,134) (144,11) (144,170) (146,57) (146,124) (149,74) (149,107) (153,64) (153,117) (156,3) (156,178) (161,57) (161,124) (163,62) (163,119) (165,5) (165,176) (167,85) (167,96) (169,40) (169,141) (170,45) (170,136) (174,49) (174,132) (177,7) (177,174) (178,64) (178,117) (179,60) (179,121) (180,14) (180,167) | 81 | y2 = x3 + 83x + 39 | 182 | (0,43) (0,138) (4,39) (4,142) (5,6) (5,175) (6,36) (6,145) (8,55) (8,126) (9,51) (9,130) (10,56) (10,125) (11,78) (11,103) (12,49) (12,132) (14,12) (14,169) (16,24) (16,157) (18,46) (18,135) (20,58) (20,123) (23,84) (23,97) (24,17) (24,164) (25,1) (25,180) (26,15) (26,166) (27,65) (27,116) (31,2) (31,179) (32,63) (32,118) (38,67) (38,114) (40,82) (40,99) (41,12) (41,169) (42,67) (42,114) (43,6) (43,175) (44,2) (44,179) (45,69) (45,112) (46,75) (46,106) (48,59) (48,122) (50,90) (50,91) (51,79) (51,102) (56,82) (56,99) (57,53) (57,128) (65,41) (65,140) (67,78) (67,103) (70,65) (70,116) (71,24) (71,157) (78,87) (78,94) (79,16) (79,165) (80,64) (80,117) (82,3) (82,178) (84,65) (84,116) (85,82) (85,99) (87,81) (87,100) (90,54) (90,127) (92,68) (92,113) (94,24) (94,157) (95,32) (95,149) (97,4) (97,177) (98,54) (98,127) (100,13) (100,168) (101,67) (101,114) (102,33) (102,148) (103,78) (103,103) (105,14) (105,167) (106,2) (106,179) (110,81) (110,100) (111,4) (111,177) (113,40) (113,141) (114,87) (114,94) (117,61) (117,120) (118,71) (118,110) (120,47) (120,134) (121,28) (121,153) (124,76) (124,105) (126,12) (126,169) (128,34) (128,147) (130,57) (130,124) (132,90) (132,91) (133,6) (133,175) (135,8) (135,173) (138,59) (138,122) (139,64) (139,117) (143,64) (143,117) (145,52) (145,129) (146,41) (146,140) (151,41) (151,140) (154,4) (154,177) (155,45) (155,136) (158,9) (158,172) (165,81) (165,100) (166,46) (166,135) (170,87) (170,94) (172,83) (172,98) (174,54) (174,127) (175,7) (175,174) (176,59) (176,122) (177,27) (177,154) (178,46) (178,135) (179,74) (179,107) (180,90) (180,91) | 82 | y2 = x3 + 130x + 80 | 182 | (0,73) (0,108) (2,23) (2,158) (3,42) (3,139) (4,11) (4,170) (8,33) (8,148) (9,13) (9,168) (10,82) (10,99) (11,44) (11,137) (13,85) (13,96) (14,32) (14,149) (15,86) (15,95) (16,37) (16,144) (17,12) (17,169) (19,84) (19,97) (20,1) (20,180) (21,46) (21,135) (22,70) (22,111) (23,24) (23,157) (29,33) (29,148) (30,36) (30,145) (33,46) (33,135) (36,66) (36,115) (39,24) (39,157) (40,89) (40,92) (41,11) (41,170) (42,13) (42,168) (44,22) (44,159) (45,43) (45,138) (46,81) (46,100) (48,23) (48,158) (49,64) (49,117) (51,57) (51,124) (52,64) (52,117) (56,85) (56,96) (57,68) (57,113) (58,66) (58,115) (67,62) (67,119) (70,42) (70,139) (73,5) (73,176) (75,54) (75,127) (76,31) (76,150) (77,27) (77,154) (80,64) (80,117) (81,77) (81,104) (85,9) (85,172) (86,28) (86,153) (87,66) (87,115) (93,6) (93,175) (94,87) (94,94) (95,10) (95,171) (96,21) (96,160) (98,88) (98,93) (101,74) (101,107) (102,48) (102,133) (103,58) (103,123) (108,42) (108,139) (109,58) (109,123) (111,5) (111,176) (112,85) (112,96) (114,29) (114,152) (119,24) (119,157) (121,38) (121,143) (123,87) (123,94) (127,46) (127,135) (128,71) (128,110) (129,74) (129,107) (130,13) (130,168) (131,23) (131,158) (132,74) (132,107) (134,75) (134,106) (136,11) (136,170) (137,20) (137,161) (139,57) (139,124) (140,43) (140,138) (144,33) (144,148) (145,87) (145,94) (150,58) (150,123) (153,3) (153,178) (154,69) (154,112) (156,36) (156,145) (159,50) (159,131) (164,4) (164,177) (166,2) (166,179) (170,45) (170,136) (171,26) (171,155) (172,57) (172,124) (174,53) (174,128) (175,52) (175,129) (176,36) (176,145) (177,43) (177,138) (178,5) (178,176) | 83 | y2 = x3 + 140x + 33 | 182 | (0,24) (0,157) (4,64) (4,117) (6,33) (6,148) (8,6) (8,175) (10,73) (10,108) (16,45) (16,136) (18,56) (18,125) (20,71) (20,110) (22,27) (22,154) (27,50) (27,131) (29,80) (29,101) (30,61) (30,120) (31,90) (31,91) (32,30) (32,151) (33,74) (33,107) (34,64) (34,117) (36,12) (36,169) (38,26) (38,155) (39,75) (39,106) (40,55) (40,126) (41,22) (41,159) (42,19) (42,162) (45,73) (45,108) (49,75) (49,106) (52,15) (52,166) (54,85) (54,96) (55,23) (55,158) (56,90) (56,91) (57,21) (57,160) (61,39) (61,142) (63,34) (63,147) (64,19) (64,162) (68,30) (68,151) (69,53) (69,128) (70,8) (70,173) (72,33) (72,148) (73,76) (73,105) (75,19) (75,162) (76,81) (76,100) (77,2) (77,179) (80,18) (80,163) (81,30) (81,151) (82,40) (82,141) (84,89) (84,92) (87,78) (87,103) (88,41) (88,140) (93,75) (93,106) (94,90) (94,91) (96,79) (96,102) (98,52) (98,129) (103,33) (103,148) (104,65) (104,116) (106,51) (106,130) (107,5) (107,176) (108,25) (108,156) (115,77) (115,104) (116,72) (116,109) (117,51) (117,130) (118,38) (118,143) (121,39) (121,142) (123,8) (123,173) (124,63) (124,118) (125,78) (125,103) (126,73) (126,108) (127,9) (127,172) (132,41) (132,140) (133,3) (133,178) (136,23) (136,158) (137,53) (137,128) (138,32) (138,149) (139,51) (139,130) (140,46) (140,135) (142,41) (142,140) (143,64) (143,117) (144,55) (144,126) (146,59) (146,122) (147,26) (147,155) (148,54) (148,127) (150,78) (150,103) (152,1) (152,180) (153,15) (153,166) (154,10) (154,171) (156,53) (156,128) (157,15) (157,166) (164,60) (164,121) (166,13) (166,168) (169,8) (169,173) (171,23) (171,158) (177,26) (177,155) (178,55) (178,126) (180,39) (180,142) | 84 | y2 = x3 + 32x + 143 | 182 | (0,18) (0,163) (1,30) (1,151) (2,45) (2,136) (4,71) (4,110) (7,23) (7,158) (10,14) (10,167) (11,4) (11,177) (15,4) (15,177) (16,81) (16,100) (17,52) (17,129) (21,11) (21,170) (23,75) (23,106) (27,31) (27,150) (28,2) (28,179) (30,49) (30,132) (31,86) (31,95) (34,57) (34,124) (36,23) (36,158) (37,24) (37,157) (38,11) (38,170) (39,16) (39,165) (40,25) (40,156) (41,87) (41,94) (43,32) (43,149) (44,6) (44,175) (45,6) (45,175) (46,46) (46,135) (49,9) (49,172) (50,62) (50,119) (54,69) (54,112) (55,55) (55,126) (59,76) (59,105) (60,35) (60,146) (61,78) (61,103) (62,79) (62,102) (63,39) (63,142) (64,16) (64,165) (65,68) (65,113) (67,31) (67,150) (68,1) (68,180) (71,90) (71,91) (75,71) (75,110) (78,16) (78,165) (79,48) (79,133) (81,81) (81,100) (82,53) (82,128) (84,81) (84,100) (87,31) (87,150) (88,34) (88,147) (90,56) (90,125) (91,74) (91,107) (92,6) (92,175) (94,7) (94,174) (97,28) (97,153) (98,70) (98,111) (99,83) (99,98) (100,28) (100,153) (101,85) (101,96) (102,71) (102,110) (105,70) (105,111) (106,48) (106,133) (109,85) (109,96) (111,34) (111,147) (114,7) (114,174) (115,42) (115,139) (121,50) (121,131) (122,11) (122,170) (124,68) (124,113) (129,77) (129,104) (131,65) (131,116) (135,60) (135,121) (138,23) (138,158) (140,89) (140,92) (143,76) (143,105) (145,32) (145,149) (147,64) (147,117) (152,85) (152,96) (153,61) (153,120) (154,7) (154,174) (155,4) (155,177) (159,70) (159,111) (160,76) (160,105) (163,34) (163,147) (164,72) (164,109) (165,28) (165,153) (168,8) (168,173) (173,68) (173,113) (174,32) (174,149) (176,43) (176,138) (177,48) (177,133) (178,54) (178,127) | 85 | y2 = x3 + 23x + 33 | 182 | (0,24) (0,157) (2,79) (2,102) (3,55) (3,126) (6,5) (6,176) (8,27) (8,154) (9,8) (9,173) (10,38) (10,143) (11,13) (11,168) (12,74) (12,107) (13,30) (13,151) (15,26) (15,155) (18,46) (18,135) (20,23) (20,158) (21,33) (21,148) (23,56) (23,125) (27,80) (27,101) (28,2) (28,179) (29,78) (29,103) (31,55) (31,126) (32,41) (32,140) (33,23) (33,158) (37,26) (37,155) (43,76) (43,105) (44,39) (44,142) (45,8) (45,173) (46,12) (46,169) (47,89) (47,92) (48,41) (48,140) (49,39) (49,142) (52,64) (52,117) (53,73) (53,108) (55,51) (55,130) (56,10) (56,171) (58,53) (58,128) (59,51) (59,130) (61,30) (61,151) (62,18) (62,163) (67,51) (67,130) (68,33) (68,148) (69,85) (69,96) (71,78) (71,103) (77,81) (77,100) (78,63) (78,118) (80,75) (80,106) (81,78) (81,103) (85,52) (85,129) (86,59) (86,122) (88,39) (88,142) (90,15) (90,166) (92,33) (92,148) (100,90) (100,91) (101,41) (101,140) (103,21) (103,160) (105,15) (105,166) (106,71) (106,110) (107,30) (107,151) (108,72) (108,109) (109,60) (109,121) (110,90) (110,91) (112,9) (112,172) (114,19) (114,162) (116,32) (116,149) (121,45) (121,136) (122,19) (122,162) (125,50) (125,131) (126,19) (126,162) (127,8) (127,173) (128,23) (128,158) (129,26) (129,155) (133,75) (133,106) (138,25) (138,156) (139,53) (139,128) (144,64) (144,117) (145,40) (145,141) (147,55) (147,126) (148,73) (148,108) (149,75) (149,106) (151,6) (151,175) (152,90) (152,91) (153,65) (153,116) (154,1) (154,180) (157,77) (157,104) (159,61) (159,120) (161,73) (161,108) (163,22) (163,159) (165,53) (165,128) (166,64) (166,117) (167,15) (167,166) (169,54) (169,127) (171,34) (171,147) (180,3) (180,178) | 86 | y2 = x3 + 30x + 136 | 182 | (0,90) (0,91) (1,23) (1,158) (4,35) (4,146) (5,7) (5,174) (6,52) (6,129) (9,7) (9,174) (10,13) (10,168) (11,63) (11,118) (12,41) (12,140) (14,59) (14,122) (17,55) (17,126) (19,12) (19,169) (20,49) (20,132) (23,88) (23,93) (27,30) (27,151) (28,22) (28,159) (29,69) (29,112) (31,79) (31,102) (33,35) (33,146) (37,26) (37,155) (38,20) (38,161) (40,30) (40,151) (41,56) (41,125) (44,22) (44,159) (47,82) (47,99) (48,55) (48,126) (50,29) (50,152) (51,14) (51,167) (52,20) (52,161) (53,83) (53,98) (54,11) (54,170) (55,66) (55,115) (56,41) (56,140) (58,28) (58,153) (60,66) (60,115) (62,77) (62,104) (63,11) (63,170) (64,11) (64,170) (65,18) (65,163) (66,66) (66,115) (68,43) (68,138) (71,63) (71,118) (75,84) (75,97) (76,64) (76,117) (77,12) (77,169) (79,87) (79,94) (83,10) (83,171) (85,12) (85,169) (87,31) (87,150) (89,80) (89,101) (91,20) (91,161) (98,57) (98,124) (99,63) (99,118) (100,45) (100,136) (101,89) (101,92) (106,53) (106,128) (108,34) (108,147) (109,22) (109,159) (113,41) (113,140) (114,30) (114,151) (115,21) (115,160) (116,55) (116,126) (119,42) (119,139) (121,21) (121,160) (124,5) (124,176) (125,43) (125,138) (126,21) (126,160) (128,73) (128,108) (133,18) (133,163) (134,8) (134,173) (135,80) (135,101) (136,40) (136,141) (138,80) (138,101) (142,61) (142,120) (144,35) (144,146) (145,33) (145,148) (146,70) (146,111) (148,26) (148,155) (150,2) (150,179) (152,6) (152,175) (161,62) (161,119) (163,68) (163,113) (164,18) (164,163) (167,7) (167,174) (169,43) (169,138) (172,59) (172,122) (173,17) (173,164) (174,44) (174,137) (175,37) (175,144) (176,59) (176,122) (177,26) (177,155) | 87 | y2 = x3 + 96x + 39 | 182 | (0,43) (0,138) (1,90) (1,91) (4,46) (4,135) (5,61) (5,120) (8,41) (8,140) (9,33) (9,148) (11,39) (11,142) (13,81) (13,100) (14,67) (14,114) (15,87) (15,94) (16,28) (16,153) (18,84) (18,97) (19,45) (19,136) (20,2) (20,179) (21,53) (21,128) (22,55) (22,126) (25,67) (25,114) (26,54) (26,127) (29,65) (29,116) (31,81) (31,100) (33,49) (33,132) (35,32) (35,149) (36,75) (36,106) (37,46) (37,135) (39,64) (39,117) (40,2) (40,179) (42,87) (42,94) (43,41) (43,140) (44,24) (44,157) (47,90) (47,91) (49,6) (49,175) (50,65) (50,116) (53,71) (53,110) (55,58) (55,123) (57,78) (57,103) (59,6) (59,175) (66,17) (66,164) (70,51) (70,130) (72,68) (72,113) (73,6) (73,175) (74,7) (74,174) (75,12) (75,169) (79,4) (79,177) (82,52) (82,129) (85,74) (85,107) (86,57) (86,124) (88,63) (88,118) (94,13) (94,168) (95,79) (95,102) (98,82) (98,99) (102,65) (102,116) (107,36) (107,145) (108,59) (108,122) (110,82) (110,99) (111,83) (111,98) (114,1) (114,180) (118,56) (118,125) (121,2) (121,179) (122,59) (122,122) (124,87) (124,94) (129,12) (129,169) (130,41) (130,140) (131,4) (131,177) (132,59) (132,122) (133,90) (133,91) (135,3) (135,178) (137,81) (137,100) (139,78) (139,103) (140,46) (140,135) (142,67) (142,114) (145,8) (145,173) (149,47) (149,134) (150,24) (150,157) (152,4) (152,177) (153,14) (153,167) (154,82) (154,99) (156,64) (156,117) (157,54) (157,127) (158,12) (158,169) (160,76) (160,105) (162,15) (162,166) (163,9) (163,172) (166,78) (166,103) (167,64) (167,117) (168,24) (168,157) (169,69) (169,112) (170,27) (170,154) (171,34) (171,147) (172,16) (172,165) (175,40) (175,141) (179,54) (179,127) | 88 | y2 = x3 + 118x + 165 | 182 | (0,76) (0,105) (3,33) (3,148) (5,86) (5,95) (6,33) (6,148) (7,51) (7,130) (11,21) (11,160) (14,6) (14,175) (16,30) (16,151) (17,5) (17,176) (20,82) (20,99) (21,35) (21,146) (22,14) (22,167) (24,13) (24,168) (28,9) (28,172) (29,37) (29,144) (30,72) (30,109) (31,55) (31,126) (32,50) (32,131) (33,30) (33,151) (36,82) (36,99) (39,66) (39,115) (43,20) (43,161) (46,11) (46,170) (47,36) (47,145) (48,20) (48,161) (49,71) (49,110) (54,14) (54,167) (56,22) (56,159) (57,62) (57,119) (58,46) (58,135) (59,66) (59,115) (62,83) (62,98) (65,10) (65,171) (67,49) (67,132) (68,21) (68,160) (69,86) (69,95) (72,19) (72,162) (73,35) (73,146) (78,17) (78,164) (79,34) (79,147) (80,12) (80,169) (83,66) (83,115) (87,35) (87,146) (89,18) (89,163) (90,20) (90,161) (91,78) (91,103) (98,77) (98,104) (101,27) (101,154) (102,21) (102,160) (105,14) (105,167) (106,43) (106,138) (107,86) (107,95) (110,43) (110,138) (111,81) (111,100) (113,34) (113,147) (114,61) (114,120) (116,7) (116,174) (119,89) (119,92) (122,77) (122,104) (124,58) (124,123) (125,82) (125,99) (130,88) (130,93) (132,30) (132,151) (133,78) (133,103) (137,17) (137,164) (138,78) (138,103) (139,47) (139,134) (140,39) (140,142) (141,15) (141,166) (142,77) (142,104) (143,38) (143,143) (144,52) (144,129) (145,22) (145,159) (146,43) (146,138) (147,17) (147,164) (148,71) (148,110) (150,54) (150,127) (151,24) (151,157) (154,37) (154,144) (156,41) (156,140) (157,60) (157,121) (158,44) (158,137) (161,22) (161,159) (162,64) (162,117) (165,71) (165,110) (170,34) (170,147) (172,33) (172,148) (174,25) (174,156) (177,57) (177,124) (179,37) (179,144) (180,74) (180,107) | 89 | y2 = x3 + 77x + 137 | 182 | (0,77) (0,104) (1,45) (1,136) (3,24) (3,157) (4,50) (4,131) (7,64) (7,117) (9,78) (9,103) (11,18) (11,163) (15,88) (15,93) (19,26) (19,155) (23,89) (23,92) (24,65) (24,116) (26,23) (26,158) (28,57) (28,124) (29,40) (29,141) (30,46) (30,135) (33,65) (33,116) (34,51) (34,130) (36,40) (36,141) (38,14) (38,167) (39,75) (39,106) (41,38) (41,143) (42,57) (42,124) (45,8) (45,173) (47,80) (47,101) (48,24) (48,157) (49,17) (49,164) (51,28) (51,153) (54,44) (54,137) (55,8) (55,173) (59,68) (59,113) (61,42) (61,139) (62,86) (62,95) (65,22) (65,159) (66,20) (66,161) (67,13) (67,168) (69,75) (69,106) (70,37) (70,144) (71,51) (71,130) (73,75) (73,106) (76,51) (76,130) (77,12) (77,169) (80,53) (80,128) (81,8) (81,173) (83,54) (83,127) (88,59) (88,122) (90,11) (90,170) (95,3) (95,178) (96,72) (96,109) (97,16) (97,165) (98,39) (98,142) (99,72) (99,109) (100,36) (100,145) (101,19) (101,162) (106,3) (106,178) (108,21) (108,160) (109,84) (109,97) (111,57) (111,124) (112,21) (112,160) (115,69) (115,112) (116,40) (116,141) (118,79) (118,102) (120,35) (120,146) (121,86) (121,95) (124,65) (124,116) (126,36) (126,145) (127,87) (127,94) (129,12) (129,169) (130,24) (130,157) (132,85) (132,96) (133,28) (133,153) (136,36) (136,145) (138,6) (138,175) (139,37) (139,144) (141,82) (141,99) (142,21) (142,160) (145,22) (145,159) (150,38) (150,143) (152,22) (152,159) (153,37) (153,144) (156,12) (156,169) (158,90) (158,91) (160,32) (160,149) (161,3) (161,178) (166,48) (166,133) (167,72) (167,109) (168,4) (168,177) (171,38) (171,143) (176,52) (176,129) (178,28) (178,153) (179,86) (179,95) (180,56) (180,125) | 90 | y2 = x3 + 83x + 142 | 182 | (0,88) (0,93) (1,81) (1,100) (2,42) (2,139) (3,31) (3,150) (4,30) (4,151) (5,35) (5,146) (6,48) (6,133) (7,60) (7,121) (9,52) (9,129) (11,24) (11,157) (15,31) (15,150) (16,90) (16,91) (23,10) (23,171) (26,50) (26,131) (27,76) (27,105) (30,55) (30,126) (35,55) (35,126) (36,83) (36,98) (38,51) (38,130) (42,51) (42,130) (43,35) (43,146) (46,29) (46,152) (48,67) (48,114) (49,81) (49,100) (51,3) (51,178) (53,78) (53,103) (55,47) (55,134) (57,4) (57,177) (60,11) (60,170) (61,12) (61,169) (63,82) (63,99) (64,73) (64,108) (67,24) (67,157) (68,36) (68,145) (70,76) (70,105) (71,90) (71,91) (75,38) (75,143) (76,85) (76,96) (78,34) (78,147) (79,84) (79,97) (80,6) (80,175) (81,66) (81,115) (83,60) (83,121) (84,76) (84,105) (86,65) (86,116) (87,87) (87,94) (89,25) (89,156) (91,60) (91,121) (94,90) (94,91) (96,71) (96,110) (97,32) (97,149) (99,57) (99,124) (101,51) (101,130) (102,58) (102,123) (103,24) (103,157) (110,87) (110,94) (111,32) (111,149) (114,34) (114,147) (116,55) (116,126) (124,79) (124,102) (125,71) (125,110) (130,53) (130,128) (131,81) (131,100) (133,35) (133,146) (135,23) (135,158) (136,44) (136,137) (137,38) (137,143) (138,67) (138,114) (139,6) (139,175) (140,47) (140,134) (141,71) (141,110) (143,6) (143,175) (149,70) (149,111) (150,38) (150,143) (154,32) (154,149) (155,77) (155,104) (156,19) (156,162) (157,39) (157,142) (158,33) (158,148) (161,16) (161,165) (163,31) (163,150) (165,87) (165,94) (167,47) (167,134) (169,26) (169,155) (170,34) (170,147) (171,22) (171,159) (172,64) (172,117) (173,41) (173,140) (175,40) (175,141) (176,67) (176,114) (177,17) (177,164) |
|---|