| Sr no. | class members | # points | points | 1 | y2 = x3 + 102x + 95 | 179 | (0,45) (0,148) (3,87) (3,106) (4,48) (4,145) (5,94) (5,99) (6,94) (6,99) (7,90) (7,103) (8,74) (8,119) (10,68) (10,125) (13,12) (13,181) (14,54) (14,139) (15,91) (15,102) (18,64) (18,129) (19,20) (19,173) (22,40) (22,153) (25,30) (25,163) (27,12) (27,181) (28,44) (28,149) (29,6) (29,187) (32,6) (32,187) (34,54) (34,139) (35,42) (35,151) (36,67) (36,126) (37,17) (37,176) (40,25) (40,168) (42,63) (42,130) (48,13) (48,180) (49,90) (49,103) (54,91) (54,102) (56,14) (56,179) (57,15) (57,178) (59,93) (59,100) (60,74) (60,119) (62,71) (62,122) (66,34) (66,159) (67,67) (67,126) (68,73) (68,120) (71,51) (71,142) (75,52) (75,141) (76,75) (76,118) (77,33) (77,160) (81,39) (81,154) (83,24) (83,169) (84,65) (84,128) (86,66) (86,127) (89,87) (89,106) (90,67) (90,126) (94,36) (94,157) (98,76) (98,117) (101,87) (101,106) (105,89) (105,104) (106,43) (106,150) (109,37) (109,156) (110,0) (111,16) (111,177) (117,82) (117,111) (119,27) (119,166) (120,61) (120,132) (122,22) (122,171) (124,91) (124,102) (125,74) (125,119) (127,81) (127,112) (132,6) (132,187) (133,73) (133,120) (137,90) (137,103) (144,14) (144,179) (145,54) (145,139) (146,41) (146,152) (148,84) (148,109) (149,19) (149,174) (150,93) (150,100) (151,9) (151,184) (152,77) (152,116) (153,12) (153,181) (159,13) (159,180) (162,96) (162,97) (163,23) (163,170) (165,50) (165,143) (166,25) (166,168) (168,86) (168,107) (171,83) (171,110) (175,95) (175,98) (177,93) (177,100) (179,13) (179,180) (180,25) (180,168) (182,94) (182,99) (184,68) (184,125) (185,73) (185,120) (186,14) (186,179) (189,3) (189,190) (192,68) (192,125) | 2 | y2 = x3 + 127x + 101 | 179 | (0,78) (0,115) (1,6) (1,187) (2,39) (2,154) (7,91) (7,102) (8,49) (8,144) (9,64) (9,129) (10,21) (10,172) (12,74) (12,119) (14,50) (14,143) (15,39) (15,154) (17,15) (17,178) (19,63) (19,130) (21,16) (21,177) (30,80) (30,113) (31,61) (31,132) (33,49) (33,144) (36,50) (36,143) (37,86) (37,107) (38,82) (38,111) (42,59) (42,134) (45,21) (45,172) (46,88) (46,105) (48,88) (48,105) (49,35) (49,158) (50,37) (50,156) (52,61) (52,132) (53,94) (53,99) (55,95) (55,98) (57,43) (57,150) (63,84) (63,109) (65,64) (65,129) (66,66) (66,127) (67,90) (67,103) (69,3) (69,190) (76,2) (76,191) (78,69) (78,124) (80,14) (80,179) (86,23) (86,170) (88,74) (88,119) (89,27) (89,166) (91,62) (91,131) (92,36) (92,157) (93,74) (93,119) (98,60) (98,133) (99,88) (99,105) (100,55) (100,138) (101,8) (101,185) (102,5) (102,188) (105,55) (105,138) (107,32) (107,161) (110,61) (110,132) (112,33) (112,160) (113,44) (113,149) (118,40) (118,153) (119,64) (119,129) (120,92) (120,101) (121,87) (121,106) (123,67) (123,126) (124,0) (127,51) (127,142) (133,19) (133,174) (134,84) (134,109) (137,12) (137,181) (138,21) (138,172) (142,60) (142,133) (143,50) (143,143) (146,60) (146,133) (148,95) (148,98) (151,52) (151,141) (152,49) (152,144) (154,22) (154,171) (157,37) (157,156) (159,26) (159,167) (164,20) (164,173) (165,29) (165,164) (167,35) (167,158) (170,35) (170,158) (171,13) (171,180) (172,77) (172,116) (174,38) (174,155) (176,39) (176,154) (178,15) (178,178) (179,37) (179,156) (181,55) (181,138) (182,70) (182,123) (183,95) (183,98) (186,42) (186,151) (189,84) (189,109) (191,15) (191,178) (192,72) (192,121) | 3 | y2 = x3 + 37x + 110 | 179 | (0,66) (0,127) (2,81) (2,112) (3,21) (3,172) (4,69) (4,124) (6,82) (6,111) (9,20) (9,173) (10,69) (10,124) (13,47) (13,146) (16,72) (16,121) (17,21) (17,172) (18,25) (18,168) (19,96) (19,97) (20,92) (20,101) (21,43) (21,150) (22,68) (22,125) (23,2) (23,191) (25,86) (25,107) (28,18) (28,175) (29,17) (29,176) (30,87) (30,106) (31,19) (31,174) (35,58) (35,135) (38,15) (38,178) (42,17) (42,176) (44,74) (44,119) (45,35) (45,158) (46,77) (46,116) (47,78) (47,115) (55,80) (55,113) (57,3) (57,190) (59,2) (59,191) (61,8) (61,185) (65,68) (65,125) (66,82) (66,111) (69,62) (69,131) (71,33) (71,160) (76,11) (76,182) (79,86) (79,107) (81,18) (81,175) (82,71) (82,122) (83,54) (83,139) (84,18) (84,175) (85,72) (85,121) (89,86) (89,107) (92,72) (92,121) (95,42) (95,151) (97,89) (97,104) (98,0) (99,1) (99,192) (101,61) (101,132) (102,73) (102,120) (106,68) (106,125) (108,61) (108,132) (110,44) (110,149) (111,2) (111,191) (119,27) (119,166) (121,82) (121,111) (122,17) (122,176) (124,64) (124,129) (129,89) (129,104) (134,71) (134,122) (135,22) (135,171) (136,37) (136,156) (137,91) (137,102) (138,31) (138,162) (141,28) (141,165) (142,38) (142,155) (147,9) (147,184) (150,74) (150,119) (151,33) (151,160) (154,23) (154,170) (157,76) (157,117) (158,41) (158,152) (160,89) (160,104) (161,60) (161,133) (164,33) (164,160) (167,10) (167,183) (170,71) (170,122) (172,84) (172,109) (173,21) (173,172) (174,70) (174,123) (176,92) (176,101) (177,61) (177,132) (179,69) (179,124) (180,83) (180,110) (182,63) (182,130) (188,46) (188,147) (190,92) (190,101) (191,75) (191,118) (192,74) (192,119) | 4 | y2 = x3 + 20x + 83 | 179 | (0,58) (0,135) (2,18) (2,175) (3,39) (3,154) (9,42) (9,151) (12,11) (12,182) (13,80) (13,113) (19,48) (19,145) (20,50) (20,143) (22,39) (22,154) (23,92) (23,101) (25,31) (25,162) (28,20) (28,173) (30,85) (30,108) (31,0) (37,36) (37,157) (38,18) (38,175) (41,94) (41,99) (43,82) (43,111) (44,29) (44,164) (48,9) (48,184) (50,61) (50,132) (52,29) (52,164) (53,32) (53,161) (56,80) (56,113) (62,36) (62,157) (64,86) (64,107) (65,37) (65,156) (71,56) (71,137) (73,11) (73,182) (75,4) (75,189) (78,8) (78,185) (79,64) (79,129) (80,66) (80,127) (84,42) (84,151) (86,90) (86,103) (88,45) (88,148) (90,68) (90,125) (91,74) (91,119) (93,77) (93,116) (94,36) (94,157) (96,26) (96,167) (97,29) (97,164) (99,75) (99,118) (100,42) (100,151) (104,10) (104,183) (106,38) (106,155) (107,65) (107,128) (108,11) (108,182) (109,77) (109,116) (113,40) (113,153) (116,81) (116,112) (118,27) (118,166) (121,89) (121,104) (122,73) (122,120) (124,80) (124,113) (126,5) (126,188) (130,86) (130,107) (131,75) (131,118) (132,89) (132,104) (133,89) (133,104) (135,51) (135,142) (139,68) (139,125) (140,53) (140,140) (141,26) (141,167) (142,57) (142,136) (143,43) (143,150) (145,49) (145,144) (147,8) (147,185) (149,26) (149,167) (150,2) (150,191) (153,18) (153,175) (154,59) (154,134) (156,75) (156,118) (157,68) (157,125) (158,60) (158,133) (159,67) (159,126) (161,8) (161,185) (162,72) (162,121) (167,69) (167,124) (168,39) (168,154) (170,1) (170,192) (171,31) (171,162) (173,91) (173,102) (175,35) (175,158) (178,70) (178,123) (179,95) (179,98) (184,77) (184,116) (186,76) (186,117) (190,31) (190,162) (192,86) (192,107) | 5 | y2 = x3 + 19x + 157 | 179 | (0,93) (0,100) (1,62) (1,131) (3,56) (3,137) (5,50) (5,143) (6,78) (6,115) (7,61) (7,132) (8,7) (8,186) (9,51) (9,142) (10,31) (10,162) (13,51) (13,142) (15,27) (15,166) (16,73) (16,120) (19,64) (19,129) (23,71) (23,122) (26,49) (26,144) (29,59) (29,134) (30,30) (30,163) (31,64) (31,129) (32,12) (32,181) (37,91) (37,102) (39,1) (39,192) (40,29) (40,164) (41,50) (41,143) (43,0) (46,55) (46,138) (48,53) (48,140) (49,87) (49,106) (51,75) (51,118) (54,1) (54,192) (56,7) (56,186) (59,95) (59,98) (60,65) (60,128) (62,27) (62,166) (64,74) (64,119) (65,42) (65,151) (66,76) (66,117) (70,91) (70,102) (76,94) (76,99) (82,36) (82,157) (83,73) (83,120) (86,91) (86,102) (88,9) (88,184) (90,13) (90,180) (91,21) (91,172) (92,78) (92,115) (94,73) (94,120) (95,78) (95,115) (96,70) (96,123) (97,25) (97,168) (99,14) (99,179) (100,1) (100,192) (103,96) (103,97) (107,77) (107,116) (110,14) (110,179) (112,67) (112,126) (114,58) (114,135) (116,27) (116,166) (120,81) (120,112) (123,77) (123,116) (125,48) (125,145) (126,72) (126,121) (129,7) (129,186) (130,44) (130,149) (132,23) (132,170) (135,80) (135,113) (136,60) (136,133) (137,74) (137,119) (142,38) (142,155) (143,64) (143,129) (145,20) (145,173) (147,50) (147,143) (150,11) (150,182) (152,55) (152,138) (155,95) (155,98) (156,77) (156,116) (158,87) (158,106) (161,39) (161,154) (163,46) (163,147) (167,6) (167,187) (170,22) (170,171) (171,51) (171,142) (172,95) (172,98) (177,14) (177,179) (179,87) (179,106) (181,18) (181,175) (182,57) (182,136) (185,74) (185,119) (186,35) (186,158) (188,55) (188,138) (192,41) (192,152) | 6 | y2 = x3 + 135x + 56 | 179 | (0,40) (0,153) (1,81) (1,112) (4,9) (4,184) (5,85) (5,108) (7,46) (7,147) (11,39) (11,154) (19,71) (19,122) (21,46) (21,147) (23,9) (23,184) (27,80) (27,113) (31,8) (31,185) (34,77) (34,116) (40,13) (40,180) (41,20) (41,173) (43,86) (43,107) (44,85) (44,108) (45,62) (45,131) (47,54) (47,139) (48,39) (48,154) (49,75) (49,118) (53,12) (53,181) (54,48) (54,145) (56,70) (56,123) (57,41) (57,152) (60,58) (60,135) (62,10) (62,183) (63,48) (63,145) (66,20) (66,173) (68,59) (68,134) (69,55) (69,138) (72,43) (72,150) (73,24) (73,169) (76,48) (76,145) (78,69) (78,124) (82,51) (82,142) (85,23) (85,170) (86,20) (86,173) (90,47) (90,146) (93,81) (93,112) (96,63) (96,130) (97,14) (97,179) (98,38) (98,155) (99,81) (99,112) (101,21) (101,172) (102,88) (102,105) (104,35) (104,158) (106,26) (106,167) (107,22) (107,171) (108,82) (108,111) (113,38) (113,155) (117,33) (117,160) (121,0) (122,15) (122,178) (123,88) (123,105) (124,91) (124,102) (127,22) (127,171) (130,33) (130,160) (131,28) (131,165) (132,53) (132,140) (134,39) (134,154) (135,27) (135,166) (136,19) (136,174) (139,33) (139,160) (140,57) (140,136) (142,32) (142,161) (144,85) (144,108) (147,94) (147,99) (148,30) (148,163) (149,75) (149,118) (150,67) (150,126) (151,59) (151,134) (152,22) (152,171) (156,68) (156,125) (159,72) (159,121) (160,1) (160,192) (161,88) (161,105) (162,56) (162,137) (165,46) (165,147) (166,9) (166,184) (167,59) (167,134) (169,13) (169,180) (170,80) (170,113) (175,38) (175,155) (177,13) (177,180) (179,61) (179,132) (180,93) (180,100) (184,87) (184,106) (185,89) (185,104) (188,75) (188,118) (189,80) (189,113) | 7 | y2 = x3 + 117x + 168 | 179 | (0,19) (0,174) (1,38) (1,155) (2,88) (2,105) (4,11) (4,182) (6,11) (6,182) (7,65) (7,128) (8,74) (8,119) (11,85) (11,108) (18,0) (19,76) (19,117) (20,47) (20,146) (23,92) (23,101) (24,3) (24,190) (25,24) (25,169) (27,64) (27,129) (30,50) (30,143) (31,2) (31,191) (34,5) (34,188) (35,25) (35,168) (36,85) (36,108) (37,96) (37,97) (38,87) (38,106) (43,65) (43,128) (47,32) (47,161) (48,24) (48,169) (54,38) (54,155) (55,67) (55,126) (56,12) (56,181) (59,27) (59,166) (61,62) (61,131) (63,33) (63,160) (64,76) (64,117) (66,17) (66,176) (70,22) (70,171) (71,74) (71,119) (72,47) (72,146) (74,79) (74,114) (75,87) (75,106) (76,58) (76,135) (77,1) (77,192) (80,87) (80,106) (81,53) (81,140) (83,93) (83,100) (88,80) (88,113) (100,82) (100,111) (101,47) (101,146) (103,54) (103,139) (105,43) (105,150) (107,54) (107,139) (108,35) (108,158) (110,76) (110,117) (111,8) (111,185) (112,6) (112,187) (113,78) (113,115) (114,74) (114,119) (118,78) (118,115) (120,24) (120,169) (129,93) (129,100) (133,16) (133,177) (134,46) (134,147) (137,81) (137,112) (138,38) (138,155) (139,67) (139,126) (140,29) (140,164) (142,33) (142,160) (143,65) (143,128) (146,85) (146,108) (147,60) (147,133) (148,49) (148,144) (153,14) (153,179) (154,13) (154,180) (155,78) (155,115) (156,34) (156,159) (157,32) (157,161) (158,26) (158,167) (159,73) (159,120) (160,30) (160,163) (162,77) (162,116) (166,10) (166,183) (167,89) (167,104) (169,83) (169,110) (174,93) (174,100) (175,23) (175,170) (176,54) (176,139) (178,40) (178,153) (179,15) (179,178) (181,33) (181,160) (182,32) (182,161) (183,11) (183,182) (192,67) (192,126) | 8 | y2 = x3 + 146x + 137 | 179 | (0,41) (0,152) (3,71) (3,122) (5,42) (5,151) (7,94) (7,99) (11,76) (11,117) (12,23) (12,170) (13,76) (13,117) (14,10) (14,183) (16,59) (16,134) (20,40) (20,153) (21,43) (21,150) (22,78) (22,115) (24,45) (24,148) (25,43) (25,150) (26,47) (26,146) (27,71) (27,122) (29,14) (29,179) (31,10) (31,183) (33,13) (33,180) (35,79) (35,114) (39,63) (39,130) (42,29) (42,164) (46,82) (46,111) (48,59) (48,134) (49,29) (49,164) (53,6) (53,187) (54,85) (54,108) (56,0) (59,38) (59,155) (66,7) (66,186) (67,96) (67,97) (68,8) (68,185) (71,39) (71,154) (73,63) (73,130) (75,16) (75,177) (81,63) (81,130) (82,66) (82,127) (83,88) (83,105) (84,67) (84,126) (85,1) (85,192) (88,64) (88,129) (90,81) (90,112) (91,28) (91,165) (92,68) (92,125) (93,36) (93,157) (97,46) (97,147) (102,29) (102,164) (104,83) (104,110) (106,46) (106,147) (109,80) (109,113) (112,92) (112,101) (116,1) (116,192) (118,37) (118,156) (119,88) (119,105) (120,92) (120,101) (123,53) (123,140) (126,69) (126,124) (127,15) (127,178) (128,73) (128,120) (129,59) (129,134) (132,17) (132,176) (134,48) (134,145) (135,65) (135,128) (136,89) (136,104) (137,9) (137,184) (139,24) (139,169) (141,57) (141,136) (143,87) (143,106) (144,28) (144,165) (147,43) (147,150) (148,10) (148,183) (151,28) (151,165) (154,92) (154,101) (155,60) (155,133) (158,4) (158,189) (161,77) (161,116) (163,71) (163,122) (168,82) (168,111) (169,76) (169,117) (172,82) (172,111) (173,5) (173,188) (175,13) (175,180) (178,13) (178,180) (180,45) (180,148) (181,18) (181,175) (182,45) (182,148) (183,46) (183,147) (184,88) (184,105) (185,1) (185,192) (188,61) (188,132) | 9 | y2 = x3 + 91x + 168 | 179 | (0,19) (0,174) (1,35) (1,158) (2,92) (2,101) (5,13) (5,180) (9,65) (9,128) (11,50) (11,143) (12,38) (12,155) (15,58) (15,135) (20,96) (20,97) (24,93) (24,100) (28,93) (28,100) (32,23) (32,170) (35,78) (35,115) (39,73) (39,120) (40,79) (40,114) (41,32) (41,161) (44,24) (44,169) (45,25) (45,168) (46,65) (46,128) (48,10) (48,183) (49,53) (49,140) (52,76) (52,117) (58,80) (58,113) (60,8) (60,185) (62,46) (62,147) (64,32) (64,161) (65,47) (65,146) (69,78) (69,115) (72,12) (72,181) (80,49) (80,144) (81,33) (81,160) (84,38) (84,155) (86,3) (86,190) (88,32) (88,161) (89,78) (89,115) (90,22) (90,171) (91,40) (91,153) (93,74) (93,119) (95,2) (95,191) (96,67) (96,126) (97,38) (97,155) (98,77) (98,116) (99,1) (99,192) (101,82) (101,111) (104,87) (104,106) (105,85) (105,108) (106,62) (106,131) (107,83) (107,110) (109,67) (109,126) (110,54) (110,139) (114,14) (114,179) (116,54) (116,139) (118,11) (118,182) (119,74) (119,119) (121,81) (121,112) (123,30) (123,163) (124,87) (124,106) (125,11) (125,182) (129,85) (129,108) (131,27) (131,166) (132,89) (132,104) (135,43) (135,150) (136,47) (136,146) (138,65) (138,128) (140,17) (140,176) (141,93) (141,100) (143,11) (143,182) (144,6) (144,187) (145,64) (145,129) (148,26) (148,167) (150,33) (150,160) (152,85) (152,108) (154,5) (154,188) (155,33) (155,160) (158,87) (158,106) (160,54) (160,139) (161,0) (165,76) (165,117) (168,88) (168,105) (169,76) (169,117) (170,24) (170,169) (171,16) (171,177) (172,24) (172,169) (173,34) (173,159) (174,74) (174,119) (175,15) (175,178) (180,29) (180,164) (181,67) (181,126) (185,47) (185,146) (189,60) (189,133) | 10 | y2 = x3 + 158x + 108 | 179 | (0,84) (0,109) (2,25) (2,168) (4,15) (4,178) (8,95) (8,98) (10,76) (10,117) (12,79) (12,114) (14,25) (14,168) (15,16) (15,177) (16,39) (16,154) (19,60) (19,133) (22,23) (22,170) (23,58) (23,135) (24,57) (24,136) (25,24) (25,169) (28,64) (28,129) (29,69) (29,124) (30,14) (30,179) (33,27) (33,166) (34,89) (34,104) (38,31) (38,162) (39,82) (39,111) (43,36) (43,157) (47,31) (47,162) (48,19) (48,174) (49,7) (49,186) (50,80) (50,113) (52,69) (52,124) (53,8) (53,185) (54,33) (54,160) (56,8) (56,185) (58,24) (58,169) (59,0) (61,63) (61,130) (63,36) (63,157) (69,15) (69,178) (71,75) (71,118) (72,58) (72,135) (73,50) (73,143) (74,12) (74,181) (75,82) (75,111) (79,82) (79,111) (82,10) (82,183) (84,8) (84,185) (85,42) (85,151) (87,36) (87,157) (89,54) (89,139) (90,49) (90,144) (91,66) (91,127) (93,35) (93,158) (98,58) (98,135) (99,28) (99,165) (103,18) (103,175) (104,52) (104,141) (108,31) (108,162) (110,24) (110,169) (112,69) (112,124) (113,87) (113,106) (114,61) (114,132) (117,92) (117,101) (118,61) (118,132) (119,74) (119,119) (120,15) (120,178) (124,50) (124,143) (125,41) (125,152) (128,9) (128,184) (129,91) (129,102) (132,53) (132,140) (134,71) (134,122) (136,35) (136,158) (139,51) (139,142) (142,17) (142,176) (143,68) (143,125) (145,56) (145,137) (146,42) (146,151) (147,66) (147,127) (148,66) (148,127) (152,65) (152,128) (154,61) (154,132) (155,42) (155,151) (157,35) (157,158) (161,43) (161,150) (169,21) (169,172) (176,6) (176,187) (177,25) (177,168) (179,39) (179,154) (181,94) (181,99) (185,29) (185,164) (189,50) (189,143) (190,46) (190,147) (191,39) (191,154) | 11 | y2 = x3 + 82x + 186 | 179 | (0,46) (0,147) (2,92) (2,101) (4,81) (4,112) (7,36) (7,157) (8,14) (8,179) (9,63) (9,130) (12,14) (12,179) (13,19) (13,174) (14,5) (14,188) (16,24) (16,169) (17,33) (17,160) (21,19) (21,174) (22,38) (22,155) (23,27) (23,166) (27,9) (27,184) (29,60) (29,133) (31,45) (31,148) (33,6) (33,187) (35,24) (35,169) (36,0) (38,9) (38,184) (40,63) (40,130) (43,6) (43,187) (46,82) (46,111) (47,13) (47,180) (48,74) (48,119) (50,13) (50,180) (54,94) (54,99) (60,11) (60,182) (62,15) (62,178) (65,22) (65,171) (68,59) (68,134) (70,91) (70,102) (72,38) (72,155) (73,73) (73,120) (74,52) (74,141) (75,41) (75,152) (76,23) (76,170) (81,68) (81,125) (83,92) (83,101) (85,20) (85,173) (86,5) (86,188) (87,72) (87,121) (91,42) (91,151) (93,5) (93,188) (94,47) (94,146) (96,13) (96,180) (99,38) (99,155) (101,64) (101,129) (103,78) (103,115) (108,92) (108,101) (110,20) (110,173) (112,90) (112,103) (113,88) (113,105) (115,1) (115,192) (117,6) (117,187) (118,87) (118,106) (119,62) (119,131) (121,47) (121,146) (122,79) (122,114) (123,2) (123,191) (125,65) (125,128) (126,42) (126,151) (127,32) (127,161) (128,9) (128,184) (131,95) (131,98) (132,31) (132,162) (139,75) (139,118) (140,28) (140,165) (141,8) (141,185) (142,24) (142,169) (144,63) (144,130) (145,53) (145,140) (148,83) (148,110) (150,23) (150,170) (152,49) (152,144) (154,89) (154,104) (155,22) (155,171) (157,76) (157,117) (159,19) (159,174) (160,23) (160,170) (162,85) (162,108) (163,86) (163,107) (165,16) (165,177) (166,22) (166,171) (169,42) (169,151) (171,47) (171,146) (173,14) (173,179) (176,21) (176,172) (191,20) (191,173) | 12 | y2 = x3 + 117x + 25 | 179 | (0,5) (0,188) (1,23) (1,170) (10,74) (10,119) (11,83) (11,110) (12,29) (12,164) (14,57) (14,136) (15,41) (15,152) (17,65) (17,128) (18,67) (18,126) (19,6) (19,187) (24,32) (24,161) (26,68) (26,125) (27,38) (27,155) (31,61) (31,132) (33,79) (33,114) (34,70) (34,123) (35,17) (35,176) (36,83) (36,110) (37,52) (37,141) (38,51) (38,142) (39,88) (39,105) (40,24) (40,169) (45,84) (45,109) (46,35) (46,158) (47,63) (47,130) (50,54) (50,139) (51,29) (51,164) (53,33) (53,160) (54,23) (54,170) (55,10) (55,183) (56,1) (56,192) (59,59) (59,134) (60,55) (60,138) (64,6) (64,187) (73,14) (73,179) (75,51) (75,142) (79,11) (79,182) (80,51) (80,142) (81,93) (81,100) (82,69) (82,124) (83,20) (83,173) (85,60) (85,133) (86,65) (86,128) (88,9) (88,184) (90,65) (90,128) (92,53) (92,140) (93,80) (93,113) (105,82) (105,111) (110,6) (110,187) (112,47) (112,146) (113,94) (113,99) (116,81) (116,112) (117,66) (117,127) (118,94) (118,99) (119,30) (119,163) (121,53) (121,140) (122,11) (122,182) (123,45) (123,148) (127,26) (127,167) (129,20) (129,173) (130,29) (130,164) (132,4) (132,189) (134,64) (134,129) (137,7) (137,186) (138,23) (138,170) (139,10) (139,183) (145,14) (145,179) (146,83) (146,110) (150,54) (150,139) (155,94) (155,99) (156,56) (156,137) (157,63) (157,130) (158,95) (158,98) (159,19) (159,174) (162,31) (162,162) (163,3) (163,190) (166,27) (166,166) (168,14) (168,179) (169,50) (169,143) (170,75) (170,118) (173,53) (173,140) (174,20) (174,173) (175,0) (182,63) (182,130) (185,11) (185,182) (186,54) (186,139) (187,74) (187,119) (189,74) (189,119) (191,13) (191,180) (192,10) (192,183) | 13 | y2 = x3 + 159x + 4 | 179 | (0,2) (0,191) (2,41) (2,152) (6,4) (6,189) (7,63) (7,130) (10,49) (10,144) (11,31) (11,162) (12,72) (12,121) (17,38) (17,155) (21,32) (21,161) (23,52) (23,141) (24,9) (24,184) (26,22) (26,171) (27,56) (27,137) (29,61) (29,132) (31,62) (31,131) (32,15) (32,178) (34,18) (34,175) (35,1) (35,192) (36,9) (36,184) (37,50) (37,143) (39,26) (39,167) (40,43) (40,150) (42,17) (42,176) (46,56) (46,137) (48,43) (48,150) (49,90) (49,103) (50,39) (50,154) (51,35) (51,158) (56,4) (56,189) (58,12) (58,181) (62,68) (62,125) (63,26) (63,167) (64,1) (64,192) (65,17) (65,176) (66,52) (66,141) (68,64) (68,129) (69,24) (69,169) (70,65) (70,128) (76,71) (76,122) (79,41) (79,152) (80,27) (80,166) (81,8) (81,185) (85,89) (85,104) (86,17) (86,176) (87,11) (87,182) (89,44) (89,149) (91,26) (91,167) (93,40) (93,153) (94,1) (94,192) (95,33) (95,160) (99,59) (99,134) (100,96) (100,97) (103,55) (103,138) (104,52) (104,141) (105,43) (105,150) (108,0) (109,93) (109,100) (110,14) (110,179) (112,41) (112,152) (114,8) (114,185) (116,5) (116,188) (120,56) (120,137) (121,27) (121,166) (127,44) (127,149) (129,59) (129,134) (131,4) (131,189) (133,9) (133,184) (137,68) (137,125) (138,30) (138,163) (141,33) (141,160) (142,83) (142,110) (143,80) (143,113) (144,20) (144,173) (146,29) (146,164) (150,33) (150,160) (152,42) (152,151) (158,59) (158,134) (161,13) (161,180) (162,88) (162,105) (164,95) (164,98) (170,44) (170,149) (173,37) (173,156) (176,84) (176,109) (180,76) (180,117) (182,28) (182,165) (185,27) (185,166) (186,51) (186,142) (187,68) (187,125) (188,7) (188,186) (191,8) (191,185) | 14 | y2 = x3 + 140x + 75 | 179 | (0,70) (0,123) (1,71) (1,122) (2,39) (2,154) (5,30) (5,163) (6,72) (6,121) (9,83) (9,110) (12,3) (12,190) (14,95) (14,98) (16,87) (16,106) (18,30) (18,163) (19,41) (19,152) (20,35) (20,158) (22,10) (22,183) (25,38) (25,155) (27,68) (27,125) (28,49) (28,144) (30,3) (30,190) (35,76) (35,117) (37,18) (37,175) (39,44) (39,149) (40,52) (40,141) (44,55) (44,138) (48,64) (48,129) (50,16) (50,177) (51,83) (51,110) (53,87) (53,106) (54,85) (54,108) (55,8) (55,185) (56,48) (56,145) (57,21) (57,172) (59,16) (59,177) (60,4) (60,189) (62,64) (62,129) (63,69) (63,124) (64,20) (64,173) (66,39) (66,154) (67,35) (67,158) (69,84) (69,109) (74,55) (74,138) (75,55) (75,138) (76,1) (76,192) (83,64) (83,129) (84,16) (84,177) (85,89) (85,104) (87,58) (87,135) (88,15) (88,178) (90,13) (90,180) (92,27) (92,166) (93,26) (93,167) (94,71) (94,122) (97,11) (97,182) (98,71) (98,122) (101,0) (104,42) (104,151) (105,73) (105,120) (106,35) (106,158) (110,53) (110,140) (113,22) (113,171) (114,51) (114,142) (115,34) (115,159) (124,87) (124,106) (125,39) (125,154) (126,58) (126,135) (130,54) (130,139) (131,53) (131,140) (132,20) (132,173) (133,83) (133,110) (135,74) (135,119) (136,45) (136,148) (137,82) (137,111) (138,47) (138,146) (140,84) (140,109) (141,5) (141,188) (142,4) (142,189) (145,53) (145,140) (151,3) (151,190) (154,12) (154,181) (160,56) (160,137) (164,24) (164,169) (165,79) (165,114) (170,30) (170,163) (171,67) (171,126) (173,58) (173,135) (177,84) (177,109) (178,2) (178,191) (179,14) (179,179) (183,50) (183,143) (184,4) (184,189) (187,62) (187,131) (190,20) (190,173) | 15 | y2 = x3 + 5x + 131 | 179 | (0,18) (0,175) (1,41) (1,152) (6,50) (6,143) (10,71) (10,122) (11,72) (11,121) (14,67) (14,126) (15,53) (15,140) (19,41) (19,152) (22,9) (22,184) (24,76) (24,117) (25,21) (25,172) (26,9) (26,184) (28,75) (28,118) (31,82) (31,111) (32,40) (32,153) (39,89) (39,104) (40,86) (40,107) (42,33) (42,160) (43,12) (43,181) (44,6) (44,187) (45,81) (45,112) (47,82) (47,111) (48,48) (48,145) (50,33) (50,160) (52,63) (52,130) (53,85) (53,108) (54,50) (54,143) (58,88) (58,105) (59,35) (59,158) (61,16) (61,177) (62,75) (62,118) (63,65) (63,128) (65,40) (65,153) (66,1) (66,192) (70,83) (70,110) (71,31) (71,162) (75,26) (75,167) (77,5) (77,188) (78,10) (78,183) (79,8) (79,185) (81,29) (81,164) (84,72) (84,121) (85,13) (85,180) (89,55) (89,138) (92,36) (92,157) (93,23) (93,170) (95,17) (95,176) (96,40) (96,153) (98,72) (98,121) (101,33) (101,160) (103,75) (103,118) (106,45) (106,148) (108,38) (108,155) (109,17) (109,176) (112,0) (115,82) (115,111) (117,64) (117,129) (118,92) (118,101) (123,30) (123,163) (129,95) (129,98) (132,44) (132,149) (133,50) (133,143) (134,52) (134,141) (136,60) (136,133) (142,3) (142,190) (143,36) (143,157) (145,9) (145,184) (146,10) (146,183) (150,73) (150,120) (151,36) (151,157) (153,59) (153,134) (157,1) (157,192) (162,10) (162,183) (163,1) (163,192) (164,84) (164,109) (166,81) (166,112) (167,48) (167,145) (168,20) (168,173) (169,58) (169,135) (170,89) (170,104) (171,48) (171,145) (173,41) (173,152) (175,81) (175,112) (176,94) (176,99) (177,89) (177,104) (180,68) (180,125) (182,17) (182,176) (183,25) (183,168) (184,69) (184,124) (186,77) (186,116) | 16 | y2 = x3 + 178x + 168 | 179 | (0,19) (0,174) (3,27) (3,166) (4,65) (4,128) (5,5) (5,188) (6,78) (6,115) (12,65) (12,128) (14,0) (17,1) (17,192) (21,64) (21,129) (22,8) (22,185) (23,88) (23,105) (26,62) (26,131) (28,85) (28,108) (29,24) (29,169) (30,85) (30,108) (32,15) (32,178) (33,22) (33,171) (34,13) (34,180) (36,93) (36,100) (37,47) (37,146) (42,38) (42,155) (43,38) (43,155) (45,78) (45,115) (46,11) (46,182) (47,80) (47,113) (49,33) (49,160) (50,60) (50,133) (51,87) (51,106) (55,33) (55,160) (56,47) (56,146) (57,34) (57,159) (58,32) (58,161) (63,53) (63,140) (65,12) (65,181) (66,29) (66,164) (67,2) (67,191) (69,11) (69,182) (71,93) (71,100) (78,11) (78,182) (79,79) (79,114) (80,26) (80,167) (82,16) (82,177) (83,3) (83,190) (84,35) (84,158) (85,67) (85,126) (86,93) (86,100) (87,89) (87,104) (89,33) (89,160) (92,74) (92,119) (94,54) (94,139) (100,47) (100,146) (102,58) (102,135) (103,30) (103,163) (107,76) (107,117) (108,38) (108,155) (110,83) (110,110) (113,25) (113,168) (117,40) (117,153) (119,14) (119,179) (122,76) (122,117) (123,54) (123,139) (126,77) (126,116) (128,81) (128,112) (130,6) (130,187) (135,85) (135,108) (136,96) (136,97) (141,74) (141,119) (142,78) (142,115) (146,43) (146,150) (148,87) (148,106) (150,67) (150,126) (151,67) (151,126) (152,50) (152,143) (153,74) (153,119) (157,76) (157,117) (158,49) (158,144) (163,32) (163,161) (165,32) (165,161) (166,24) (166,169) (168,92) (168,101) (169,54) (169,139) (172,10) (172,183) (177,65) (177,128) (179,23) (179,170) (180,17) (180,176) (185,82) (185,111) (187,87) (187,106) (188,73) (188,120) (190,46) (190,147) (191,24) (191,169) | 17 | y2 = x3 + 22x + 12 | 179 | (0,28) (0,165) (2,8) (2,185) (5,61) (5,132) (8,11) (8,182) (13,76) (13,117) (14,13) (14,180) (15,67) (15,126) (16,54) (16,139) (18,8) (18,185) (21,49) (21,144) (22,23) (22,170) (25,19) (25,174) (26,37) (26,156) (27,88) (27,105) (28,81) (28,112) (31,50) (31,143) (32,45) (32,148) (36,91) (36,102) (39,72) (39,121) (41,82) (41,111) (43,62) (43,131) (44,47) (44,146) (50,58) (50,135) (51,6) (51,187) (54,37) (54,156) (56,74) (56,119) (57,54) (57,139) (59,76) (59,117) (60,20) (60,173) (61,4) (61,189) (62,34) (62,159) (68,81) (68,112) (69,3) (69,190) (73,14) (73,179) (75,45) (75,148) (79,55) (79,138) (80,44) (80,149) (81,13) (81,180) (82,25) (82,168) (84,33) (84,160) (85,12) (85,181) (86,45) (86,148) (88,59) (88,134) (90,78) (90,115) (94,86) (94,107) (95,56) (95,137) (96,5) (96,188) (97,81) (97,112) (98,13) (98,180) (109,38) (109,155) (112,56) (112,137) (113,37) (113,156) (119,2) (119,191) (120,54) (120,139) (121,76) (121,117) (122,22) (122,171) (123,39) (123,154) (125,5) (125,188) (129,22) (129,171) (132,89) (132,104) (135,22) (135,171) (136,14) (136,179) (137,96) (137,97) (138,12) (138,181) (139,44) (139,149) (142,48) (142,145) (143,83) (143,110) (146,95) (146,98) (148,94) (148,99) (149,18) (149,175) (152,21) (152,172) (155,9) (155,184) (157,87) (157,106) (163,12) (163,181) (164,70) (164,123) (165,5) (165,188) (166,0) (167,44) (167,149) (168,7) (168,186) (173,8) (173,185) (174,29) (174,164) (176,69) (176,124) (177,14) (177,179) (179,56) (179,137) (181,23) (181,170) (183,23) (183,170) (184,67) (184,126) (185,17) (185,176) (187,67) (187,126) (190,43) (190,150) | 18 | y2 = x3 + 66x + 75 | 179 | (0,70) (0,123) (3,53) (3,140) (5,12) (5,181) (6,84) (6,109) (7,84) (7,109) (8,27) (8,166) (10,34) (10,159) (11,3) (11,190) (12,47) (12,146) (13,87) (13,106) (15,1) (15,192) (16,4) (16,189) (18,95) (18,98) (20,18) (20,175) (21,53) (21,140) (22,4) (22,189) (24,64) (24,129) (26,35) (26,158) (29,55) (29,138) (31,35) (31,158) (33,13) (33,180) (34,30) (34,163) (35,22) (35,171) (36,49) (36,144) (37,45) (37,148) (38,83) (38,110) (40,55) (40,138) (42,11) (42,182) (43,3) (43,190) (45,76) (45,117) (51,42) (51,151) (52,41) (52,152) (57,58) (57,135) (58,15) (58,178) (71,5) (71,188) (72,48) (72,145) (73,24) (73,169) (75,62) (75,131) (78,39) (78,154) (79,52) (79,141) (81,69) (81,124) (82,67) (82,126) (84,71) (84,122) (87,20) (87,173) (91,2) (91,191) (92,26) (92,167) (97,85) (97,108) (108,16) (108,177) (111,10) (111,183) (112,54) (112,139) (118,72) (118,121) (119,51) (119,142) (121,82) (121,111) (123,56) (123,137) (124,55) (124,138) (125,50) (125,143) (126,71) (126,122) (131,16) (131,177) (134,20) (134,173) (135,73) (135,120) (136,35) (136,158) (139,3) (139,190) (140,39) (140,154) (145,68) (145,125) (146,74) (146,119) (147,16) (147,177) (155,4) (155,189) (156,21) (156,172) (157,79) (157,114) (161,30) (161,163) (162,58) (162,135) (165,20) (165,173) (167,58) (167,135) (168,39) (168,154) (169,53) (169,140) (170,38) (170,155) (171,83) (171,110) (172,64) (172,129) (175,14) (175,179) (176,71) (176,122) (177,83) (177,110) (180,84) (180,109) (181,8) (181,185) (185,0) (186,87) (186,106) (187,87) (187,106) (188,44) (188,149) (190,64) (190,129) (191,30) (191,163) (192,89) (192,104) | 19 | y2 = x3 + 19x + 36 | 179 | (0,6) (0,187) (1,40) (1,153) (5,16) (5,177) (7,60) (7,133) (8,11) (8,182) (11,15) (11,178) (12,86) (12,107) (14,94) (14,99) (16,24) (16,169) (21,25) (21,168) (22,78) (22,115) (23,45) (23,148) (26,93) (26,100) (30,59) (30,134) (32,71) (32,122) (35,94) (35,99) (37,61) (37,132) (38,25) (38,168) (41,16) (41,177) (43,74) (43,119) (46,3) (46,190) (48,76) (48,117) (50,27) (50,166) (51,10) (51,183) (56,11) (56,182) (57,35) (57,158) (58,82) (58,111) (61,67) (61,126) (63,90) (63,103) (64,12) (64,181) (67,42) (67,151) (68,28) (68,165) (70,61) (70,132) (73,1) (73,192) (77,64) (77,129) (79,66) (79,127) (81,23) (81,170) (83,24) (83,169) (86,61) (86,132) (90,56) (90,137) (93,81) (93,112) (94,24) (94,169) (96,95) (96,98) (97,73) (97,120) (98,51) (98,142) (99,70) (99,123) (101,51) (101,142) (102,36) (102,157) (103,88) (103,105) (105,43) (105,150) (107,37) (107,156) (110,70) (110,123) (111,21) (111,172) (117,87) (117,106) (123,37) (123,156) (127,20) (127,173) (128,72) (128,121) (129,11) (129,182) (131,64) (131,129) (133,54) (133,139) (134,25) (134,168) (137,12) (137,181) (139,81) (139,112) (142,92) (142,101) (144,94) (144,99) (145,47) (145,146) (147,16) (147,177) (150,0) (152,3) (152,190) (153,33) (153,160) (154,81) (154,112) (156,37) (156,156) (161,7) (161,186) (162,27) (162,166) (163,79) (163,114) (164,46) (164,147) (167,84) (167,109) (170,39) (170,154) (174,27) (174,166) (177,70) (177,123) (178,64) (178,129) (180,78) (180,115) (183,2) (183,191) (184,78) (184,115) (185,12) (185,181) (186,77) (186,116) (187,51) (187,142) (188,3) (188,190) (190,96) (190,97) (192,4) (192,189) | 20 | y2 = x3 + 34x + 62 | 179 | (0,86) (0,107) (1,26) (1,167) (2,36) (2,157) (3,34) (3,159) (4,29) (4,164) (6,17) (6,176) (7,8) (7,185) (12,70) (12,123) (13,81) (13,112) (14,1) (14,192) (18,41) (18,152) (21,1) (21,192) (26,90) (26,103) (27,28) (27,165) (28,81) (28,112) (30,26) (30,167) (31,42) (31,151) (32,23) (32,170) (33,79) (33,114) (34,68) (34,125) (37,40) (37,153) (38,16) (38,177) (44,49) (44,144) (52,2) (52,191) (53,89) (53,104) (54,41) (54,152) (58,38) (58,155) (59,92) (59,101) (60,28) (60,165) (63,0) (64,92) (64,101) (66,63) (66,130) (67,38) (67,155) (68,38) (68,155) (70,92) (70,101) (71,40) (71,153) (73,93) (73,100) (74,46) (74,147) (78,39) (78,154) (83,66) (83,127) (84,88) (84,105) (85,40) (85,153) (87,43) (87,150) (93,29) (93,164) (96,29) (96,164) (97,21) (97,172) (99,87) (99,106) (100,21) (100,172) (102,27) (102,166) (104,50) (104,143) (105,13) (105,180) (106,28) (106,165) (109,10) (109,183) (110,20) (110,173) (111,3) (111,190) (115,95) (115,98) (117,47) (117,146) (119,18) (119,175) (121,41) (121,152) (124,3) (124,190) (125,80) (125,113) (126,80) (126,113) (130,33) (130,160) (132,22) (132,171) (133,43) (133,150) (135,80) (135,113) (144,54) (144,139) (151,3) (151,190) (152,81) (152,112) (153,69) (153,124) (157,25) (157,168) (158,1) (158,192) (160,32) (160,161) (162,26) (162,167) (163,42) (163,151) (166,43) (166,150) (167,55) (167,138) (168,68) (168,125) (173,35) (173,158) (174,85) (174,108) (176,19) (176,174) (177,61) (177,132) (181,7) (181,186) (184,68) (184,125) (185,67) (185,126) (187,75) (187,118) (189,21) (189,172) (190,60) (190,133) (191,76) (191,117) (192,42) (192,151) | 21 | y2 = x3 + 173x + 32 | 179 | (0,15) (0,178) (2,0) (3,81) (3,112) (4,4) (4,189) (6,30) (6,163) (7,87) (7,106) (8,34) (8,159) (9,52) (9,141) (12,13) (12,180) (17,72) (17,121) (18,10) (18,183) (24,32) (24,161) (28,1) (28,192) (30,50) (30,143) (34,40) (34,153) (37,94) (37,99) (39,51) (39,142) (40,11) (40,182) (41,2) (41,191) (43,30) (43,163) (45,60) (45,133) (47,25) (47,168) (49,69) (49,124) (50,60) (50,133) (54,47) (54,146) (56,40) (56,153) (60,71) (60,122) (63,87) (63,106) (65,29) (65,164) (67,43) (67,150) (76,27) (76,166) (77,33) (77,160) (82,17) (82,176) (86,39) (86,154) (87,4) (87,189) (88,34) (88,159) (90,89) (90,104) (91,56) (91,137) (92,21) (92,172) (94,90) (94,103) (95,18) (95,175) (97,34) (97,159) (98,60) (98,133) (101,3) (101,190) (102,4) (102,189) (103,40) (103,153) (106,56) (106,137) (108,31) (108,162) (110,42) (110,151) (111,57) (111,136) (112,31) (112,162) (114,12) (114,181) (115,58) (115,135) (117,53) (117,140) (122,28) (122,165) (123,87) (123,106) (125,44) (125,149) (126,96) (126,97) (127,70) (127,123) (132,9) (132,184) (134,42) (134,151) (136,78) (136,115) (137,89) (137,104) (141,14) (141,179) (142,42) (142,151) (143,18) (143,175) (144,30) (144,163) (145,88) (145,105) (146,37) (146,156) (148,18) (148,175) (149,29) (149,164) (150,69) (150,124) (151,33) (151,160) (154,92) (154,101) (158,33) (158,160) (159,89) (159,104) (162,2) (162,191) (165,16) (165,177) (166,31) (166,162) (170,22) (170,171) (172,29) (172,164) (175,93) (175,100) (180,5) (180,188) (183,2) (183,191) (184,86) (184,107) (187,69) (187,124) (188,59) (188,134) (189,56) (189,137) (190,79) (190,114) (191,8) (191,185) | 22 | y2 = x3 + 174x + 21 | 179 | (0,54) (0,139) (1,14) (1,179) (2,50) (2,143) (3,50) (3,143) (4,3) (4,190) (9,0) (10,32) (10,161) (12,39) (12,154) (15,71) (15,122) (17,65) (17,128) (18,53) (18,140) (19,27) (19,166) (24,74) (24,119) (27,85) (27,108) (28,37) (28,156) (32,23) (32,170) (33,28) (33,165) (35,93) (35,100) (36,32) (36,161) (37,62) (37,131) (38,18) (38,175) (40,27) (40,166) (44,75) (44,118) (50,92) (50,101) (54,69) (54,124) (55,23) (55,170) (56,78) (56,115) (57,3) (57,190) (59,49) (59,144) (60,74) (60,119) (67,19) (67,174) (69,85) (69,108) (70,9) (70,184) (71,43) (71,150) (73,53) (73,140) (74,58) (74,135) (77,24) (77,169) (78,56) (78,137) (79,48) (79,145) (80,4) (80,189) (81,36) (81,157) (83,63) (83,130) (87,51) (87,142) (88,70) (88,123) (89,59) (89,134) (91,30) (91,163) (96,94) (96,99) (97,85) (97,108) (100,73) (100,120) (102,53) (102,140) (106,23) (106,170) (108,38) (108,155) (109,74) (109,119) (110,60) (110,133) (112,26) (112,167) (114,61) (114,132) (115,90) (115,103) (118,73) (118,120) (120,30) (120,163) (124,94) (124,99) (126,35) (126,158) (127,34) (127,159) (128,43) (128,150) (132,3) (132,190) (134,27) (134,166) (135,13) (135,180) (137,83) (137,110) (138,51) (138,142) (147,32) (147,161) (148,70) (148,123) (149,20) (149,173) (150,70) (150,123) (152,89) (152,104) (153,49) (153,144) (161,51) (161,142) (163,15) (163,178) (165,88) (165,105) (166,94) (166,99) (168,73) (168,120) (170,8) (170,185) (173,11) (173,182) (174,49) (174,144) (175,30) (175,163) (176,16) (176,177) (180,1) (180,192) (181,79) (181,114) (184,87) (184,106) (186,2) (186,191) (187,43) (187,150) (188,50) (188,143) | 23 | y2 = x3 + 53x + 101 | 179 | (0,78) (0,115) (4,50) (4,143) (6,40) (6,153) (7,64) (7,129) (8,74) (8,119) (11,49) (11,144) (13,51) (13,142) (15,5) (15,188) (16,42) (16,151) (19,61) (19,132) (23,39) (23,154) (24,23) (24,170) (25,35) (25,158) (28,50) (28,143) (29,92) (29,101) (32,37) (32,156) (34,22) (34,171) (35,21) (35,172) (43,21) (43,172) (45,44) (45,149) (47,74) (47,119) (48,77) (48,116) (49,84) (49,109) (51,82) (51,111) (55,55) (55,138) (64,29) (64,164) (67,61) (67,132) (71,38) (71,155) (72,64) (72,129) (75,0) (76,39) (76,154) (77,88) (77,105) (78,95) (78,98) (81,35) (81,158) (82,19) (82,174) (85,72) (85,121) (87,35) (87,158) (89,60) (89,133) (90,49) (90,144) (92,49) (92,144) (93,36) (93,157) (94,39) (94,154) (95,90) (95,103) (96,52) (96,141) (97,59) (97,134) (99,15) (99,178) (100,8) (100,185) (102,2) (102,191) (107,61) (107,132) (108,6) (108,187) (114,64) (114,129) (115,21) (115,172) (117,15) (117,178) (118,3) (118,190) (122,63) (122,130) (125,69) (125,124) (127,94) (127,99) (128,12) (128,181) (130,33) (130,160) (133,13) (133,180) (135,60) (135,133) (136,86) (136,107) (137,87) (137,106) (138,74) (138,119) (143,88) (143,105) (145,16) (145,177) (146,55) (146,138) (147,84) (147,109) (148,14) (148,179) (149,20) (149,173) (150,95) (150,98) (152,80) (152,113) (155,27) (155,166) (158,95) (158,98) (160,67) (160,126) (161,50) (161,143) (162,60) (162,133) (163,70) (163,123) (165,37) (165,156) (166,88) (166,105) (169,32) (169,161) (170,15) (170,178) (173,43) (173,150) (177,91) (177,102) (178,62) (178,131) (180,66) (180,127) (185,55) (185,138) (188,26) (188,167) (189,37) (189,156) (190,84) (190,109) | 24 | y2 = x3 + 140x + 118 | 179 | (0,73) (0,120) (3,76) (3,117) (6,4) (6,189) (9,62) (9,131) (10,3) (10,190) (14,24) (14,169) (15,31) (15,162) (16,49) (16,144) (20,66) (20,127) (22,23) (22,170) (23,79) (23,114) (28,30) (28,163) (29,14) (29,179) (33,96) (33,97) (39,7) (39,186) (42,50) (42,143) (48,47) (48,146) (51,62) (51,131) (52,19) (52,174) (53,49) (53,144) (55,53) (55,140) (56,80) (56,113) (57,22) (57,171) (58,11) (58,182) (60,32) (60,161) (61,76) (61,117) (62,47) (62,146) (63,65) (63,128) (67,66) (67,127) (68,71) (68,122) (69,94) (69,99) (78,52) (78,141) (79,78) (79,115) (80,45) (80,148) (83,47) (83,146) (87,60) (87,133) (88,70) (88,123) (89,72) (89,121) (92,0) (95,39) (95,154) (96,74) (96,119) (99,39) (99,154) (100,17) (100,176) (101,64) (101,129) (103,88) (103,105) (105,57) (105,136) (106,66) (106,127) (108,68) (108,125) (109,55) (109,138) (110,27) (110,166) (117,81) (117,112) (118,16) (118,177) (119,16) (119,177) (124,49) (124,144) (126,60) (126,133) (127,71) (127,122) (129,76) (129,117) (130,8) (130,185) (131,27) (131,166) (133,62) (133,131) (134,55) (134,138) (136,36) (136,157) (137,28) (137,165) (138,69) (138,124) (139,63) (139,130) (140,94) (140,99) (142,32) (142,161) (143,55) (143,138) (145,27) (145,166) (149,16) (149,177) (153,34) (153,159) (154,90) (154,103) (156,86) (156,107) (158,20) (158,173) (163,50) (163,143) (165,84) (165,109) (166,89) (166,104) (168,10) (168,183) (171,38) (171,155) (173,60) (173,133) (174,40) (174,153) (175,79) (175,114) (177,94) (177,99) (179,25) (179,168) (181,50) (181,143) (184,32) (184,161) (187,42) (187,151) (188,79) (188,114) (191,71) (191,122) (192,39) (192,154) | 25 | y2 = x3 + 13x + 101 | 179 | (0,78) (0,115) (4,88) (4,105) (5,22) (5,171) (6,3) (6,190) (8,36) (8,157) (9,91) (9,102) (11,80) (11,113) (12,21) (12,172) (13,94) (13,99) (15,2) (15,191) (17,88) (17,105) (18,50) (18,143) (20,86) (20,107) (25,15) (25,178) (27,16) (27,177) (30,49) (30,144) (31,90) (31,103) (35,44) (35,149) (39,26) (39,167) (41,70) (41,123) (43,74) (43,119) (44,92) (44,101) (46,50) (46,143) (50,84) (50,109) (52,63) (52,130) (53,51) (53,142) (54,59) (54,134) (56,64) (56,129) (58,74) (58,119) (62,84) (62,109) (63,35) (63,158) (64,37) (64,156) (68,21) (68,172) (69,40) (69,153) (70,49) (70,144) (73,20) (73,173) (76,5) (76,188) (77,15) (77,178) (80,95) (80,98) (81,84) (81,109) (82,13) (82,180) (83,23) (83,170) (84,6) (84,187) (91,15) (91,178) (92,74) (92,119) (93,49) (93,144) (95,61) (95,132) (101,55) (101,138) (102,39) (102,154) (103,67) (103,126) (104,82) (104,111) (105,60) (105,133) (109,72) (109,121) (110,32) (110,161) (113,21) (113,172) (116,39) (116,154) (117,62) (117,131) (121,12) (121,181) (122,61) (122,132) (125,95) (125,98) (126,60) (126,133) (128,87) (128,106) (129,50) (129,143) (132,35) (132,158) (135,55) (135,138) (139,52) (139,141) (140,66) (140,127) (141,38) (141,155) (142,27) (142,166) (144,33) (144,160) (147,37) (147,156) (150,55) (150,138) (153,64) (153,129) (155,60) (155,133) (156,43) (156,150) (157,29) (157,164) (158,14) (158,179) (166,77) (166,116) (168,39) (168,154) (169,61) (169,132) (171,19) (171,174) (172,88) (172,105) (175,37) (175,156) (177,64) (177,129) (181,95) (181,98) (183,69) (183,124) (184,42) (184,151) (185,8) (185,185) (187,0) (191,35) (191,158) | 26 | y2 = x3 + 22x + 181 | 179 | (0,48) (0,145) (3,9) (3,184) (6,23) (6,170) (8,26) (8,167) (9,23) (9,170) (10,67) (10,126) (12,67) (12,126) (14,96) (14,97) (16,24) (16,169) (17,8) (17,185) (19,33) (19,160) (20,69) (20,124) (25,12) (25,181) (26,90) (26,103) (27,0) (28,19) (28,174) (29,73) (29,120) (30,7) (30,186) (36,94) (36,99) (38,43) (38,150) (41,36) (41,157) (44,86) (44,107) (45,87) (45,106) (47,25) (47,168) (50,32) (50,161) (51,28) (51,165) (54,90) (54,103) (55,7) (55,186) (56,56) (56,137) (57,24) (57,169) (58,45) (58,148) (61,68) (61,125) (64,45) (64,148) (68,19) (68,174) (70,71) (70,122) (71,45) (71,148) (72,20) (72,173) (73,65) (73,128) (74,31) (74,162) (80,91) (80,102) (81,96) (81,97) (84,10) (84,183) (95,88) (95,105) (96,1) (96,192) (97,19) (97,174) (98,96) (98,97) (99,18) (99,175) (103,51) (103,142) (105,46) (105,147) (107,22) (107,171) (108,7) (108,186) (109,29) (109,164) (111,95) (111,98) (112,88) (112,105) (113,90) (113,103) (114,16) (114,177) (118,22) (118,171) (120,24) (120,169) (124,50) (124,143) (125,1) (125,192) (131,52) (131,141) (132,62) (132,131) (133,76) (133,117) (134,20) (134,173) (136,65) (136,128) (137,11) (137,182) (139,91) (139,102) (142,93) (142,100) (143,66) (143,127) (149,53) (149,140) (150,4) (150,189) (152,80) (152,113) (154,42) (154,151) (157,37) (157,156) (161,22) (161,171) (162,3) (162,190) (165,1) (165,192) (166,13) (166,180) (167,91) (167,102) (168,5) (168,188) (171,67) (171,126) (172,84) (172,109) (175,69) (175,124) (177,65) (177,128) (178,23) (178,170) (179,88) (179,105) (180,20) (180,173) (185,74) (185,119) (188,77) (188,116) (191,69) (191,124) | 27 | y2 = x3 + 156x + 32 | 179 | (0,15) (0,178) (1,31) (1,162) (5,92) (5,101) (8,21) (8,172) (9,87) (9,106) (10,58) (10,135) (11,50) (11,143) (15,27) (15,166) (16,86) (16,107) (19,28) (19,165) (20,94) (20,99) (21,88) (21,105) (22,71) (22,122) (25,8) (25,185) (26,56) (26,137) (31,43) (31,150) (32,93) (32,100) (33,89) (33,104) (36,1) (36,192) (37,78) (37,115) (39,89) (39,104) (42,34) (42,159) (43,13) (43,180) (46,18) (46,175) (48,31) (48,162) (50,56) (50,137) (53,70) (53,123) (55,69) (55,124) (56,29) (56,164) (58,34) (58,159) (59,81) (59,112) (60,57) (60,136) (62,42) (62,151) (63,69) (63,124) (66,5) (66,188) (67,18) (67,175) (71,14) (71,179) (72,40) (72,153) (75,69) (75,124) (76,4) (76,189) (77,72) (77,121) (78,44) (78,149) (79,11) (79,182) (80,18) (80,175) (81,87) (81,106) (83,39) (83,154) (86,32) (86,161) (87,9) (87,184) (88,25) (88,168) (93,34) (93,159) (97,47) (97,146) (98,2) (98,191) (99,33) (99,160) (103,87) (103,106) (105,37) (105,156) (113,60) (113,133) (117,56) (117,137) (118,30) (118,163) (119,12) (119,181) (121,89) (121,104) (125,2) (125,191) (126,60) (126,133) (130,30) (130,163) (133,17) (133,176) (134,79) (134,114) (138,30) (138,163) (139,33) (139,160) (143,4) (143,189) (144,31) (144,162) (147,60) (147,133) (148,33) (148,160) (154,40) (154,153) (155,42) (155,151) (157,16) (157,177) (159,59) (159,134) (160,40) (160,153) (161,10) (161,183) (162,96) (162,97) (163,2) (163,191) (164,29) (164,164) (166,29) (166,164) (167,4) (167,189) (168,0) (169,42) (169,151) (176,90) (176,103) (177,52) (177,141) (178,53) (178,140) (185,3) (185,190) (188,51) (188,142) (191,22) (191,171) | 28 | y2 = x3 + 57x + 161 | 179 | (0,57) (0,136) (3,72) (3,121) (4,35) (4,158) (5,68) (5,125) (7,18) (7,175) (10,90) (10,103) (11,31) (11,162) (12,8) (12,185) (14,6) (14,187) (15,96) (15,97) (16,94) (16,99) (19,24) (19,169) (21,2) (21,191) (22,26) (22,167) (23,69) (23,124) (26,43) (26,150) (31,35) (31,158) (33,94) (33,99) (34,78) (34,115) (35,86) (35,107) (40,7) (40,186) (41,3) (41,190) (46,96) (46,97) (53,19) (53,174) (55,88) (55,105) (57,87) (57,106) (58,91) (58,102) (61,62) (61,131) (62,1) (62,192) (63,2) (63,191) (64,81) (64,112) (65,68) (65,125) (67,31) (67,162) (69,8) (69,185) (70,41) (70,152) (77,44) (77,149) (81,79) (81,114) (82,39) (82,154) (86,72) (86,121) (91,64) (91,129) (93,50) (93,143) (94,42) (94,151) (95,56) (95,137) (97,29) (97,164) (98,9) (98,184) (100,36) (100,157) (101,52) (101,141) (102,47) (102,146) (104,72) (104,121) (109,2) (109,191) (110,83) (110,110) (112,8) (112,185) (113,29) (113,164) (115,31) (115,162) (119,74) (119,119) (120,33) (120,160) (121,33) (121,160) (123,68) (123,125) (124,79) (124,114) (125,66) (125,127) (128,41) (128,152) (129,55) (129,138) (131,30) (131,163) (132,96) (132,97) (135,95) (135,98) (139,52) (139,141) (141,48) (141,145) (144,94) (144,99) (145,33) (145,160) (146,52) (146,141) (147,62) (147,131) (151,53) (151,140) (154,46) (154,147) (158,35) (158,158) (159,75) (159,118) (162,86) (162,107) (166,13) (166,180) (168,45) (168,148) (169,71) (169,122) (170,0) (171,15) (171,178) (173,51) (173,142) (176,29) (176,164) (178,62) (178,131) (179,38) (179,155) (180,73) (180,120) (181,79) (181,114) (186,34) (186,159) (188,41) (188,152) (189,86) (189,107) | 29 | y2 = x3 + 113x + 130 | 179 | (0,55) (0,138) (3,66) (3,127) (4,35) (4,158) (5,56) (5,137) (6,32) (6,161) (8,52) (8,141) (9,77) (9,116) (10,41) (10,152) (11,52) (11,141) (12,60) (12,133) (13,69) (13,124) (17,4) (17,189) (18,58) (18,135) (19,79) (19,114) (20,57) (20,136) (21,50) (21,143) (26,46) (26,147) (29,2) (29,191) (36,45) (36,148) (39,72) (39,121) (41,94) (41,99) (42,42) (42,151) (46,48) (46,145) (54,15) (54,178) (56,70) (56,123) (59,29) (59,164) (62,57) (62,136) (63,42) (63,151) (67,67) (67,126) (68,69) (68,124) (70,72) (70,121) (73,3) (73,190) (78,80) (78,113) (81,18) (81,175) (84,72) (84,121) (85,85) (85,108) (86,60) (86,133) (88,42) (88,151) (90,66) (90,127) (93,27) (93,166) (94,7) (94,186) (95,60) (95,133) (96,1) (96,192) (98,83) (98,110) (99,37) (99,156) (100,66) (100,127) (102,39) (102,154) (103,27) (103,166) (104,13) (104,180) (107,83) (107,110) (111,57) (111,136) (112,69) (112,124) (113,24) (113,169) (114,93) (114,100) (115,6) (115,187) (118,39) (118,154) (119,23) (119,170) (122,33) (122,160) (125,18) (125,175) (132,65) (132,128) (133,74) (133,119) (134,34) (134,159) (136,96) (136,97) (137,68) (137,125) (140,67) (140,126) (142,26) (142,167) (145,53) (145,140) (152,63) (152,130) (156,84) (156,109) (157,92) (157,101) (158,44) (158,149) (159,71) (159,122) (162,15) (162,178) (164,16) (164,177) (166,39) (166,154) (169,81) (169,112) (170,15) (170,178) (174,52) (174,141) (175,62) (175,131) (177,4) (177,189) (179,67) (179,126) (180,18) (180,175) (181,83) (181,110) (182,79) (182,114) (184,11) (184,182) (185,79) (185,114) (187,89) (187,104) (189,0) (190,27) (190,166) (192,4) (192,189) | 30 | y2 = x3 + 133x + 186 | 179 | (0,46) (0,147) (6,87) (6,106) (7,63) (7,130) (8,5) (8,188) (10,59) (10,134) (11,49) (11,144) (12,6) (12,187) (13,32) (13,161) (21,9) (21,184) (23,92) (23,101) (24,5) (24,188) (27,53) (27,140) (28,0) (33,91) (33,102) (34,89) (34,104) (41,86) (41,107) (42,94) (42,99) (44,60) (44,133) (45,88) (45,105) (46,81) (46,112) (51,9) (51,184) (52,79) (52,114) (53,19) (53,174) (56,38) (56,155) (58,13) (58,180) (59,95) (59,98) (60,38) (60,155) (63,68) (63,125) (64,16) (64,177) (66,28) (66,165) (67,45) (67,148) (68,1) (68,192) (72,22) (72,171) (74,63) (74,130) (77,38) (77,155) (79,52) (79,141) (84,92) (84,101) (86,92) (86,101) (89,24) (89,169) (90,6) (90,187) (91,6) (91,187) (92,14) (92,179) (94,21) (94,172) (98,42) (98,151) (99,33) (99,160) (100,64) (100,129) (102,23) (102,170) (103,23) (103,170) (107,20) (107,173) (109,20) (109,173) (110,42) (110,151) (111,11) (111,182) (112,63) (112,130) (113,24) (113,169) (114,62) (114,131) (116,47) (116,146) (121,9) (121,184) (123,78) (123,115) (126,85) (126,108) (130,90) (130,103) (132,72) (132,121) (133,47) (133,146) (134,15) (134,178) (137,47) (137,146) (138,14) (138,179) (139,13) (139,180) (142,22) (142,171) (143,82) (143,111) (145,19) (145,174) (151,75) (151,118) (156,14) (156,179) (158,83) (158,110) (160,2) (160,191) (161,5) (161,188) (164,73) (164,120) (165,76) (165,117) (166,74) (166,119) (167,31) (167,162) (168,27) (168,166) (170,20) (170,173) (172,22) (172,171) (174,8) (174,185) (177,36) (177,157) (178,42) (178,151) (181,23) (181,170) (183,65) (183,128) (184,24) (184,169) (187,41) (187,152) (188,19) (188,174) (189,13) (189,180) | 31 | y2 = x3 + 127x + 92 | 179 | (0,51) (0,142) (1,42) (1,151) (2,57) (2,136) (4,49) (4,144) (7,72) (7,121) (10,25) (10,168) (11,73) (11,120) (12,16) (12,177) (14,91) (14,102) (15,57) (15,136) (17,71) (17,122) (19,10) (19,183) (21,61) (21,132) (22,88) (22,105) (23,60) (23,133) (26,60) (26,133) (28,33) (28,160) (29,76) (29,117) (34,17) (34,176) (36,91) (36,102) (39,45) (39,148) (41,84) (41,109) (42,34) (42,159) (45,25) (45,168) (47,35) (47,158) (50,3) (50,190) (51,35) (51,158) (55,36) (55,157) (56,7) (56,186) (59,49) (59,144) (60,5) (60,188) (66,78) (66,115) (69,0) (70,23) (70,170) (72,94) (72,99) (73,75) (73,118) (74,27) (74,166) (75,41) (75,152) (80,90) (80,103) (81,29) (81,164) (83,77) (83,116) (86,83) (86,110) (88,16) (88,177) (91,19) (91,174) (92,69) (92,124) (93,16) (93,177) (94,13) (94,180) (95,35) (95,158) (100,11) (100,182) (101,21) (101,172) (102,4) (102,189) (104,64) (104,129) (105,11) (105,182) (107,67) (107,126) (113,24) (113,169) (115,8) (115,185) (117,31) (117,162) (124,50) (124,143) (126,44) (126,149) (127,58) (127,135) (128,27) (128,166) (130,49) (130,144) (136,9) (136,184) (138,25) (138,168) (140,87) (140,106) (141,77) (141,116) (143,91) (143,102) (144,60) (144,133) (145,13) (145,180) (147,13) (147,180) (148,36) (148,157) (151,46) (151,147) (155,80) (155,113) (156,18) (156,175) (157,3) (157,190) (160,84) (160,109) (162,77) (162,116) (163,82) (163,111) (172,55) (172,138) (174,85) (174,108) (176,57) (176,136) (178,71) (178,122) (179,3) (179,190) (181,11) (181,182) (183,36) (183,157) (184,27) (184,166) (185,84) (185,109) (186,37) (186,156) (191,71) (191,122) (192,93) (192,100) | 32 | y2 = x3 + 180x + 75 | 179 | (0,70) (0,123) (1,16) (1,177) (3,16) (3,177) (7,83) (7,110) (8,26) (8,167) (9,84) (9,109) (14,30) (14,163) (20,45) (20,148) (21,68) (21,125) (23,39) (23,154) (25,30) (25,163) (27,53) (27,140) (32,14) (32,179) (34,12) (34,181) (37,35) (37,158) (38,42) (38,151) (42,85) (42,108) (43,47) (43,146) (45,22) (45,171) (47,15) (47,178) (49,69) (49,124) (54,11) (54,182) (59,53) (59,140) (60,10) (60,183) (61,35) (61,158) (62,20) (62,173) (64,79) (64,114) (65,48) (65,145) (66,84) (66,109) (68,34) (68,159) (69,72) (69,121) (70,13) (70,180) (74,52) (74,141) (75,87) (75,106) (78,50) (78,143) (79,55) (79,138) (82,83) (82,110) (86,64) (86,129) (89,4) (89,189) (93,27) (93,166) (95,35) (95,158) (96,3) (96,190) (98,58) (98,135) (100,0) (102,1) (102,192) (103,56) (103,137) (104,83) (104,110) (105,74) (105,119) (107,53) (107,140) (108,71) (108,122) (109,89) (109,104) (111,4) (111,189) (113,76) (113,117) (116,71) (116,122) (117,2) (117,191) (118,84) (118,109) (120,55) (120,138) (122,41) (122,152) (124,62) (124,131) (127,87) (127,106) (128,82) (128,111) (129,49) (129,144) (132,58) (132,135) (133,67) (133,126) (134,64) (134,129) (136,18) (136,175) (138,3) (138,190) (144,54) (144,139) (146,73) (146,120) (149,24) (149,169) (150,8) (150,185) (152,3) (152,190) (153,51) (153,142) (154,30) (154,163) (156,58) (156,135) (157,20) (157,173) (159,44) (159,149) (161,95) (161,98) (162,71) (162,122) (166,64) (166,129) (167,20) (167,173) (173,21) (173,172) (174,5) (174,188) (180,39) (180,154) (183,39) (183,154) (184,87) (184,106) (186,4) (186,189) (187,55) (187,138) (189,16) (189,177) (191,38) (191,155) | 33 | y2 = x3 + 113x + 63 | 179 | (0,16) (0,177) (1,62) (1,131) (3,64) (3,129) (4,0) (6,68) (6,125) (8,30) (8,163) (9,74) (9,119) (11,30) (11,163) (12,32) (12,161) (13,86) (13,107) (14,23) (14,170) (16,62) (16,131) (18,4) (18,189) (19,34) (19,159) (23,57) (23,136) (24,1) (24,192) (27,71) (27,122) (29,55) (29,138) (31,57) (31,136) (34,39) (34,154) (35,90) (35,103) (36,75) (36,118) (37,49) (37,144) (41,85) (41,108) (48,47) (48,146) (51,17) (51,176) (53,23) (53,170) (56,89) (56,104) (57,56) (57,137) (59,52) (59,141) (60,11) (60,182) (61,54) (61,139) (68,86) (68,107) (71,29) (71,164) (74,67) (74,126) (75,71) (75,122) (78,93) (78,100) (79,6) (79,187) (80,14) (80,179) (81,8) (81,185) (82,15) (82,178) (86,32) (86,161) (89,88) (89,105) (90,64) (90,129) (91,71) (91,122) (93,58) (93,135) (94,91) (94,102) (95,32) (95,161) (97,81) (97,112) (98,35) (98,158) (99,12) (99,181) (100,64) (100,129) (103,58) (103,135) (105,72) (105,121) (107,35) (107,158) (108,63) (108,130) (109,42) (109,151) (112,86) (112,107) (115,82) (115,111) (120,50) (120,143) (123,42) (123,151) (125,8) (125,185) (126,23) (126,170) (130,72) (130,121) (131,15) (131,178) (134,33) (134,160) (137,73) (137,120) (139,57) (139,136) (147,28) (147,165) (151,72) (151,121) (152,87) (152,106) (154,42) (154,151) (157,22) (157,171) (164,31) (164,162) (167,59) (167,134) (172,3) (172,190) (173,15) (173,178) (174,30) (174,163) (175,66) (175,127) (176,62) (176,131) (180,8) (180,185) (181,35) (181,158) (182,34) (182,159) (183,40) (183,153) (184,61) (184,132) (185,34) (185,159) (187,83) (187,110) (188,96) (188,97) (189,60) (189,133) (190,58) (190,135) | 34 | y2 = x3 + 122x + 157 | 179 | (0,93) (0,100) (2,71) (2,122) (4,55) (4,138) (7,14) (7,179) (8,78) (8,115) (9,61) (9,132) (11,30) (11,163) (14,39) (14,154) (15,94) (15,99) (17,14) (17,179) (20,91) (20,102) (21,20) (21,173) (22,65) (22,128) (24,73) (24,120) (28,7) (28,186) (30,55) (30,138) (33,13) (33,180) (34,50) (34,143) (37,60) (37,133) (38,75) (38,118) (41,57) (41,136) (42,25) (42,168) (44,81) (44,112) (46,64) (46,129) (52,64) (52,129) (55,11) (55,182) (56,42) (56,151) (58,9) (58,184) (59,56) (59,137) (61,49) (61,144) (63,87) (63,106) (67,78) (67,115) (68,31) (68,162) (72,7) (72,186) (78,48) (78,145) (79,29) (79,164) (82,51) (82,142) (83,91) (83,102) (84,62) (84,131) (87,23) (87,170) (89,95) (89,98) (90,91) (90,102) (93,7) (93,186) (94,27) (94,166) (95,64) (95,129) (97,1) (97,192) (100,74) (100,119) (101,1) (101,192) (102,27) (102,166) (103,77) (103,116) (109,41) (109,152) (110,77) (110,116) (112,44) (112,149) (117,21) (117,172) (118,78) (118,115) (119,58) (119,135) (120,59) (120,134) (121,74) (121,119) (127,51) (127,142) (131,95) (131,98) (132,6) (132,187) (133,36) (133,157) (138,0) (140,76) (140,117) (144,67) (144,126) (146,80) (146,113) (148,87) (148,106) (150,18) (150,175) (151,70) (151,123) (155,38) (155,155) (159,55) (159,138) (160,96) (160,97) (162,72) (162,121) (163,50) (163,143) (165,74) (165,119) (166,95) (166,98) (169,14) (169,179) (172,53) (172,140) (173,77) (173,116) (175,87) (175,106) (176,73) (176,120) (177,51) (177,142) (179,12) (179,181) (182,46) (182,147) (184,35) (184,158) (186,73) (186,120) (188,1) (188,192) (189,50) (189,143) (190,27) (190,166) (191,22) (191,171) | 35 | y2 = x3 + 141x + 172 | 179 | (0,65) (0,128) (1,11) (1,182) (3,64) (3,129) (4,75) (4,118) (7,94) (7,99) (8,70) (8,123) (12,73) (12,120) (14,79) (14,114) (15,79) (15,114) (18,67) (18,126) (20,50) (20,143) (21,87) (21,106) (26,50) (26,143) (29,47) (29,146) (35,73) (35,120) (37,74) (37,119) (38,46) (38,147) (40,77) (40,116) (43,67) (43,126) (45,62) (45,131) (52,9) (52,184) (53,81) (53,112) (54,87) (54,106) (55,71) (55,122) (57,4) (57,189) (61,78) (61,115) (62,3) (62,190) (63,17) (63,176) (64,91) (64,102) (65,32) (65,161) (68,96) (68,97) (69,9) (69,184) (71,64) (71,129) (72,9) (72,184) (73,92) (73,101) (74,84) (74,109) (75,63) (75,130) (78,83) (78,110) (80,6) (80,187) (82,11) (82,182) (85,24) (85,169) (86,35) (86,158) (88,88) (88,105) (94,54) (94,139) (95,60) (95,133) (98,5) (98,188) (99,55) (99,138) (103,48) (103,145) (107,85) (107,108) (109,10) (109,183) (110,11) (110,182) (114,66) (114,127) (117,39) (117,154) (118,87) (118,106) (119,64) (119,129) (120,76) (120,117) (122,84) (122,109) (125,44) (125,149) (128,51) (128,142) (129,13) (129,180) (130,21) (130,172) (132,67) (132,126) (138,30) (138,163) (139,63) (139,130) (142,86) (142,107) (143,83) (143,110) (146,73) (146,120) (147,50) (147,143) (150,78) (150,115) (151,8) (151,185) (152,57) (152,136) (153,28) (153,165) (154,3) (154,190) (160,43) (160,150) (164,79) (164,114) (165,83) (165,110) (168,69) (168,124) (170,3) (170,190) (172,63) (172,130) (175,78) (175,115) (176,14) (176,179) (177,31) (177,162) (178,47) (178,146) (179,47) (179,146) (180,52) (180,141) (182,68) (182,125) (186,0) (187,70) (187,123) (190,84) (190,109) (191,70) (191,123) | 36 | y2 = x3 + 173x + 161 | 179 | (0,57) (0,136) (2,69) (2,124) (3,30) (3,163) (4,96) (4,97) (5,46) (5,147) (6,8) (6,185) (9,18) (9,175) (10,31) (10,162) (13,19) (13,174) (18,6) (18,187) (21,33) (21,160) (23,45) (23,148) (27,2) (27,191) (28,55) (28,138) (31,31) (31,162) (34,68) (34,125) (35,29) (35,164) (39,75) (39,118) (42,29) (42,164) (43,8) (43,185) (44,33) (44,160) (45,86) (45,107) (47,91) (47,102) (48,13) (48,180) (49,79) (49,114) (50,86) (50,107) (51,72) (51,121) (52,24) (52,169) (56,68) (56,125) (57,51) (57,142) (59,72) (59,121) (61,43) (61,150) (66,73) (66,120) (67,56) (67,137) (68,90) (68,103) (70,94) (70,99) (71,48) (71,145) (76,47) (76,146) (78,66) (78,127) (79,7) (79,186) (81,2) (81,191) (82,15) (82,178) (83,72) (83,121) (85,2) (85,191) (87,96) (87,97) (90,41) (90,152) (91,62) (91,131) (92,50) (92,143) (95,35) (95,158) (96,52) (96,141) (98,86) (98,107) (99,44) (99,149) (101,36) (101,157) (102,96) (102,97) (103,68) (103,125) (105,52) (105,141) (106,62) (106,131) (107,71) (107,122) (111,26) (111,167) (116,29) (116,164) (117,64) (117,129) (126,9) (126,184) (128,33) (128,160) (130,94) (130,99) (133,39) (133,154) (137,41) (137,152) (139,53) (139,140) (143,35) (143,158) (144,8) (144,185) (146,95) (146,98) (148,35) (148,158) (150,79) (150,114) (152,31) (152,162) (153,74) (153,119) (154,78) (154,115) (156,87) (156,106) (159,41) (159,152) (163,3) (163,190) (165,81) (165,112) (169,83) (169,110) (175,38) (175,155) (176,42) (176,151) (181,88) (181,105) (184,34) (184,159) (185,52) (185,141) (186,94) (186,99) (187,79) (187,114) (189,62) (189,131) (190,1) (190,192) (191,0) | 37 | y2 = x3 + 154x + 62 | 179 | (0,86) (0,107) (1,88) (1,105) (2,68) (2,125) (3,92) (3,101) (5,68) (5,125) (8,29) (8,164) (9,61) (9,132) (10,38) (10,155) (11,81) (11,112) (14,41) (14,152) (15,27) (15,166) (19,2) (19,191) (21,28) (21,165) (22,3) (22,190) (23,36) (23,157) (33,92) (33,101) (38,50) (38,143) (41,42) (41,151) (42,41) (42,152) (46,29) (46,164) (49,0) (51,16) (51,177) (53,81) (53,112) (54,21) (54,172) (55,7) (55,186) (61,28) (61,165) (62,60) (62,133) (67,42) (67,151) (68,95) (68,98) (69,17) (69,176) (71,85) (71,108) (75,3) (75,190) (77,87) (77,106) (79,46) (79,147) (80,1) (80,192) (82,43) (82,150) (85,42) (85,151) (86,66) (86,127) (87,55) (87,138) (88,38) (88,155) (90,79) (90,114) (91,47) (91,146) (94,19) (94,174) (95,38) (95,155) (96,3) (96,190) (98,80) (98,113) (101,67) (101,126) (103,32) (103,161) (105,80) (105,113) (106,90) (106,103) (107,20) (107,173) (108,26) (108,167) (109,40) (109,153) (111,28) (111,165) (112,54) (112,139) (114,18) (114,175) (119,69) (119,124) (120,49) (120,144) (124,75) (124,118) (125,39) (125,154) (126,26) (126,167) (127,89) (127,104) (129,81) (129,112) (131,34) (131,159) (132,43) (132,150) (136,40) (136,153) (137,41) (137,152) (138,70) (138,123) (139,29) (139,164) (141,40) (141,153) (144,33) (144,160) (145,1) (145,192) (146,13) (146,180) (147,21) (147,172) (152,26) (152,167) (156,35) (156,158) (157,92) (157,101) (161,1) (161,192) (164,93) (164,100) (165,25) (165,168) (167,22) (167,171) (170,76) (170,117) (172,43) (172,150) (175,23) (175,170) (177,8) (177,185) (180,63) (180,130) (183,80) (183,113) (185,21) (185,172) (186,68) (186,125) (192,10) (192,183) | 38 | y2 = x3 + 158x + 85 | 179 | (0,49) (0,144) (2,71) (2,122) (3,59) (3,134) (4,3) (4,190) (8,33) (8,160) (12,87) (12,106) (14,71) (14,122) (16,95) (16,98) (17,93) (17,100) (24,36) (24,157) (32,9) (32,184) (36,60) (36,133) (38,72) (38,121) (39,77) (39,116) (41,54) (41,139) (45,58) (45,135) (46,58) (46,135) (47,72) (47,121) (48,96) (48,97) (50,89) (50,104) (51,26) (51,167) (54,78) (54,115) (57,60) (57,133) (59,39) (59,154) (61,47) (61,146) (64,37) (64,156) (65,43) (65,150) (68,40) (68,153) (69,3) (69,190) (73,57) (73,136) (74,11) (74,182) (75,77) (75,116) (76,75) (76,118) (79,77) (79,116) (80,94) (80,99) (81,8) (81,185) (83,14) (83,179) (85,2) (85,191) (89,34) (89,159) (90,86) (90,107) (94,48) (94,145) (95,66) (95,127) (100,60) (100,133) (102,58) (102,135) (103,84) (103,109) (104,65) (104,128) (106,21) (106,172) (108,72) (108,121) (109,69) (109,124) (111,38) (111,155) (114,80) (114,113) (118,80) (118,113) (119,7) (119,186) (120,3) (120,190) (121,66) (121,127) (122,92) (122,101) (124,57) (124,136) (130,21) (130,172) (132,85) (132,108) (134,0) (135,14) (135,179) (137,69) (137,124) (139,29) (139,164) (140,69) (140,124) (141,8) (141,185) (143,82) (143,111) (144,12) (144,181) (145,5) (145,188) (146,2) (146,191) (150,21) (150,172) (154,80) (154,113) (155,2) (155,191) (159,68) (159,125) (160,64) (160,129) (163,24) (163,169) (164,8) (164,185) (165,27) (165,166) (168,14) (168,179) (169,15) (169,178) (170,66) (170,127) (171,67) (171,126) (174,35) (174,158) (177,71) (177,122) (178,55) (178,138) (179,95) (179,98) (181,30) (181,163) (183,20) (183,173) (185,25) (185,168) (189,57) (189,136) (191,95) (191,98) | 39 | y2 = x3 + 52x + 157 | 179 | (0,93) (0,100) (3,95) (3,98) (4,64) (4,129) (7,51) (7,142) (9,14) (9,179) (11,55) (11,138) (12,0) (16,35) (16,158) (18,39) (18,154) (20,60) (20,133) (24,91) (24,102) (25,22) (25,171) (27,20) (27,173) (29,81) (29,112) (31,78) (31,115) (32,87) (32,106) (33,91) (33,102) (36,7) (36,186) (39,55) (39,138) (41,46) (41,147) (42,1) (42,192) (44,59) (44,134) (47,9) (47,184) (48,95) (48,98) (50,50) (50,143) (53,51) (53,142) (54,25) (54,168) (55,18) (55,175) (57,77) (57,116) (65,7) (65,186) (67,64) (67,129) (69,78) (69,115) (70,13) (70,180) (72,42) (72,151) (74,29) (74,164) (76,27) (76,166) (77,14) (77,179) (80,87) (80,106) (81,87) (81,106) (85,41) (85,152) (86,73) (86,120) (87,6) (87,187) (89,38) (89,155) (92,7) (92,186) (93,78) (93,115) (98,72) (98,121) (101,74) (101,119) (102,94) (102,99) (104,75) (104,118) (105,80) (105,113) (106,49) (106,144) (107,14) (107,179) (108,62) (108,131) (111,65) (111,128) (115,31) (115,162) (116,73) (116,120) (122,64) (122,129) (123,96) (123,97) (128,74) (128,119) (130,67) (130,126) (131,56) (131,137) (133,51) (133,142) (134,27) (134,166) (136,91) (136,102) (139,70) (139,123) (142,95) (142,98) (143,55) (143,138) (144,44) (144,149) (152,30) (152,163) (153,58) (153,135) (154,50) (154,143) (157,74) (157,119) (159,1) (159,192) (160,77) (160,116) (163,57) (163,136) (166,53) (166,140) (167,23) (167,170) (168,71) (168,122) (169,77) (169,116) (171,36) (171,157) (175,12) (175,181) (176,27) (176,166) (177,61) (177,132) (178,21) (178,172) (180,76) (180,117) (181,11) (181,182) (182,50) (182,143) (183,48) (183,145) (184,73) (184,120) (185,1) (185,192) | 40 | y2 = x3 + 171x + 7 | 179 | (0,59) (0,134) (1,76) (1,117) (3,57) (3,136) (7,14) (7,179) (8,27) (8,166) (11,18) (11,175) (13,48) (13,145) (15,93) (15,100) (16,85) (16,108) (17,53) (17,140) (21,11) (21,182) (24,76) (24,117) (25,75) (25,118) (26,42) (26,151) (31,72) (31,121) (33,51) (33,142) (36,55) (36,138) (38,14) (38,179) (40,4) (40,189) (42,88) (42,105) (44,70) (44,123) (46,88) (46,105) (48,43) (48,150) (49,44) (49,149) (50,1) (50,192) (55,93) (55,100) (56,43) (56,150) (63,85) (63,108) (64,0) (65,53) (65,140) (66,5) (66,188) (69,40) (69,153) (70,67) (70,126) (73,35) (73,158) (76,72) (76,121) (77,36) (77,157) (78,46) (78,147) (82,10) (82,183) (86,72) (86,121) (89,43) (89,150) (90,31) (90,162) (95,63) (95,130) (96,87) (96,106) (97,92) (97,101) (98,22) (98,171) (100,24) (100,169) (101,19) (101,174) (103,37) (103,156) (104,45) (104,148) (105,88) (105,105) (106,2) (106,191) (110,19) (110,174) (111,53) (111,140) (113,32) (113,161) (114,85) (114,108) (115,54) (115,139) (116,29) (116,164) (122,69) (122,124) (123,93) (123,100) (124,94) (124,99) (128,10) (128,183) (129,20) (129,173) (136,24) (136,169) (137,45) (137,148) (138,67) (138,126) (140,83) (140,110) (144,89) (144,104) (145,45) (145,148) (148,14) (148,179) (150,24) (150,169) (153,34) (153,159) (154,5) (154,188) (158,13) (158,180) (163,84) (163,109) (166,5) (166,188) (168,76) (168,117) (169,75) (169,118) (171,74) (171,119) (172,47) (172,146) (174,30) (174,163) (175,19) (175,174) (176,10) (176,183) (178,67) (178,126) (183,81) (183,112) (184,21) (184,172) (188,68) (188,125) (189,80) (189,113) (190,25) (190,168) (191,64) (191,129) (192,75) (192,118) | 41 | y2 = x3 + 171x + 186 | 179 | (0,46) (0,147) (1,92) (1,101) (2,27) (2,166) (3,95) (3,98) (4,82) (4,111) (5,89) (5,104) (9,36) (9,157) (10,1) (10,192) (15,23) (15,170) (17,38) (17,155) (18,5) (18,188) (19,79) (19,114) (21,53) (21,140) (22,11) (22,182) (24,92) (24,101) (25,20) (25,173) (27,19) (27,174) (30,49) (30,144) (35,88) (35,105) (39,19) (39,174) (40,52) (40,141) (43,14) (43,179) (45,24) (45,169) (48,22) (48,171) (49,68) (49,125) (53,32) (53,161) (55,23) (55,170) (56,22) (56,171) (57,14) (57,179) (64,76) (64,117) (65,38) (65,155) (69,87) (69,106) (70,6) (70,187) (71,8) (71,185) (77,33) (77,160) (78,65) (78,128) (79,63) (79,130) (80,83) (80,110) (82,47) (82,146) (83,5) (83,188) (87,31) (87,162) (88,13) (88,180) (89,22) (89,171) (90,91) (90,102) (92,5) (92,188) (93,14) (93,179) (95,45) (95,148) (96,75) (96,118) (97,94) (97,99) (98,85) (98,108) (103,2) (103,191) (104,9) (104,184) (107,42) (107,151) (111,38) (111,155) (115,59) (115,134) (116,21) (116,172) (117,42) (117,151) (120,60) (120,133) (123,23) (123,170) (124,41) (124,152) (127,19) (127,174) (128,47) (128,146) (129,0) (130,63) (130,130) (137,9) (137,184) (138,6) (138,187) (143,81) (143,112) (144,90) (144,103) (145,9) (145,184) (147,13) (147,180) (149,73) (149,120) (151,13) (151,180) (153,62) (153,131) (155,24) (155,169) (157,16) (157,177) (160,78) (160,115) (162,42) (162,151) (167,72) (167,121) (168,92) (168,101) (169,20) (169,173) (172,74) (172,119) (176,47) (176,146) (177,63) (177,130) (178,6) (178,187) (180,28) (180,165) (182,86) (182,107) (185,64) (185,129) (186,24) (186,169) (190,15) (190,178) (192,20) (192,173) | 42 | y2 = x3 + 47x + 97 | 179 | (0,26) (0,167) (1,96) (1,97) (2,44) (2,149) (3,74) (3,119) (6,4) (6,189) (7,24) (7,169) (10,71) (10,122) (14,5) (14,188) (15,33) (15,160) (19,69) (19,124) (22,44) (22,149) (23,75) (23,118) (27,28) (27,165) (28,28) (28,165) (33,23) (33,170) (34,58) (34,135) (36,52) (36,141) (37,46) (37,147) (43,76) (43,117) (45,73) (45,120) (46,59) (46,134) (47,65) (47,128) (49,14) (49,179) (50,35) (50,158) (58,66) (58,127) (59,52) (59,141) (60,21) (60,172) (64,35) (64,158) (65,67) (65,126) (70,96) (70,97) (71,7) (71,186) (72,46) (72,147) (74,5) (74,188) (76,17) (76,176) (77,41) (77,152) (79,35) (79,158) (80,57) (80,136) (84,46) (84,147) (86,20) (86,173) (88,13) (88,180) (92,84) (92,109) (94,48) (94,145) (95,81) (95,112) (96,1) (96,192) (97,0) (98,52) (98,141) (101,47) (101,146) (104,42) (104,151) (105,5) (105,188) (109,89) (109,104) (110,30) (110,163) (117,22) (117,171) (118,29) (118,164) (119,13) (119,180) (120,37) (120,156) (121,89) (121,104) (122,96) (122,97) (123,7) (123,186) (124,43) (124,150) (125,95) (125,98) (127,93) (127,100) (128,12) (128,181) (130,43) (130,150) (132,43) (132,150) (133,77) (133,116) (134,81) (134,112) (135,85) (135,108) (136,20) (136,173) (137,48) (137,145) (138,28) (138,165) (139,51) (139,142) (144,34) (144,159) (147,90) (147,103) (149,9) (149,184) (154,60) (154,133) (155,48) (155,145) (156,89) (156,104) (157,81) (157,112) (161,76) (161,117) (164,20) (164,173) (169,44) (169,149) (170,72) (170,121) (174,79) (174,114) (176,91) (176,102) (179,13) (179,180) (180,50) (180,143) (181,11) (181,182) (182,76) (182,117) (186,2) (186,191) (192,7) (192,186) | 43 | y2 = x3 + 91x + 25 | 179 | (0,5) (0,188) (4,35) (4,158) (8,53) (8,140) (12,23) (12,170) (13,33) (13,160) (18,57) (18,136) (19,11) (19,182) (20,52) (20,141) (21,14) (21,179) (22,55) (22,138) (23,14) (23,179) (24,20) (24,173) (25,13) (25,180) (28,20) (28,173) (32,0) (33,65) (33,128) (35,94) (35,99) (38,29) (38,164) (39,19) (39,174) (41,63) (41,130) (43,29) (43,164) (45,17) (45,176) (48,27) (48,166) (49,93) (49,100) (50,74) (50,119) (52,6) (52,187) (53,26) (53,167) (55,54) (55,139) (57,53) (57,140) (58,9) (58,184) (61,68) (61,125) (62,64) (62,129) (64,63) (64,130) (68,74) (68,119) (69,94) (69,99) (70,79) (70,114) (72,1) (72,192) (74,11) (74,182) (75,74) (75,119) (77,65) (77,128) (79,24) (79,169) (83,65) (83,128) (84,23) (84,170) (86,32) (86,161) (87,4) (87,189) (88,63) (88,130) (89,94) (89,99) (92,80) (92,113) (94,81) (94,112) (95,61) (95,132) (96,10) (96,183) (97,23) (97,170) (98,31) (98,162) (100,11) (100,182) (102,41) (102,152) (103,45) (103,148) (104,51) (104,142) (105,83) (105,110) (107,50) (107,143) (109,10) (109,183) (112,29) (112,164) (113,84) (113,109) (121,7) (121,186) (124,51) (124,142) (128,53) (128,140) (129,83) (129,110) (131,59) (131,134) (133,69) (133,124) (135,82) (135,111) (141,20) (141,173) (144,47) (144,146) (145,38) (145,155) (147,54) (147,139) (148,95) (148,98) (149,14) (149,179) (152,83) (152,110) (153,30) (153,163) (154,70) (154,123) (158,51) (158,142) (161,67) (161,126) (165,6) (165,187) (169,6) (169,187) (173,56) (173,137) (178,66) (178,127) (181,10) (181,183) (182,3) (182,190) (184,54) (184,139) (188,88) (188,105) (191,75) (191,118) (192,60) (192,133) | 44 | y2 = x3 + 35x + 130 | 179 | (0,55) (0,138) (1,72) (1,121) (3,29) (3,164) (6,39) (6,154) (7,77) (7,116) (8,27) (8,166) (9,4) (9,189) (10,69) (10,124) (11,63) (11,130) (14,58) (14,135) (15,39) (15,154) (20,96) (20,97) (22,57) (22,136) (24,60) (24,133) (25,15) (25,178) (27,53) (27,140) (28,45) (28,148) (30,52) (30,141) (31,60) (31,133) (32,67) (32,126) (33,72) (33,121) (37,57) (37,136) (38,13) (38,180) (42,15) (42,178) (44,2) (44,191) (45,24) (45,169) (46,35) (46,158) (47,42) (47,151) (49,42) (49,151) (52,33) (52,160) (53,69) (53,124) (55,83) (55,110) (57,84) (57,109) (62,27) (62,166) (63,18) (63,175) (65,70) (65,123) (66,67) (66,126) (68,6) (68,187) (69,32) (69,161) (70,66) (70,127) (71,52) (71,141) (77,37) (77,156) (80,44) (80,149) (82,74) (82,119) (85,4) (85,189) (89,26) (89,167) (92,52) (92,141) (95,67) (95,126) (97,42) (97,151) (99,4) (99,189) (101,79) (101,114) (106,46) (106,147) (109,85) (109,108) (110,81) (110,112) (114,23) (114,170) (115,41) (115,152) (116,7) (116,186) (122,79) (122,114) (123,27) (123,166) (124,89) (124,104) (125,80) (125,113) (126,15) (126,178) (128,68) (128,125) (130,69) (130,124) (131,66) (131,127) (134,57) (134,136) (138,60) (138,133) (139,1) (139,192) (140,18) (140,175) (143,48) (143,145) (145,50) (145,143) (147,0) (149,16) (149,177) (153,93) (153,100) (154,56) (154,137) (159,72) (159,121) (162,83) (162,110) (163,79) (163,114) (164,3) (164,190) (165,92) (165,101) (167,65) (167,128) (169,83) (169,110) (172,39) (172,154) (179,62) (179,131) (182,94) (182,99) (183,18) (183,175) (185,66) (185,127) (186,11) (186,182) (188,71) (188,122) (190,34) (190,159) | 45 | y2 = x3 + 174x + 172 | 179 | (0,65) (0,128) (5,3) (5,190) (6,9) (6,184) (7,31) (7,162) (9,94) (9,99) (12,30) (12,163) (13,81) (13,112) (17,55) (17,138) (18,79) (18,114) (19,84) (19,109) (20,74) (20,119) (23,69) (23,124) (25,70) (25,123) (27,87) (27,106) (28,13) (28,180) (30,57) (30,136) (32,78) (32,115) (40,84) (40,109) (41,68) (41,125) (43,73) (43,120) (44,76) (44,117) (45,73) (45,120) (46,83) (46,110) (55,78) (55,115) (56,32) (56,161) (58,88) (58,105) (59,64) (59,129) (61,50) (61,143) (65,9) (65,184) (66,52) (66,141) (67,60) (67,133) (69,87) (69,106) (73,79) (73,114) (75,70) (75,123) (78,44) (78,149) (79,77) (79,116) (81,17) (81,176) (83,35) (83,158) (84,11) (84,182) (85,10) (85,183) (87,67) (87,126) (91,47) (91,146) (93,70) (93,123) (96,63) (96,130) (97,87) (97,106) (102,79) (102,114) (104,46) (104,147) (105,73) (105,120) (106,78) (106,115) (110,85) (110,108) (112,21) (112,172) (113,62) (113,131) (114,28) (114,165) (115,96) (115,97) (116,14) (116,179) (119,66) (119,127) (120,47) (120,146) (122,9) (122,184) (123,43) (123,150) (124,63) (124,130) (126,5) (126,188) (133,11) (133,182) (134,84) (134,109) (136,50) (136,143) (137,51) (137,142) (138,67) (138,126) (139,8) (139,185) (143,75) (143,118) (149,92) (149,101) (153,64) (153,129) (155,86) (155,107) (156,4) (156,189) (157,83) (157,110) (158,6) (158,187) (160,48) (160,145) (161,67) (161,126) (165,91) (165,102) (166,63) (166,130) (169,11) (169,182) (174,64) (174,129) (175,47) (175,146) (176,54) (176,139) (178,39) (178,154) (181,71) (181,122) (183,83) (183,110) (184,0) (189,50) (189,143) (190,3) (190,190) (191,3) (191,190) (192,24) (192,169) | 46 | y2 = x3 + 136x + 83 | 179 | (0,58) (0,135) (1,42) (1,151) (2,39) (2,154) (4,43) (4,150) (6,27) (6,166) (7,42) (7,151) (8,77) (8,116) (12,82) (12,111) (16,76) (16,117) (18,8) (18,185) (19,29) (19,164) (23,18) (23,175) (24,90) (24,103) (25,1) (25,192) (27,49) (27,144) (32,95) (32,98) (34,59) (34,134) (37,50) (37,143) (38,10) (38,183) (40,64) (40,129) (45,40) (45,153) (47,45) (47,148) (50,8) (50,185) (51,18) (51,175) (52,73) (52,120) (53,80) (53,113) (54,29) (54,164) (57,75) (57,118) (59,75) (59,118) (60,39) (60,154) (61,38) (61,155) (62,31) (62,162) (65,80) (65,113) (66,53) (66,140) (67,0) (70,68) (70,125) (72,37) (72,156) (73,26) (73,167) (75,80) (75,113) (77,75) (77,118) (80,60) (80,133) (82,89) (82,104) (84,11) (84,182) (85,86) (85,107) (87,69) (87,124) (89,57) (89,136) (98,5) (98,188) (105,51) (105,142) (116,36) (116,157) (117,70) (117,123) (119,18) (119,175) (120,29) (120,164) (122,48) (122,145) (125,8) (125,185) (126,72) (126,121) (127,32) (127,161) (129,20) (129,173) (131,39) (131,154) (133,31) (133,162) (134,36) (134,157) (136,36) (136,157) (137,89) (137,104) (138,11) (138,182) (139,26) (139,167) (141,56) (141,137) (144,86) (144,107) (148,66) (148,127) (151,68) (151,125) (152,85) (152,108) (156,91) (156,102) (157,86) (157,107) (164,11) (164,182) (165,68) (165,125) (166,9) (166,184) (167,89) (167,104) (168,92) (168,101) (169,65) (169,128) (174,26) (174,167) (176,81) (176,112) (178,74) (178,119) (179,35) (179,158) (181,2) (181,191) (182,94) (182,99) (185,42) (185,151) (186,77) (186,116) (187,4) (187,189) (188,67) (188,126) (189,61) (189,132) (191,31) (191,162) (192,77) (192,116) | 47 | y2 = x3 + 39x + 189 | 179 | (0,31) (0,162) (1,6) (1,187) (4,71) (4,122) (8,56) (8,137) (12,29) (12,164) (13,34) (13,159) (15,17) (15,176) (16,85) (16,108) (17,19) (17,174) (18,57) (18,136) (19,29) (19,164) (23,69) (23,124) (25,34) (25,159) (27,9) (27,184) (30,48) (30,145) (34,17) (34,176) (36,81) (36,112) (37,91) (37,102) (38,90) (38,103) (40,69) (40,124) (44,25) (44,168) (45,64) (45,129) (47,9) (47,184) (48,83) (48,110) (50,96) (50,97) (53,20) (53,173) (55,42) (55,151) (56,64) (56,129) (57,3) (57,190) (58,33) (58,160) (59,89) (59,104) (61,74) (61,119) (63,40) (63,153) (65,89) (65,104) (67,13) (67,180) (69,89) (69,104) (70,16) (70,177) (75,14) (75,179) (77,81) (77,112) (78,84) (78,109) (80,81) (80,112) (81,76) (81,117) (84,68) (84,125) (86,24) (86,169) (87,45) (87,148) (89,60) (89,133) (91,39) (91,154) (92,64) (92,129) (94,10) (94,183) (96,26) (96,167) (99,49) (99,144) (104,32) (104,161) (105,7) (105,186) (109,0) (110,43) (110,150) (111,43) (111,150) (112,44) (112,149) (113,46) (113,147) (116,46) (116,147) (119,9) (119,184) (121,26) (121,167) (124,62) (124,131) (126,4) (126,189) (128,62) (128,131) (130,69) (130,124) (134,62) (134,131) (144,17) (144,176) (149,77) (149,116) (150,79) (150,114) (153,40) (153,153) (154,12) (154,181) (155,34) (155,159) (157,46) (157,147) (160,54) (160,139) (162,29) (162,164) (163,2) (163,191) (164,96) (164,97) (165,43) (165,150) (168,90) (168,103) (169,26) (169,167) (170,40) (170,153) (172,96) (172,97) (175,88) (175,105) (177,78) (177,115) (180,90) (180,103) (182,72) (182,121) (183,27) (183,166) (185,41) (185,152) (188,86) (188,107) (189,82) (189,111) | 48 | y2 = x3 + 57x + 32 | 179 | (0,15) (0,178) (4,18) (4,175) (5,40) (5,153) (7,52) (7,141) (12,30) (12,163) (13,70) (13,123) (14,10) (14,183) (15,4) (15,189) (17,33) (17,160) (20,78) (20,115) (22,57) (22,136) (23,0) (24,39) (24,154) (25,22) (25,171) (27,88) (27,105) (31,18) (31,175) (34,92) (34,101) (35,60) (35,133) (39,59) (39,134) (42,47) (42,146) (46,4) (46,189) (47,34) (47,159) (48,29) (48,164) (49,87) (49,106) (52,28) (52,165) (54,34) (54,159) (58,25) (58,168) (61,56) (61,137) (62,79) (62,114) (64,16) (64,177) (65,40) (65,153) (68,58) (68,135) (69,30) (69,163) (70,89) (70,104) (72,29) (72,164) (73,29) (73,164) (74,11) (74,182) (78,2) (78,191) (80,33) (80,160) (81,69) (81,124) (83,32) (83,161) (84,31) (84,162) (89,42) (89,151) (91,53) (91,140) (92,34) (92,159) (93,21) (93,172) (95,43) (95,150) (96,33) (96,160) (98,96) (98,97) (99,72) (99,121) (100,3) (100,190) (102,27) (102,166) (107,42) (107,151) (111,71) (111,122) (112,30) (112,163) (116,90) (116,103) (123,40) (123,153) (124,69) (124,124) (126,2) (126,191) (128,89) (128,104) (129,1) (129,192) (130,31) (130,162) (131,81) (131,112) (132,4) (132,189) (135,37) (135,156) (136,94) (136,99) (138,13) (138,180) (140,5) (140,188) (147,56) (147,137) (152,50) (152,143) (153,12) (153,181) (158,18) (158,175) (159,51) (159,142) (160,87) (160,106) (162,60) (162,133) (167,9) (167,184) (170,8) (170,185) (171,17) (171,176) (172,31) (172,162) (174,14) (174,179) (177,87) (177,106) (178,56) (178,137) (179,93) (179,100) (181,69) (181,124) (182,2) (182,191) (183,44) (183,149) (186,86) (186,107) (188,89) (188,104) (189,60) (189,133) (190,42) (190,151) | 49 | y2 = x3 + 15x + 98 | 179 | (0,22) (0,171) (3,39) (3,154) (6,37) (6,156) (8,94) (8,99) (9,24) (9,169) (11,67) (11,126) (14,93) (14,100) (15,80) (15,113) (17,21) (17,172) (18,88) (18,105) (19,78) (19,115) (21,88) (21,105) (22,70) (22,123) (23,79) (23,114) (24,0) (29,5) (29,188) (32,27) (32,166) (36,3) (36,190) (37,57) (37,136) (39,65) (39,128) (40,64) (40,129) (48,7) (48,186) (50,28) (50,165) (51,94) (51,99) (53,52) (53,141) (54,43) (54,150) (58,68) (58,125) (62,6) (62,187) (63,24) (63,169) (64,23) (64,170) (66,7) (66,186) (67,20) (67,173) (69,34) (69,159) (72,44) (72,149) (73,93) (73,100) (75,87) (75,106) (78,70) (78,123) (79,7) (79,186) (82,41) (82,152) (84,89) (84,104) (85,54) (85,139) (88,40) (88,153) (91,37) (91,156) (93,70) (93,123) (94,29) (94,164) (95,56) (95,137) (96,37) (96,156) (100,11) (100,182) (106,93) (106,100) (108,91) (108,102) (110,58) (110,135) (111,32) (111,161) (113,49) (113,144) (114,95) (114,98) (115,11) (115,182) (121,24) (121,169) (125,89) (125,104) (127,95) (127,98) (130,44) (130,149) (133,55) (133,138) (134,94) (134,99) (138,6) (138,187) (139,85) (139,108) (140,1) (140,192) (141,76) (141,117) (143,50) (143,143) (144,71) (144,122) (145,95) (145,98) (148,72) (148,121) (149,77) (149,116) (152,87) (152,106) (154,88) (154,105) (157,90) (157,103) (159,87) (159,106) (160,23) (160,170) (161,25) (161,168) (162,23) (162,170) (163,61) (163,132) (167,9) (167,184) (169,14) (169,179) (170,18) (170,175) (171,11) (171,182) (172,65) (172,128) (173,26) (173,167) (174,45) (174,148) (175,65) (175,128) (177,89) (177,104) (178,92) (178,101) (184,44) (184,149) (186,6) (186,187) | 50 | y2 = x3 + 37x + 83 | 179 | (0,58) (0,135) (1,11) (1,182) (2,92) (2,101) (3,75) (3,118) (5,59) (5,134) (11,85) (11,108) (13,32) (13,161) (14,8) (14,185) (16,77) (16,116) (17,75) (17,118) (19,73) (19,120) (20,36) (20,157) (21,49) (21,144) (23,39) (23,154) (26,38) (26,155) (29,29) (29,164) (32,35) (32,158) (33,68) (33,125) (35,40) (35,153) (36,20) (36,173) (39,67) (39,126) (42,29) (42,164) (43,11) (43,182) (46,43) (46,150) (51,10) (51,183) (52,48) (52,145) (55,2) (55,191) (56,37) (56,156) (57,91) (57,102) (58,45) (58,148) (59,39) (59,154) (64,68) (64,125) (69,27) (69,166) (71,26) (71,167) (72,80) (72,113) (74,64) (74,129) (82,31) (82,162) (83,90) (83,103) (85,77) (85,116) (87,89) (87,104) (91,70) (91,123) (92,77) (92,116) (94,81) (94,112) (95,0) (96,68) (96,125) (98,72) (98,121) (101,42) (101,151) (104,18) (104,175) (108,42) (108,151) (109,86) (109,107) (110,65) (110,128) (111,39) (111,154) (112,86) (112,107) (114,18) (114,175) (117,74) (117,119) (122,29) (122,164) (124,4) (124,189) (127,80) (127,113) (128,89) (128,104) (132,69) (132,124) (134,31) (134,162) (136,50) (136,143) (138,82) (138,111) (146,51) (146,142) (147,61) (147,132) (148,60) (148,133) (149,11) (149,182) (151,26) (151,167) (155,57) (155,136) (158,66) (158,127) (162,5) (162,188) (163,94) (163,99) (164,26) (164,167) (165,86) (165,107) (168,18) (168,175) (170,31) (170,162) (171,89) (171,104) (172,9) (172,184) (173,75) (173,118) (174,56) (174,137) (175,95) (175,98) (176,36) (176,157) (177,42) (177,151) (180,53) (180,140) (183,8) (183,185) (184,76) (184,117) (187,80) (187,113) (189,8) (189,185) (190,36) (190,157) (191,1) (191,192) | 51 | y2 = x3 + 148x + 85 | 179 | (0,49) (0,144) (2,14) (2,179) (3,39) (3,154) (4,82) (4,111) (6,80) (6,113) (9,71) (9,122) (10,40) (10,153) (15,58) (15,135) (22,38) (22,155) (23,71) (23,122) (25,66) (25,127) (26,47) (26,146) (27,5) (27,188) (28,60) (28,133) (29,3) (29,190) (31,66) (31,127) (32,95) (32,98) (34,80) (34,113) (35,58) (35,135) (38,65) (38,128) (40,77) (40,116) (41,24) (41,169) (42,78) (42,115) (46,3) (46,190) (51,72) (51,121) (52,92) (52,101) (55,30) (55,163) (58,72) (58,121) (61,21) (61,172) (63,8) (63,185) (64,27) (64,166) (66,69) (66,124) (70,86) (70,107) (71,35) (71,158) (72,43) (72,150) (75,57) (75,136) (78,20) (78,173) (79,11) (79,182) (83,36) (83,157) (84,72) (84,121) (86,14) (86,179) (92,33) (92,160) (99,93) (99,100) (101,25) (101,168) (102,75) (102,118) (103,64) (103,129) (104,26) (104,167) (105,14) (105,179) (109,2) (109,191) (110,15) (110,178) (112,12) (112,181) (114,7) (114,186) (116,48) (116,145) (117,55) (117,138) (118,3) (118,190) (123,84) (123,109) (128,69) (128,124) (131,59) (131,134) (133,67) (133,126) (135,2) (135,191) (137,66) (137,127) (138,87) (138,106) (142,2) (142,191) (143,58) (143,135) (144,21) (144,172) (147,57) (147,136) (148,94) (148,99) (149,8) (149,185) (151,29) (151,164) (153,80) (153,113) (155,34) (155,159) (157,37) (157,156) (159,77) (159,116) (161,71) (161,122) (164,57) (164,136) (166,96) (166,97) (167,85) (167,108) (170,95) (170,98) (173,60) (173,133) (174,8) (174,185) (175,9) (175,184) (181,21) (181,172) (182,54) (182,139) (184,95) (184,98) (185,60) (185,133) (187,77) (187,116) (188,68) (188,125) (189,89) (189,104) (190,0) (192,69) (192,124) | 52 | y2 = x3 + 122x + 36 | 179 | (0,6) (0,187) (2,45) (2,148) (3,64) (3,129) (4,3) (4,190) (5,81) (5,112) (7,70) (7,123) (9,60) (9,133) (11,59) (11,134) (14,7) (14,186) (16,78) (16,115) (17,70) (17,123) (18,94) (18,99) (20,61) (20,132) (21,47) (21,146) (24,24) (24,169) (27,25) (27,168) (28,11) (28,182) (30,3) (30,190) (31,42) (31,151) (33,56) (33,137) (34,16) (34,177) (38,10) (38,183) (42,73) (42,120) (43,86) (43,107) (45,94) (45,99) (47,82) (47,111) (49,23) (49,170) (53,20) (53,173) (55,0) (60,21) (60,172) (61,93) (61,100) (62,25) (62,168) (66,78) (66,115) (72,11) (72,182) (73,46) (73,147) (74,66) (74,127) (75,51) (75,142) (76,36) (76,157) (81,90) (81,103) (83,61) (83,132) (84,40) (84,153) (90,61) (90,132) (91,64) (91,129) (92,81) (92,112) (93,11) (93,182) (96,81) (96,112) (98,27) (98,166) (99,64) (99,129) (100,12) (100,181) (103,37) (103,156) (104,25) (104,168) (106,67) (106,126) (109,4) (109,189) (110,37) (110,156) (111,78) (111,115) (114,33) (114,160) (115,28) (115,165) (121,12) (121,181) (125,2) (125,191) (126,51) (126,142) (130,94) (130,99) (132,84) (132,109) (134,96) (134,97) (135,43) (135,150) (137,72) (137,121) (138,74) (138,119) (141,27) (141,166) (147,27) (147,166) (149,1) (149,192) (151,95) (151,98) (152,15) (152,178) (155,92) (155,101) (156,35) (156,158) (159,3) (159,190) (160,88) (160,105) (163,16) (163,177) (165,12) (165,181) (169,70) (169,123) (171,54) (171,139) (172,76) (172,117) (173,37) (173,156) (176,24) (176,169) (178,87) (178,106) (179,71) (179,122) (182,79) (182,114) (184,77) (184,116) (185,51) (185,142) (186,24) (186,169) (189,16) (189,177) (191,39) (191,154) | 53 | y2 = x3 + 39x + 4 | 179 | (0,2) (0,191) (4,80) (4,113) (5,18) (5,175) (8,40) (8,153) (10,64) (10,129) (11,42) (11,151) (13,44) (13,149) (16,51) (16,142) (18,13) (18,180) (21,56) (21,137) (23,41) (23,152) (24,17) (24,176) (25,44) (25,149) (28,9) (28,184) (29,56) (29,137) (30,31) (30,162) (31,33) (31,160) (33,65) (33,128) (36,59) (36,134) (38,52) (38,141) (39,7) (39,186) (40,41) (40,152) (43,30) (43,163) (44,61) (44,132) (49,26) (49,167) (59,4) (59,189) (63,8) (63,185) (65,4) (65,189) (67,62) (67,131) (69,4) (69,189) (72,17) (72,176) (74,43) (74,150) (77,59) (77,134) (80,59) (80,134) (81,90) (81,103) (82,9) (82,184) (83,9) (83,184) (84,0) (88,12) (88,181) (89,83) (89,110) (94,84) (94,109) (97,17) (97,176) (99,38) (99,155) (101,27) (101,166) (102,71) (102,122) (104,35) (104,158) (106,22) (106,171) (107,14) (107,179) (109,89) (109,104) (112,20) (112,173) (113,1) (113,192) (115,49) (115,144) (116,1) (116,192) (118,24) (118,169) (123,55) (123,138) (124,68) (124,125) (126,88) (126,105) (128,68) (128,125) (130,41) (130,152) (132,11) (132,182) (134,68) (134,125) (135,29) (135,164) (136,50) (136,143) (137,27) (137,166) (138,72) (138,121) (140,76) (140,117) (143,56) (143,137) (145,32) (145,161) (146,43) (146,150) (148,27) (148,166) (149,95) (149,98) (153,8) (153,185) (155,44) (155,149) (156,37) (156,156) (157,1) (157,192) (159,26) (159,167) (163,28) (163,165) (166,43) (166,150) (168,52) (168,141) (170,8) (170,185) (174,33) (174,160) (175,15) (175,178) (176,5) (176,188) (177,63) (177,130) (178,26) (178,167) (180,52) (180,141) (181,33) (181,160) (185,96) (185,97) (189,39) (189,154) (192,93) (192,100) | 54 | y2 = x3 + 58x + 97 | 179 | (0,26) (0,167) (2,75) (2,118) (4,59) (4,134) (5,60) (5,133) (8,84) (8,109) (9,24) (9,169) (12,28) (12,165) (14,76) (14,117) (15,17) (15,176) (18,5) (18,188) (19,96) (19,97) (20,46) (20,147) (22,21) (22,172) (36,28) (36,165) (37,20) (37,173) (40,5) (40,188) (41,76) (41,117) (42,0) (44,37) (44,156) (47,66) (47,127) (51,42) (51,151) (52,69) (52,124) (53,93) (53,100) (56,67) (56,126) (58,13) (58,180) (59,74) (59,119) (62,81) (62,112) (63,14) (63,179) (64,81) (64,112) (65,46) (65,147) (66,50) (66,143) (67,81) (67,112) (68,71) (68,122) (69,29) (69,164) (70,23) (70,170) (73,20) (73,173) (74,35) (74,158) (78,95) (78,98) (83,20) (83,173) (84,96) (84,97) (85,89) (85,104) (87,43) (87,150) (88,65) (88,128) (89,48) (89,145) (90,96) (90,97) (96,51) (96,142) (99,41) (99,152) (102,33) (102,160) (103,7) (103,186) (107,44) (107,149) (108,46) (108,147) (109,7) (109,186) (111,44) (111,149) (112,43) (112,150) (113,73) (113,120) (116,91) (116,102) (118,4) (118,189) (121,48) (121,145) (126,52) (126,141) (128,89) (128,104) (129,52) (129,141) (130,34) (130,159) (131,52) (131,141) (135,5) (135,188) (137,12) (137,181) (138,76) (138,117) (141,79) (141,114) (145,28) (145,165) (146,85) (146,108) (147,35) (147,158) (150,11) (150,182) (151,1) (151,192) (153,13) (153,180) (154,58) (154,135) (158,57) (158,136) (164,9) (164,184) (165,35) (165,158) (168,44) (168,149) (169,30) (169,163) (171,77) (171,116) (173,89) (173,104) (174,7) (174,186) (175,13) (175,180) (176,48) (176,145) (178,22) (178,171) (184,2) (184,191) (185,47) (185,146) (187,43) (187,150) (189,90) (189,103) (191,72) (191,121) | 55 | y2 = x3 + 178x + 25 | 179 | (0,5) (0,188) (2,14) (2,179) (3,59) (3,134) (5,70) (5,123) (6,94) (6,99) (8,80) (8,113) (13,26) (13,167) (14,67) (14,126) (16,54) (16,139) (21,38) (21,155) (24,65) (24,128) (25,75) (25,118) (27,14) (27,179) (28,83) (28,110) (30,83) (30,110) (35,84) (35,109) (36,20) (36,173) (40,11) (40,182) (41,3) (41,190) (42,23) (42,170) (43,23) (43,170) (45,94) (45,99) (47,9) (47,184) (51,51) (51,142) (52,11) (52,182) (57,56) (57,137) (58,63) (58,130) (63,93) (63,100) (65,1) (65,192) (67,61) (67,132) (70,65) (70,128) (71,20) (71,173) (74,24) (74,169) (76,41) (76,152) (80,95) (80,98) (83,32) (83,161) (85,10) (85,183) (86,20) (86,173) (90,79) (90,114) (91,66) (91,127) (93,53) (93,140) (99,65) (99,128) (101,11) (101,182) (104,29) (104,164) (106,68) (106,125) (107,6) (107,187) (108,23) (108,170) (109,60) (109,133) (110,50) (110,143) (111,55) (111,138) (113,17) (113,176) (114,30) (114,163) (115,74) (115,119) (122,6) (122,187) (124,74) (124,119) (126,31) (126,162) (127,33) (127,160) (128,7) (128,186) (130,47) (130,146) (135,83) (135,110) (136,52) (136,141) (137,53) (137,140) (138,29) (138,164) (142,94) (142,99) (143,35) (143,158) (144,29) (144,164) (146,82) (146,111) (147,74) (147,119) (148,51) (148,142) (150,10) (150,183) (151,10) (151,183) (156,53) (156,140) (157,6) (157,187) (159,88) (159,105) (160,45) (160,148) (161,57) (161,136) (163,63) (163,130) (164,14) (164,179) (165,63) (165,130) (167,4) (167,189) (170,13) (170,180) (171,69) (171,124) (172,27) (172,166) (176,81) (176,112) (179,0) (181,54) (181,139) (187,51) (187,142) (188,19) (188,174) (189,54) (189,139) (190,64) (190,129) | 56 | y2 = x3 + 88x + 96 | 179 | (0,17) (0,176) (1,68) (1,125) (3,1) (3,192) (4,60) (4,133) (10,25) (10,168) (16,14) (16,179) (25,92) (25,101) (26,9) (26,184) (28,1) (28,192) (30,20) (30,173) (31,34) (31,159) (32,19) (32,174) (33,12) (33,181) (36,60) (36,133) (42,78) (42,115) (44,76) (44,117) (45,15) (45,178) (47,19) (47,174) (49,9) (49,184) (50,46) (50,147) (51,28) (51,165) (52,12) (52,181) (53,3) (53,190) (54,81) (54,112) (56,68) (56,125) (57,59) (57,134) (62,11) (62,182) (64,48) (64,145) (65,28) (65,165) (71,8) (71,185) (72,7) (72,186) (77,28) (77,165) (78,39) (78,154) (79,88) (79,105) (81,52) (81,141) (82,36) (82,157) (83,90) (83,103) (85,56) (85,137) (86,79) (86,114) (88,63) (88,130) (91,26) (91,167) (93,53) (93,140) (99,37) (99,156) (100,49) (100,144) (102,45) (102,148) (103,67) (103,126) (105,58) (105,135) (108,12) (108,181) (111,61) (111,132) (112,24) (112,169) (114,19) (114,174) (117,29) (117,164) (118,9) (118,184) (120,43) (120,150) (121,23) (121,170) (122,30) (122,163) (124,62) (124,131) (133,90) (133,103) (135,54) (135,139) (136,68) (136,125) (137,59) (137,134) (138,74) (138,119) (139,0) (141,56) (141,137) (143,44) (143,149) (146,88) (146,105) (150,48) (150,145) (153,60) (153,133) (155,72) (155,121) (158,70) (158,123) (159,35) (159,158) (160,56) (160,137) (161,88) (161,105) (162,1) (162,192) (164,91) (164,102) (165,34) (165,159) (168,42) (168,151) (169,76) (169,117) (170,90) (170,103) (172,48) (172,145) (173,76) (173,117) (175,20) (175,173) (176,40) (176,153) (177,31) (177,162) (180,6) (180,187) (181,20) (181,173) (187,33) (187,160) (188,66) (188,127) (190,34) (190,159) (192,59) (192,134) | 57 | y2 = x3 + 5x + 62 | 179 | (0,86) (0,107) (7,61) (7,132) (9,8) (9,185) (10,95) (10,98) (11,26) (11,167) (13,89) (13,104) (16,68) (16,125) (17,87) (17,106) (18,1) (18,192) (20,40) (20,153) (22,28) (22,165) (23,68) (23,125) (24,66) (24,127) (25,76) (25,117) (26,28) (26,165) (27,1) (27,192) (29,49) (29,144) (30,81) (30,112) (31,38) (31,155) (36,81) (36,112) (40,46) (40,147) (42,21) (42,172) (43,70) (43,123) (47,38) (47,155) (48,43) (48,150) (50,21) (50,172) (51,50) (51,143) (57,35) (57,158) (59,34) (59,159) (60,3) (60,190) (61,90) (61,103) (64,25) (64,168) (70,79) (70,114) (75,75) (75,118) (76,27) (76,166) (78,80) (78,113) (81,0) (84,26) (84,167) (85,10) (85,183) (87,22) (87,171) (90,92) (90,101) (92,29) (92,164) (95,42) (95,151) (97,41) (97,152) (98,26) (98,167) (100,67) (100,126) (101,21) (101,172) (104,16) (104,177) (108,88) (108,105) (109,42) (109,151) (112,33) (112,160) (114,69) (114,124) (115,38) (115,155) (116,19) (116,174) (118,17) (118,176) (122,2) (122,191) (123,32) (123,161) (127,81) (127,112) (128,41) (128,152) (130,54) (130,139) (131,92) (131,101) (132,55) (132,138) (134,60) (134,133) (135,13) (135,180) (139,3) (139,190) (140,63) (140,130) (141,85) (141,108) (143,29) (143,164) (145,28) (145,165) (146,80) (146,113) (148,1) (148,192) (149,93) (149,100) (150,7) (150,186) (151,29) (151,164) (153,18) (153,175) (154,68) (154,125) (161,41) (161,152) (162,80) (162,113) (165,92) (165,101) (167,43) (167,150) (168,36) (168,157) (169,20) (169,173) (171,43) (171,150) (174,40) (174,153) (178,47) (178,146) (179,23) (179,170) (182,42) (182,151) (183,39) (183,154) (187,3) (187,190) (192,40) (192,153) | 58 | y2 = x3 + 188x + 189 | 179 | (0,31) (0,162) (1,68) (1,125) (2,90) (2,103) (3,89) (3,104) (5,17) (5,176) (9,78) (9,115) (14,57) (14,136) (17,81) (17,112) (21,9) (21,184) (22,43) (22,150) (24,24) (24,169) (25,40) (25,153) (26,74) (26,119) (28,81) (28,112) (33,16) (33,177) (34,12) (34,181) (35,64) (35,129) (38,32) (38,161) (39,86) (39,107) (41,2) (41,191) (45,46) (45,147) (46,71) (46,122) (48,96) (48,97) (49,40) (49,153) (51,90) (51,103) (53,34) (53,159) (58,9) (58,184) (63,76) (63,117) (64,43) (64,150) (65,64) (65,129) (72,89) (72,104) (73,77) (73,116) (74,69) (74,124) (75,62) (75,131) (76,17) (76,176) (77,49) (77,144) (78,27) (78,166) (88,33) (88,160) (92,56) (92,137) (93,64) (93,129) (95,13) (95,180) (98,4) (98,189) (99,19) (99,174) (101,41) (101,152) (103,54) (103,139) (107,43) (107,150) (108,6) (108,187) (110,26) (110,167) (112,17) (112,176) (114,9) (114,184) (116,10) (116,183) (118,89) (118,104) (119,40) (119,153) (120,25) (120,168) (121,62) (121,131) (122,29) (122,164) (125,84) (125,109) (126,29) (126,164) (127,20) (127,173) (130,44) (130,149) (132,45) (132,148) (136,91) (136,102) (137,26) (137,167) (138,29) (138,164) (139,26) (139,167) (140,90) (140,103) (142,34) (142,159) (144,69) (144,124) (146,7) (146,186) (147,82) (147,111) (148,81) (148,112) (149,96) (149,97) (150,42) (150,151) (152,48) (152,145) (155,60) (155,133) (163,72) (163,121) (165,46) (165,147) (166,83) (166,110) (168,69) (168,124) (173,3) (173,190) (176,46) (176,147) (178,39) (178,154) (179,88) (179,105) (181,79) (181,114) (184,85) (184,108) (187,14) (187,179) (189,96) (189,97) (190,62) (190,131) (191,34) (191,159) (192,0) | 59 | y2 = x3 + 136x + 110 | 179 | (0,66) (0,127) (1,61) (1,132) (2,2) (2,191) (4,77) (4,116) (5,23) (5,170) (6,62) (6,131) (7,61) (7,132) (8,72) (8,121) (11,87) (11,106) (12,31) (12,162) (14,60) (14,133) (15,11) (15,182) (17,1) (17,192) (19,17) (19,176) (24,54) (24,139) (25,75) (25,118) (26,68) (26,125) (27,43) (27,150) (28,89) (28,104) (29,74) (29,119) (36,18) (36,175) (37,37) (37,156) (41,63) (41,130) (42,89) (42,104) (45,58) (45,135) (49,18) (49,175) (52,96) (52,97) (54,17) (54,176) (55,74) (55,119) (56,68) (56,125) (57,21) (57,172) (59,21) (59,172) (60,2) (60,191) (62,71) (62,122) (64,76) (64,117) (66,83) (66,110) (67,42) (67,151) (68,69) (68,124) (71,28) (71,165) (73,33) (73,160) (74,86) (74,107) (76,73) (76,120) (77,21) (77,172) (88,78) (88,115) (95,19) (95,174) (104,15) (104,178) (106,8) (106,185) (108,18) (108,175) (109,74) (109,119) (111,68) (111,125) (113,35) (113,158) (116,92) (116,101) (118,82) (118,111) (120,17) (120,176) (121,91) (121,102) (123,89) (123,104) (126,0) (127,47) (127,146) (128,82) (128,111) (131,2) (131,191) (132,10) (132,183) (133,71) (133,122) (134,92) (134,101) (136,92) (136,101) (139,33) (139,160) (140,82) (140,111) (141,70) (141,123) (142,86) (142,107) (143,69) (143,124) (146,22) (146,171) (148,41) (148,152) (153,27) (153,166) (155,38) (155,155) (156,3) (156,190) (159,46) (159,147) (161,25) (161,168) (166,84) (166,109) (168,81) (168,112) (169,44) (169,149) (170,86) (170,107) (174,33) (174,160) (175,69) (175,124) (177,20) (177,173) (181,80) (181,113) (185,61) (185,132) (186,72) (186,121) (187,64) (187,129) (189,9) (189,184) (191,71) (191,122) (192,72) (192,121) | 60 | y2 = x3 + 141x + 21 | 179 | (0,54) (0,139) (2,73) (2,120) (3,49) (3,144) (6,73) (6,120) (7,0) (11,89) (11,104) (13,34) (13,159) (14,53) (14,140) (15,53) (15,140) (16,2) (16,191) (17,24) (17,169) (18,51) (18,142) (21,85) (21,108) (23,50) (23,143) (25,8) (25,185) (28,32) (28,161) (29,30) (29,163) (33,9) (33,184) (39,50) (39,143) (40,48) (40,145) (41,15) (41,178) (42,69) (42,124) (43,51) (43,142) (46,3) (46,190) (47,70) (47,123) (50,32) (50,161) (51,18) (51,175) (54,85) (54,108) (55,79) (55,114) (61,23) (61,170) (63,36) (63,157) (64,88) (64,105) (65,78) (65,115) (68,90) (68,103) (71,49) (71,144) (73,20) (73,173) (74,27) (74,166) (75,94) (75,99) (76,71) (76,122) (79,58) (79,135) (83,74) (83,119) (84,38) (84,155) (86,63) (86,130) (90,28) (90,165) (94,16) (94,177) (95,19) (95,174) (98,35) (98,158) (99,65) (99,128) (105,13) (105,180) (107,60) (107,133) (108,14) (108,179) (111,74) (111,119) (113,93) (113,100) (115,32) (115,161) (118,85) (118,108) (119,49) (119,144) (120,75) (120,118) (121,43) (121,150) (122,27) (122,166) (124,43) (124,150) (125,56) (125,137) (128,83) (128,110) (129,37) (129,156) (130,26) (130,167) (131,50) (131,143) (132,51) (132,142) (136,62) (136,131) (138,39) (138,154) (139,94) (139,99) (140,1) (140,192) (141,43) (141,150) (148,4) (148,189) (150,23) (150,170) (153,61) (153,132) (155,59) (155,134) (156,11) (156,182) (158,70) (158,123) (164,53) (164,140) (167,3) (167,190) (172,94) (172,99) (173,3) (173,190) (175,23) (175,170) (178,30) (178,163) (179,30) (179,163) (181,70) (181,123) (185,73) (185,120) (186,87) (186,106) (189,92) (189,101) (190,27) (190,166) (192,74) (192,119) | 61 | y2 = x3 + 60x + 181 | 179 | (0,48) (0,145) (1,7) (1,186) (3,52) (3,141) (5,42) (5,151) (7,65) (7,128) (11,7) (11,186) (14,22) (14,171) (17,18) (17,175) (18,96) (18,97) (23,5) (23,188) (25,69) (25,124) (29,86) (29,107) (30,80) (30,113) (32,69) (32,124) (35,90) (35,103) (36,19) (36,174) (37,65) (37,128) (38,28) (38,165) (40,31) (40,162) (42,19) (42,174) (43,67) (43,126) (44,24) (44,169) (46,66) (46,127) (47,45) (47,148) (48,13) (48,180) (49,96) (49,97) (52,33) (52,160) (55,4) (55,189) (59,9) (59,184) (60,95) (60,98) (61,90) (61,103) (62,20) (62,173) (64,37) (64,156) (65,20) (65,173) (66,20) (66,173) (67,88) (67,105) (68,67) (68,126) (69,22) (69,171) (72,56) (72,137) (77,8) (77,185) (78,1) (78,192) (82,67) (82,126) (85,29) (85,164) (87,62) (87,131) (88,25) (88,168) (90,71) (90,122) (91,23) (91,170) (93,26) (93,167) (96,91) (96,102) (97,90) (97,103) (98,3) (98,190) (100,74) (100,119) (104,43) (104,150) (106,68) (106,125) (108,10) (108,183) (110,22) (110,171) (113,87) (113,106) (115,19) (115,174) (118,23) (118,170) (119,16) (119,177) (120,73) (120,120) (121,11) (121,182) (126,96) (126,97) (129,94) (129,99) (132,91) (132,102) (135,46) (135,147) (136,69) (136,124) (144,88) (144,105) (145,0) (147,32) (147,161) (149,65) (149,128) (151,1) (151,192) (155,93) (155,100) (156,24) (156,169) (157,1) (157,192) (158,91) (158,102) (159,77) (159,116) (160,51) (160,142) (163,36) (163,157) (164,53) (164,140) (165,45) (165,148) (166,84) (166,109) (170,12) (170,181) (171,76) (171,117) (174,45) (174,148) (175,88) (175,105) (177,23) (177,170) (181,7) (181,186) (186,24) (186,169) (187,50) (187,143) | 62 | y2 = x3 + 20x + 110 | 179 | (0,66) (0,127) (1,18) (1,175) (3,2) (3,191) (7,20) (7,173) (9,61) (9,132) (14,25) (14,168) (15,73) (15,120) (18,60) (18,133) (20,37) (20,156) (22,2) (22,191) (23,81) (23,112) (25,71) (25,122) (26,8) (26,185) (31,42) (31,151) (32,69) (32,124) (34,23) (34,170) (35,35) (35,158) (36,89) (36,104) (37,92) (37,101) (39,46) (39,147) (40,86) (40,107) (43,31) (43,162) (44,17) (44,176) (46,69) (46,124) (48,84) (48,109) (50,9) (50,184) (51,15) (51,178) (52,17) (52,176) (53,47) (53,146) (54,89) (54,104) (58,78) (58,115) (60,68) (60,125) (61,68) (61,125) (62,92) (62,101) (63,18) (63,175) (67,19) (67,174) (69,82) (69,111) (71,70) (71,123) (72,68) (72,125) (75,64) (75,129) (77,1) (77,192) (80,41) (80,152) (84,61) (84,132) (85,74) (85,119) (86,54) (86,139) (87,10) (87,183) (89,38) (89,155) (93,72) (93,121) (94,92) (94,101) (96,33) (96,160) (97,17) (97,176) (99,21) (99,172) (100,61) (100,132) (102,11) (102,182) (103,89) (103,104) (105,22) (105,171) (107,44) (107,149) (109,72) (109,121) (113,58) (113,135) (114,27) (114,166) (115,69) (115,124) (118,62) (118,131) (120,74) (120,119) (122,96) (122,97) (128,91) (128,102) (129,18) (129,175) (131,21) (131,172) (137,82) (137,111) (140,83) (140,110) (141,33) (141,160) (143,77) (143,116) (145,43) (145,150) (149,33) (149,160) (150,80) (150,113) (152,87) (152,106) (155,86) (155,107) (156,21) (156,172) (162,0) (163,63) (163,130) (165,76) (165,117) (168,2) (168,191) (170,75) (170,118) (171,71) (171,122) (173,3) (173,190) (174,28) (174,165) (180,82) (180,111) (181,74) (181,119) (184,72) (184,121) (190,71) (190,122) (191,86) (191,107) | 63 | y2 = x3 + 76x + 98 | 179 | (0,22) (0,171) (1,91) (1,102) (2,79) (2,114) (5,88) (5,105) (6,34) (6,159) (7,89) (7,104) (10,11) (10,182) (12,6) (12,187) (13,52) (13,141) (14,25) (14,168) (16,44) (16,149) (18,93) (18,100) (20,57) (20,136) (21,95) (21,98) (26,93) (26,100) (27,88) (27,105) (30,87) (30,106) (31,20) (31,173) (32,65) (32,128) (35,49) (35,144) (38,94) (38,99) (39,87) (39,106) (46,50) (46,143) (47,68) (47,125) (52,78) (52,115) (53,95) (53,98) (57,26) (57,167) (58,40) (58,153) (59,39) (59,154) (60,32) (60,161) (62,94) (62,99) (64,90) (64,103) (65,44) (65,149) (67,56) (67,137) (71,76) (71,117) (74,7) (74,186) (77,21) (77,172) (78,89) (78,104) (79,64) (79,129) (80,72) (80,121) (81,24) (81,169) (82,11) (82,182) (86,0) (91,92) (91,101) (92,70) (92,123) (93,94) (93,99) (96,85) (96,108) (97,43) (97,150) (98,23) (98,170) (101,11) (101,182) (102,80) (102,113) (107,14) (107,179) (108,89) (108,104) (111,70) (111,123) (112,44) (112,149) (117,37) (117,156) (118,37) (118,156) (119,95) (119,98) (120,5) (120,188) (123,23) (123,170) (124,87) (124,106) (128,24) (128,169) (129,3) (129,190) (130,71) (130,122) (132,9) (132,184) (133,41) (133,152) (140,7) (140,186) (141,45) (141,148) (147,28) (147,165) (149,93) (149,100) (151,37) (151,156) (152,67) (152,126) (161,88) (161,105) (164,77) (164,116) (165,23) (165,170) (166,65) (166,128) (169,58) (169,135) (171,55) (171,138) (172,7) (172,186) (176,29) (176,164) (177,24) (177,169) (179,27) (179,166) (180,1) (180,192) (182,61) (182,132) (183,70) (183,123) (184,6) (184,187) (188,65) (188,128) (190,6) (190,187) (191,18) (191,175) (192,54) (192,139) | 64 | y2 = x3 + 156x + 161 | 179 | (0,57) (0,136) (2,45) (2,148) (5,78) (5,115) (8,50) (8,143) (15,47) (15,146) (16,34) (16,159) (17,44) (17,149) (24,72) (24,121) (25,0) (26,62) (26,131) (27,33) (27,160) (29,33) (29,160) (30,31) (30,162) (31,56) (31,137) (32,38) (32,155) (33,41) (33,152) (34,46) (34,147) (36,55) (36,138) (38,72) (38,121) (39,41) (39,152) (45,29) (45,164) (46,35) (46,158) (49,2) (49,191) (50,62) (50,131) (54,29) (54,164) (55,79) (55,114) (59,30) (59,163) (60,26) (60,167) (63,79) (63,114) (67,35) (67,158) (68,31) (68,162) (72,68) (72,125) (74,7) (74,186) (75,79) (75,114) (76,96) (76,97) (80,35) (80,158) (88,91) (88,102) (90,94) (90,99) (94,29) (94,164) (95,31) (95,162) (96,53) (96,140) (100,52) (100,141) (105,95) (105,98) (106,43) (106,150) (107,83) (107,110) (110,71) (110,122) (112,94) (112,99) (113,86) (113,107) (114,74) (114,119) (115,90) (115,103) (116,42) (116,151) (117,62) (117,131) (118,8) (118,185) (121,41) (121,152) (122,24) (122,169) (126,86) (126,107) (127,19) (127,174) (130,8) (130,185) (131,72) (131,121) (133,15) (133,178) (134,1) (134,192) (135,52) (135,141) (137,33) (137,160) (138,8) (138,185) (140,73) (140,120) (143,96) (143,97) (145,2) (145,191) (147,86) (147,107) (150,88) (150,105) (151,52) (151,141) (154,68) (154,125) (156,51) (156,142) (157,81) (157,112) (160,68) (160,125) (161,6) (161,187) (162,9) (162,184) (167,96) (167,97) (168,69) (168,124) (171,39) (171,154) (172,13) (172,180) (173,87) (173,106) (174,48) (174,145) (177,18) (177,175) (178,64) (178,129) (182,3) (182,190) (183,66) (183,127) (184,94) (184,99) (185,36) (185,157) (188,75) (188,118) (192,2) (192,191) | 65 | y2 = x3 + 58x + 96 | 179 | (0,17) (0,176) (2,42) (2,151) (4,44) (4,149) (6,9) (6,184) (8,53) (8,140) (9,31) (9,162) (15,45) (15,148) (17,28) (17,165) (18,88) (18,105) (19,12) (19,181) (20,68) (20,125) (22,61) (22,132) (24,79) (24,114) (25,90) (25,103) (28,60) (28,133) (29,43) (29,150) (35,15) (35,178) (39,66) (39,127) (40,88) (40,105) (42,81) (42,112) (43,74) (43,119) (46,60) (46,133) (47,63) (47,130) (48,48) (48,145) (52,30) (52,163) (55,20) (55,173) (56,7) (56,186) (58,19) (58,174) (62,34) (62,159) (63,52) (63,141) (64,34) (64,159) (65,68) (65,125) (67,34) (67,159) (72,28) (72,165) (75,62) (75,131) (77,37) (77,156) (80,70) (80,123) (81,9) (81,184) (82,90) (82,103) (84,12) (84,181) (85,59) (85,134) (86,90) (86,103) (90,12) (90,181) (91,29) (91,164) (94,40) (94,153) (97,78) (97,115) (103,56) (103,137) (104,28) (104,165) (105,54) (105,139) (106,9) (106,184) (108,68) (108,125) (109,56) (109,137) (110,76) (110,117) (115,25) (115,168) (119,60) (119,133) (120,76) (120,117) (123,67) (123,126) (124,33) (124,160) (125,39) (125,154) (126,1) (126,192) (127,3) (127,190) (128,59) (128,134) (129,1) (129,192) (130,24) (130,169) (131,1) (131,192) (134,11) (134,182) (135,88) (135,105) (137,23) (137,170) (140,6) (140,187) (141,8) (141,185) (142,72) (142,121) (146,58) (146,135) (149,91) (149,102) (151,0) (152,20) (152,173) (153,19) (153,174) (156,76) (156,117) (157,48) (157,145) (171,36) (171,157) (173,59) (173,134) (174,56) (174,137) (175,19) (175,174) (178,26) (178,167) (179,20) (179,173) (181,48) (181,145) (184,14) (184,179) (185,49) (185,144) (188,35) (188,158) (189,46) (189,147) (191,92) (191,101) | 66 | y2 = x3 + 188x + 4 | 179 | (0,2) (0,191) (1,0) (2,52) (2,141) (3,4) (3,189) (4,56) (4,137) (6,24) (6,169) (9,63) (9,130) (12,30) (12,163) (14,13) (14,180) (15,71) (15,122) (17,59) (17,134) (20,50) (20,143) (25,8) (25,185) (27,32) (27,161) (28,59) (28,134) (30,42) (30,151) (38,35) (38,158) (41,28) (41,165) (43,72) (43,121) (44,56) (44,137) (45,1) (45,192) (46,80) (46,113) (47,12) (47,181) (49,8) (49,185) (51,52) (51,141) (53,44) (53,149) (54,17) (54,176) (55,33) (55,160) (56,17) (56,176) (57,37) (57,156) (61,22) (61,171) (63,90) (63,103) (66,76) (66,117) (67,33) (67,160) (68,49) (68,144) (71,33) (71,160) (72,4) (72,189) (73,95) (73,98) (74,41) (74,152) (75,68) (75,125) (77,38) (77,155) (79,43) (79,150) (81,26) (81,167) (83,17) (83,176) (85,93) (85,100) (86,9) (86,184) (90,65) (90,128) (92,40) (92,153) (94,5) (94,188) (95,62) (95,131) (98,88) (98,105) (100,27) (100,166) (101,96) (101,97) (105,29) (105,164) (115,64) (115,129) (116,84) (116,109) (117,26) (117,167) (118,4) (118,189) (119,8) (119,185) (120,61) (120,132) (121,68) (121,125) (128,27) (128,166) (129,9) (129,184) (130,20) (130,173) (135,43) (135,150) (140,52) (140,141) (142,44) (142,149) (144,41) (144,152) (145,56) (145,137) (147,39) (147,154) (148,59) (148,134) (152,31) (152,162) (154,18) (154,175) (155,83) (155,110) (158,27) (158,166) (159,7) (159,186) (160,55) (160,138) (165,1) (165,192) (167,11) (167,182) (168,41) (168,152) (169,14) (169,179) (171,9) (171,184) (172,43) (172,150) (176,1) (176,192) (179,15) (179,178) (184,51) (184,142) (188,26) (188,167) (190,68) (190,125) (191,44) (191,149) (192,89) (192,104) | 67 | y2 = x3 + 53x + 92 | 179 | (0,51) (0,142) (3,49) (3,144) (4,91) (4,102) (5,17) (5,176) (8,16) (8,177) (13,58) (13,135) (15,4) (15,189) (16,37) (16,156) (20,9) (20,184) (23,57) (23,136) (24,83) (24,110) (27,13) (27,180) (28,91) (28,102) (30,73) (30,120) (31,35) (31,158) (32,3) (32,190) (33,23) (33,170) (35,25) (35,168) (38,64) (38,129) (41,82) (41,111) (43,25) (43,168) (44,76) (44,117) (45,24) (45,169) (46,49) (46,144) (47,16) (47,177) (48,55) (48,138) (50,13) (50,180) (55,11) (55,182) (56,94) (56,99) (57,18) (57,175) (58,35) (58,158) (60,88) (60,105) (63,29) (63,164) (65,7) (65,186) (66,87) (66,106) (68,8) (68,185) (71,85) (71,108) (75,50) (75,143) (76,57) (76,136) (78,36) (78,157) (79,27) (79,166) (85,93) (85,100) (86,77) (86,116) (91,31) (91,162) (93,69) (93,124) (94,57) (94,136) (96,46) (96,147) (97,34) (97,159) (98,44) (98,149) (99,71) (99,122) (100,21) (100,172) (101,84) (101,109) (103,84) (103,109) (104,35) (104,158) (106,60) (106,133) (108,42) (108,151) (111,5) (111,188) (112,60) (112,133) (115,25) (115,168) (116,13) (116,180) (117,71) (117,122) (118,0) (121,27) (121,166) (122,10) (122,183) (126,77) (126,116) (129,33) (129,160) (138,16) (138,177) (142,80) (142,113) (144,49) (144,144) (145,61) (145,132) (146,11) (146,182) (148,90) (148,103) (150,36) (150,157) (158,36) (158,157) (159,45) (159,148) (161,91) (161,102) (164,75) (164,118) (165,3) (165,190) (168,60) (168,133) (169,67) (169,126) (170,71) (170,122) (174,77) (174,116) (177,72) (177,121) (178,19) (178,174) (180,78) (180,115) (182,84) (182,109) (185,11) (185,182) (186,27) (186,166) (187,41) (187,152) (189,3) (189,190) | 68 | y2 = x3 + 80x + 108 | 179 | (0,84) (0,109) (1,31) (1,162) (2,58) (2,135) (5,61) (5,132) (6,15) (6,178) (7,25) (7,168) (11,14) (11,179) (13,8) (13,185) (14,43) (14,150) (17,28) (17,165) (18,25) (18,168) (21,56) (21,137) (25,39) (25,154) (28,91) (28,102) (30,65) (30,128) (33,49) (33,144) (35,87) (35,106) (36,64) (36,129) (37,35) (37,158) (40,12) (40,181) (43,79) (43,114) (44,15) (44,178) (46,68) (46,125) (47,24) (47,169) (50,50) (50,143) (51,52) (51,141) (52,60) (52,133) (62,71) (62,122) (63,7) (63,186) (64,35) (64,158) (65,58) (65,135) (68,76) (68,117) (69,61) (69,132) (70,27) (70,166) (72,8) (72,185) (74,82) (74,111) (78,41) (78,152) (80,66) (80,127) (81,36) (81,157) (86,57) (86,136) (87,53) (87,140) (88,31) (88,162) (89,42) (89,151) (92,35) (92,158) (93,95) (93,98) (96,51) (96,142) (97,33) (97,160) (100,29) (100,164) (102,16) (102,177) (104,31) (104,162) (105,42) (105,151) (106,63) (106,130) (107,21) (107,172) (108,8) (108,185) (111,23) (111,170) (116,6) (116,187) (117,66) (117,127) (119,61) (119,132) (120,69) (120,124) (122,69) (122,124) (124,82) (124,111) (126,58) (126,135) (131,0) (133,10) (133,183) (134,46) (134,147) (137,9) (137,184) (138,36) (138,157) (142,54) (142,139) (143,15) (143,178) (144,69) (144,124) (147,80) (147,113) (149,50) (149,143) (150,94) (150,99) (153,74) (153,119) (154,89) (154,104) (155,17) (155,176) (160,18) (160,175) (167,36) (167,157) (168,25) (168,168) (169,24) (169,169) (170,24) (170,169) (172,19) (172,174) (174,75) (174,118) (175,39) (175,154) (178,92) (178,101) (186,39) (186,154) (187,50) (187,143) (188,82) (188,111) (189,66) (189,127) (192,42) (192,151) | 69 | y2 = x3 + 146x + 56 | 179 | (0,40) (0,153) (5,77) (5,116) (8,81) (8,112) (9,13) (9,180) (10,59) (10,134) (11,22) (11,171) (12,86) (12,107) (13,22) (13,171) (15,88) (15,105) (18,88) (18,105) (20,19) (20,174) (21,80) (21,113) (24,20) (24,173) (25,80) (25,113) (30,39) (30,154) (32,61) (32,132) (35,62) (35,131) (38,35) (38,158) (39,75) (39,118) (42,48) (42,145) (45,38) (45,155) (46,9) (46,184) (49,48) (49,145) (50,94) (50,99) (52,15) (52,178) (54,14) (54,179) (56,43) (56,150) (57,68) (57,125) (58,54) (58,139) (59,28) (59,165) (61,26) (61,167) (64,46) (64,147) (65,70) (65,123) (66,57) (66,136) (67,8) (67,185) (70,47) (70,146) (73,75) (73,118) (74,13) (74,180) (75,91) (75,102) (77,81) (77,112) (81,75) (81,118) (84,82) (84,111) (87,59) (87,134) (89,32) (89,161) (91,33) (91,160) (96,59) (96,134) (100,21) (100,172) (101,89) (101,104) (102,48) (102,145) (103,1) (103,192) (105,27) (105,166) (108,81) (108,112) (109,23) (109,170) (110,13) (110,180) (111,58) (111,135) (112,85) (112,108) (118,55) (118,138) (120,85) (120,108) (122,71) (122,122) (125,69) (125,124) (126,56) (126,137) (127,12) (127,181) (134,10) (134,183) (137,0) (139,63) (139,130) (140,93) (140,100) (144,33) (144,160) (145,46) (145,147) (147,80) (147,113) (151,33) (151,160) (154,85) (154,108) (158,30) (158,163) (160,88) (160,105) (162,38) (162,155) (164,24) (164,169) (166,39) (166,154) (167,53) (167,140) (168,9) (168,184) (169,22) (169,171) (171,51) (171,142) (172,9) (172,184) (173,41) (173,152) (177,46) (177,147) (179,38) (179,155) (180,20) (180,173) (181,67) (181,126) (182,20) (182,173) (186,87) (186,106) (188,72) (188,121) (190,39) (190,154) | 70 | y2 = x3 + 45x + 63 | 179 | (0,16) (0,177) (1,63) (1,130) (2,57) (2,136) (3,15) (3,178) (5,42) (5,151) (10,82) (10,111) (13,23) (13,170) (16,61) (16,132) (17,12) (17,181) (18,23) (18,170) (20,49) (20,144) (22,11) (22,182) (30,87) (30,106) (32,66) (32,127) (33,64) (33,129) (38,17) (38,176) (40,67) (40,126) (41,34) (41,159) (42,81) (42,112) (43,32) (43,161) (44,50) (44,143) (45,90) (45,103) (49,8) (49,185) (50,60) (50,133) (52,34) (52,159) (57,15) (57,178) (59,64) (59,129) (62,33) (62,160) (64,22) (64,171) (66,8) (66,185) (67,32) (67,161) (72,89) (72,104) (73,31) (73,162) (74,6) (74,187) (75,83) (75,110) (78,8) (78,185) (83,32) (83,161) (84,62) (84,131) (85,42) (85,151) (86,1) (86,192) (92,58) (92,135) (93,30) (93,163) (95,57) (95,136) (96,57) (96,136) (100,34) (100,159) (101,64) (101,129) (103,42) (103,151) (106,54) (106,139) (110,35) (110,158) (112,72) (112,121) (115,86) (115,107) (116,62) (116,131) (117,71) (117,122) (118,68) (118,125) (120,55) (120,138) (121,73) (121,120) (124,71) (124,122) (125,40) (125,153) (126,35) (126,158) (127,86) (127,107) (129,75) (129,118) (131,52) (131,141) (132,59) (132,134) (133,15) (133,178) (134,58) (134,135) (135,72) (135,121) (139,72) (139,121) (141,30) (141,163) (142,88) (142,105) (143,0) (144,86) (144,107) (145,71) (145,122) (150,35) (150,158) (152,30) (152,163) (154,39) (154,154) (156,56) (156,137) (158,14) (158,179) (159,96) (159,97) (160,58) (160,135) (161,4) (161,189) (162,23) (162,170) (163,85) (163,108) (166,3) (166,190) (172,47) (172,146) (174,29) (174,164) (176,91) (176,102) (177,74) (177,119) (183,93) (183,100) (186,62) (186,131) (189,28) (189,165) | 71 | y2 = x3 + 52x + 36 | 179 | (0,6) (0,187) (8,81) (8,112) (9,70) (9,123) (10,28) (10,165) (11,3) (11,190) (12,74) (12,119) (13,20) (13,173) (15,36) (15,157) (16,77) (16,116) (17,64) (17,129) (18,7) (18,186) (22,21) (22,172) (24,61) (24,132) (25,39) (25,154) (26,67) (26,126) (27,47) (27,146) (30,15) (30,178) (33,61) (33,132) (34,81) (34,112) (36,11) (36,182) (39,3) (39,190) (40,66) (40,127) (41,79) (41,114) (49,90) (49,103) (50,16) (50,177) (51,25) (51,168) (54,73) (54,120) (57,37) (57,156) (59,64) (59,129) (60,78) (60,115) (62,96) (62,97) (63,23) (63,170) (65,11) (65,182) (70,56) (70,137) (71,27) (71,166) (77,70) (77,123) (78,2) (78,191) (82,54) (82,139) (85,4) (85,189) (86,24) (86,169) (87,84) (87,109) (88,82) (88,111) (89,92) (89,101) (91,87) (91,106) (92,11) (92,182) (95,42) (95,151) (100,51) (100,142) (101,12) (101,181) (104,10) (104,183) (106,93) (106,100) (107,70) (107,123) (108,40) (108,153) (112,94) (112,99) (113,94) (113,99) (116,24) (116,169) (117,64) (117,129) (119,33) (119,160) (121,72) (121,121) (123,88) (123,105) (124,51) (124,142) (126,27) (126,166) (128,12) (128,181) (136,61) (136,132) (138,86) (138,107) (139,95) (139,98) (140,78) (140,115) (143,3) (143,190) (145,25) (145,168) (146,43) (146,150) (149,46) (149,147) (151,81) (151,112) (152,59) (152,134) (154,16) (154,177) (157,12) (157,181) (160,37) (160,156) (161,94) (161,99) (162,51) (162,142) (164,1) (164,192) (166,76) (166,117) (168,45) (168,148) (169,37) (169,156) (173,35) (173,158) (175,71) (175,122) (177,60) (177,133) (181,0) (182,16) (182,177) (184,24) (184,169) (186,78) (186,115) (189,27) (189,166) (190,25) (190,168) | 72 | y2 = x3 + 47x + 96 | 179 | (0,17) (0,176) (1,12) (1,181) (7,31) (7,162) (11,20) (11,173) (12,74) (12,119) (13,3) (13,190) (14,88) (14,105) (17,37) (17,156) (19,30) (19,163) (23,42) (23,151) (24,90) (24,103) (29,76) (29,117) (32,20) (32,173) (36,1) (36,192) (37,68) (37,125) (38,28) (38,165) (39,35) (39,158) (44,43) (44,150) (46,44) (46,149) (49,52) (49,141) (54,78) (54,115) (55,48) (55,145) (56,28) (56,165) (57,76) (57,117) (58,63) (58,130) (59,1) (59,192) (60,61) (60,132) (61,9) (61,184) (63,9) (63,184) (65,7) (65,186) (66,6) (66,187) (68,25) (68,168) (69,9) (69,184) (70,12) (70,181) (71,56) (71,137) (72,68) (72,125) (73,91) (73,102) (74,88) (74,105) (75,33) (75,160) (76,45) (76,148) (83,79) (83,114) (84,68) (84,125) (88,19) (88,174) (89,72) (89,121) (92,53) (92,140) (95,34) (95,159) (96,0) (97,81) (97,112) (98,1) (98,192) (99,28) (99,165) (101,49) (101,144) (105,88) (105,105) (107,76) (107,117) (109,59) (109,134) (113,15) (113,178) (114,60) (114,133) (116,40) (116,153) (117,26) (117,167) (119,19) (119,174) (121,59) (121,134) (122,12) (122,181) (123,56) (123,137) (128,23) (128,170) (129,60) (129,133) (133,36) (133,157) (134,34) (134,159) (135,58) (135,135) (143,60) (143,133) (144,24) (144,169) (146,54) (146,139) (147,46) (147,147) (148,70) (148,123) (150,20) (150,173) (156,59) (156,134) (157,34) (157,159) (159,66) (159,127) (160,67) (160,126) (165,48) (165,145) (166,48) (166,145) (170,92) (170,101) (171,90) (171,103) (174,8) (174,185) (178,29) (178,164) (179,19) (179,174) (183,39) (183,154) (186,14) (186,179) (187,62) (187,131) (190,11) (190,182) (191,90) (191,103) (192,56) (192,137) | 73 | y2 = x3 + 45x + 130 | 179 | (0,55) (0,138) (4,48) (4,145) (7,4) (7,189) (10,6) (10,187) (16,11) (16,182) (17,37) (17,156) (19,33) (19,160) (21,53) (21,140) (27,50) (27,143) (30,63) (30,130) (31,67) (31,126) (32,62) (32,131) (33,66) (33,127) (34,56) (34,137) (35,24) (35,169) (37,96) (37,97) (39,71) (39,122) (41,79) (41,114) (43,60) (43,133) (48,39) (48,154) (49,18) (49,175) (50,0) (51,13) (51,180) (52,79) (52,114) (54,42) (54,151) (58,42) (58,151) (59,66) (59,127) (60,57) (60,136) (61,46) (61,147) (62,34) (62,159) (64,92) (64,101) (66,18) (66,175) (67,60) (67,133) (68,41) (68,152) (69,39) (69,154) (72,70) (72,123) (73,16) (73,177) (75,89) (75,104) (76,39) (76,154) (77,4) (77,189) (78,18) (78,175) (81,42) (81,151) (83,60) (83,133) (87,65) (87,128) (90,72) (90,121) (92,27) (92,166) (93,52) (93,141) (97,15) (97,178) (98,15) (98,178) (100,79) (100,114) (101,66) (101,127) (107,81) (107,112) (108,72) (108,121) (109,4) (109,189) (110,83) (110,110) (115,69) (115,124) (118,32) (118,161) (119,93) (119,100) (120,2) (120,191) (121,68) (121,125) (126,83) (126,110) (127,69) (127,124) (129,45) (129,148) (131,29) (131,164) (134,27) (134,166) (136,57) (136,136) (141,52) (141,141) (143,35) (143,158) (144,69) (144,124) (148,44) (148,149) (149,3) (149,190) (150,83) (150,110) (151,1) (151,192) (152,52) (152,141) (153,23) (153,170) (155,26) (155,167) (160,27) (160,166) (161,58) (161,135) (163,94) (163,99) (171,74) (171,119) (173,84) (173,109) (175,67) (175,126) (176,7) (176,186) (177,77) (177,116) (180,67) (180,126) (183,80) (183,113) (188,72) (188,121) (190,57) (190,136) (191,15) (191,178) (192,85) (192,108) | 74 | y2 = x3 + 82x + 7 | 179 | (0,59) (0,134) (2,76) (2,117) (17,36) (17,157) (20,24) (20,169) (22,53) (22,140) (24,72) (24,121) (27,45) (27,148) (28,55) (28,138) (30,18) (30,175) (31,63) (31,130) (33,67) (33,126) (34,5) (34,188) (36,20) (36,173) (38,45) (38,148) (39,68) (39,125) (41,84) (41,109) (43,67) (43,126) (45,32) (45,161) (48,47) (48,146) (49,85) (49,108) (51,14) (51,179) (52,69) (52,124) (53,48) (53,145) (54,92) (54,101) (61,2) (61,191) (62,25) (62,168) (65,43) (65,150) (66,83) (66,110) (67,72) (67,121) (68,54) (68,139) (70,31) (70,162) (71,30) (71,163) (72,53) (72,140) (74,4) (74,189) (75,94) (75,99) (76,93) (76,100) (78,81) (78,112) (80,13) (80,180) (81,44) (81,149) (83,76) (83,117) (85,75) (85,118) (90,51) (90,142) (92,27) (92,166) (94,10) (94,183) (97,88) (97,105) (99,53) (99,140) (100,19) (100,174) (102,72) (102,121) (106,42) (106,151) (107,19) (107,174) (108,76) (108,117) (110,75) (110,118) (112,89) (112,104) (117,67) (117,126) (118,40) (118,153) (119,34) (119,159) (120,70) (120,123) (121,10) (121,183) (123,37) (123,156) (125,46) (125,147) (128,45) (128,148) (131,57) (131,136) (133,74) (133,119) (139,87) (139,106) (143,88) (143,105) (145,11) (145,182) (146,88) (146,105) (147,80) (147,113) (150,93) (150,100) (153,85) (153,108) (155,43) (155,150) (157,0) (158,14) (158,179) (160,93) (160,100) (162,22) (162,171) (164,35) (164,158) (166,43) (166,150) (170,64) (170,129) (171,10) (171,183) (172,5) (172,188) (176,29) (176,164) (177,14) (177,179) (179,19) (179,174) (180,5) (180,188) (181,24) (181,169) (184,85) (184,108) (185,24) (185,169) (186,21) (186,172) (189,1) (189,192) (191,75) (191,118) | 75 | y2 = x3 + 105x + 56 | 179 | (0,40) (0,153) (1,82) (1,111) (2,9) (2,184) (3,28) (3,165) (6,55) (6,138) (7,13) (7,180) (9,46) (9,147) (13,12) (13,181) (14,88) (14,105) (15,48) (15,145) (16,87) (16,106) (17,81) (17,112) (19,15) (19,178) (22,58) (22,135) (26,26) (26,167) (27,46) (27,147) (29,85) (29,108) (30,22) (30,171) (32,38) (32,155) (33,47) (33,146) (34,85) (34,108) (35,38) (35,155) (37,19) (37,174) (39,72) (39,121) (42,14) (42,179) (48,9) (48,184) (50,80) (50,113) (51,35) (51,158) (52,71) (52,122) (53,22) (53,171) (55,67) (55,126) (62,39) (62,154) (63,75) (63,118) (65,43) (65,150) (66,93) (66,100) (72,70) (72,123) (76,88) (76,105) (79,13) (79,180) (80,30) (80,163) (81,48) (81,145) (83,20) (83,173) (84,81) (84,112) (87,53) (87,140) (88,54) (88,139) (92,81) (92,112) (95,8) (95,185) (96,33) (96,160) (97,48) (97,145) (98,56) (98,137) (100,89) (100,104) (103,88) (103,105) (107,13) (107,180) (110,22) (110,171) (112,33) (112,160) (113,62) (113,131) (115,59) (115,134) (123,1) (123,192) (126,38) (126,155) (128,0) (130,85) (130,108) (132,59) (132,134) (133,51) (133,142) (138,86) (138,107) (139,59) (139,134) (140,20) (140,173) (143,9) (143,184) (145,80) (145,113) (146,27) (146,166) (149,24) (149,169) (151,63) (151,130) (152,39) (152,154) (154,77) (154,116) (155,32) (155,161) (156,41) (156,152) (157,46) (157,147) (159,75) (159,118) (163,20) (163,173) (164,75) (164,118) (172,39) (172,154) (173,68) (173,125) (175,61) (175,132) (178,33) (178,160) (180,57) (180,136) (183,69) (183,124) (185,21) (185,172) (187,91) (187,102) (189,94) (189,99) (190,10) (190,183) (191,80) (191,113) (192,23) (192,170) | 76 | y2 = x3 + 34x + 131 | 179 | (0,18) (0,175) (1,72) (1,121) (2,20) (2,173) (3,35) (3,158) (4,36) (4,157) (6,92) (6,101) (8,23) (8,170) (9,89) (9,104) (12,12) (12,181) (16,77) (16,116) (17,5) (17,188) (19,63) (19,130) (20,60) (20,133) (25,89) (25,104) (26,16) (26,177) (27,9) (27,184) (30,72) (30,121) (31,17) (31,176) (33,83) (33,110) (35,81) (35,112) (36,95) (36,98) (40,8) (40,185) (41,1) (41,192) (42,50) (42,143) (49,65) (49,128) (58,82) (58,111) (60,9) (60,184) (61,45) (61,148) (63,29) (63,164) (67,82) (67,111) (68,82) (68,111) (69,50) (69,143) (72,40) (72,153) (74,86) (74,107) (76,53) (76,140) (78,25) (78,168) (82,50) (82,143) (83,76) (83,117) (84,38) (84,155) (87,48) (87,145) (88,88) (88,105) (89,3) (89,190) (91,64) (91,129) (93,36) (93,157) (94,94) (94,99) (96,36) (96,157) (97,33) (97,160) (100,33) (100,160) (106,9) (106,184) (108,41) (108,152) (109,13) (109,180) (110,58) (110,135) (115,71) (115,122) (119,59) (119,134) (120,6) (120,187) (122,41) (122,152) (123,75) (123,118) (125,10) (125,183) (126,10) (126,183) (127,85) (127,108) (129,75) (129,118) (130,0) (133,48) (133,145) (134,75) (134,118) (135,10) (135,183) (139,40) (139,153) (140,68) (140,125) (141,31) (141,162) (149,84) (149,109) (155,55) (155,138) (156,41) (156,152) (159,89) (159,104) (160,30) (160,163) (161,67) (161,126) (162,72) (162,121) (163,17) (163,176) (165,1) (165,192) (166,48) (166,145) (167,44) (167,149) (172,81) (172,112) (175,40) (175,153) (179,81) (179,112) (180,1) (180,192) (181,73) (181,120) (186,69) (186,124) (187,26) (187,167) (189,33) (189,160) (190,52) (190,141) (191,21) (191,172) (192,17) (192,176) | 77 | y2 = x3 + 60x + 12 | 179 | (0,28) (0,165) (6,3) (6,190) (7,14) (7,179) (12,12) (12,181) (16,67) (16,126) (18,13) (18,180) (19,22) (19,171) (22,20) (22,173) (23,7) (23,186) (27,49) (27,144) (28,22) (28,171) (29,47) (29,146) (30,21) (30,172) (33,78) (33,115) (34,61) (34,132) (35,37) (35,156) (36,81) (36,112) (37,14) (37,179) (38,6) (38,187) (42,81) (42,112) (44,54) (44,139) (46,83) (46,110) (48,0) (49,13) (49,180) (57,8) (57,185) (58,59) (58,134) (61,37) (61,156) (64,87) (64,106) (67,56) (67,137) (72,74) (72,119) (73,70) (73,123) (74,55) (74,138) (75,67) (75,126) (78,5) (78,188) (80,94) (80,99) (83,45) (83,148) (85,38) (85,155) (87,89) (87,104) (89,9) (89,184) (93,11) (93,182) (95,50) (95,143) (96,44) (96,149) (97,37) (97,156) (100,17) (100,176) (102,67) (102,126) (103,39) (103,154) (105,95) (105,98) (106,4) (106,189) (108,33) (108,160) (111,23) (111,170) (115,81) (115,112) (116,69) (116,124) (121,96) (121,97) (124,45) (124,148) (125,23) (125,170) (126,13) (126,180) (127,76) (127,117) (128,76) (128,117) (129,91) (129,102) (131,76) (131,117) (132,44) (132,149) (133,25) (133,168) (134,43) (134,150) (138,62) (138,131) (141,29) (141,164) (144,56) (144,137) (145,88) (145,105) (146,22) (146,171) (147,58) (147,135) (149,14) (149,179) (150,23) (150,170) (151,5) (151,188) (153,2) (153,191) (155,48) (155,145) (156,54) (156,139) (157,5) (157,188) (158,44) (158,149) (161,8) (161,185) (163,82) (163,111) (164,18) (164,175) (168,8) (168,185) (170,19) (170,174) (175,56) (175,137) (176,86) (176,107) (179,45) (179,148) (182,12) (182,181) (186,54) (186,139) (188,72) (188,121) (190,34) (190,159) (192,12) (192,181) | 78 | y2 = x3 + 148x + 108 | 179 | (0,84) (0,109) (1,8) (1,185) (3,0) (4,68) (4,125) (5,89) (5,104) (6,61) (6,132) (8,35) (8,158) (9,25) (9,168) (11,65) (11,128) (12,36) (12,157) (18,43) (18,150) (19,69) (19,124) (20,35) (20,158) (23,25) (23,168) (26,63) (26,130) (27,56) (27,137) (29,15) (29,178) (32,39) (32,154) (34,61) (34,132) (36,91) (36,102) (38,52) (38,141) (40,82) (40,111) (42,33) (42,160) (44,69) (44,124) (45,87) (45,106) (46,15) (46,178) (49,36) (49,157) (50,66) (50,127) (51,31) (51,162) (55,94) (55,99) (56,58) (56,135) (58,31) (58,162) (60,23) (60,170) (62,46) (62,147) (65,8) (65,185) (70,49) (70,144) (75,50) (75,143) (76,16) (76,177) (77,28) (77,165) (79,12) (79,181) (81,7) (81,186) (83,57) (83,136) (84,31) (84,162) (88,24) (88,169) (89,17) (89,176) (90,27) (90,166) (91,92) (91,101) (92,95) (92,98) (94,6) (94,187) (101,29) (101,164) (107,24) (107,169) (109,42) (109,151) (110,21) (110,172) (114,74) (114,119) (115,76) (115,117) (118,15) (118,178) (121,9) (121,184) (122,60) (122,133) (123,18) (123,175) (127,8) (127,185) (129,64) (129,129) (130,69) (130,124) (132,36) (132,157) (135,42) (135,151) (138,79) (138,114) (141,75) (141,118) (142,42) (142,151) (147,50) (147,143) (151,51) (151,142) (152,14) (152,179) (153,61) (153,132) (155,54) (155,139) (158,66) (158,127) (159,82) (159,111) (161,25) (161,168) (162,58) (162,135) (164,50) (164,143) (165,35) (165,158) (166,19) (166,174) (167,53) (167,140) (168,58) (168,135) (170,39) (170,154) (171,10) (171,183) (178,66) (178,127) (183,41) (183,152) (184,39) (184,154) (187,82) (187,111) (189,80) (189,113) (190,71) (190,122) (191,24) (191,169) | 79 | y2 = x3 + 133x + 7 | 179 | (0,59) (0,134) (4,88) (4,105) (5,5) (5,188) (6,40) (6,153) (9,14) (9,179) (10,54) (10,139) (12,67) (12,126) (15,72) (15,121) (16,21) (16,172) (19,69) (19,124) (21,45) (21,148) (23,76) (23,117) (25,64) (25,129) (26,2) (26,191) (27,11) (27,182) (28,20) (28,173) (29,70) (29,123) (32,19) (32,174) (33,31) (33,162) (35,32) (35,161) (37,24) (37,169) (42,92) (42,101) (48,5) (48,188) (50,80) (50,113) (51,45) (51,148) (54,88) (54,105) (55,24) (55,169) (56,53) (56,140) (59,57) (59,136) (60,53) (60,140) (61,42) (61,151) (63,44) (63,149) (67,63) (67,130) (70,51) (70,142) (72,43) (72,150) (77,53) (77,140) (79,4) (79,189) (80,14) (80,179) (81,85) (81,108) (82,74) (82,119) (83,72) (83,121) (84,76) (84,117) (86,76) (86,117) (90,67) (90,126) (91,67) (91,126) (93,27) (93,166) (94,29) (94,164) (95,72) (95,121) (99,36) (99,157) (101,24) (101,169) (102,93) (102,100) (103,93) (103,100) (104,14) (104,179) (107,75) (107,118) (109,75) (109,118) (114,34) (114,159) (116,10) (116,183) (119,85) (119,108) (121,45) (121,148) (125,81) (125,112) (126,22) (126,171) (127,48) (127,145) (129,55) (129,138) (130,89) (130,104) (133,10) (133,183) (134,25) (134,168) (135,88) (135,105) (137,10) (137,183) (140,5) (140,188) (141,30) (141,163) (142,43) (142,150) (147,1) (147,192) (148,13) (148,180) (149,35) (149,158) (151,87) (151,106) (152,18) (152,175) (159,68) (159,125) (160,37) (160,156) (165,0) (166,47) (166,146) (169,19) (169,174) (170,75) (170,118) (172,43) (172,150) (180,83) (180,110) (181,93) (181,100) (182,84) (182,109) (183,46) (183,147) (185,19) (185,174) (186,85) (186,108) (187,94) (187,99) | 80 | y2 = x3 + 71x + 172 | 179 | (0,65) (0,128) (2,69) (2,124) (4,83) (4,110) (6,87) (6,106) (9,31) (9,162) (10,96) (10,97) (11,57) (11,136) (12,67) (12,126) (14,67) (14,126) (16,0) (19,9) (19,184) (24,35) (24,158) (25,3) (25,190) (26,78) (26,115) (29,76) (29,117) (31,60) (31,133) (32,47) (32,146) (34,3) (34,190) (35,62) (35,131) (36,13) (36,180) (37,50) (37,143) (42,87) (42,106) (43,30) (43,163) (44,47) (44,146) (46,75) (46,118) (47,88) (47,105) (48,63) (48,130) (49,17) (49,176) (50,50) (50,143) (51,46) (51,147) (52,84) (52,109) (56,9) (56,184) (62,84) (62,109) (64,83) (64,110) (72,32) (72,161) (74,77) (74,116) (76,79) (76,114) (77,55) (77,138) (79,84) (79,109) (89,86) (89,107) (91,39) (91,154) (92,70) (92,123) (94,14) (94,179) (96,8) (96,185) (103,43) (103,150) (106,50) (106,143) (107,11) (107,182) (108,11) (108,182) (109,24) (109,169) (113,73) (113,120) (114,64) (114,129) (116,54) (116,139) (117,47) (117,146) (118,9) (118,184) (119,28) (119,165) (121,51) (121,142) (123,48) (123,145) (124,70) (124,123) (125,83) (125,110) (127,81) (127,112) (131,64) (131,129) (134,3) (134,190) (135,73) (135,120) (136,74) (136,119) (138,73) (138,120) (140,52) (140,141) (141,64) (141,129) (144,21) (144,172) (145,87) (145,106) (148,6) (148,187) (149,79) (149,114) (150,71) (150,122) (151,63) (151,130) (153,66) (153,127) (157,91) (157,102) (161,79) (161,114) (162,5) (162,188) (163,68) (163,125) (164,92) (164,101) (167,67) (167,126) (169,85) (169,108) (170,70) (170,123) (171,11) (171,182) (173,4) (173,189) (177,94) (177,99) (179,78) (179,115) (181,78) (181,115) (183,44) (183,149) (187,63) (187,130) (192,10) (192,183) | 81 | y2 = x3 + 102x + 98 | 179 | (0,22) (0,171) (1,89) (1,104) (4,50) (4,143) (7,24) (7,169) (8,70) (8,123) (9,89) (9,104) (11,87) (11,106) (13,95) (13,98) (14,88) (14,105) (16,6) (16,187) (18,25) (18,168) (22,32) (22,161) (25,18) (25,175) (27,95) (27,98) (28,3) (28,190) (30,67) (30,126) (31,56) (31,137) (34,88) (34,105) (40,7) (40,186) (41,61) (41,132) (42,43) (42,150) (43,6) (43,187) (44,5) (44,188) (45,49) (45,144) (47,40) (47,153) (48,65) (48,128) (49,24) (49,169) (56,44) (56,149) (60,70) (60,123) (61,93) (61,100) (66,1) (66,192) (68,11) (68,182) (69,37) (69,156) (71,45) (71,148) (73,77) (73,116) (74,64) (74,129) (76,80) (76,113) (82,55) (82,138) (83,0) (84,91) (84,102) (87,9) (87,184) (88,68) (88,125) (92,94) (92,99) (95,20) (95,173) (99,21) (99,172) (103,23) (103,170) (104,94) (104,99) (107,58) (107,135) (109,54) (109,139) (110,14) (110,179) (112,71) (112,122) (116,29) (116,164) (117,92) (117,101) (118,34) (118,159) (122,78) (122,115) (125,70) (125,123) (126,23) (126,170) (127,52) (127,141) (131,39) (131,154) (133,11) (133,182) (134,6) (134,187) (136,57) (136,136) (137,24) (137,169) (139,37) (139,156) (144,44) (144,149) (145,88) (145,105) (151,85) (151,108) (153,95) (153,98) (156,26) (156,167) (157,23) (157,170) (158,72) (158,121) (159,65) (159,128) (161,93) (161,100) (164,93) (164,100) (165,90) (165,103) (166,7) (166,186) (168,79) (168,114) (171,41) (171,152) (174,76) (174,117) (175,27) (175,166) (178,37) (178,156) (179,65) (179,128) (180,7) (180,186) (183,89) (183,104) (185,11) (185,182) (186,44) (186,149) (187,87) (187,106) (188,87) (188,106) (189,28) (189,165) (190,94) (190,99) | 82 | y2 = x3 + 71x + 21 | 179 | (0,54) (0,139) (1,38) (1,155) (6,85) (6,108) (10,90) (10,103) (12,51) (12,142) (14,51) (14,142) (16,87) (16,106) (20,62) (20,131) (22,74) (22,119) (23,73) (23,120) (24,63) (24,130) (26,23) (26,170) (29,75) (29,118) (30,89) (30,104) (31,19) (31,174) (32,30) (32,163) (36,37) (36,156) (40,58) (40,135) (42,85) (42,108) (43,39) (43,154) (44,30) (44,163) (45,93) (45,100) (48,94) (48,99) (49,36) (49,157) (52,27) (52,166) (53,34) (53,159) (55,70) (55,123) (57,11) (57,182) (58,70) (58,123) (59,50) (59,143) (62,27) (62,166) (66,1) (66,192) (68,32) (68,161) (69,73) (69,120) (70,28) (70,165) (72,78) (72,115) (74,48) (74,145) (75,43) (75,150) (76,53) (76,140) (77,65) (77,128) (79,27) (79,166) (80,70) (80,123) (84,14) (84,179) (85,74) (85,119) (86,74) (86,119) (87,3) (87,190) (90,9) (90,184) (97,69) (97,124) (99,24) (99,169) (101,73) (101,120) (102,71) (102,122) (104,18) (104,175) (114,49) (114,144) (116,16) (116,177) (117,30) (117,163) (119,61) (119,132) (121,83) (121,110) (129,32) (129,161) (131,49) (131,144) (137,43) (137,150) (141,49) (141,144) (142,59) (142,134) (143,3) (143,190) (144,26) (144,167) (145,85) (145,108) (146,13) (146,180) (147,92) (147,101) (149,53) (149,140) (150,79) (150,114) (151,94) (151,99) (156,3) (156,190) (157,88) (157,105) (158,4) (158,189) (159,50) (159,143) (161,53) (161,140) (162,35) (162,158) (164,20) (164,173) (167,51) (167,142) (168,50) (168,143) (169,60) (169,133) (174,43) (174,150) (177,0) (179,23) (179,170) (181,23) (181,170) (182,15) (182,178) (183,56) (183,137) (184,2) (184,191) (187,94) (187,99) (189,32) (189,161) (191,8) (191,185) | 83 | y2 = x3 + 180x + 118 | 179 | (0,73) (0,120) (2,10) (2,183) (4,55) (4,138) (6,16) (6,177) (7,62) (7,131) (9,94) (9,99) (10,71) (10,122) (13,71) (13,122) (19,19) (19,174) (20,36) (20,157) (26,76) (26,117) (27,27) (27,166) (31,39) (31,154) (32,25) (32,168) (34,90) (34,103) (36,76) (36,117) (37,66) (37,127) (39,79) (39,114) (40,78) (40,115) (41,50) (41,143) (43,69) (43,124) (44,14) (44,179) (47,70) (47,123) (49,65) (49,128) (55,50) (55,143) (57,86) (57,107) (59,27) (59,166) (60,23) (60,170) (61,66) (61,127) (64,84) (64,109) (65,80) (65,113) (66,94) (66,99) (69,4) (69,189) (71,40) (71,153) (73,16) (73,177) (75,49) (75,144) (76,31) (76,162) (77,39) (77,154) (80,20) (80,173) (82,62) (82,131) (84,68) (84,125) (85,39) (85,154) (86,47) (86,146) (88,11) (88,182) (89,32) (89,161) (90,96) (90,97) (91,81) (91,112) (93,0) (95,66) (95,127) (97,50) (97,143) (98,60) (98,133) (100,64) (100,129) (104,62) (104,131) (107,27) (107,166) (111,32) (111,161) (114,16) (114,177) (115,3) (115,190) (118,94) (118,99) (119,34) (119,159) (123,88) (123,105) (124,42) (124,151) (125,52) (125,141) (127,49) (127,144) (128,28) (128,165) (129,30) (129,163) (131,76) (131,117) (132,60) (132,133) (133,38) (133,155) (134,47) (134,146) (139,74) (139,119) (144,8) (144,185) (146,57) (146,136) (148,45) (148,148) (150,53) (150,140) (151,63) (151,130) (155,72) (155,121) (156,60) (156,133) (159,7) (159,186) (161,24) (161,169) (166,47) (166,146) (168,79) (168,114) (170,71) (170,122) (172,89) (172,104) (173,22) (173,171) (179,79) (179,114) (184,49) (184,144) (185,17) (185,176) (186,32) (186,161) (190,55) (190,138) (192,55) (192,138) | 84 | y2 = x3 + 15x + 95 | 179 | (0,45) (0,148) (7,93) (7,100) (9,90) (9,103) (15,75) (15,118) (16,68) (16,125) (18,54) (18,139) (19,22) (19,171) (20,17) (20,176) (21,54) (21,139) (22,74) (22,119) (23,86) (23,107) (24,24) (24,169) (26,43) (26,150) (30,77) (30,116) (31,67) (31,126) (32,95) (32,98) (33,67) (33,126) (34,94) (34,99) (36,44) (36,149) (39,13) (39,180) (41,94) (41,99) (44,61) (44,132) (45,42) (45,151) (48,25) (48,168) (49,39) (49,154) (50,3) (50,190) (52,20) (52,173) (53,81) (53,112) (54,63) (54,130) (55,93) (55,100) (59,87) (59,106) (60,16) (60,177) (63,90) (63,103) (66,25) (66,168) (68,68) (68,125) (72,14) (72,179) (78,74) (78,119) (79,25) (79,168) (80,84) (80,109) (82,83) (82,110) (83,66) (83,127) (85,37) (85,156) (87,6) (87,187) (93,74) (93,119) (97,91) (97,102) (98,96) (98,97) (99,33) (99,160) (100,73) (100,120) (102,91) (102,102) (105,41) (105,152) (108,65) (108,128) (109,68) (109,125) (111,40) (111,153) (114,12) (114,181) (115,73) (115,120) (118,94) (118,99) (120,6) (120,187) (121,90) (121,103) (124,52) (124,141) (126,76) (126,117) (127,12) (127,181) (129,67) (129,126) (130,14) (130,179) (131,93) (131,100) (135,89) (135,104) (139,9) (139,184) (140,34) (140,159) (142,87) (142,106) (143,48) (143,145) (145,12) (145,181) (153,27) (153,166) (154,54) (154,139) (156,15) (156,178) (157,50) (157,143) (161,64) (161,129) (164,19) (164,174) (169,0) (170,30) (170,163) (171,73) (171,120) (172,13) (172,180) (174,51) (174,142) (175,13) (175,180) (176,36) (176,157) (178,82) (178,111) (179,6) (179,187) (182,23) (182,170) (184,14) (184,179) (185,87) (185,106) (187,91) (187,102) (190,71) (190,122) | 85 | y2 = x3 + 76x + 95 | 179 | (0,45) (0,148) (1,65) (1,128) (2,86) (2,107) (3,93) (3,100) (5,54) (5,139) (9,93) (9,100) (10,73) (10,120) (11,77) (11,116) (13,81) (13,112) (14,64) (14,129) (16,14) (16,179) (17,33) (17,160) (21,12) (21,181) (22,16) (22,177) (24,66) (24,127) (27,54) (27,139) (28,67) (28,126) (29,61) (29,132) (32,13) (32,180) (41,23) (41,170) (42,91) (42,102) (44,6) (44,187) (46,48) (46,145) (52,22) (52,171) (53,12) (53,181) (60,40) (60,153) (61,43) (61,150) (63,39) (63,154) (64,50) (64,143) (65,14) (65,179) (69,94) (69,99) (70,67) (70,126) (73,19) (73,174) (74,25) (74,168) (75,91) (75,102) (76,91) (76,102) (81,90) (81,103) (82,73) (82,120) (85,68) (85,125) (86,24) (86,169) (91,82) (91,111) (92,74) (92,119) (95,67) (95,126) (96,9) (96,184) (97,63) (97,130) (100,87) (100,106) (101,73) (101,120) (102,75) (102,118) (107,0) (111,74) (111,119) (112,14) (112,179) (113,42) (113,151) (114,27) (114,166) (115,68) (115,125) (116,36) (116,157) (119,12) (119,181) (122,20) (122,173) (126,96) (126,97) (128,90) (128,103) (129,44) (129,149) (131,87) (131,106) (133,83) (133,110) (134,71) (134,122) (135,41) (135,152) (136,17) (136,176) (140,25) (140,168) (141,51) (141,142) (146,89) (146,104) (147,3) (147,190) (154,94) (154,99) (155,87) (155,106) (158,84) (158,109) (161,54) (161,139) (162,76) (162,117) (163,94) (163,99) (166,13) (166,180) (167,6) (167,187) (172,25) (172,168) (173,15) (173,178) (175,6) (175,187) (177,90) (177,103) (179,95) (179,98) (180,34) (180,159) (181,93) (181,100) (183,74) (183,119) (186,68) (186,125) (187,52) (187,141) (188,13) (188,180) (191,30) (191,163) (192,37) (192,156) | 86 | y2 = x3 + 66x + 118 | 179 | (0,73) (0,120) (1,68) (1,125) (2,79) (2,114) (3,27) (3,166) (5,90) (5,103) (6,94) (6,99) (7,94) (7,99) (8,0) (12,69) (12,124) (13,49) (13,144) (16,32) (16,161) (17,39) (17,154) (18,24) (18,169) (21,27) (21,166) (22,32) (22,161) (23,10) (23,183) (24,47) (24,146) (25,71) (25,122) (26,66) (26,127) (28,76) (28,117) (31,66) (31,127) (32,79) (32,114) (36,30) (36,163) (37,36) (37,157) (38,62) (38,131) (46,55) (46,138) (47,11) (47,182) (48,89) (48,104) (53,71) (53,122) (54,50) (54,143) (57,60) (57,133) (58,70) (58,123) (59,76) (59,117) (62,55) (62,138) (67,39) (67,154) (68,3) (68,190) (69,16) (69,177) (70,96) (70,97) (72,80) (72,113) (74,78) (74,115) (75,42) (75,151) (81,65) (81,128) (82,38) (82,155) (85,55) (85,138) (96,63) (96,130) (101,17) (101,176) (102,31) (102,162) (106,76) (106,117) (109,39) (109,154) (111,23) (111,170) (112,8) (112,185) (114,34) (114,159) (115,71) (115,122) (118,4) (118,189) (120,14) (120,179) (121,28) (121,165) (122,19) (122,174) (135,57) (135,136) (136,66) (136,127) (141,40) (141,153) (142,72) (142,121) (148,20) (148,173) (150,50) (150,143) (151,74) (151,119) (153,16) (153,177) (155,32) (155,161) (156,22) (156,171) (157,84) (157,109) (158,45) (158,148) (159,79) (159,114) (160,88) (160,105) (162,60) (162,133) (164,16) (164,177) (167,60) (167,133) (169,27) (169,166) (171,62) (171,131) (172,47) (172,146) (173,86) (173,107) (175,25) (175,168) (177,62) (177,131) (178,81) (178,112) (180,94) (180,99) (181,53) (181,140) (182,50) (182,143) (183,52) (183,141) (185,64) (185,129) (186,49) (186,144) (187,49) (187,144) (188,7) (188,186) (190,47) (190,146) | 87 | y2 = x3 + 111x + 181 | 179 | (0,48) (0,145) (1,10) (1,183) (2,5) (2,188) (4,66) (4,127) (6,22) (6,171) (7,23) (7,170) (9,65) (9,128) (10,19) (10,174) (11,80) (11,113) (18,22) (18,171) (20,65) (20,128) (21,0) (22,95) (22,98) (26,68) (26,125) (28,94) (28,99) (29,24) (29,169) (31,88) (31,105) (32,88) (32,105) (33,71) (33,122) (34,42) (34,151) (35,87) (35,106) (37,69) (37,124) (39,77) (39,116) (42,90) (42,103) (44,73) (44,120) (45,90) (45,103) (48,84) (48,109) (51,43) (51,150) (54,19) (54,174) (56,20) (56,173) (58,25) (58,168) (59,52) (59,141) (63,96) (63,97) (64,1) (64,192) (65,56) (65,137) (69,23) (69,170) (73,53) (73,140) (75,50) (75,143) (77,18) (77,175) (79,31) (79,162) (82,76) (82,117) (84,7) (84,186) (87,91) (87,102) (88,45) (88,148) (89,93) (89,100) (92,26) (92,167) (99,8) (99,185) (101,74) (101,119) (104,28) (104,165) (106,90) (106,103) (115,67) (115,126) (117,23) (117,170) (120,86) (120,107) (122,33) (122,160) (123,51) (123,142) (126,3) (126,190) (128,11) (128,182) (129,19) (129,174) (130,88) (130,105) (131,9) (131,184) (133,67) (133,126) (138,67) (138,126) (139,1) (139,192) (140,20) (140,173) (141,45) (141,148) (146,46) (146,147) (148,91) (148,102) (150,7) (150,186) (151,91) (151,102) (152,7) (152,186) (153,16) (153,177) (157,45) (157,148) (161,96) (161,97) (162,96) (162,97) (164,65) (164,128) (165,37) (165,156) (167,62) (167,131) (169,22) (169,171) (170,69) (170,124) (172,13) (172,180) (173,24) (173,169) (179,69) (179,124) (181,4) (181,189) (182,36) (182,157) (183,1) (183,192) (184,24) (184,169) (189,32) (189,161) (190,20) (190,173) (191,12) (191,181) (192,29) (192,164) | 88 | y2 = x3 + 159x + 189 | 179 | (0,31) (0,162) (2,69) (2,124) (5,12) (5,181) (6,89) (6,104) (7,78) (7,115) (8,64) (8,129) (11,48) (11,145) (13,20) (13,173) (17,49) (17,144) (20,91) (20,102) (23,90) (23,103) (29,25) (29,168) (31,13) (31,180) (32,88) (32,105) (35,46) (35,147) (41,72) (41,121) (43,29) (43,164) (47,33) (47,160) (49,76) (49,117) (50,82) (50,111) (51,32) (51,161) (52,29) (52,164) (55,79) (55,114) (56,89) (56,104) (60,43) (60,150) (62,62) (62,131) (64,46) (64,147) (66,90) (66,103) (72,64) (72,129) (73,96) (73,97) (77,19) (77,174) (79,69) (79,124) (81,40) (81,153) (83,24) (83,169) (84,6) (84,187) (85,0) (88,9) (88,184) (89,34) (89,159) (90,16) (90,177) (93,56) (93,137) (94,46) (94,147) (98,29) (98,164) (99,81) (99,112) (100,41) (100,152) (102,17) (102,176) (104,90) (104,103) (106,74) (106,119) (107,26) (107,167) (108,68) (108,125) (112,69) (112,124) (113,64) (113,129) (114,40) (114,153) (117,39) (117,154) (123,54) (123,139) (124,14) (124,179) (125,27) (125,166) (127,34) (127,159) (128,26) (128,167) (129,81) (129,112) (130,17) (130,176) (131,89) (131,104) (135,7) (135,186) (137,62) (137,131) (142,60) (142,133) (143,71) (143,122) (144,44) (144,149) (145,9) (145,184) (147,96) (147,97) (151,26) (151,167) (153,9) (153,184) (154,17) (154,176) (156,3) (156,190) (157,43) (157,150) (158,81) (158,112) (159,86) (159,107) (161,57) (161,136) (162,4) (162,189) (164,77) (164,116) (166,96) (166,97) (167,45) (167,148) (169,43) (169,150) (170,34) (170,159) (172,83) (172,110) (176,10) (176,183) (181,42) (181,151) (182,2) (182,191) (183,84) (183,109) (186,85) (186,108) (187,62) (187,131) (191,40) (191,153) | 89 | y2 = x3 + 80x + 85 | 179 | (0,49) (0,144) (1,72) (1,121) (4,58) (4,135) (5,80) (5,113) (6,3) (6,190) (7,71) (7,122) (15,75) (15,118) (18,71) (18,122) (19,92) (19,101) (21,5) (21,188) (23,14) (23,179) (24,14) (24,179) (25,95) (25,98) (26,21) (26,172) (33,86) (33,107) (38,26) (38,167) (39,68) (39,125) (40,11) (40,182) (43,87) (43,106) (44,3) (44,190) (46,82) (46,111) (49,8) (49,185) (50,57) (50,136) (51,65) (51,128) (55,21) (55,172) (56,43) (56,150) (59,59) (59,134) (60,38) (60,155) (62,0) (67,66) (67,127) (69,80) (69,113) (71,8) (71,185) (73,8) (73,185) (74,77) (74,116) (76,58) (76,135) (77,93) (77,100) (82,67) (82,126) (85,69) (85,124) (86,36) (86,157) (87,85) (87,108) (88,72) (88,121) (89,2) (89,191) (91,55) (91,138) (93,33) (93,160) (96,29) (96,164) (97,78) (97,115) (100,25) (100,168) (101,60) (101,133) (104,72) (104,121) (105,2) (105,191) (106,47) (106,146) (107,15) (107,178) (112,21) (112,172) (113,58) (113,135) (115,40) (115,153) (119,80) (119,113) (121,69) (121,124) (123,64) (123,129) (124,77) (124,116) (125,20) (125,173) (128,66) (128,127) (129,60) (129,133) (130,12) (130,181) (131,39) (131,154) (141,35) (141,158) (142,34) (142,159) (143,3) (143,190) (146,14) (146,179) (147,89) (147,104) (149,57) (149,136) (150,30) (150,163) (153,7) (153,186) (156,60) (156,133) (157,27) (157,166) (158,94) (158,99) (160,84) (160,109) (163,54) (163,139) (165,37) (165,156) (168,71) (168,122) (172,96) (172,97) (175,95) (175,98) (176,48) (176,145) (179,9) (179,184) (180,69) (180,124) (182,24) (182,169) (186,95) (186,98) (187,57) (187,136) (188,77) (188,116) (191,66) (191,127) (192,2) (192,191) | 90 | y2 = x3 + 35x + 63 | 179 | (0,16) (0,177) (3,52) (3,141) (5,39) (5,154) (7,74) (7,119) (8,58) (8,135) (10,86) (10,107) (11,87) (11,106) (14,4) (14,189) (21,71) (21,122) (24,32) (24,161) (26,54) (26,139) (28,75) (28,118) (29,50) (29,143) (30,30) (30,163) (31,32) (31,161) (34,42) (34,151) (39,96) (39,97) (40,6) (40,187) (44,55) (44,138) (46,0) (48,3) (48,190) (50,28) (50,165) (53,86) (53,107) (54,81) (54,112) (55,35) (55,158) (59,15) (59,178) (62,58) (62,135) (63,8) (63,185) (65,89) (65,104) (67,57) (67,136) (68,82) (68,111) (69,68) (69,125) (70,64) (70,129) (71,30) (71,163) (77,12) (77,181) (78,40) (78,153) (79,67) (79,126) (83,1) (83,192) (84,63) (84,130) (87,59) (87,134) (92,30) (92,163) (94,62) (94,131) (96,72) (96,121) (98,23) (98,170) (101,34) (101,159) (104,17) (104,176) (108,62) (108,131) (111,11) (111,182) (113,90) (113,103) (116,91) (116,102) (122,34) (122,159) (123,58) (123,135) (124,83) (124,110) (125,93) (125,100) (127,23) (127,170) (128,73) (128,120) (130,86) (130,107) (131,64) (131,129) (136,49) (136,144) (138,32) (138,161) (140,8) (140,185) (141,29) (141,164) (144,72) (144,121) (146,72) (146,121) (147,60) (147,133) (148,14) (148,179) (149,31) (149,162) (151,57) (151,136) (155,88) (155,105) (156,15) (156,178) (160,42) (160,151) (161,23) (161,170) (162,35) (162,158) (163,34) (163,159) (165,22) (165,171) (166,47) (166,146) (168,57) (168,136) (169,35) (169,158) (171,15) (171,178) (173,56) (173,137) (178,71) (178,122) (179,66) (179,127) (182,85) (182,108) (183,8) (183,185) (184,62) (184,131) (185,64) (185,129) (186,61) (186,132) (187,71) (187,122) (190,33) (190,160) (192,42) (192,151) | 91 | y2 = x3 + 154x + 131 | 179 | (0,18) (0,175) (1,38) (1,155) (7,89) (7,104) (8,36) (8,157) (10,82) (10,111) (13,85) (13,108) (16,69) (16,124) (18,67) (18,126) (21,9) (21,184) (23,20) (23,173) (26,45) (26,148) (28,95) (28,98) (29,6) (29,187) (32,81) (32,112) (36,75) (36,118) (37,60) (37,133) (41,17) (41,176) (46,36) (46,157) (47,88) (47,105) (48,81) (48,112) (49,29) (49,164) (52,41) (52,152) (54,33) (54,160) (55,73) (55,120) (56,40) (56,153) (57,41) (57,152) (61,9) (61,184) (62,52) (62,141) (64,1) (64,192) (66,68) (66,125) (67,17) (67,176) (68,71) (68,122) (69,92) (69,101) (73,84) (73,109) (74,8) (74,185) (79,86) (79,107) (81,65) (81,128) (82,48) (82,145) (84,41) (84,152) (85,17) (85,176) (86,76) (86,117) (87,44) (87,149) (88,82) (88,111) (90,83) (90,110) (92,23) (92,170) (95,82) (95,111) (97,50) (97,143) (98,10) (98,183) (99,5) (99,188) (102,53) (102,140) (103,30) (103,163) (105,10) (105,183) (106,16) (106,177) (107,58) (107,135) (108,72) (108,121) (111,9) (111,184) (113,81) (113,112) (114,59) (114,134) (116,94) (116,99) (118,50) (118,143) (122,63) (122,130) (124,26) (124,167) (125,25) (125,168) (126,72) (126,121) (131,35) (131,158) (132,48) (132,145) (138,12) (138,181) (139,36) (139,157) (140,1) (140,192) (142,55) (142,138) (144,0) (147,33) (147,160) (151,40) (151,153) (152,72) (152,121) (155,3) (155,190) (160,75) (160,118) (170,21) (170,172) (171,50) (171,143) (172,48) (172,145) (174,31) (174,162) (178,64) (178,129) (179,40) (179,153) (182,1) (182,192) (183,10) (183,183) (184,77) (184,116) (185,33) (185,160) (188,89) (188,104) (190,75) (190,118) (191,89) (191,104) (192,13) (192,180) | 92 | y2 = x3 + 105x + 137 | 179 | (0,41) (0,152) (1,67) (1,126) (2,82) (2,111) (3,38) (3,155) (4,87) (4,106) (6,37) (6,156) (8,36) (8,157) (10,8) (10,185) (13,15) (13,178) (15,29) (15,164) (18,77) (18,116) (20,89) (20,104) (21,71) (21,122) (29,92) (29,101) (30,76) (30,117) (34,92) (34,101) (36,59) (36,134) (37,40) (37,153) (38,83) (38,110) (39,61) (39,132) (41,71) (41,122) (42,85) (42,108) (44,14) (44,179) (47,64) (47,129) (48,82) (48,111) (50,43) (50,150) (53,76) (53,117) (54,46) (54,147) (55,18) (55,175) (60,78) (60,115) (61,46) (61,147) (63,63) (63,130) (65,0) (67,10) (67,183) (70,81) (70,112) (78,46) (78,147) (80,4) (80,189) (81,29) (81,164) (83,45) (83,148) (86,88) (86,105) (90,13) (90,180) (93,68) (93,125) (95,96) (95,97) (96,28) (96,165) (97,29) (97,164) (98,69) (98,124) (101,1) (101,192) (105,65) (105,128) (106,47) (106,146) (109,1) (109,192) (110,76) (110,117) (112,28) (112,165) (113,79) (113,114) (114,88) (114,105) (117,13) (117,180) (121,73) (121,120) (127,6) (127,187) (128,9) (128,184) (130,92) (130,101) (131,71) (131,122) (138,23) (138,170) (140,45) (140,148) (141,39) (141,154) (142,60) (142,133) (143,82) (143,111) (145,43) (145,150) (151,24) (151,169) (154,42) (154,151) (156,5) (156,188) (158,10) (158,183) (159,63) (159,130) (160,53) (160,140) (161,10) (161,183) (163,45) (163,148) (164,63) (164,130) (166,59) (166,134) (167,17) (167,176) (171,66) (171,127) (174,57) (174,136) (176,1) (176,192) (177,94) (177,99) (178,28) (178,165) (179,13) (179,180) (180,7) (180,186) (184,59) (184,134) (186,88) (186,105) (187,16) (187,177) (190,48) (190,145) (191,43) (191,150) (192,80) (192,113) | 93 | y2 = x3 + 135x + 137 | 179 | (0,41) (0,152) (4,82) (4,111) (5,92) (5,101) (8,68) (8,125) (9,94) (9,99) (13,6) (13,187) (14,77) (14,116) (16,88) (16,105) (18,10) (18,183) (23,82) (23,111) (24,88) (24,105) (26,46) (26,147) (27,43) (27,150) (28,59) (28,134) (31,96) (31,97) (32,13) (32,180) (33,81) (33,112) (34,42) (34,151) (37,89) (37,104) (41,45) (41,148) (42,46) (42,147) (43,23) (43,170) (44,92) (44,101) (45,79) (45,114) (46,87) (46,106) (49,63) (49,130) (51,83) (51,110) (53,15) (53,178) (54,29) (54,164) (57,5) (57,188) (58,64) (58,129) (59,71) (59,122) (61,47) (61,146) (62,48) (62,145) (63,29) (63,164) (66,45) (66,148) (69,37) (69,156) (70,13) (70,180) (71,57) (71,136) (72,0) (76,29) (76,164) (80,10) (80,183) (85,80) (85,113) (86,45) (86,148) (87,17) (87,176) (89,60) (89,133) (91,13) (91,180) (92,36) (92,157) (94,1) (94,192) (95,10) (95,183) (96,24) (96,169) (97,85) (97,108) (100,1) (100,192) (103,53) (103,140) (107,76) (107,117) (108,67) (108,126) (111,78) (111,115) (115,8) (115,185) (117,28) (117,165) (120,14) (120,179) (121,9) (121,184) (124,16) (124,177) (125,46) (125,147) (127,76) (127,117) (130,28) (130,165) (131,38) (131,155) (133,66) (133,127) (136,40) (136,153) (137,73) (137,120) (139,28) (139,165) (140,7) (140,186) (144,92) (144,101) (145,71) (145,122) (146,65) (146,128) (148,4) (148,189) (149,63) (149,130) (150,18) (150,175) (152,76) (152,117) (153,88) (153,105) (159,61) (159,132) (162,69) (162,124) (166,82) (166,111) (170,43) (170,150) (172,59) (172,134) (174,39) (174,154) (182,71) (182,122) (186,59) (186,134) (188,63) (188,130) (189,43) (189,150) (192,1) (192,192) | 94 | y2 = x3 + 111x + 12 | 179 | (0,28) (0,165) (1,33) (1,160) (2,7) (2,186) (3,76) (3,117) (4,83) (4,110) (9,14) (9,179) (10,81) (10,112) (11,21) (11,172) (12,62) (12,131) (14,8) (14,185) (20,14) (20,179) (21,88) (21,105) (23,8) (23,185) (24,45) (24,148) (26,4) (26,189) (28,91) (28,102) (29,54) (29,139) (31,56) (31,137) (32,56) (32,137) (36,22) (36,171) (40,55) (40,138) (41,12) (41,181) (42,37) (42,156) (43,12) (43,181) (45,37) (45,156) (47,59) (47,134) (52,22) (52,171) (53,76) (53,117) (54,81) (54,112) (55,23) (55,170) (60,23) (60,170) (62,43) (62,150) (63,13) (63,180) (64,5) (64,188) (65,74) (65,119) (67,50) (67,143) (70,78) (70,115) (71,29) (71,164) (73,18) (73,175) (76,67) (76,126) (78,23) (78,170) (87,44) (87,149) (89,48) (89,145) (92,11) (92,182) (94,69) (94,124) (101,17) (101,176) (104,6) (104,187) (105,22) (105,171) (106,37) (106,156) (109,12) (109,181) (111,20) (111,173) (114,2) (114,191) (116,86) (116,107) (118,3) (118,190) (120,47) (120,146) (124,67) (124,126) (128,96) (128,97) (129,81) (129,112) (130,56) (130,137) (134,34) (134,159) (135,95) (135,98) (137,76) (137,117) (139,5) (139,188) (142,9) (142,184) (145,49) (145,144) (148,44) (148,149) (149,70) (149,123) (151,44) (151,149) (154,61) (154,132) (156,8) (156,185) (158,94) (158,99) (159,72) (159,121) (160,39) (160,154) (161,13) (161,180) (162,13) (162,180) (164,14) (164,179) (165,87) (165,106) (167,89) (167,104) (171,25) (171,168) (172,0) (173,54) (173,139) (175,45) (175,148) (182,82) (182,111) (183,5) (183,188) (184,54) (184,139) (186,67) (186,126) (187,45) (187,148) (189,58) (189,135) (191,19) (191,174) (192,38) (192,155) | 95 | y2 = x3 + 13x + 92 | 179 | (0,51) (0,142) (2,60) (2,133) (6,0) (8,69) (8,124) (9,72) (9,121) (10,8) (10,185) (12,25) (12,168) (16,27) (16,166) (18,91) (18,102) (21,13) (21,180) (22,5) (22,188) (24,77) (24,116) (25,71) (25,122) (27,61) (27,132) (35,24) (35,169) (36,33) (36,160) (37,9) (37,184) (38,35) (38,158) (40,27) (40,166) (43,16) (43,177) (46,91) (46,102) (49,29) (49,164) (51,64) (51,129) (52,10) (52,183) (53,58) (53,135) (54,34) (54,159) (58,16) (58,177) (61,60) (61,133) (64,3) (64,190) (65,94) (65,99) (67,35) (67,158) (68,25) (68,168) (71,77) (71,116) (72,7) (72,186) (76,4) (76,189) (77,71) (77,122) (80,36) (80,157) (83,83) (83,110) (84,42) (84,151) (88,35) (88,158) (89,80) (89,113) (90,23) (90,170) (91,71) (91,122) (92,16) (92,177) (98,77) (98,116) (100,84) (100,109) (101,11) (101,182) (102,57) (102,136) (109,93) (109,100) (110,67) (110,126) (111,88) (111,105) (112,49) (112,144) (113,25) (113,168) (116,57) (116,136) (117,19) (117,174) (120,76) (120,117) (123,84) (123,109) (124,41) (124,152) (125,36) (125,157) (129,91) (129,102) (130,60) (130,133) (131,49) (131,144) (135,11) (135,182) (137,27) (137,166) (139,46) (139,147) (140,78) (140,115) (141,85) (141,108) (143,49) (143,144) (147,3) (147,190) (149,75) (149,118) (150,11) (150,182) (152,73) (152,120) (154,17) (154,176) (158,90) (158,103) (162,44) (162,149) (163,84) (163,109) (166,55) (166,138) (168,57) (168,136) (173,18) (173,175) (175,3) (175,190) (176,13) (176,180) (178,31) (178,162) (180,87) (180,106) (181,36) (181,157) (182,82) (182,111) (184,37) (184,156) (185,21) (185,172) (187,50) (187,143) (188,45) (188,148) (189,13) (189,180) | 96 | y2 = x3 + 88x + 97 | 179 | (0,26) (0,167) (1,46) (1,147) (3,52) (3,141) (5,58) (5,135) (6,29) (6,164) (12,76) (12,117) (13,93) (13,100) (16,2) (16,191) (17,41) (17,152) (18,76) (18,117) (20,20) (20,173) (21,28) (21,165) (23,44) (23,149) (24,20) (24,173) (25,72) (25,121) (28,52) (28,141) (29,37) (29,156) (31,81) (31,112) (32,13) (32,180) (33,96) (33,97) (34,60) (34,133) (35,73) (35,120) (38,42) (38,151) (40,35) (40,158) (43,28) (43,165) (47,13) (47,180) (50,90) (50,103) (52,96) (52,97) (54,0) (55,11) (55,182) (56,46) (56,147) (57,89) (57,104) (58,65) (58,128) (60,44) (60,149) (69,4) (69,189) (71,79) (71,114) (72,67) (72,126) (73,9) (73,184) (75,43) (75,150) (76,33) (76,160) (79,5) (79,188) (81,14) (81,179) (82,77) (82,116) (85,7) (85,186) (88,66) (88,127) (90,23) (90,170) (91,22) (91,171) (93,84) (93,109) (94,91) (94,102) (100,47) (100,146) (102,17) (102,176) (105,85) (105,108) (107,30) (107,163) (108,96) (108,97) (110,44) (110,149) (111,21) (111,172) (112,34) (112,159) (114,13) (114,180) (115,71) (115,122) (116,48) (116,145) (121,12) (121,181) (122,69) (122,124) (128,48) (128,145) (129,28) (129,165) (131,74) (131,119) (136,46) (136,147) (137,89) (137,104) (139,1) (139,192) (140,50) (140,143) (141,7) (141,186) (142,48) (142,145) (143,59) (143,134) (144,43) (144,150) (146,5) (146,188) (148,57) (148,136) (149,20) (149,173) (151,51) (151,142) (157,35) (157,158) (160,7) (160,186) (161,5) (161,188) (162,52) (162,141) (163,76) (163,117) (165,81) (165,112) (167,43) (167,150) (168,75) (168,118) (177,24) (177,169) (183,95) (183,98) (189,35) (189,158) (190,81) (190,112) (192,89) (192,104) |
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