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