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