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