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