class leader: y² = x³ + 130x + 16

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