class leader: y² = x³ + 74x + 136

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