class leader: y² = x³ + 117x + 111

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