class leader: y² = x³ + 74x + 119

Sr no.	class members	# points	points
1	y2 = x3 + 74x + 119	189	(1,3) (1,77) (1,108) (1,182) (2,70) (2,115) (9,53) (9,58) (9,127) (9,132) (10,3) (10,77) (10,108) (10,182) (11,28) (11,83) (11,102) (11,157) (12,90) (12,95) (15,33) (15,78) (15,107) (15,152) (16,53) (16,58) (16,127) (16,132) (17,0) (20,33) (20,78) (20,107) (20,152) (22,0) (26,3) (26,77) (26,108) (26,182) (27,65) (27,120) (35,37) (35,148) (36,28) (36,83) (36,102) (36,157) (39,33) (39,78) (39,107) (39,152) (46,53) (46,58) (46,127) (46,132) (47,40) (47,145) (49,53) (49,58) (49,127) (49,132) (52,70) (52,115) (54,37) (54,148) (57,70) (57,115) (59,37) (59,148) (64,28) (64,83) (64,102) (64,157) (72,0) (75,3) (75,77) (75,108) (75,182) (76,33) (76,78) (76,107) (76,152) (84,3) (84,77) (84,108) (84,182) (85,28) (85,83) (85,102) (85,157) (86,53) (86,58) (86,127) (86,132) (89,33) (89,78) (89,107) (89,152) (90,53) (90,58) (90,127) (90,132) (91,37) (91,148) (94,33) (94,78) (94,107) (94,152) (96,37) (96,148) (100,3) (100,77) (100,108) (100,182) (101,28) (101,83) (101,102) (101,157) (109,37) (109,148) (110,28) (110,83) (110,102) (110,157) (112,40) (112,145) (120,53) (120,58) (120,127) (120,132) (121,3) (121,77) (121,108) (121,182) (122,65) (122,120) (126,33) (126,78) (126,107) (126,152) (127,90) (127,95) (131,33) (131,78) (131,107) (131,152) (137,40) (137,145) (146,37) (146,148) (147,65) (147,120) (149,3) (149,77) (149,108) (149,182) (150,33) (150,78) (150,107) (150,152) (157,90) (157,95) (159,28) (159,83) (159,102) (159,157) (160,53) (160,58) (160,127) (160,132) (164,53) (164,58) (164,127) (164,132) (165,37) (165,148) (170,37) (170,148) (174,3) (174,77) (174,108) (174,182) (175,28) (175,83) (175,102) (175,157) (184,28) (184,83) (184,102) (184,157)
2	y2 = x3 + 74x + 51	189	(3,35) (3,150) (4,39) (4,76) (4,109) (4,146) (5,19) (5,56) (5,129) (5,166) (9,59) (9,89) (9,96) (9,126) (13,55) (13,130) (16,59) (16,89) (16,96) (16,126) (18,0) (19,19) (19,56) (19,129) (19,166) (21,69) (21,79) (21,106) (21,116) (24,74) (24,111) (25,69) (25,79) (25,106) (25,116) (28,5) (28,180) (30,39) (30,76) (30,109) (30,146) (40,39) (40,76) (40,109) (40,146) (41,39) (41,76) (41,109) (41,146) (46,59) (46,89) (46,96) (46,126) (49,59) (49,89) (49,96) (49,126) (50,19) (50,56) (50,129) (50,166) (53,15) (53,170) (55,74) (55,111) (56,19) (56,56) (56,129) (56,166) (58,5) (58,180) (61,74) (61,111) (65,69) (65,79) (65,106) (65,116) (69,74) (69,111) (78,35) (78,150) (79,19) (79,56) (79,129) (79,166) (83,15) (83,170) (86,59) (86,89) (86,96) (86,126) (90,59) (90,89) (90,96) (90,126) (93,55) (93,130) (95,69) (95,79) (95,106) (95,116) (98,0) (99,69) (99,79) (99,106) (99,116) (104,39) (104,76) (104,109) (104,146) (106,74) (106,111) (114,39) (114,76) (114,109) (114,146) (115,39) (115,76) (115,109) (115,146) (116,19) (116,56) (116,129) (116,166) (120,59) (120,89) (120,96) (120,126) (123,15) (123,170) (124,19) (124,56) (124,129) (124,166) (129,74) (129,111) (130,19) (130,56) (130,129) (130,166) (135,74) (135,111) (136,69) (136,79) (136,106) (136,116) (139,69) (139,79) (139,106) (139,116) (141,39) (141,76) (141,109) (141,146) (143,0) (151,39) (151,76) (151,109) (151,146) (153,55) (153,130) (160,59) (160,89) (160,96) (160,126) (161,19) (161,56) (161,129) (161,166) (164,59) (164,89) (164,96) (164,126) (166,74) (166,111) (169,69) (169,79) (169,106) (169,116) (173,5) (173,180) (176,69) (176,79) (176,106) (176,116) (178,35) (178,150) (180,74) (180,111)
3	y2 = x3 + 74x + 6	189	(1,9) (1,46) (1,139) (1,176) (3,25) (3,160) (4,49) (4,86) (4,99) (4,136) (6,74) (6,111) (8,0) (10,9) (10,46) (10,139) (10,176) (14,44) (14,81) (14,104) (14,141) (23,0) (26,9) (26,46) (26,139) (26,176) (29,44) (29,81) (29,104) (29,141) (30,49) (30,86) (30,99) (30,136) (31,44) (31,81) (31,104) (31,141) (33,70) (33,115) (34,4) (34,41) (34,144) (34,181) (38,65) (38,120) (40,49) (40,86) (40,99) (40,136) (41,49) (41,86) (41,99) (41,136) (43,0) (44,4) (44,41) (44,144) (44,181) (45,74) (45,111) (51,44) (51,81) (51,104) (51,141) (60,74) (60,111) (63,65) (63,120) (66,44) (66,81) (66,104) (66,141) (68,30) (68,155) (70,4) (70,41) (70,144) (70,181) (71,4) (71,41) (71,144) (71,181) (75,9) (75,46) (75,139) (75,176) (78,25) (78,160) (80,74) (80,111) (81,4) (81,41) (81,144) (81,181) (84,9) (84,46) (84,139) (84,176) (88,30) (88,155) (100,9) (100,46) (100,139) (100,176) (103,30) (103,155) (104,49) (104,86) (104,99) (104,136) (105,44) (105,81) (105,104) (105,141) (108,70) (108,115) (114,49) (114,86) (114,99) (114,136) (115,49) (115,86) (115,99) (115,136) (118,70) (118,115) (119,74) (119,111) (121,9) (121,46) (121,139) (121,176) (125,44) (125,81) (125,104) (125,141) (134,74) (134,111) (140,44) (140,81) (140,104) (140,141) (141,49) (141,86) (141,99) (141,136) (144,4) (144,41) (144,144) (144,181) (145,4) (145,41) (145,144) (145,181) (149,9) (149,46) (149,139) (149,176) (151,49) (151,86) (151,99) (151,136) (154,74) (154,111) (155,4) (155,41) (155,144) (155,181) (156,74) (156,111) (158,65) (158,120) (171,74) (171,111) (174,9) (174,46) (174,139) (174,176) (178,25) (178,160) (179,44) (179,81) (179,104) (179,141) (181,4) (181,41) (181,144) (181,181)
4	y2 = x3 + 74x + 154	189	(1,28) (1,83) (1,102) (1,157) (4,12) (4,62) (4,123) (4,173) (6,37) (6,148) (7,70) (7,115) (10,28) (10,83) (10,102) (10,157) (14,7) (14,67) (14,118) (14,178) (26,28) (26,83) (26,102) (26,157) (29,7) (29,67) (29,118) (29,178) (30,12) (30,62) (30,123) (30,173) (31,7) (31,67) (31,118) (31,178) (34,33) (34,78) (34,107) (34,152) (40,12) (40,62) (40,123) (40,173) (41,12) (41,62) (41,123) (41,173) (44,33) (44,78) (44,107) (44,152) (45,37) (45,148) (47,65) (47,120) (51,7) (51,67) (51,118) (51,178) (60,37) (60,148) (66,7) (66,67) (66,118) (66,178) (67,25) (67,160) (70,33) (70,78) (70,107) (70,152) (71,33) (71,78) (71,107) (71,152) (75,28) (75,83) (75,102) (75,157) (77,25) (77,160) (80,37) (80,148) (81,33) (81,78) (81,107) (81,152) (82,0) (84,28) (84,83) (84,102) (84,157) (97,0) (100,28) (100,83) (100,102) (100,157) (104,12) (104,62) (104,123) (104,173) (105,7) (105,67) (105,118) (105,178) (107,70) (107,115) (112,65) (112,120) (114,12) (114,62) (114,123) (114,173) (115,12) (115,62) (115,123) (115,173) (117,0) (119,37) (119,148) (121,28) (121,83) (121,102) (121,157) (125,7) (125,67) (125,118) (125,178) (134,37) (134,148) (137,65) (137,120) (140,7) (140,67) (140,118) (140,178) (141,12) (141,62) (141,123) (141,173) (142,30) (142,155) (144,33) (144,78) (144,107) (144,152) (145,33) (145,78) (145,107) (145,152) (149,28) (149,83) (149,102) (149,157) (151,12) (151,62) (151,123) (151,173) (152,25) (152,160) (154,37) (154,148) (155,33) (155,78) (155,107) (155,152) (156,37) (156,148) (162,30) (162,155) (171,37) (171,148) (174,28) (174,83) (174,102) (174,157) (177,30) (177,155) (179,7) (179,67) (179,118) (179,178) (181,33) (181,78) (181,107) (181,152) (182,70) (182,115)
5	y2 = x3 + 74x + 29	189	(1,17) (1,57) (1,128) (1,168) (2,0) (10,17) (10,57) (10,128) (10,168) (11,18) (11,92) (11,93) (11,167) (15,37) (15,148) (17,50) (17,135) (20,37) (20,148) (21,22) (21,52) (21,133) (21,163) (22,50) (22,135) (25,22) (25,52) (25,133) (25,163) (26,17) (26,57) (26,128) (26,168) (27,55) (27,130) (35,13) (35,87) (35,98) (35,172) (36,18) (36,92) (36,93) (36,167) (39,37) (39,148) (47,20) (47,165) (52,0) (54,13) (54,87) (54,98) (54,172) (57,0) (59,13) (59,87) (59,98) (59,172) (62,15) (62,170) (64,18) (64,92) (64,93) (64,167) (65,22) (65,52) (65,133) (65,163) (72,50) (72,135) (75,17) (75,57) (75,128) (75,168) (76,37) (76,148) (84,17) (84,57) (84,128) (84,168) (85,18) (85,92) (85,93) (85,167) (89,37) (89,148) (91,13) (91,87) (91,98) (91,172) (94,37) (94,148) (95,22) (95,52) (95,133) (95,163) (96,13) (96,87) (96,98) (96,172) (99,22) (99,52) (99,133) (99,163) (100,17) (100,57) (100,128) (100,168) (101,18) (101,92) (101,93) (101,167) (102,15) (102,170) (109,13) (109,87) (109,98) (109,172) (110,18) (110,92) (110,93) (110,167) (112,20) (112,165) (121,17) (121,57) (121,128) (121,168) (122,55) (122,130) (126,37) (126,148) (131,37) (131,148) (132,15) (132,170) (136,22) (136,52) (136,133) (136,163) (137,20) (137,165) (139,22) (139,52) (139,133) (139,163) (146,13) (146,87) (146,98) (146,172) (147,55) (147,130) (149,17) (149,57) (149,128) (149,168) (150,37) (150,148) (159,18) (159,92) (159,93) (159,167) (165,13) (165,87) (165,98) (165,172) (169,22) (169,52) (169,133) (169,163) (170,13) (170,87) (170,98) (170,172) (174,17) (174,57) (174,128) (174,168) (175,18) (175,92) (175,93) (175,167) (176,22) (176,52) (176,133) (176,163) (184,18) (184,92) (184,93) (184,167)
6	y2 = x3 + 74x + 66	189	(1,54) (1,91) (1,94) (1,131) (10,54) (10,91) (10,94) (10,131) (11,19) (11,56) (11,129) (11,166) (15,74) (15,111) (20,74) (20,111) (21,59) (21,89) (21,96) (21,126) (25,59) (25,89) (25,96) (25,126) (26,54) (26,91) (26,94) (26,131) (28,15) (28,170) (35,24) (35,61) (35,124) (35,161) (36,19) (36,56) (36,129) (36,166) (38,20) (38,165) (39,74) (39,111) (48,55) (48,130) (54,24) (54,61) (54,124) (54,161) (58,15) (58,170) (59,24) (59,61) (59,124) (59,161) (63,20) (63,165) (64,19) (64,56) (64,129) (64,166) (65,59) (65,89) (65,96) (65,126) (73,55) (73,130) (75,54) (75,91) (75,94) (75,131) (76,74) (76,111) (84,54) (84,91) (84,94) (84,131) (85,19) (85,56) (85,129) (85,166) (89,74) (89,111) (91,24) (91,61) (91,124) (91,161) (94,74) (94,111) (95,59) (95,89) (95,96) (95,126) (96,24) (96,61) (96,124) (96,161) (99,59) (99,89) (99,96) (99,126) (100,54) (100,91) (100,94) (100,131) (101,19) (101,56) (101,129) (101,166) (109,24) (109,61) (109,124) (109,161) (110,19) (110,56) (110,129) (110,166) (113,0) (121,54) (121,91) (121,94) (121,131) (126,74) (126,111) (128,50) (128,135) (131,74) (131,111) (133,50) (133,135) (136,59) (136,89) (136,96) (136,126) (138,55) (138,130) (139,59) (139,89) (139,96) (139,126) (146,24) (146,61) (146,124) (146,161) (149,54) (149,91) (149,94) (149,131) (150,74) (150,111) (158,20) (158,165) (159,19) (159,56) (159,129) (159,166) (163,0) (165,24) (165,61) (165,124) (165,161) (168,0) (169,59) (169,89) (169,96) (169,126) (170,24) (170,61) (170,124) (170,161) (173,15) (173,170) (174,54) (174,91) (174,94) (174,131) (175,19) (175,56) (175,129) (175,166) (176,59) (176,89) (176,96) (176,126) (183,50) (183,135) (184,19) (184,56) (184,129) (184,166)
7	y2 = x3 + 74x + 134	189	(5,37) (5,148) (7,25) (7,160) (9,7) (9,67) (9,118) (9,178) (12,30) (12,155) (16,7) (16,67) (16,118) (16,178) (19,37) (19,148) (21,53) (21,58) (21,127) (21,132) (24,3) (24,77) (24,108) (24,182) (25,53) (25,58) (25,127) (25,132) (32,40) (32,145) (34,12) (34,62) (34,123) (34,173) (42,0) (44,12) (44,62) (44,123) (44,173) (46,7) (46,67) (46,118) (46,178) (49,7) (49,67) (49,118) (49,178) (50,37) (50,148) (55,3) (55,77) (55,108) (55,182) (56,37) (56,148) (61,3) (61,77) (61,108) (61,182) (62,90) (62,95) (65,53) (65,58) (65,127) (65,132) (69,3) (69,77) (69,108) (69,182) (70,12) (70,62) (70,123) (70,173) (71,12) (71,62) (71,123) (71,173) (79,37) (79,148) (81,12) (81,62) (81,123) (81,173) (86,7) (86,67) (86,118) (86,178) (87,0) (90,7) (90,67) (90,118) (90,178) (92,40) (92,145) (95,53) (95,58) (95,127) (95,132) (99,53) (99,58) (99,127) (99,132) (102,90) (102,95) (106,3) (106,77) (106,108) (106,182) (107,25) (107,160) (116,37) (116,148) (120,7) (120,67) (120,118) (120,178) (124,37) (124,148) (127,30) (127,155) (129,3) (129,77) (129,108) (129,182) (130,37) (130,148) (132,90) (132,95) (135,3) (135,77) (135,108) (135,182) (136,53) (136,58) (136,127) (136,132) (139,53) (139,58) (139,127) (139,132) (144,12) (144,62) (144,123) (144,173) (145,12) (145,62) (145,123) (145,173) (155,12) (155,62) (155,123) (155,173) (157,30) (157,155) (160,7) (160,67) (160,118) (160,178) (161,37) (161,148) (164,7) (164,67) (164,118) (164,178) (166,3) (166,77) (166,108) (166,182) (167,0) (169,53) (169,58) (169,127) (169,132) (172,40) (172,145) (176,53) (176,58) (176,127) (176,132) (180,3) (180,77) (180,108) (180,182) (181,12) (181,62) (181,123) (181,173) (182,25) (182,160)
8	y2 = x3 + 74x + 171	189	(5,74) (5,111) (9,44) (9,81) (9,104) (9,141) (13,0) (16,44) (16,81) (16,104) (16,141) (18,40) (18,145) (19,74) (19,111) (21,16) (21,21) (21,164) (21,169) (24,34) (24,71) (24,114) (24,151) (25,16) (25,21) (25,164) (25,169) (28,90) (28,95) (33,25) (33,160) (34,49) (34,86) (34,99) (34,136) (44,49) (44,86) (44,99) (44,136) (46,44) (46,81) (46,104) (46,141) (49,44) (49,81) (49,104) (49,141) (50,74) (50,111) (53,30) (53,155) (55,34) (55,71) (55,114) (55,151) (56,74) (56,111) (58,90) (58,95) (61,34) (61,71) (61,114) (61,151) (65,16) (65,21) (65,164) (65,169) (69,34) (69,71) (69,114) (69,151) (70,49) (70,86) (70,99) (70,136) (71,49) (71,86) (71,99) (71,136) (79,74) (79,111) (81,49) (81,86) (81,99) (81,136) (83,30) (83,155) (86,44) (86,81) (86,104) (86,141) (90,44) (90,81) (90,104) (90,141) (93,0) (95,16) (95,21) (95,164) (95,169) (98,40) (98,145) (99,16) (99,21) (99,164) (99,169) (106,34) (106,71) (106,114) (106,151) (108,25) (108,160) (116,74) (116,111) (118,25) (118,160) (120,44) (120,81) (120,104) (120,141) (123,30) (123,155) (124,74) (124,111) (129,34) (129,71) (129,114) (129,151) (130,74) (130,111) (135,34) (135,71) (135,114) (135,151) (136,16) (136,21) (136,164) (136,169) (139,16) (139,21) (139,164) (139,169) (143,40) (143,145) (144,49) (144,86) (144,99) (144,136) (145,49) (145,86) (145,99) (145,136) (153,0) (155,49) (155,86) (155,99) (155,136) (160,44) (160,81) (160,104) (160,141) (161,74) (161,111) (164,44) (164,81) (164,104) (164,141) (166,34) (166,71) (166,114) (166,151) (169,16) (169,21) (169,164) (169,169) (173,90) (173,95) (176,16) (176,21) (176,164) (176,169) (180,34) (180,71) (180,114) (180,151) (181,49) (181,86) (181,99) (181,136)
9	y2 = x3 + 74x + 31	189	(3,50) (3,135) (4,24) (4,61) (4,124) (4,161) (6,69) (6,79) (6,106) (6,116) (8,5) (8,180) (11,54) (11,91) (11,94) (11,131) (14,74) (14,111) (23,5) (23,180) (29,74) (29,111) (30,24) (30,61) (30,124) (30,161) (31,74) (31,111) (33,35) (33,150) (34,39) (34,76) (34,109) (34,146) (36,54) (36,91) (36,94) (36,131) (40,24) (40,61) (40,124) (40,161) (41,24) (41,61) (41,124) (41,161) (43,5) (43,180) (44,39) (44,76) (44,109) (44,146) (45,69) (45,79) (45,106) (45,116) (48,20) (48,165) (51,74) (51,111) (60,69) (60,79) (60,106) (60,116) (64,54) (64,91) (64,94) (64,131) (66,74) (66,111) (68,0) (70,39) (70,76) (70,109) (70,146) (71,39) (71,76) (71,109) (71,146) (73,20) (73,165) (78,50) (78,135) (80,69) (80,79) (80,106) (80,116) (81,39) (81,76) (81,109) (81,146) (85,54) (85,91) (85,94) (85,131) (88,0) (101,54) (101,91) (101,94) (101,131) (103,0) (104,24) (104,61) (104,124) (104,161) (105,74) (105,111) (108,35) (108,150) (110,54) (110,91) (110,94) (110,131) (114,24) (114,61) (114,124) (114,161) (115,24) (115,61) (115,124) (115,161) (118,35) (118,150) (119,69) (119,79) (119,106) (119,116) (125,74) (125,111) (134,69) (134,79) (134,106) (134,116) (138,20) (138,165) (140,74) (140,111) (141,24) (141,61) (141,124) (141,161) (144,39) (144,76) (144,109) (144,146) (145,39) (145,76) (145,109) (145,146) (151,24) (151,61) (151,124) (151,161) (154,69) (154,79) (154,106) (154,116) (155,39) (155,76) (155,109) (155,146) (156,69) (156,79) (156,106) (156,116) (159,54) (159,91) (159,94) (159,131) (171,69) (171,79) (171,106) (171,116) (175,54) (175,91) (175,94) (175,131) (178,50) (178,135) (179,74) (179,111) (181,39) (181,76) (181,109) (181,146) (184,54) (184,91) (184,94) (184,131)
10	y2 = x3 + 74x + 179	189	(4,13) (4,87) (4,98) (4,172) (6,32) (6,42) (6,143) (6,153) (7,35) (7,150) (11,17) (11,57) (11,128) (11,168) (14,37) (14,148) (27,20) (27,165) (29,37) (29,148) (30,13) (30,87) (30,98) (30,172) (31,37) (31,148) (34,2) (34,72) (34,113) (34,183) (36,17) (36,57) (36,128) (36,168) (40,13) (40,87) (40,98) (40,172) (41,13) (41,87) (41,98) (41,172) (44,2) (44,72) (44,113) (44,183) (45,32) (45,42) (45,143) (45,153) (51,37) (51,148) (60,32) (60,42) (60,143) (60,153) (64,17) (64,57) (64,128) (64,168) (66,37) (66,148) (67,50) (67,135) (70,2) (70,72) (70,113) (70,183) (71,2) (71,72) (71,113) (71,183) (77,50) (77,135) (80,32) (80,42) (80,143) (80,153) (81,2) (81,72) (81,113) (81,183) (82,5) (82,180) (85,17) (85,57) (85,128) (85,168) (97,5) (97,180) (101,17) (101,57) (101,128) (101,168) (104,13) (104,87) (104,98) (104,172) (105,37) (105,148) (107,35) (107,150) (110,17) (110,57) (110,128) (110,168) (114,13) (114,87) (114,98) (114,172) (115,13) (115,87) (115,98) (115,172) (117,5) (117,180) (119,32) (119,42) (119,143) (119,153) (122,20) (122,165) (125,37) (125,148) (134,32) (134,42) (134,143) (134,153) (140,37) (140,148) (141,13) (141,87) (141,98) (141,172) (142,0) (144,2) (144,72) (144,113) (144,183) (145,2) (145,72) (145,113) (145,183) (147,20) (147,165) (151,13) (151,87) (151,98) (151,172) (152,50) (152,135) (154,32) (154,42) (154,143) (154,153) (155,2) (155,72) (155,113) (155,183) (156,32) (156,42) (156,143) (156,153) (159,17) (159,57) (159,128) (159,168) (162,0) (171,32) (171,42) (171,143) (171,153) (175,17) (175,57) (175,128) (175,168) (177,0) (179,37) (179,148) (181,2) (181,72) (181,113) (181,183) (182,35) (182,150) (184,17) (184,57) (184,128) (184,168)
11	y2 = x3 + 74x + 156	189	(1,34) (1,71) (1,114) (1,151) (9,16) (9,21) (9,164) (9,169) (10,34) (10,71) (10,114) (10,151) (11,9) (11,46) (11,139) (11,176) (15,4) (15,41) (15,144) (15,181) (16,16) (16,21) (16,164) (16,169) (20,4) (20,41) (20,144) (20,181) (26,34) (26,71) (26,114) (26,151) (35,74) (35,111) (36,9) (36,46) (36,139) (36,176) (38,40) (38,145) (39,4) (39,41) (39,144) (39,181) (46,16) (46,21) (46,164) (46,169) (48,65) (48,120) (49,16) (49,21) (49,164) (49,169) (53,90) (53,95) (54,74) (54,111) (59,74) (59,111) (63,40) (63,145) (64,9) (64,46) (64,139) (64,176) (73,65) (73,120) (75,34) (75,71) (75,114) (75,151) (76,4) (76,41) (76,144) (76,181) (83,90) (83,95) (84,34) (84,71) (84,114) (84,151) (85,9) (85,46) (85,139) (85,176) (86,16) (86,21) (86,164) (86,169) (89,4) (89,41) (89,144) (89,181) (90,16) (90,21) (90,164) (90,169) (91,74) (91,111) (94,4) (94,41) (94,144) (94,181) (96,74) (96,111) (100,34) (100,71) (100,114) (100,151) (101,9) (101,46) (101,139) (101,176) (109,74) (109,111) (110,9) (110,46) (110,139) (110,176) (113,70) (113,115) (120,16) (120,21) (120,164) (120,169) (121,34) (121,71) (121,114) (121,151) (123,90) (123,95) (126,4) (126,41) (126,144) (126,181) (128,0) (131,4) (131,41) (131,144) (131,181) (133,0) (138,65) (138,120) (146,74) (146,111) (149,34) (149,71) (149,114) (149,151) (150,4) (150,41) (150,144) (150,181) (158,40) (158,145) (159,9) (159,46) (159,139) (159,176) (160,16) (160,21) (160,164) (160,169) (163,70) (163,115) (164,16) (164,21) (164,164) (164,169) (165,74) (165,111) (168,70) (168,115) (170,74) (170,111) (174,34) (174,71) (174,114) (174,151) (175,9) (175,46) (175,139) (175,176) (183,0) (184,9) (184,46) (184,139) (184,176)
12	y2 = x3 + 74x + 14	189	(4,2) (4,72) (4,113) (4,183) (5,18) (5,92) (5,93) (5,167) (9,22) (9,52) (9,133) (9,163) (12,15) (12,170) (16,22) (16,52) (16,133) (16,163) (19,18) (19,92) (19,93) (19,167) (21,32) (21,42) (21,143) (21,153) (24,37) (24,148) (25,32) (25,42) (25,143) (25,153) (30,2) (30,72) (30,113) (30,183) (32,0) (40,2) (40,72) (40,113) (40,183) (41,2) (41,72) (41,113) (41,183) (42,55) (42,130) (46,22) (46,52) (46,133) (46,163) (49,22) (49,52) (49,133) (49,163) (50,18) (50,92) (50,93) (50,167) (55,37) (55,148) (56,18) (56,92) (56,93) (56,167) (61,37) (61,148) (62,5) (62,180) (65,32) (65,42) (65,143) (65,153) (67,35) (67,150) (69,37) (69,148) (77,35) (77,150) (79,18) (79,92) (79,93) (79,167) (86,22) (86,52) (86,133) (86,163) (87,55) (87,130) (90,22) (90,52) (90,133) (90,163) (92,0) (95,32) (95,42) (95,143) (95,153) (99,32) (99,42) (99,143) (99,153) (102,5) (102,180) (104,2) (104,72) (104,113) (104,183) (106,37) (106,148) (114,2) (114,72) (114,113) (114,183) (115,2) (115,72) (115,113) (115,183) (116,18) (116,92) (116,93) (116,167) (120,22) (120,52) (120,133) (120,163) (124,18) (124,92) (124,93) (124,167) (127,15) (127,170) (129,37) (129,148) (130,18) (130,92) (130,93) (130,167) (132,5) (132,180) (135,37) (135,148) (136,32) (136,42) (136,143) (136,153) (139,32) (139,42) (139,143) (139,153) (141,2) (141,72) (141,113) (141,183) (151,2) (151,72) (151,113) (151,183) (152,35) (152,150) (157,15) (157,170) (160,22) (160,52) (160,133) (160,163) (161,18) (161,92) (161,93) (161,167) (164,22) (164,52) (164,133) (164,163) (166,37) (166,148) (167,55) (167,130) (169,32) (169,42) (169,143) (169,153) (172,0) (176,32) (176,42) (176,143) (176,153) (180,37) (180,148)