class leader: y² = x³ + 100x + 111

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