class leader: y² = x³ + 100x + 10

Sr no.	class members	# points	points
1	y2 = x3 + 100x + 10	90	(1,54) (1,65) (1,122) (1,133) (4,10) (4,78) (4,109) (4,177) (24,30) (24,47) (24,140) (24,157) (35,3) (35,14) (35,173) (35,184) (42,77) (42,110) (59,43) (59,76) (59,111) (59,144) (61,32) (61,87) (61,100) (61,155) (72,10) (72,78) (72,109) (72,177) (75,55) (75,132) (78,32) (78,87) (78,100) (78,155) (86,88) (86,99) (89,10) (89,78) (89,109) (89,177) (92,21) (92,89) (92,98) (92,166) (103,54) (103,65) (103,122) (103,133) (112,19) (112,36) (112,151) (112,168) (123,41) (123,58) (123,129) (123,146) (127,43) (127,76) (127,111) (127,144) (144,43) (144,76) (144,111) (144,144) (160,21) (160,89) (160,98) (160,166) (163,66) (163,121) (171,54) (171,65) (171,122) (171,133) (174,44) (174,143) (177,21) (177,89) (177,98) (177,166) (178,8) (178,25) (178,162) (178,179) (180,32) (180,87) (180,100) (180,155)
2	y2 = x3 + 53x + 6	90	(1,37) (1,48) (1,139) (1,150) (6,43) (6,76) (6,111) (6,144) (18,37) (18,48) (18,139) (18,150) (23,26) (23,59) (23,128) (23,161) (28,21) (28,89) (28,98) (28,166) (36,18) (36,84) (36,103) (36,169) (40,26) (40,59) (40,128) (40,161) (45,4) (45,81) (45,106) (45,183) (47,40) (47,62) (47,125) (47,147) (62,4) (62,81) (62,106) (62,183) (69,37) (69,48) (69,139) (69,150) (91,26) (91,59) (91,128) (91,161) (104,33) (104,154) (113,4) (113,81) (113,106) (113,183) (115,11) (115,176) (137,88) (137,99) (138,1) (138,67) (138,120) (138,186) (149,23) (149,45) (149,142) (149,164) (155,18) (155,84) (155,103) (155,169) (159,77) (159,110) (166,40) (166,62) (166,125) (166,147) (171,54) (171,65) (171,122) (171,133) (172,18) (172,84) (172,103) (172,169) (181,55) (181,132) (183,40) (183,62) (183,125) (183,147)
3	y2 = x3 + 179x + 29	90	(8,35) (8,86) (8,101) (8,152) (16,57) (16,79) (16,108) (16,130) (19,2) (19,53) (19,134) (19,185) (20,24) (20,75) (20,112) (20,163) (31,20) (31,31) (31,156) (31,167) (42,35) (42,86) (42,101) (42,152) (53,2) (53,53) (53,134) (53,185) (54,27) (54,61) (54,126) (54,160) (65,71) (65,82) (65,105) (65,116) (67,11) (67,176) (71,24) (71,75) (71,112) (71,163) (76,16) (76,50) (76,137) (76,171) (82,20) (82,31) (82,156) (82,167) (87,49) (87,83) (87,104) (87,138) (93,35) (93,86) (93,101) (93,152) (104,2) (104,53) (104,134) (104,185) (118,57) (118,79) (118,108) (118,130) (122,44) (122,143) (133,88) (133,99) (144,33) (144,154) (152,57) (152,79) (152,108) (152,130) (155,66) (155,121) (173,24) (173,75) (173,112) (173,163) (184,20) (184,31) (184,156) (184,167) (186,6) (186,28) (186,159) (186,181)
4	y2 = x3 + 15x + 41	90	(7,26) (7,59) (7,128) (7,161) (9,49) (9,83) (9,104) (9,138) (10,16) (10,50) (10,137) (10,171) (26,66) (26,121) (43,49) (43,83) (43,104) (43,138) (47,6) (47,28) (47,159) (47,181) (58,60) (58,93) (58,94) (58,127) (64,6) (64,28) (64,159) (64,181) (75,60) (75,93) (75,94) (75,127) (81,11) (81,176) (84,29) (84,73) (84,114) (84,158) (92,77) (92,110) (95,18) (95,84) (95,103) (95,169) (98,6) (98,28) (98,159) (98,181) (109,60) (109,93) (109,94) (109,127) (128,15) (128,70) (128,117) (128,172) (135,5) (135,39) (135,148) (135,182) (146,16) (146,50) (146,137) (146,171) (152,5) (152,39) (152,148) (152,182) (163,16) (163,50) (163,137) (163,171) (169,22) (169,165) (179,49) (179,83) (179,104) (179,138) (180,33) (180,154) (183,40) (183,62) (183,125) (183,147) (186,5) (186,39) (186,148) (186,182)
5	y2 = x3 + 60x + 90	90	(3,22) (3,165) (14,11) (14,176) (15,8) (15,25) (15,162) (15,179) (26,30) (26,47) (26,140) (26,157) (35,41) (35,58) (35,129) (35,146) (37,63) (37,80) (37,107) (37,124) (48,74) (48,91) (48,96) (48,113) (49,8) (49,25) (49,162) (49,179) (52,24) (52,75) (52,112) (52,163) (60,30) (60,47) (60,140) (60,157) (69,44) (69,143) (71,63) (71,80) (71,107) (71,124) (82,74) (82,91) (82,96) (82,113) (103,41) (103,58) (103,129) (103,146) (134,8) (134,25) (134,162) (134,179) (137,41) (137,58) (137,129) (137,146) (145,30) (145,47) (145,140) (145,157) (151,9) (151,42) (151,145) (151,178) (156,63) (156,80) (156,107) (156,124) (162,13) (162,64) (162,123) (162,174) (167,74) (167,91) (167,96) (167,113) (168,77) (168,110) (173,46) (173,90) (173,97) (173,141) (179,55) (179,132) (184,57) (184,79) (184,108) (184,130)
6	y2 = x3 + 93x + 167	90	(2,19) (2,36) (2,151) (2,168) (4,63) (4,80) (4,107) (4,124) (5,3) (5,14) (5,173) (5,184) (19,2) (19,53) (19,134) (19,185) (26,30) (26,47) (26,140) (26,157) (36,66) (36,121) (38,63) (38,80) (38,107) (38,124) (46,74) (46,91) (46,96) (46,113) (60,30) (60,47) (60,140) (60,157) (63,57) (63,79) (63,108) (63,130) (70,19) (70,36) (70,151) (70,168) (80,11) (80,176) (90,3) (90,14) (90,173) (90,184) (104,19) (104,36) (104,151) (104,168) (107,20) (107,31) (107,156) (107,167) (114,74) (114,91) (114,96) (114,113) (123,63) (123,80) (123,107) (123,124) (124,88) (124,99) (140,46) (140,90) (140,97) (140,141) (145,30) (145,47) (145,140) (145,157) (148,74) (148,91) (148,96) (148,113) (157,22) (157,165) (158,3) (158,14) (158,173) (158,184) (162,13) (162,64) (162,123) (162,174) (179,55) (179,132)
7	y2 = x3 + 59x + 173	90	(15,77) (15,110) (25,16) (25,50) (25,137) (25,171) (29,29) (29,73) (29,114) (29,158) (32,60) (32,93) (32,94) (32,127) (42,16) (42,50) (42,137) (42,171) (47,71) (47,82) (47,105) (47,116) (59,33) (59,154) (64,71) (64,82) (64,105) (64,116) (73,7) (73,92) (73,95) (73,180) (76,16) (76,50) (76,137) (76,171) (80,5) (80,39) (80,148) (80,182) (81,88) (81,99) (97,5) (97,39) (97,148) (97,182) (98,71) (98,82) (98,105) (98,116) (114,22) (114,165) (117,26) (117,59) (117,128) (117,161) (124,27) (124,61) (124,126) (124,160) (131,5) (131,39) (131,148) (131,182) (141,27) (141,61) (141,126) (141,160) (158,44) (158,143) (161,18) (161,84) (161,103) (161,169) (168,60) (168,93) (168,94) (168,127) (175,27) (175,61) (175,126) (175,160) (183,37) (183,48) (183,139) (183,150) (185,60) (185,93) (185,94) (185,127)
8	y2 = x3 + 36x + 62	90	(16,46) (16,90) (16,97) (16,141) (21,27) (21,61) (21,126) (21,160) (23,33) (23,154) (32,38) (32,72) (32,115) (32,149) (38,24) (38,75) (38,112) (38,163) (45,66) (45,121) (49,13) (49,64) (49,123) (49,174) (67,22) (67,165) (74,35) (74,86) (74,101) (74,152) (89,44) (89,143) (96,2) (96,53) (96,134) (96,185) (100,55) (100,132) (108,35) (108,86) (108,101) (108,152) (118,46) (118,90) (118,97) (118,141) (130,2) (130,53) (130,134) (130,185) (140,24) (140,75) (140,112) (140,163) (142,16) (142,50) (142,137) (142,171) (151,13) (151,64) (151,123) (151,174) (152,46) (152,90) (152,97) (152,141) (159,35) (159,86) (159,101) (159,152) (164,49) (164,83) (164,104) (164,138) (174,24) (174,75) (174,112) (174,163) (181,2) (181,53) (181,134) (181,185) (185,13) (185,64) (185,123) (185,174) (186,5) (186,39) (186,148) (186,182)
9	y2 = x3 + 53x + 28	90	(6,1) (6,67) (6,120) (6,186) (16,22) (16,165) (23,18) (23,84) (23,103) (23,169) (28,32) (28,87) (28,100) (28,155) (38,44) (38,143) (40,18) (40,84) (40,103) (40,169) (45,15) (45,70) (45,117) (45,172) (49,55) (49,132) (50,12) (50,56) (50,131) (50,175) (62,15) (62,70) (62,117) (62,172) (67,29) (67,73) (67,114) (67,158) (72,10) (72,78) (72,109) (72,177) (83,21) (83,89) (83,98) (83,166) (84,29) (84,73) (84,114) (84,158) (89,7) (89,92) (89,95) (89,180) (91,18) (91,84) (91,103) (91,169) (100,4) (100,81) (100,106) (100,183) (106,7) (106,92) (106,95) (106,180) (113,15) (113,70) (113,117) (113,172) (117,4) (117,81) (117,106) (117,183) (135,29) (135,73) (135,114) (135,158) (157,7) (157,92) (157,95) (157,180) (159,33) (159,154) (168,4) (168,81) (168,106) (168,183) (181,66) (181,121)
10	y2 = x3 + 144x + 54	90	(12,12) (12,56) (12,131) (12,175) (13,3) (13,14) (13,173) (13,184) (15,43) (15,76) (15,111) (15,144) (39,10) (39,78) (39,109) (39,177) (42,33) (42,154) (46,63) (46,80) (46,107) (46,124) (56,10) (56,78) (56,109) (56,177) (59,1) (59,67) (59,120) (59,186) (64,88) (64,99) (81,54) (81,65) (81,122) (81,133) (83,43) (83,76) (83,111) (83,144) (90,41) (90,58) (90,129) (90,146) (97,22) (97,165) (100,43) (100,76) (100,111) (100,144) (114,12) (114,56) (114,131) (114,175) (127,1) (127,67) (127,120) (127,186) (134,8) (134,25) (134,162) (134,179) (141,44) (141,143) (144,1) (144,67) (144,120) (144,186) (149,54) (149,65) (149,122) (149,133) (158,10) (158,78) (158,109) (158,177) (166,54) (166,65) (166,122) (166,133) (178,52) (178,69) (178,118) (178,135) (182,12) (182,56) (182,131) (182,175) (185,77) (185,110)
11	y2 = x3 + 111x + 175	90	(1,10) (1,78) (1,109) (1,177) (9,55) (9,132) (15,43) (15,76) (15,111) (15,144) (20,22) (20,165) (26,21) (26,89) (26,98) (26,166) (31,11) (31,176) (35,41) (35,58) (35,129) (35,146) (37,12) (37,56) (37,131) (37,175) (48,23) (48,45) (48,142) (48,164) (83,43) (83,76) (83,111) (83,144) (86,44) (86,143) (94,21) (94,89) (94,98) (94,166) (100,43) (100,76) (100,111) (100,144) (103,10) (103,78) (103,109) (103,177) (105,12) (105,56) (105,131) (105,175) (111,21) (111,89) (111,98) (111,166) (116,23) (116,45) (116,142) (116,164) (122,12) (122,56) (122,131) (122,175) (133,23) (133,45) (133,142) (133,164) (134,8) (134,25) (134,162) (134,179) (145,30) (145,47) (145,140) (145,157) (156,63) (156,80) (156,107) (156,124) (167,74) (167,91) (167,96) (167,113) (171,10) (171,78) (171,109) (171,177) (185,77) (185,110)
12	y2 = x3 + 185x + 160	90	(7,26) (7,59) (7,128) (7,161) (16,22) (16,165) (27,33) (27,154) (47,40) (47,62) (47,125) (47,147) (50,12) (50,56) (50,131) (50,175) (58,26) (58,59) (58,128) (58,161) (60,66) (60,121) (61,1) (61,67) (61,120) (61,186) (67,29) (67,73) (67,114) (67,158) (78,18) (78,84) (78,103) (78,169) (84,29) (84,73) (84,114) (84,158) (94,32) (94,87) (94,100) (94,155) (95,18) (95,84) (95,103) (95,169) (111,15) (111,70) (111,117) (111,172) (115,11) (115,176) (126,77) (126,110) (128,15) (128,70) (128,117) (128,172) (135,29) (135,73) (135,114) (135,158) (146,18) (146,84) (146,103) (146,169) (149,23) (149,45) (149,142) (149,164) (160,43) (160,76) (160,111) (160,144) (166,40) (166,62) (166,125) (166,147) (177,26) (177,59) (177,128) (177,161) (179,15) (179,70) (179,117) (179,172) (183,40) (183,62) (183,125) (183,147)
13	y2 = x3 + 70x + 74	90	(18,37) (18,48) (18,139) (18,150) (36,16) (36,50) (36,137) (36,171) (40,26) (40,59) (40,128) (40,161) (47,6) (47,28) (47,159) (47,181) (53,16) (53,50) (53,137) (53,171) (62,4) (62,81) (62,106) (62,183) (64,6) (64,28) (64,159) (64,181) (69,71) (69,82) (69,105) (69,116) (70,33) (70,154) (81,11) (81,176) (86,71) (86,82) (86,105) (86,116) (87,16) (87,50) (87,137) (87,171) (91,60) (91,93) (91,94) (91,127) (98,6) (98,28) (98,159) (98,181) (103,88) (103,99) (108,60) (108,93) (108,94) (108,127) (113,38) (113,72) (113,115) (113,149) (120,71) (120,82) (120,105) (120,116) (125,77) (125,110) (130,38) (130,72) (130,115) (130,149) (142,60) (142,93) (142,94) (142,127) (147,55) (147,132) (164,38) (164,72) (164,115) (164,149) (172,18) (172,84) (172,103) (172,169) (183,40) (183,62) (183,125) (183,147)
14	y2 = x3 + 49x + 112	90	(4,41) (4,58) (4,129) (4,146) (8,9) (8,42) (8,145) (8,178) (24,30) (24,47) (24,140) (24,157) (25,77) (25,110) (27,19) (27,36) (27,151) (27,168) (35,3) (35,14) (35,173) (35,184) (38,41) (38,58) (38,129) (38,146) (41,13) (41,64) (41,123) (41,174) (52,20) (52,31) (52,156) (52,167) (58,55) (58,132) (59,8) (59,25) (59,162) (59,179) (69,88) (69,99) (92,30) (92,47) (92,140) (92,157) (93,8) (93,25) (93,162) (93,179) (103,3) (103,14) (103,173) (103,184) (112,19) (112,36) (112,151) (112,168) (123,41) (123,58) (123,129) (123,146) (126,30) (126,47) (126,140) (126,157) (129,2) (129,53) (129,134) (129,185) (137,3) (137,14) (137,173) (137,184) (140,24) (140,75) (140,112) (140,163) (146,66) (146,121) (157,44) (157,143) (178,8) (178,25) (178,162) (178,179) (180,19) (180,36) (180,151) (180,168)
15	y2 = x3 + 15x + 129	90	(4,44) (4,143) (7,4) (7,81) (7,106) (7,183) (10,49) (10,83) (10,104) (10,138) (18,37) (18,48) (18,139) (18,150) (21,27) (21,61) (21,126) (21,160) (25,60) (25,93) (25,94) (25,127) (42,60) (42,93) (42,94) (42,127) (58,38) (58,72) (58,115) (58,149) (59,77) (59,110) (69,71) (69,82) (69,105) (69,116) (75,38) (75,72) (75,115) (75,149) (76,60) (76,93) (76,94) (76,127) (86,71) (86,82) (86,105) (86,116) (92,55) (92,132) (95,15) (95,70) (95,117) (95,172) (103,88) (103,99) (106,7) (106,92) (106,95) (106,180) (109,38) (109,72) (109,115) (109,149) (120,71) (120,82) (120,105) (120,116) (146,49) (146,83) (146,104) (146,138) (157,27) (157,61) (157,126) (157,160) (161,26) (161,59) (161,128) (161,161) (163,49) (163,83) (163,104) (163,138) (174,27) (174,61) (174,126) (174,160) (180,66) (180,121)
16	y2 = x3 + 36x + 40	90	(1,88) (1,99) (19,35) (19,86) (19,101) (19,152) (23,77) (23,110) (30,57) (30,79) (30,108) (30,130) (45,55) (45,132) (52,20) (52,31) (52,156) (52,167) (53,35) (53,86) (53,101) (53,152) (64,57) (64,79) (64,108) (64,130) (74,9) (74,42) (74,145) (74,178) (86,20) (86,31) (86,156) (86,167) (87,16) (87,50) (87,137) (87,171) (96,13) (96,64) (96,123) (96,174) (98,6) (98,28) (98,159) (98,181) (104,35) (104,86) (104,101) (104,152) (108,9) (108,42) (108,145) (108,178) (115,57) (115,79) (115,108) (115,130) (120,71) (120,82) (120,105) (120,116) (130,13) (130,64) (130,123) (130,174) (137,20) (137,31) (137,156) (137,167) (142,60) (142,93) (142,94) (142,127) (155,33) (155,154) (159,9) (159,42) (159,145) (159,178) (164,38) (164,72) (164,115) (164,149) (166,11) (166,176) (181,13) (181,64) (181,123) (181,174)
17	y2 = x3 + 9x + 182	90	(3,7) (3,92) (3,95) (3,180) (14,37) (14,48) (14,139) (14,150) (16,11) (16,176) (25,18) (25,84) (25,103) (25,169) (36,15) (36,70) (36,117) (36,172) (50,23) (50,45) (50,142) (50,164) (67,40) (67,62) (67,125) (67,147) (71,44) (71,143) (82,88) (82,99) (84,40) (84,62) (84,125) (84,147) (93,33) (93,154) (104,66) (104,121) (105,10) (105,78) (105,109) (105,177) (116,54) (116,65) (116,122) (116,133) (122,7) (122,92) (122,95) (122,180) (127,1) (127,67) (127,120) (127,186) (133,37) (133,48) (133,139) (133,150) (135,40) (135,62) (135,125) (135,147) (138,32) (138,87) (138,100) (138,155) (139,7) (139,92) (139,95) (139,180) (144,18) (144,84) (144,103) (144,169) (150,37) (150,48) (150,139) (150,150) (155,15) (155,70) (155,117) (155,172) (161,18) (161,84) (161,103) (161,169) (172,15) (172,70) (172,117) (172,172)
18	y2 = x3 + 100x + 109	90	(9,66) (9,121) (13,74) (13,91) (13,96) (13,113) (24,8) (24,25) (24,162) (24,179) (26,32) (26,87) (26,100) (26,155) (50,12) (50,56) (50,131) (50,175) (61,1) (61,67) (61,120) (61,186) (64,11) (64,176) (67,12) (67,56) (67,131) (67,175) (75,77) (75,110) (78,1) (78,67) (78,120) (78,186) (81,23) (81,45) (81,142) (81,164) (92,43) (92,76) (92,111) (92,144) (94,32) (94,87) (94,100) (94,155) (101,63) (101,80) (101,107) (101,124) (111,32) (111,87) (111,100) (111,155) (112,52) (112,69) (112,118) (112,135) (145,19) (145,36) (145,151) (145,168) (149,23) (149,45) (149,142) (149,164) (152,22) (152,165) (160,43) (160,76) (160,111) (160,144) (163,33) (163,154) (166,23) (166,45) (166,142) (166,164) (169,12) (169,56) (169,131) (169,175) (177,43) (177,76) (177,111) (177,144) (180,1) (180,67) (180,120) (180,186)
19	y2 = x3 + 144x + 65	90	(2,19) (2,36) (2,151) (2,168) (4,12) (4,56) (4,131) (4,175) (9,55) (9,132) (12,23) (12,45) (12,142) (12,164) (26,21) (26,89) (26,98) (26,166) (39,54) (39,65) (39,122) (39,133) (46,74) (46,91) (46,96) (46,113) (53,66) (53,121) (56,54) (56,65) (56,122) (56,133) (70,32) (70,87) (70,100) (70,155) (72,12) (72,56) (72,131) (72,175) (89,12) (89,56) (89,131) (89,175) (90,3) (90,14) (90,173) (90,184) (94,21) (94,89) (94,98) (94,166) (97,11) (97,176) (111,21) (111,89) (111,98) (111,166) (114,23) (114,45) (114,142) (114,164) (123,63) (123,80) (123,107) (123,124) (138,32) (138,87) (138,100) (138,155) (141,88) (141,99) (145,30) (145,47) (145,140) (145,157) (155,32) (155,87) (155,100) (155,155) (158,54) (158,65) (158,122) (158,133) (174,22) (174,165) (182,23) (182,45) (182,142) (182,164)
20	y2 = x3 + 42x + 105	90	(5,44) (5,143) (12,29) (12,73) (12,114) (12,158) (25,18) (25,84) (25,103) (25,169) (29,29) (29,73) (29,114) (29,158) (39,10) (39,78) (39,109) (39,177) (47,37) (47,48) (47,139) (47,150) (49,77) (49,110) (56,7) (56,92) (56,95) (56,180) (73,7) (73,92) (73,95) (73,180) (80,29) (80,73) (80,114) (80,158) (83,43) (83,76) (83,111) (83,144) (93,33) (93,154) (100,26) (100,59) (100,128) (100,161) (115,88) (115,99) (117,26) (117,59) (117,128) (117,161) (124,7) (124,92) (124,95) (124,180) (127,1) (127,67) (127,120) (127,186) (144,18) (144,84) (144,103) (144,169) (148,22) (148,165) (149,54) (149,65) (149,122) (149,133) (161,18) (161,84) (161,103) (161,169) (166,37) (166,48) (166,139) (166,150) (168,26) (168,59) (168,128) (168,161) (182,12) (182,56) (182,131) (182,175) (183,37) (183,48) (183,139) (183,150)
21	y2 = x3 + 70x + 96	90	(4,44) (4,143) (15,55) (15,132) (21,27) (21,61) (21,126) (21,160) (32,38) (32,72) (32,115) (32,149) (40,18) (40,84) (40,103) (40,169) (62,15) (62,70) (62,117) (62,172) (84,29) (84,73) (84,114) (84,158) (91,16) (91,50) (91,137) (91,171) (106,7) (106,92) (106,95) (106,180) (108,16) (108,50) (108,137) (108,171) (113,49) (113,83) (113,104) (113,138) (117,4) (117,81) (117,106) (117,183) (125,33) (125,154) (130,49) (130,83) (130,104) (130,138) (135,5) (135,39) (135,148) (135,182) (142,16) (142,50) (142,137) (142,171) (147,66) (147,121) (152,5) (152,39) (152,148) (152,182) (157,27) (157,61) (157,126) (157,160) (164,49) (164,83) (164,104) (164,138) (168,38) (168,72) (168,115) (168,149) (169,22) (169,165) (174,27) (174,61) (174,126) (174,160) (185,38) (185,72) (185,115) (185,149) (186,5) (186,39) (186,148) (186,182)
22	y2 = x3 + 93x + 156	90	(5,41) (5,58) (5,129) (5,146) (8,35) (8,86) (8,101) (8,152) (13,3) (13,14) (13,173) (13,184) (15,8) (15,25) (15,162) (15,179) (25,33) (25,154) (30,20) (30,31) (30,156) (30,167) (46,63) (46,80) (46,107) (46,124) (47,88) (47,99) (49,8) (49,25) (49,162) (49,179) (59,52) (59,69) (59,118) (59,135) (63,46) (63,90) (63,97) (63,141) (80,22) (80,165) (81,3) (81,14) (81,173) (81,184) (90,41) (90,58) (90,129) (90,146) (93,52) (93,69) (93,118) (93,135) (107,24) (107,75) (107,112) (107,163) (114,63) (114,80) (114,107) (114,124) (115,3) (115,14) (115,173) (115,184) (124,44) (124,143) (134,8) (134,25) (134,162) (134,179) (148,63) (148,80) (148,107) (148,124) (151,9) (151,42) (151,145) (151,178) (158,41) (158,58) (158,129) (158,146) (168,77) (168,110) (178,52) (178,69) (178,118) (178,135)
23	y2 = x3 + 26x + 107	90	(3,5) (3,39) (3,148) (3,182) (9,38) (9,72) (9,115) (9,149) (14,6) (14,28) (14,159) (14,181) (15,77) (15,110) (18,7) (18,92) (18,95) (18,180) (20,5) (20,39) (20,148) (20,182) (26,55) (26,132) (31,6) (31,28) (31,159) (31,181) (32,60) (32,93) (32,94) (32,127) (37,22) (37,165) (43,38) (43,72) (43,115) (43,149) (48,11) (48,176) (54,5) (54,39) (54,148) (54,182) (65,6) (65,28) (65,159) (65,181) (69,27) (69,61) (69,126) (69,160) (86,27) (86,61) (86,126) (86,160) (103,44) (103,143) (117,26) (117,59) (117,128) (117,161) (120,27) (120,61) (120,126) (120,160) (128,4) (128,81) (128,106) (128,183) (139,29) (139,73) (139,114) (139,158) (150,40) (150,62) (150,125) (150,147) (168,60) (168,93) (168,94) (168,127) (179,38) (179,72) (179,115) (179,149) (185,60) (185,93) (185,94) (185,127)
24	y2 = x3 + 168x + 7	90	(9,2) (9,53) (9,134) (9,185) (10,16) (10,50) (10,137) (10,171) (16,46) (16,90) (16,97) (16,141) (27,35) (27,86) (27,101) (27,152) (30,57) (30,79) (30,108) (30,130) (41,9) (41,42) (41,145) (41,178) (43,49) (43,83) (43,104) (43,138) (60,2) (60,53) (60,134) (60,185) (64,57) (64,79) (64,108) (64,130) (67,22) (67,165) (75,9) (75,42) (75,145) (75,178) (78,33) (78,154) (98,6) (98,28) (98,159) (98,181) (109,60) (109,93) (109,94) (109,127) (111,66) (111,121) (115,57) (115,79) (115,108) (115,130) (118,46) (118,90) (118,97) (118,141) (126,9) (126,42) (126,145) (126,178) (129,35) (129,86) (129,101) (129,152) (152,46) (152,90) (152,97) (152,141) (162,2) (162,53) (162,134) (162,185) (163,35) (163,86) (163,101) (163,152) (166,11) (166,176) (177,77) (177,110) (186,5) (186,39) (186,148) (186,182)
25	y2 = x3 + 155x + 142	90	(1,54) (1,65) (1,122) (1,133) (2,52) (2,69) (2,118) (2,135) (6,43) (6,76) (6,111) (6,144) (13,74) (13,91) (13,96) (13,113) (23,43) (23,76) (23,111) (23,144) (28,21) (28,89) (28,98) (28,166) (35,3) (35,14) (35,173) (35,184) (45,21) (45,89) (45,98) (45,166) (53,33) (53,154) (57,8) (57,25) (57,162) (57,179) (64,11) (64,176) (70,1) (70,67) (70,120) (70,186) (79,30) (79,47) (79,140) (79,157) (81,23) (81,45) (81,142) (81,164) (86,88) (86,99) (103,54) (103,65) (103,122) (103,133) (108,77) (108,110) (125,43) (125,76) (125,111) (125,144) (130,55) (130,132) (138,1) (138,67) (138,120) (138,186) (147,21) (147,89) (147,98) (147,166) (149,23) (149,45) (149,142) (149,164) (155,1) (155,67) (155,120) (155,186) (166,23) (166,45) (166,142) (166,164) (171,54) (171,65) (171,122) (171,133)
26	y2 = x3 + 185x + 61	90	(1,37) (1,48) (1,139) (1,150) (7,4) (7,81) (7,106) (7,183) (18,37) (18,48) (18,139) (18,150) (25,26) (25,59) (25,128) (25,161) (27,66) (27,121) (38,44) (38,143) (58,4) (58,81) (58,106) (58,183) (61,32) (61,87) (61,100) (61,155) (69,37) (69,48) (69,139) (69,150) (72,10) (72,78) (72,109) (72,177) (78,15) (78,70) (78,117) (78,172) (89,7) (89,92) (89,95) (89,180) (93,77) (93,110) (95,15) (95,70) (95,117) (95,172) (106,7) (106,92) (106,95) (106,180) (126,55) (126,132) (127,43) (127,76) (127,111) (127,144) (137,88) (137,99) (144,26) (144,59) (144,128) (144,161) (146,15) (146,70) (146,117) (146,172) (157,7) (157,92) (157,95) (157,180) (160,21) (160,89) (160,98) (160,166) (161,26) (161,59) (161,128) (161,161) (171,54) (171,65) (171,122) (171,133) (177,4) (177,81) (177,106) (177,183)
27	y2 = x3 + 26x + 63	90	(3,27) (3,61) (3,126) (3,160) (14,71) (14,82) (14,105) (14,116) (20,27) (20,61) (20,126) (20,160) (25,16) (25,50) (25,137) (25,171) (31,71) (31,82) (31,105) (31,116) (36,49) (36,83) (36,104) (36,138) (37,44) (37,143) (42,16) (42,50) (42,137) (42,171) (48,88) (48,99) (53,49) (53,83) (53,104) (53,138) (54,27) (54,61) (54,126) (54,160) (59,33) (59,154) (65,71) (65,82) (65,105) (65,116) (70,66) (70,121) (76,16) (76,50) (76,137) (76,171) (84,40) (84,62) (84,125) (84,147) (87,49) (87,83) (87,104) (87,138) (135,6) (135,28) (135,159) (135,181) (139,7) (139,92) (139,95) (139,180) (150,37) (150,48) (150,139) (150,150) (152,6) (152,28) (152,159) (152,181) (161,18) (161,84) (161,103) (161,169) (169,11) (169,176) (172,15) (172,70) (172,117) (172,172) (186,6) (186,28) (186,159) (186,181)
28	y2 = x3 + 49x + 24	90	(13,74) (13,91) (13,96) (13,113) (16,63) (16,80) (16,107) (16,124) (24,8) (24,25) (24,162) (24,179) (26,19) (26,36) (26,151) (26,168) (27,52) (27,69) (27,118) (27,135) (30,57) (30,79) (30,108) (30,130) (41,9) (41,42) (41,145) (41,178) (47,11) (47,176) (58,77) (58,110) (60,19) (60,36) (60,151) (60,168) (81,74) (81,91) (81,96) (81,113) (92,8) (92,25) (92,162) (92,179) (101,63) (101,80) (101,107) (101,124) (112,52) (112,69) (112,118) (112,135) (115,74) (115,91) (115,96) (115,113) (118,46) (118,90) (118,97) (118,141) (126,8) (126,25) (126,162) (126,179) (129,35) (129,86) (129,101) (129,152) (135,22) (135,165) (145,19) (145,36) (145,151) (145,168) (146,33) (146,154) (162,2) (162,53) (162,134) (162,185) (169,63) (169,80) (169,107) (169,124) (179,66) (179,121) (180,52) (180,69) (180,118) (180,135)
29	y2 = x3 + 59x + 184	90	(4,22) (4,165) (9,38) (9,72) (9,115) (9,149) (21,5) (21,39) (21,148) (21,182) (26,55) (26,132) (29,40) (29,62) (29,125) (29,147) (36,49) (36,83) (36,104) (36,138) (43,38) (43,72) (43,115) (43,149) (53,49) (53,83) (53,104) (53,138) (70,66) (70,121) (73,37) (73,48) (73,139) (73,150) (80,6) (80,28) (80,159) (80,181) (87,49) (87,83) (87,104) (87,138) (97,6) (97,28) (97,159) (97,181) (106,29) (106,73) (106,114) (106,158) (114,11) (114,176) (124,71) (124,82) (124,105) (124,116) (128,4) (128,81) (128,106) (128,183) (131,6) (131,28) (131,159) (131,181) (141,71) (141,82) (141,105) (141,116) (157,5) (157,39) (157,148) (157,182) (158,88) (158,99) (172,15) (172,70) (172,117) (172,172) (174,5) (174,39) (174,148) (174,182) (175,71) (175,82) (175,105) (175,116) (179,38) (179,72) (179,115) (179,149)
30	y2 = x3 + 25x + 139	90	(5,24) (5,75) (5,112) (5,163) (8,35) (8,86) (8,101) (8,152) (12,22) (12,165) (30,20) (30,31) (30,156) (30,167) (32,60) (32,93) (32,94) (32,127) (42,35) (42,86) (42,101) (42,152) (49,9) (49,42) (49,145) (49,178) (56,44) (56,143) (63,46) (63,90) (63,97) (63,141) (64,20) (64,31) (64,156) (64,167) (76,16) (76,50) (76,137) (76,171) (93,35) (93,86) (93,101) (93,152) (97,46) (97,90) (97,97) (97,141) (98,71) (98,82) (98,105) (98,116) (100,77) (100,110) (107,24) (107,75) (107,112) (107,163) (115,20) (115,31) (115,156) (115,167) (131,5) (131,39) (131,148) (131,182) (141,24) (141,75) (141,112) (141,163) (144,33) (144,154) (148,46) (148,90) (148,97) (148,141) (151,9) (151,42) (151,145) (151,178) (166,88) (166,99) (175,27) (175,61) (175,126) (175,160) (185,9) (185,42) (185,145) (185,178)
31	y2 = x3 + 155x + 164	90	(4,10) (4,78) (4,109) (4,177) (6,1) (6,67) (6,120) (6,186) (15,21) (15,89) (15,98) (15,166) (23,1) (23,67) (23,120) (23,186) (28,32) (28,87) (28,100) (28,155) (45,32) (45,87) (45,100) (45,155) (50,12) (50,56) (50,131) (50,175) (57,52) (57,69) (57,118) (57,135) (67,12) (67,56) (67,131) (67,175) (72,10) (72,78) (72,109) (72,177) (79,19) (79,36) (79,151) (79,168) (83,21) (83,89) (83,98) (83,166) (89,10) (89,78) (89,109) (89,177) (100,21) (100,89) (100,98) (100,166) (101,63) (101,80) (101,107) (101,124) (108,33) (108,154) (123,41) (123,58) (123,129) (123,146) (125,1) (125,67) (125,120) (125,186) (130,66) (130,121) (134,30) (134,47) (134,140) (134,157) (147,32) (147,87) (147,100) (147,155) (152,22) (152,165) (169,12) (169,56) (169,131) (169,175) (174,44) (174,143) (185,55) (185,132)
32	y2 = x3 + 9x + 39	90	(1,7) (1,92) (1,95) (1,180) (3,29) (3,73) (3,114) (3,158) (14,40) (14,62) (14,125) (14,147) (18,7) (18,92) (18,95) (18,180) (49,77) (49,110) (60,55) (60,132) (69,7) (69,92) (69,95) (69,180) (71,22) (71,165) (82,11) (82,176) (83,43) (83,76) (83,111) (83,144) (94,21) (94,89) (94,98) (94,166) (100,26) (100,59) (100,128) (100,161) (105,12) (105,56) (105,131) (105,175) (111,4) (111,81) (111,106) (111,183) (116,23) (116,45) (116,142) (116,164) (117,26) (117,59) (117,128) (117,161) (122,29) (122,73) (122,114) (122,158) (128,4) (128,81) (128,106) (128,183) (133,40) (133,62) (133,125) (133,147) (137,44) (137,143) (139,29) (139,73) (139,114) (139,158) (150,40) (150,62) (150,125) (150,147) (168,26) (168,59) (168,128) (168,161) (171,10) (171,78) (171,109) (171,177) (179,4) (179,81) (179,106) (179,183)
33	y2 = x3 + 104x + 57	90	(2,52) (2,69) (2,118) (2,135) (13,74) (13,91) (13,96) (13,113) (19,35) (19,86) (19,101) (19,152) (30,57) (30,79) (30,108) (30,130) (35,3) (35,14) (35,173) (35,184) (36,33) (36,154) (47,11) (47,176) (52,20) (52,31) (52,156) (52,167) (57,8) (57,25) (57,162) (57,179) (69,88) (69,99) (70,52) (70,69) (70,118) (70,135) (74,9) (74,42) (74,145) (74,178) (79,30) (79,47) (79,140) (79,157) (81,74) (81,91) (81,96) (81,113) (91,77) (91,110) (96,13) (96,64) (96,123) (96,174) (103,3) (103,14) (103,173) (103,184) (104,52) (104,69) (104,118) (104,135) (113,55) (113,132) (115,74) (115,91) (115,96) (115,113) (125,8) (125,25) (125,162) (125,179) (137,3) (137,14) (137,173) (137,184) (147,30) (147,47) (147,140) (147,157) (159,8) (159,25) (159,162) (159,179) (181,30) (181,47) (181,140) (181,157)
34	y2 = x3 + 168x + 95	90	(1,88) (1,99) (8,9) (8,42) (8,145) (8,178) (10,49) (10,83) (10,104) (10,138) (21,27) (21,61) (21,126) (21,160) (27,2) (27,53) (27,134) (27,185) (38,24) (38,75) (38,112) (38,163) (41,13) (41,64) (41,123) (41,174) (42,9) (42,42) (42,145) (42,178) (52,20) (52,31) (52,156) (52,167) (75,13) (75,64) (75,123) (75,174) (76,60) (76,93) (76,94) (76,127) (78,66) (78,121) (86,20) (86,31) (86,156) (86,167) (89,44) (89,143) (93,9) (93,42) (93,145) (93,178) (109,38) (109,72) (109,115) (109,149) (120,71) (120,82) (120,105) (120,116) (126,13) (126,64) (126,123) (126,174) (129,2) (129,53) (129,134) (129,185) (137,20) (137,31) (137,156) (137,167) (140,24) (140,75) (140,112) (140,163) (144,77) (144,110) (163,2) (163,53) (163,134) (163,185) (174,24) (174,75) (174,112) (174,163) (177,55) (177,132)
35	y2 = x3 + 111x + 131	90	(2,19) (2,36) (2,151) (2,168) (20,44) (20,143) (31,88) (31,99) (37,10) (37,78) (37,109) (37,177) (42,33) (42,154) (48,54) (48,65) (48,122) (48,133) (50,23) (50,45) (50,142) (50,164) (53,66) (53,121) (59,1) (59,67) (59,120) (59,186) (67,23) (67,45) (67,142) (67,164) (70,32) (70,87) (70,100) (70,155) (101,74) (101,91) (101,96) (101,113) (105,10) (105,78) (105,109) (105,177) (116,54) (116,65) (116,122) (116,133) (122,10) (122,78) (122,109) (122,177) (127,1) (127,67) (127,120) (127,186) (133,54) (133,65) (133,122) (133,133) (138,32) (138,87) (138,100) (138,155) (144,1) (144,67) (144,120) (144,186) (152,11) (152,176) (155,32) (155,87) (155,100) (155,155) (156,41) (156,58) (156,129) (156,146) (167,3) (167,14) (167,173) (167,184) (169,23) (169,45) (169,142) (169,164) (178,52) (178,69) (178,118) (178,135)
36	y2 = x3 + 42x + 116	90	(5,88) (5,99) (12,40) (12,62) (12,125) (12,147) (29,40) (29,62) (29,125) (29,147) (36,15) (36,70) (36,117) (36,172) (38,22) (38,165) (39,54) (39,65) (39,122) (39,133) (56,37) (56,48) (56,139) (56,150) (60,55) (60,132) (72,12) (72,56) (72,131) (72,175) (73,37) (73,48) (73,139) (73,150) (80,40) (80,62) (80,125) (80,147) (89,29) (89,73) (89,114) (89,158) (94,21) (94,89) (94,98) (94,166) (104,66) (104,121) (106,29) (106,73) (106,114) (106,158) (111,4) (111,81) (111,106) (111,183) (124,37) (124,48) (124,139) (124,150) (128,4) (128,81) (128,106) (128,183) (138,32) (138,87) (138,100) (138,155) (148,11) (148,176) (155,15) (155,70) (155,117) (155,172) (157,29) (157,73) (157,114) (157,158) (172,15) (172,70) (172,117) (172,172) (179,4) (179,81) (179,106) (179,183) (182,23) (182,45) (182,142) (182,164)
37	y2 = x3 + 104x + 79	90	(4,41) (4,58) (4,129) (4,146) (15,30) (15,47) (15,140) (15,157) (16,63) (16,80) (16,107) (16,124) (38,41) (38,58) (38,129) (38,146) (49,30) (49,47) (49,140) (49,157) (57,52) (57,69) (57,118) (57,135) (74,35) (74,86) (74,101) (74,152) (79,19) (79,36) (79,151) (79,168) (91,33) (91,154) (96,2) (96,53) (96,134) (96,185) (101,63) (101,80) (101,107) (101,124) (113,66) (113,121) (118,46) (118,90) (118,97) (118,141) (123,41) (123,58) (123,129) (123,146) (125,52) (125,69) (125,118) (125,135) (134,30) (134,47) (134,140) (134,157) (135,22) (135,165) (140,24) (140,75) (140,112) (140,163) (147,19) (147,36) (147,151) (147,168) (151,13) (151,64) (151,123) (151,174) (157,44) (157,143) (159,52) (159,69) (159,118) (159,135) (168,55) (168,132) (169,63) (169,80) (169,107) (169,124) (181,19) (181,36) (181,151) (181,168)
38	y2 = x3 + 179x + 73	90	(1,44) (1,143) (9,13) (9,64) (9,123) (9,174) (20,46) (20,90) (20,97) (20,141) (31,57) (31,79) (31,108) (31,130) (32,60) (32,93) (32,94) (32,127) (43,38) (43,72) (43,115) (43,149) (49,9) (49,42) (49,145) (49,178) (52,24) (52,75) (52,112) (52,163) (54,5) (54,39) (54,148) (54,182) (60,13) (60,64) (60,123) (60,174) (65,6) (65,28) (65,159) (65,181) (71,46) (71,90) (71,97) (71,141) (82,57) (82,79) (82,108) (82,130) (86,24) (86,75) (86,112) (86,163) (100,77) (100,110) (111,55) (111,132) (120,27) (120,61) (120,126) (120,160) (122,22) (122,165) (133,11) (133,176) (137,24) (137,75) (137,112) (137,163) (151,9) (151,42) (151,145) (151,178) (162,13) (162,64) (162,123) (162,174) (173,46) (173,90) (173,97) (173,141) (184,57) (184,79) (184,108) (184,130) (185,9) (185,42) (185,145) (185,178)
39	y2 = x3 + 60x + 46	90	(2,19) (2,36) (2,151) (2,168) (3,44) (3,143) (8,35) (8,86) (8,101) (8,152) (14,88) (14,99) (16,74) (16,91) (16,96) (16,113) (19,2) (19,53) (19,134) (19,185) (25,33) (25,154) (36,66) (36,121) (37,41) (37,58) (37,129) (37,146) (48,3) (48,14) (48,173) (48,184) (59,52) (59,69) (59,118) (59,135) (70,19) (70,36) (70,151) (70,168) (71,41) (71,58) (71,129) (71,146) (82,3) (82,14) (82,173) (82,184) (93,52) (93,69) (93,118) (93,135) (101,74) (101,91) (101,96) (101,113) (104,19) (104,36) (104,151) (104,168) (118,57) (118,79) (118,108) (118,130) (135,11) (135,176) (156,41) (156,58) (156,129) (156,146) (167,3) (167,14) (167,173) (167,184) (169,74) (169,91) (169,96) (169,113) (173,24) (173,75) (173,112) (173,163) (178,52) (178,69) (178,118) (178,135) (184,20) (184,31) (184,156) (184,167)
40	y2 = x3 + 25x + 150	90	(5,20) (5,31) (5,156) (5,167) (9,13) (9,64) (9,123) (9,174) (12,11) (12,176) (19,2) (19,53) (19,134) (19,185) (21,5) (21,39) (21,148) (21,182) (38,46) (38,90) (38,97) (38,141) (43,38) (43,72) (43,115) (43,149) (53,2) (53,53) (53,134) (53,185) (56,88) (56,99) (60,13) (60,64) (60,123) (60,174) (63,57) (63,79) (63,108) (63,130) (87,49) (87,83) (87,104) (87,138) (89,22) (89,165) (97,57) (97,79) (97,108) (97,130) (104,2) (104,53) (104,134) (104,185) (107,20) (107,31) (107,156) (107,167) (111,55) (111,132) (131,6) (131,28) (131,159) (131,181) (140,46) (140,90) (140,97) (140,141) (141,20) (141,31) (141,156) (141,167) (148,57) (148,79) (148,108) (148,130) (155,66) (155,121) (162,13) (162,64) (162,123) (162,174) (174,46) (174,90) (174,97) (174,141) (175,71) (175,82) (175,105) (175,116)