class leader: y² = x³ + 101x + 40

Sr no.	class members	# points	points
1	y2 = x3 + 101x + 40	66	(7,23) (7,45) (7,142) (7,164) (21,24) (21,75) (21,112) (21,163) (28,68) (28,119) (32,68) (32,119) (54,9) (54,42) (54,145) (54,178) (62,34) (62,153) (65,13) (65,64) (65,123) (65,174) (72,24) (72,75) (72,112) (72,163) (76,68) (76,119) (83,68) (83,119) (105,9) (105,42) (105,145) (105,178) (106,10) (106,78) (106,109) (106,177) (109,57) (109,79) (109,108) (109,130) (116,13) (116,64) (116,123) (116,174) (117,34) (117,153) (127,68) (127,119) (139,43) (139,76) (139,111) (139,144) (150,21) (150,89) (150,98) (150,166) (160,57) (160,79) (160,108) (160,130) (161,34) (161,153) (164,68) (164,119)
2	y2 = x3 + 18x + 24	66	(7,85) (7,102) (8,85) (8,102) (18,3) (18,14) (18,173) (18,184) (19,85) (19,102) (29,8) (29,25) (29,162) (29,179) (40,63) (40,80) (40,107) (40,124) (41,85) (41,102) (52,3) (52,14) (52,173) (52,184) (63,8) (63,25) (63,162) (63,179) (73,52) (73,69) (73,118) (73,135) (74,63) (74,80) (74,107) (74,124) (76,51) (76,136) (87,51) (87,136) (107,52) (107,69) (107,118) (107,135) (109,51) (109,136) (120,37) (120,48) (120,139) (120,150) (131,26) (131,59) (131,128) (131,161) (142,29) (142,73) (142,114) (142,158) (161,85) (161,102) (172,85) (172,102) (175,18) (175,84) (175,103) (175,169)
3	y2 = x3 + 149x + 116	66	(6,40) (6,62) (6,125) (6,147) (8,18) (8,84) (8,103) (8,169) (13,68) (13,119) (28,37) (28,48) (28,139) (28,150) (30,51) (30,136) (39,51) (39,136) (50,51) (50,136) (57,57) (57,79) (57,108) (57,130) (74,40) (74,62) (74,125) (74,147) (79,20) (79,31) (79,156) (79,167) (90,68) (90,119) (96,37) (96,48) (96,139) (96,150) (101,68) (101,119) (107,51) (107,136) (116,4) (116,81) (116,106) (116,183) (118,51) (118,136) (127,18) (127,84) (127,103) (127,169) (149,51) (149,136) (167,13) (167,64) (167,123) (167,174) (178,35) (178,86) (178,101) (178,152) (184,4) (184,81) (184,106) (184,183)
4	y2 = x3 + 118x + 164	66	(2,34) (2,153) (10,10) (10,78) (10,109) (10,177) (13,23) (13,45) (13,142) (13,164) (19,17) (19,170) (30,6) (30,28) (30,159) (30,181) (43,34) (43,153) (54,1) (54,67) (54,120) (54,186) (57,34) (57,153) (65,32) (65,87) (65,100) (65,155) (74,17) (74,170) (87,34) (87,153) (98,23) (98,45) (98,142) (98,164) (112,10) (112,78) (112,109) (112,177) (129,27) (129,61) (129,126) (129,160) (142,34) (142,153) (145,34) (145,153) (156,1) (156,67) (156,120) (156,186) (162,17) (162,170) (167,32) (167,87) (167,100) (167,155) (173,16) (173,50) (173,137) (173,171) (184,49) (184,83) (184,104) (184,138)
5	y2 = x3 + 98x + 173	66	(6,63) (6,80) (6,107) (6,124) (18,17) (18,170) (28,41) (28,58) (28,129) (28,146) (29,17) (29,170) (35,17) (35,170) (40,5) (40,39) (40,148) (40,182) (46,17) (46,170) (57,5) (57,39) (57,148) (57,182) (62,27) (62,61) (62,126) (62,160) (72,85) (72,102) (79,27) (79,61) (79,126) (79,160) (94,30) (94,47) (94,140) (94,157) (105,52) (105,69) (105,118) (105,135) (106,17) (106,170) (123,17) (123,170) (128,38) (128,72) (128,115) (128,149) (139,16) (139,50) (139,137) (139,171) (145,38) (145,72) (145,115) (145,149) (156,16) (156,50) (156,137) (156,171) (171,85) (171,102) (182,85) (182,102)
6	y2 = x3 + 21x + 107	66	(2,49) (2,83) (2,104) (2,138) (7,6) (7,28) (7,159) (7,181) (24,6) (24,28) (24,159) (24,181) (29,60) (29,93) (29,94) (29,127) (46,60) (46,93) (46,94) (46,127) (50,85) (50,102) (61,63) (61,80) (61,107) (61,124) (72,85) (72,102) (84,17) (84,170) (95,5) (95,39) (95,148) (95,182) (101,17) (101,170) (106,17) (106,170) (112,5) (112,39) (112,148) (112,182) (116,85) (116,102) (123,17) (123,170) (138,19) (138,36) (138,151) (138,168) (150,17) (150,170) (160,74) (160,91) (160,96) (160,113) (167,17) (167,170) (172,49) (172,83) (172,104) (172,138) (182,8) (182,25) (182,162) (182,179)
7	y2 = x3 + 140x + 131	66	(10,10) (10,78) (10,109) (10,177) (13,34) (13,153) (24,54) (24,65) (24,122) (24,133) (30,17) (30,170) (32,43) (32,76) (32,111) (32,144) (35,34) (35,153) (41,71) (41,82) (41,105) (41,116) (52,17) (52,170) (54,34) (54,153) (90,32) (90,87) (90,100) (90,155) (98,34) (98,153) (107,49) (107,83) (107,104) (107,138) (109,54) (109,65) (109,122) (109,133) (112,10) (112,78) (112,109) (112,177) (120,34) (120,153) (129,27) (129,61) (129,126) (129,160) (134,43) (134,76) (134,111) (134,144) (151,60) (151,93) (151,94) (151,127) (156,34) (156,153) (173,17) (173,170) (175,32) (175,87) (175,100) (175,155)
8	y2 = x3 + 171x + 61	66	(28,37) (28,48) (28,139) (28,150) (39,15) (39,70) (39,117) (39,172) (46,13) (46,64) (46,123) (46,174) (50,29) (50,73) (50,114) (50,158) (61,51) (61,136) (63,4) (63,81) (63,106) (63,183) (79,20) (79,31) (79,156) (79,167) (83,51) (83,136) (90,2) (90,53) (90,134) (90,185) (94,51) (94,136) (96,37) (96,48) (96,139) (96,150) (101,46) (101,90) (101,97) (101,141) (107,15) (107,70) (107,117) (107,172) (112,68) (112,119) (118,29) (118,73) (118,114) (118,158) (129,51) (129,136) (134,68) (134,119) (145,68) (145,119) (151,51) (151,136) (162,51) (162,136) (182,4) (182,81) (182,106) (182,183)
9	y2 = x3 + 18x + 112	66	(10,51) (10,136) (29,30) (29,47) (29,140) (29,157) (32,51) (32,136) (43,51) (43,136) (62,3) (62,14) (62,173) (62,184) (63,30) (63,47) (63,140) (63,157) (73,19) (73,36) (73,151) (73,168) (84,63) (84,80) (84,107) (84,124) (95,85) (95,102) (96,3) (96,14) (96,173) (96,184) (107,19) (107,36) (107,151) (107,168) (117,85) (117,102) (118,63) (118,80) (118,107) (118,124) (128,85) (128,102) (129,85) (129,102) (131,4) (131,81) (131,106) (131,183) (151,85) (151,102) (162,85) (162,102) (164,37) (164,48) (164,139) (164,150) (175,15) (175,70) (175,117) (175,172) (186,29) (186,73) (186,114) (186,158)
10	y2 = x3 + 123x + 29	66	(7,54) (7,65) (7,122) (7,133) (10,24) (10,75) (10,112) (10,163) (18,34) (18,153) (32,9) (32,42) (32,145) (32,178) (39,2) (39,53) (39,134) (39,185) (54,68) (54,119) (61,24) (61,75) (61,112) (61,163) (73,32) (73,87) (73,100) (73,155) (83,9) (83,42) (83,145) (83,178) (95,10) (95,78) (95,109) (95,177) (98,68) (98,119) (105,68) (105,119) (109,20) (109,31) (109,156) (109,167) (117,43) (117,76) (117,111) (117,144) (120,68) (120,119) (139,34) (139,153) (149,68) (149,119) (160,20) (160,31) (160,156) (160,167) (171,68) (171,119) (175,2) (175,53) (175,134) (175,185) (183,34) (183,153)
11	y2 = x3 + 13x + 139	66	(6,46) (6,90) (6,97) (6,141) (18,34) (18,153) (21,68) (21,119) (28,24) (28,75) (28,112) (28,163) (29,34) (29,153) (40,12) (40,56) (40,131) (40,175) (43,13) (43,64) (43,123) (43,174) (54,35) (54,86) (54,101) (54,152) (62,10) (62,78) (62,109) (62,177) (72,68) (72,119) (94,13) (94,64) (94,123) (94,174) (105,35) (105,86) (105,101) (105,152) (106,34) (106,153) (120,68) (120,119) (128,21) (128,89) (128,98) (128,166) (131,68) (131,119) (139,1) (139,67) (139,120) (139,186) (142,46) (142,90) (142,97) (142,141) (164,24) (164,75) (164,112) (164,163) (171,68) (171,119) (182,68) (182,119)
12	y2 = x3 + 84x + 79	66	(10,7) (10,92) (10,95) (10,180) (19,85) (19,102) (30,74) (30,91) (30,96) (30,113) (40,85) (40,102) (43,51) (43,136) (54,18) (54,84) (54,103) (54,169) (65,15) (65,70) (65,117) (65,172) (74,85) (74,102) (87,51) (87,136) (95,41) (95,58) (95,129) (95,146) (98,40) (98,62) (98,125) (98,147) (128,85) (128,102) (129,41) (129,58) (129,129) (129,146) (139,52) (139,69) (139,118) (139,135) (142,51) (142,136) (150,19) (150,36) (150,151) (150,168) (162,85) (162,102) (172,85) (172,102) (173,52) (173,69) (173,118) (173,135) (183,74) (183,91) (183,96) (183,113) (184,19) (184,36) (184,151) (184,168)
13	y2 = x3 + 52x + 109	66	(2,34) (2,153) (8,17) (8,170) (19,17) (19,170) (24,34) (24,153) (35,54) (35,65) (35,122) (35,133) (41,17) (41,170) (46,43) (46,76) (46,111) (46,144) (52,71) (52,82) (52,105) (52,116) (57,12) (57,56) (57,131) (57,175) (63,60) (63,93) (63,94) (63,127) (74,5) (74,39) (74,148) (74,182) (76,34) (76,153) (87,34) (87,153) (90,1) (90,67) (90,120) (90,186) (107,16) (107,50) (107,137) (107,171) (109,34) (109,153) (120,54) (120,65) (120,122) (120,133) (131,43) (131,76) (131,111) (131,144) (142,12) (142,56) (142,131) (142,175) (175,1) (175,67) (175,120) (175,186) (178,34) (178,153)
14	y2 = x3 + 186x + 74	66	(7,6) (7,28) (7,159) (7,181) (24,6) (24,28) (24,159) (24,181) (28,85) (28,102) (62,17) (62,170) (72,41) (72,58) (72,129) (72,146) (79,17) (79,170) (83,85) (83,102) (105,8) (105,25) (105,162) (105,179) (106,27) (106,61) (106,126) (106,160) (116,30) (116,47) (116,140) (116,157) (117,17) (117,170) (123,27) (123,61) (123,126) (123,160) (127,85) (127,102) (134,17) (134,170) (139,60) (139,93) (139,94) (139,127) (150,38) (150,72) (150,115) (150,149) (156,60) (156,93) (156,94) (156,127) (160,74) (160,91) (160,96) (160,113) (161,17) (161,170) (167,38) (167,72) (167,115) (167,149) (178,17) (178,170)
15	y2 = x3 + 118x + 142	66	(8,17) (8,170) (21,10) (21,78) (21,109) (21,177) (24,23) (24,45) (24,142) (24,164) (32,34) (32,153) (41,6) (41,28) (41,159) (41,181) (54,43) (54,76) (54,111) (54,144) (65,21) (65,89) (65,98) (65,166) (76,34) (76,153) (79,34) (79,153) (96,17) (96,170) (109,23) (109,45) (109,142) (109,164) (123,10) (123,78) (123,109) (123,177) (134,34) (134,153) (140,27) (140,61) (140,126) (140,160) (151,17) (151,170) (156,43) (156,76) (156,111) (156,144) (164,34) (164,153) (167,21) (167,89) (167,98) (167,166) (173,60) (173,93) (173,94) (173,127) (178,34) (178,153) (184,38) (184,72) (184,115) (184,149)
16	y2 = x3 + 171x + 160	66	(2,68) (2,119) (6,29) (6,73) (6,114) (6,158) (8,51) (8,136) (19,51) (19,136) (24,68) (24,119) (35,20) (35,31) (35,156) (35,167) (39,18) (39,84) (39,103) (39,169) (41,51) (41,136) (46,9) (46,42) (46,145) (46,178) (52,37) (52,48) (52,139) (52,150) (57,46) (57,90) (57,97) (57,141) (63,26) (63,59) (63,128) (63,161) (74,29) (74,73) (74,114) (74,158) (90,35) (90,86) (90,101) (90,152) (107,18) (107,84) (107,103) (107,169) (127,51) (127,136) (138,51) (138,136) (160,51) (160,136) (171,37) (171,48) (171,139) (171,150) (178,68) (178,119) (182,26) (182,59) (182,128) (182,161)
17	y2 = x3 + 183x + 167	66	(8,52) (8,69) (8,118) (8,135) (30,85) (30,102) (40,74) (40,91) (40,96) (40,113) (62,3) (62,14) (62,173) (62,184) (65,4) (65,81) (65,106) (65,183) (73,85) (73,102) (74,74) (74,91) (74,96) (74,113) (76,18) (76,84) (76,103) (76,169) (84,85) (84,102) (96,3) (96,14) (96,173) (96,184) (98,51) (98,136) (107,85) (107,102) (118,85) (118,102) (142,40) (142,62) (142,125) (142,147) (150,30) (150,47) (150,140) (150,157) (161,52) (161,69) (161,118) (161,135) (164,37) (164,48) (164,139) (164,150) (175,51) (175,136) (183,85) (183,102) (184,30) (184,47) (184,140) (184,157) (186,51) (186,136)
18	y2 = x3 + 101x + 62	66	(6,68) (6,119) (10,24) (10,75) (10,112) (10,163) (40,34) (40,153) (43,68) (43,119) (54,35) (54,86) (54,101) (54,152) (61,24) (61,75) (61,112) (61,163) (65,2) (65,53) (65,134) (65,185) (87,68) (87,119) (94,68) (94,119) (95,10) (95,78) (95,109) (95,177) (98,57) (98,79) (98,108) (98,130) (105,35) (105,86) (105,101) (105,152) (116,2) (116,53) (116,134) (116,185) (128,34) (128,153) (138,68) (138,119) (139,1) (139,67) (139,120) (139,186) (142,68) (142,119) (149,57) (149,79) (149,108) (149,130) (150,32) (150,87) (150,100) (150,155) (172,34) (172,153) (183,23) (183,45) (183,142) (183,164)
19	y2 = x3 + 123x + 73	66	(7,23) (7,45) (7,142) (7,164) (10,46) (10,90) (10,97) (10,141) (21,68) (21,119) (29,43) (29,76) (29,111) (29,144) (50,68) (50,119) (61,46) (61,90) (61,97) (61,141) (65,68) (65,119) (72,68) (72,119) (84,34) (84,153) (87,2) (87,53) (87,134) (87,185) (95,12) (95,56) (95,131) (95,175) (106,34) (106,153) (109,57) (109,79) (109,108) (109,130) (116,68) (116,119) (131,9) (131,42) (131,145) (131,178) (138,2) (138,53) (138,134) (138,185) (150,34) (150,153) (160,57) (160,79) (160,108) (160,130) (172,32) (172,87) (172,100) (172,155) (182,9) (182,42) (182,145) (182,178) (186,68) (186,119)
20	y2 = x3 + 106x + 46	66	(7,3) (7,14) (7,173) (7,184) (10,7) (10,92) (10,95) (10,180) (18,85) (18,102) (30,85) (30,102) (32,26) (32,59) (32,128) (32,161) (41,3) (41,14) (41,173) (41,184) (52,85) (52,102) (54,51) (54,136) (73,19) (73,36) (73,151) (73,168) (95,41) (95,58) (95,129) (95,146) (98,51) (98,136) (107,19) (107,36) (107,151) (107,168) (109,37) (109,48) (109,139) (109,150) (117,8) (117,25) (117,162) (117,179) (120,51) (120,136) (129,41) (129,58) (129,129) (129,146) (139,85) (139,102) (151,8) (151,25) (151,162) (151,179) (173,85) (173,102) (175,15) (175,70) (175,117) (175,172) (183,85) (183,102)
21	y2 = x3 + 52x + 10	66	(10,34) (10,153) (32,34) (32,153) (43,34) (43,153) (46,21) (46,89) (46,98) (46,166) (63,38) (63,72) (63,115) (63,149) (79,54) (79,65) (79,122) (79,133) (90,32) (90,87) (90,100) (90,155) (96,71) (96,82) (96,105) (96,116) (101,12) (101,56) (101,131) (101,175) (107,49) (107,83) (107,104) (107,138) (112,34) (112,153) (118,5) (118,39) (118,148) (118,182) (129,17) (129,170) (131,21) (131,89) (131,98) (131,166) (134,34) (134,153) (145,34) (145,153) (151,17) (151,170) (162,17) (162,170) (164,54) (164,65) (164,122) (164,133) (175,32) (175,87) (175,100) (175,155) (186,12) (186,56) (186,131) (186,175)
22	y2 = x3 + 21x + 63	66	(7,71) (7,82) (7,105) (7,116) (13,17) (13,170) (18,17) (18,170) (24,71) (24,82) (24,105) (24,116) (35,17) (35,170) (39,19) (39,36) (39,151) (39,168) (61,41) (61,58) (61,129) (61,146) (73,49) (73,83) (73,104) (73,138) (83,8) (83,25) (83,162) (83,179) (90,49) (90,83) (90,104) (90,138) (95,27) (95,61) (95,126) (95,160) (105,85) (105,102) (112,27) (112,61) (112,126) (112,160) (117,60) (117,93) (117,94) (117,127) (134,60) (134,93) (134,94) (134,127) (139,17) (139,170) (149,85) (149,102) (156,17) (156,170) (160,3) (160,14) (160,173) (160,184) (171,85) (171,102) (183,17) (183,170)
23	y2 = x3 + 30x + 54	66	(21,34) (21,153) (35,34) (35,153) (43,21) (43,89) (43,98) (43,166) (46,34) (46,153) (52,17) (52,170) (54,1) (54,67) (54,120) (54,186) (57,12) (57,56) (57,131) (57,175) (63,17) (63,170) (74,5) (74,39) (74,148) (74,182) (79,10) (79,78) (79,109) (79,177) (96,27) (96,61) (96,126) (96,160) (120,34) (120,153) (123,34) (123,153) (131,34) (131,153) (140,17) (140,170) (142,12) (142,56) (142,131) (142,175) (145,21) (145,89) (145,98) (145,166) (156,1) (156,67) (156,120) (156,186) (162,38) (162,72) (162,115) (162,149) (164,10) (164,78) (164,109) (164,177) (173,16) (173,50) (173,137) (173,171)
24	y2 = x3 + 50x + 28	66	(2,68) (2,119) (6,51) (6,136) (13,57) (13,79) (13,108) (13,130) (19,51) (19,136) (30,40) (30,62) (30,125) (30,147) (57,68) (57,119) (61,7) (61,92) (61,95) (61,180) (74,51) (74,136) (94,51) (94,136) (105,18) (105,84) (105,103) (105,169) (112,24) (112,75) (112,112) (112,163) (116,15) (116,70) (116,117) (116,172) (129,7) (129,92) (129,95) (129,180) (138,51) (138,136) (145,68) (145,119) (149,40) (149,62) (149,125) (149,147) (156,35) (156,86) (156,101) (156,152) (162,51) (162,136) (167,2) (167,53) (167,134) (167,185) (173,18) (173,84) (173,103) (173,169) (184,15) (184,70) (184,117) (184,172)
25	y2 = x3 + 35x + 7	66	(6,46) (6,90) (6,97) (6,141) (7,34) (7,153) (18,54) (18,65) (18,122) (18,133) (29,43) (29,76) (29,111) (29,144) (39,35) (39,86) (39,101) (39,152) (40,12) (40,56) (40,131) (40,175) (73,1) (73,67) (73,120) (73,186) (76,68) (76,119) (87,68) (87,119) (109,68) (109,119) (120,20) (120,31) (120,156) (120,167) (127,68) (127,119) (131,9) (131,42) (131,145) (131,178) (138,68) (138,119) (142,46) (142,90) (142,97) (142,141) (160,68) (160,119) (161,34) (161,153) (171,20) (171,31) (171,156) (171,167) (172,34) (172,153) (175,35) (175,86) (175,101) (175,152) (182,9) (182,42) (182,145) (182,178)
26	y2 = x3 + 84x + 57	66	(7,74) (7,91) (7,96) (7,113) (8,85) (8,102) (21,7) (21,92) (21,95) (21,180) (32,51) (32,136) (41,74) (41,91) (41,96) (41,113) (54,26) (54,59) (54,128) (54,161) (62,85) (62,102) (65,4) (65,81) (65,106) (65,183) (76,51) (76,136) (96,85) (96,102) (106,41) (106,58) (106,129) (106,146) (109,40) (109,62) (109,125) (109,147) (117,85) (117,102) (139,8) (139,25) (139,162) (139,179) (140,41) (140,58) (140,129) (140,146) (150,30) (150,47) (150,140) (150,157) (151,85) (151,102) (161,85) (161,102) (164,51) (164,136) (173,8) (173,25) (173,162) (173,179) (184,30) (184,47) (184,140) (184,157)
27	y2 = x3 + 30x + 65	66	(8,16) (8,50) (8,137) (8,171) (13,34) (13,153) (30,17) (30,170) (57,23) (57,45) (57,142) (57,164) (65,21) (65,89) (65,98) (65,166) (74,6) (74,28) (74,159) (74,181) (76,1) (76,67) (76,120) (76,186) (79,54) (79,65) (79,122) (79,133) (90,34) (90,153) (96,71) (96,82) (96,105) (96,116) (98,34) (98,153) (101,34) (101,153) (107,17) (107,170) (118,17) (118,170) (142,23) (142,45) (142,142) (142,164) (164,54) (164,65) (164,122) (164,133) (167,21) (167,89) (167,98) (167,166) (175,34) (175,153) (178,1) (178,67) (178,120) (178,186) (184,38) (184,72) (184,115) (184,149) (186,34) (186,153)
28	y2 = x3 + 186x + 96	66	(2,17) (2,170) (6,85) (6,102) (13,6) (13,28) (13,159) (13,181) (40,17) (40,170) (57,17) (57,170) (61,41) (61,58) (61,129) (61,146) (94,85) (94,102) (95,27) (95,61) (95,126) (95,160) (105,52) (105,69) (105,118) (105,135) (112,27) (112,61) (112,126) (112,160) (116,19) (116,36) (116,151) (116,168) (128,17) (128,170) (138,85) (138,102) (139,16) (139,50) (139,137) (139,171) (145,17) (145,170) (149,74) (149,91) (149,96) (149,113) (150,49) (150,83) (150,104) (150,138) (156,16) (156,50) (156,137) (156,171) (167,49) (167,83) (167,104) (167,138) (172,17) (172,170) (183,6) (183,28) (183,159) (183,181)
29	y2 = x3 + 140x + 175	66	(2,32) (2,87) (2,100) (2,155) (10,12) (10,56) (10,131) (10,175) (19,49) (19,83) (19,104) (19,138) (21,34) (21,153) (24,23) (24,45) (24,142) (24,164) (41,6) (41,28) (41,159) (41,181) (46,43) (46,76) (46,111) (46,144) (63,60) (63,93) (63,94) (63,127) (65,34) (65,153) (87,32) (87,87) (87,100) (87,155) (101,34) (101,153) (109,23) (109,45) (109,142) (109,164) (112,12) (112,56) (112,131) (112,175) (118,17) (118,170) (123,34) (123,153) (129,5) (129,39) (129,148) (129,182) (131,43) (131,76) (131,111) (131,144) (140,17) (140,170) (167,34) (167,153) (184,17) (184,170) (186,34) (186,153)
30	y2 = x3 + 72x + 182	66	(13,68) (13,119) (24,20) (24,31) (24,156) (24,167) (30,51) (30,136) (35,68) (35,119) (39,15) (39,70) (39,117) (39,172) (41,37) (41,48) (41,139) (41,150) (52,51) (52,136) (61,7) (61,92) (61,95) (61,180) (83,26) (83,59) (83,128) (83,161) (90,2) (90,53) (90,134) (90,185) (105,51) (105,136) (107,15) (107,70) (107,117) (107,172) (112,24) (112,75) (112,112) (112,163) (129,7) (129,92) (129,95) (129,180) (134,9) (134,42) (134,145) (134,178) (149,51) (149,136) (151,26) (151,59) (151,128) (151,161) (156,68) (156,119) (160,37) (160,48) (160,139) (160,150) (171,51) (171,136) (173,51) (173,136)
31	y2 = x3 + 35x + 95	66	(10,68) (10,119) (28,20) (28,31) (28,156) (28,167) (29,21) (29,89) (29,98) (29,166) (32,68) (32,119) (39,2) (39,53) (39,134) (39,185) (43,68) (43,119) (50,46) (50,90) (50,97) (50,141) (61,68) (61,119) (62,54) (62,65) (62,122) (62,133) (73,32) (73,87) (73,100) (73,155) (83,68) (83,119) (84,12) (84,56) (84,131) (84,175) (94,68) (94,119) (95,34) (95,153) (117,34) (117,153) (128,34) (128,153) (131,13) (131,64) (131,123) (131,174) (164,20) (164,31) (164,156) (164,167) (175,2) (175,53) (175,134) (175,185) (182,13) (182,64) (182,123) (182,174) (186,46) (186,90) (186,97) (186,141)
32	y2 = x3 + 183x + 156	66	(18,85) (18,102) (21,51) (21,136) (29,85) (29,102) (40,63) (40,80) (40,107) (40,124) (43,4) (43,81) (43,106) (43,183) (52,85) (52,102) (54,18) (54,84) (54,103) (54,169) (62,41) (62,58) (62,129) (62,146) (63,85) (63,102) (74,63) (74,80) (74,107) (74,124) (96,41) (96,58) (96,129) (96,146) (106,85) (106,102) (120,51) (120,136) (128,30) (128,47) (128,140) (128,157) (131,51) (131,136) (139,52) (139,69) (139,118) (139,135) (140,85) (140,102) (142,29) (142,73) (142,114) (142,158) (162,30) (162,47) (162,140) (162,157) (164,7) (164,92) (164,95) (164,180) (173,52) (173,69) (173,118) (173,135)
33	y2 = x3 + 120x + 41	66	(2,17) (2,170) (6,63) (6,80) (6,107) (6,124) (7,17) (7,170) (18,71) (18,82) (18,105) (18,116) (24,17) (24,170) (29,60) (29,93) (29,94) (29,127) (35,71) (35,82) (35,105) (35,116) (39,52) (39,69) (39,118) (39,135) (40,5) (40,39) (40,148) (40,182) (46,60) (46,93) (46,94) (46,127) (57,5) (57,39) (57,148) (57,182) (73,16) (73,50) (73,137) (73,171) (90,16) (90,50) (90,137) (90,171) (127,85) (127,102) (138,85) (138,102) (160,85) (160,102) (161,17) (161,170) (171,3) (171,14) (171,173) (171,184) (172,17) (172,170) (178,17) (178,170) (182,8) (182,25) (182,162) (182,179)
34	y2 = x3 + 50x + 6	66	(8,51) (8,136) (24,57) (24,79) (24,108) (24,130) (28,51) (28,136) (41,40) (41,62) (41,125) (41,147) (72,7) (72,92) (72,95) (72,180) (79,68) (79,119) (83,51) (83,136) (96,51) (96,136) (105,26) (105,59) (105,128) (105,161) (116,4) (116,81) (116,106) (116,183) (123,24) (123,75) (123,112) (123,163) (127,51) (127,136) (134,68) (134,119) (140,7) (140,92) (140,95) (140,180) (151,51) (151,136) (156,9) (156,42) (156,145) (156,178) (160,40) (160,62) (160,125) (160,147) (167,13) (167,64) (167,123) (167,174) (173,26) (173,59) (173,128) (173,161) (178,68) (178,119) (184,4) (184,81) (184,106) (184,183)
35	y2 = x3 + 13x + 150	66	(6,57) (6,79) (6,108) (6,130) (28,20) (28,31) (28,156) (28,167) (39,68) (39,119) (40,23) (40,45) (40,142) (40,164) (50,68) (50,119) (62,54) (62,65) (62,122) (62,133) (65,13) (65,64) (65,123) (65,174) (73,34) (73,153) (76,35) (76,86) (76,101) (76,152) (84,34) (84,153) (98,68) (98,119) (116,13) (116,64) (116,123) (116,174) (127,35) (127,86) (127,101) (127,152) (142,57) (142,79) (142,108) (142,130) (149,68) (149,119) (150,21) (150,89) (150,98) (150,166) (161,1) (161,67) (161,120) (161,186) (164,20) (164,31) (164,156) (164,167) (175,68) (175,119) (183,34) (183,153) (186,68) (186,119)
36	y2 = x3 + 106x + 90	66	(7,74) (7,91) (7,96) (7,113) (10,29) (10,73) (10,114) (10,158) (19,19) (19,36) (19,151) (19,168) (21,51) (21,136) (29,8) (29,25) (29,162) (29,179) (41,74) (41,91) (41,96) (41,113) (63,8) (63,25) (63,162) (63,179) (65,51) (65,136) (84,85) (84,102) (87,15) (87,70) (87,117) (87,172) (95,63) (95,80) (95,107) (95,124) (106,85) (106,102) (109,40) (109,62) (109,125) (109,147) (118,85) (118,102) (129,63) (129,80) (129,107) (129,124) (131,26) (131,59) (131,128) (131,161) (140,85) (140,102) (150,85) (150,102) (172,19) (172,36) (172,151) (172,168) (184,85) (184,102) (186,51) (186,136)
37	y2 = x3 + 120x + 129	66	(28,3) (28,14) (28,173) (28,184) (29,38) (29,72) (29,115) (29,149) (39,19) (39,36) (39,151) (39,168) (46,38) (46,72) (46,115) (46,149) (50,63) (50,80) (50,107) (50,124) (61,85) (61,102) (62,71) (62,82) (62,105) (62,116) (73,49) (73,83) (73,104) (73,138) (79,71) (79,82) (79,105) (79,116) (83,85) (83,102) (84,5) (84,39) (84,148) (84,182) (90,49) (90,83) (90,104) (90,138) (94,85) (94,102) (95,17) (95,170) (101,5) (101,39) (101,148) (101,182) (112,17) (112,170) (117,17) (117,170) (128,17) (128,170) (134,17) (134,170) (145,17) (145,170) (182,30) (182,47) (182,140) (182,157)
38	y2 = x3 + 149x + 105	66	(6,29) (6,73) (6,114) (6,158) (28,7) (28,92) (28,95) (28,180) (35,68) (35,119) (46,68) (46,119) (52,51) (52,136) (57,46) (57,90) (57,97) (57,141) (63,51) (63,136) (72,51) (72,136) (74,29) (74,73) (74,114) (74,158) (79,24) (79,75) (79,112) (79,163) (94,4) (94,81) (94,106) (94,183) (96,7) (96,92) (96,95) (96,180) (105,18) (105,84) (105,103) (105,169) (123,68) (123,119) (140,51) (140,136) (145,13) (145,64) (145,123) (145,174) (156,35) (156,86) (156,101) (156,152) (162,4) (162,81) (162,106) (162,183) (171,51) (171,136) (173,18) (173,84) (173,103) (173,169) (182,51) (182,136)
39	y2 = x3 + 98x + 184	66	(6,74) (6,91) (6,96) (6,113) (13,17) (13,170) (28,3) (28,14) (28,173) (28,184) (39,85) (39,102) (40,6) (40,28) (40,159) (40,181) (50,85) (50,102) (57,6) (57,28) (57,159) (57,181) (62,71) (62,82) (62,105) (62,116) (73,17) (73,170) (79,71) (79,82) (79,105) (79,116) (84,17) (84,170) (90,17) (90,170) (101,17) (101,170) (116,30) (116,47) (116,140) (116,157) (127,52) (127,69) (127,118) (127,135) (149,85) (149,102) (150,38) (150,72) (150,115) (150,149) (161,16) (161,50) (161,137) (161,171) (167,38) (167,72) (167,115) (167,149) (178,16) (178,50) (178,137) (178,171) (183,17) (183,170)
40	y2 = x3 + 72x + 39	66	(2,2) (2,53) (2,134) (2,185) (19,15) (19,70) (19,117) (19,172) (24,57) (24,79) (24,108) (24,130) (41,40) (41,62) (41,125) (41,147) (46,9) (46,42) (46,145) (46,178) (50,51) (50,136) (61,29) (61,73) (61,114) (61,158) (63,26) (63,59) (63,128) (63,161) (72,51) (72,136) (101,68) (101,119) (112,46) (112,90) (112,97) (112,141) (116,51) (116,136) (118,51) (118,136) (123,68) (123,119) (129,29) (129,73) (129,114) (129,158) (138,15) (138,70) (138,117) (138,172) (140,51) (140,136) (160,40) (160,62) (160,125) (160,147) (167,68) (167,119) (182,26) (182,59) (182,128) (182,161) (184,51) (184,136)