class leader: y² = x³ + 117x + 57

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