class leader: y² = x³ + 117x + 2

Sr no.	class members	# points	points
1	y2 = x3 + 117x + 2	108	(10,40) (10,51) (10,92) (10,103) (18,19) (18,58) (18,85) (18,124) (19,19) (19,58) (19,85) (19,124) (29,30) (29,69) (29,74) (29,113) (30,14) (30,25) (30,118) (30,129) (32,7) (32,59) (32,84) (32,136) (40,30) (40,69) (40,74) (40,113) (41,19) (41,58) (41,85) (41,124) (43,40) (43,51) (43,92) (43,103) (51,14) (51,25) (51,118) (51,129) (54,7) (54,59) (54,84) (54,136) (62,14) (62,25) (62,118) (62,129) (74,30) (74,69) (74,74) (74,113) (84,19) (84,58) (84,85) (84,124) (87,4) (87,48) (87,95) (87,139) (95,14) (95,25) (95,118) (95,129) (96,19) (96,58) (96,85) (96,124) (106,19) (106,58) (106,85) (106,124) (107,30) (107,69) (107,74) (107,113) (109,7) (109,59) (109,84) (109,136) (118,30) (118,69) (118,74) (118,113) (120,4) (120,48) (120,95) (120,139) (129,14) (129,25) (129,118) (129,129) (131,4) (131,48) (131,95) (131,139) (139,30) (139,69) (139,74) (139,113) (140,14) (140,25) (140,118) (140,129) (142,40) (142,51) (142,92) (142,103)
2	y2 = x3 + 52x + 76	108	(8,17) (8,61) (8,82) (8,126) (10,32) (10,45) (10,98) (10,111) (21,43) (21,56) (21,87) (21,100) (24,43) (24,56) (24,87) (24,100) (30,6) (30,71) (30,72) (30,137) (35,21) (35,34) (35,109) (35,122) (43,32) (43,45) (43,98) (43,111) (46,43) (46,56) (46,87) (46,100) (63,17) (63,61) (63,82) (63,126) (68,21) (68,34) (68,109) (68,122) (74,5) (74,60) (74,83) (74,138) (76,43) (76,56) (76,87) (76,100) (79,21) (79,34) (79,109) (79,122) (85,17) (85,61) (85,82) (85,126) (87,21) (87,34) (87,109) (87,122) (90,32) (90,45) (90,98) (90,111) (98,43) (98,56) (98,87) (98,100) (101,32) (101,45) (101,98) (101,111) (107,5) (107,60) (107,83) (107,138) (112,43) (112,56) (112,87) (112,100) (118,5) (118,60) (118,83) (118,138) (120,21) (120,34) (120,109) (120,122) (129,6) (129,71) (129,72) (129,137) (131,21) (131,34) (131,109) (131,122) (134,32) (134,45) (134,98) (134,111) (140,6) (140,71) (140,72) (140,137) (142,32) (142,45) (142,98) (142,111)
3	y2 = x3 + 65x + 41	108	(2,6) (2,71) (2,72) (2,137) (6,19) (6,58) (6,85) (6,124) (17,14) (17,25) (17,118) (17,129) (18,6) (18,71) (18,72) (18,137) (28,19) (28,58) (28,85) (28,124) (29,17) (29,61) (29,82) (29,126) (35,17) (35,61) (35,82) (35,126) (40,17) (40,61) (40,82) (40,126) (51,27) (51,38) (51,105) (51,116) (57,6) (57,71) (57,72) (57,137) (61,30) (61,69) (61,74) (61,113) (62,27) (62,38) (62,105) (62,116) (68,17) (68,61) (68,82) (68,126) (79,17) (79,61) (79,82) (79,126) (83,19) (83,58) (83,85) (83,124) (84,6) (84,71) (84,72) (84,137) (90,27) (90,38) (90,105) (90,116) (94,30) (94,69) (94,74) (94,113) (95,27) (95,38) (95,105) (95,116) (101,27) (101,38) (101,105) (101,116) (105,30) (105,69) (105,74) (105,113) (106,6) (106,71) (106,72) (106,137) (116,14) (116,25) (116,118) (116,129) (123,6) (123,71) (123,72) (123,137) (127,14) (127,25) (127,118) (127,129) (134,27) (134,38) (134,105) (134,116) (139,17) (139,61) (139,82) (139,126)
4	y2 = x3 + 39x + 28	108	(2,20) (2,46) (2,97) (2,123) (6,7) (6,59) (6,84) (6,136) (17,40) (17,51) (17,92) (17,103) (19,7) (19,59) (19,84) (19,136) (28,7) (28,59) (28,84) (28,136) (30,40) (30,51) (30,92) (30,103) (35,9) (35,35) (35,108) (35,134) (41,7) (41,59) (41,84) (41,136) (57,20) (57,46) (57,97) (57,123) (61,4) (61,48) (61,95) (61,139) (68,9) (68,35) (68,108) (68,134) (74,4) (74,48) (74,95) (74,139) (79,9) (79,35) (79,108) (79,134) (83,7) (83,59) (83,84) (83,136) (90,53) (90,64) (90,79) (90,90) (94,4) (94,48) (94,95) (94,139) (96,7) (96,59) (96,84) (96,136) (101,53) (101,64) (101,79) (101,90) (105,4) (105,48) (105,95) (105,139) (107,4) (107,48) (107,95) (107,139) (116,40) (116,51) (116,92) (116,103) (118,4) (118,48) (118,95) (118,139) (123,20) (123,46) (123,97) (123,123) (127,40) (127,51) (127,92) (127,103) (129,40) (129,51) (129,92) (129,103) (134,53) (134,64) (134,79) (134,90) (140,40) (140,51) (140,92) (140,103)
5	y2 = x3 + 13x + 128	108	(7,43) (7,56) (7,87) (7,100) (10,20) (10,46) (10,97) (10,123) (17,20) (17,46) (17,97) (17,123) (21,9) (21,35) (21,108) (21,134) (29,21) (29,34) (29,109) (29,122) (40,21) (40,34) (40,109) (40,122) (43,20) (43,46) (43,97) (43,123) (50,9) (50,35) (50,108) (50,134) (51,32) (51,45) (51,98) (51,111) (61,31) (61,57) (61,86) (61,112) (62,32) (62,45) (62,98) (62,111) (72,9) (72,35) (72,108) (72,134) (73,43) (73,56) (73,87) (73,100) (76,9) (76,35) (76,108) (76,134) (87,31) (87,57) (87,86) (87,112) (94,31) (94,57) (94,86) (94,112) (95,32) (95,45) (95,98) (95,111) (98,9) (98,35) (98,108) (98,134) (105,31) (105,57) (105,86) (105,112) (116,20) (116,46) (116,97) (116,123) (120,31) (120,57) (120,86) (120,112) (127,20) (127,46) (127,97) (127,123) (128,43) (128,56) (128,87) (128,100) (131,31) (131,57) (131,86) (131,112) (138,9) (138,35) (138,108) (138,134) (139,21) (139,34) (139,109) (139,122) (142,20) (142,46) (142,97) (142,123)
6	y2 = x3 + 39x + 50	108	(8,4) (8,48) (8,95) (8,139) (17,7) (17,59) (17,84) (17,136) (24,9) (24,35) (24,108) (24,134) (30,7) (30,59) (30,84) (30,136) (35,31) (35,57) (35,86) (35,112) (46,9) (46,35) (46,108) (46,134) (50,4) (50,48) (50,95) (50,139) (61,18) (61,70) (61,73) (61,125) (63,4) (63,48) (63,95) (63,139) (68,31) (68,57) (68,86) (68,112) (72,4) (72,48) (72,95) (72,139) (74,18) (74,70) (74,73) (74,125) (79,31) (79,57) (79,86) (79,112) (85,4) (85,48) (85,95) (85,139) (90,20) (90,46) (90,97) (90,123) (94,18) (94,70) (94,73) (94,125) (101,20) (101,46) (101,97) (101,123) (105,18) (105,70) (105,73) (105,125) (107,18) (107,70) (107,73) (107,125) (112,9) (112,35) (112,108) (112,134) (116,7) (116,59) (116,84) (116,136) (118,18) (118,70) (118,73) (118,125) (127,7) (127,59) (127,84) (127,136) (129,7) (129,59) (129,84) (129,136) (134,20) (134,46) (134,97) (134,123) (138,4) (138,48) (138,95) (138,139) (140,7) (140,59) (140,84) (140,136)
7	y2 = x3 + 65x + 63	108	(7,17) (7,61) (7,82) (7,126) (17,19) (17,58) (17,85) (17,124) (24,17) (24,61) (24,82) (24,126) (29,5) (29,60) (29,83) (29,138) (35,5) (35,60) (35,83) (35,138) (40,5) (40,60) (40,83) (40,138) (46,17) (46,61) (46,82) (46,126) (50,30) (50,69) (50,74) (50,113) (51,6) (51,71) (51,72) (51,137) (61,8) (61,47) (61,96) (61,135) (62,6) (62,71) (62,72) (62,137) (68,5) (68,60) (68,83) (68,138) (72,30) (72,69) (72,74) (72,113) (73,17) (73,61) (73,82) (73,126) (79,5) (79,60) (79,83) (79,138) (90,6) (90,71) (90,72) (90,137) (94,8) (94,47) (94,96) (94,135) (95,6) (95,71) (95,72) (95,137) (101,6) (101,71) (101,72) (101,137) (105,8) (105,47) (105,96) (105,135) (112,17) (112,61) (112,82) (112,126) (116,19) (116,58) (116,85) (116,124) (127,19) (127,58) (127,85) (127,124) (128,17) (128,61) (128,82) (128,126) (134,6) (134,71) (134,72) (134,137) (138,30) (138,69) (138,74) (138,113) (139,5) (139,60) (139,83) (139,138)
8	y2 = x3 + 52x + 54	108	(2,32) (2,45) (2,98) (2,111) (10,1) (10,12) (10,131) (10,142) (19,6) (19,71) (19,72) (19,137) (30,27) (30,38) (30,105) (30,116) (32,32) (32,45) (32,98) (32,111) (35,43) (35,56) (35,87) (35,100) (41,6) (41,71) (41,72) (41,137) (43,1) (43,12) (43,131) (43,142) (54,32) (54,45) (54,98) (54,111) (57,32) (57,45) (57,98) (57,111) (68,43) (68,56) (68,87) (68,100) (74,17) (74,61) (74,82) (74,126) (79,43) (79,56) (79,87) (79,100) (87,43) (87,56) (87,87) (87,100) (90,1) (90,12) (90,131) (90,142) (96,6) (96,71) (96,72) (96,137) (101,1) (101,12) (101,131) (101,142) (107,17) (107,61) (107,82) (107,126) (109,32) (109,45) (109,98) (109,111) (118,17) (118,61) (118,82) (118,126) (120,43) (120,56) (120,87) (120,100) (123,32) (123,45) (123,98) (123,111) (129,27) (129,38) (129,105) (129,116) (131,43) (131,56) (131,87) (131,100) (134,1) (134,12) (134,131) (134,142) (140,27) (140,38) (140,105) (140,116) (142,1) (142,12) (142,131) (142,142)
9	y2 = x3 + 13x + 106	108	(6,20) (6,46) (6,97) (6,123) (10,53) (10,64) (10,79) (10,90) (17,53) (17,64) (17,79) (17,90) (18,32) (18,45) (18,98) (18,111) (28,20) (28,46) (28,97) (28,123) (29,43) (29,56) (29,87) (29,100) (32,20) (32,46) (32,97) (32,123) (40,43) (40,56) (40,87) (40,100) (43,53) (43,64) (43,79) (43,90) (51,1) (51,12) (51,131) (51,142) (54,20) (54,46) (54,97) (54,123) (61,9) (61,35) (61,108) (61,134) (62,1) (62,12) (62,131) (62,142) (83,20) (83,46) (83,97) (83,123) (84,32) (84,45) (84,98) (84,111) (87,9) (87,35) (87,108) (87,134) (94,9) (94,35) (94,108) (94,134) (95,1) (95,12) (95,131) (95,142) (105,9) (105,35) (105,108) (105,134) (106,32) (106,45) (106,98) (106,111) (109,20) (109,46) (109,97) (109,123) (116,53) (116,64) (116,79) (116,90) (120,9) (120,35) (120,108) (120,134) (127,53) (127,64) (127,79) (127,90) (131,9) (131,35) (131,108) (131,134) (139,43) (139,56) (139,87) (139,100) (142,53) (142,64) (142,79) (142,90)
10	y2 = x3 + 117x + 24	108	(7,30) (7,69) (7,74) (7,113) (8,30) (8,69) (8,74) (8,113) (10,7) (10,59) (10,84) (10,136) (21,4) (21,48) (21,95) (21,139) (29,8) (29,47) (29,96) (29,135) (30,19) (30,58) (30,85) (30,124) (40,8) (40,47) (40,96) (40,135) (43,7) (43,59) (43,84) (43,136) (51,19) (51,58) (51,85) (51,124) (62,19) (62,58) (62,85) (62,124) (63,30) (63,69) (63,74) (63,113) (73,30) (73,69) (73,74) (73,113) (74,8) (74,47) (74,96) (74,135) (76,4) (76,48) (76,95) (76,139) (85,30) (85,69) (85,74) (85,113) (87,18) (87,70) (87,73) (87,125) (95,19) (95,58) (95,85) (95,124) (98,4) (98,48) (98,95) (98,139) (107,8) (107,47) (107,96) (107,135) (118,8) (118,47) (118,96) (118,135) (120,18) (120,70) (120,73) (120,125) (128,30) (128,69) (128,74) (128,113) (129,19) (129,58) (129,85) (129,124) (131,18) (131,70) (131,73) (131,125) (139,8) (139,47) (139,96) (139,135) (140,19) (140,58) (140,85) (140,124) (142,7) (142,59) (142,84) (142,136)