| Sr no. | class members | # points | points | 1 | y2 = x3 + 19x + 111 | 78 | (6,21) (6,112) (13,35) (13,98) (19,4) (19,53) (19,80) (19,129) (20,63) (20,70) (26,25) (26,32) (26,101) (26,108) (33,10) (33,66) (33,67) (33,123) (34,35) (34,98) (40,10) (40,66) (40,67) (40,123) (41,28) (41,105) (47,17) (47,59) (47,74) (47,116) (48,35) (48,98) (61,17) (61,59) (61,74) (61,116) (68,25) (68,32) (68,101) (68,108) (76,42) (76,91) (82,17) (82,59) (82,74) (82,116) (83,63) (83,70) (89,3) (89,60) (89,73) (89,130) (90,28) (90,105) (96,25) (96,32) (96,101) (96,108) (97,28) (97,105) (104,21) (104,112) (110,3) (110,60) (110,73) (110,130) (117,10) (117,66) (117,67) (117,123) (118,21) (118,112) (124,3) (124,60) (124,73) (124,130) (125,63) (125,70) | 2 | y2 = x3 + 76x + 62 | 78 | (5,42) (5,91) (10,25) (10,32) (10,101) (10,108) (12,21) (12,112) (17,4) (17,53) (17,80) (17,129) (19,28) (19,105) (24,4) (24,53) (24,80) (24,129) (26,14) (26,119) (31,17) (31,59) (31,74) (31,116) (38,10) (38,66) (38,67) (38,123) (45,24) (45,52) (45,81) (45,109) (54,42) (54,91) (68,14) (68,119) (73,4) (73,53) (73,80) (73,129) (75,21) (75,112) (87,24) (87,52) (87,81) (87,109) (89,63) (89,70) (94,17) (94,59) (94,74) (94,116) (96,14) (96,119) (103,21) (103,112) (108,25) (108,32) (108,101) (108,108) (110,63) (110,70) (115,24) (115,52) (115,81) (115,109) (122,17) (122,59) (122,74) (122,116) (124,63) (124,70) (129,25) (129,32) (129,101) (129,108) (131,42) (131,91) | 3 | y2 = x3 + 38x + 62 | 78 | (10,63) (10,70) (13,25) (13,32) (13,101) (13,108) (17,42) (17,91) (20,24) (20,52) (20,81) (20,109) (24,42) (24,91) (27,17) (27,59) (27,74) (27,116) (31,21) (31,112) (34,25) (34,32) (34,101) (34,108) (38,28) (38,105) (45,14) (45,119) (48,25) (48,32) (48,101) (48,108) (55,4) (55,53) (55,80) (55,129) (62,4) (62,53) (62,80) (62,129) (69,17) (69,59) (69,74) (69,116) (73,42) (73,91) (76,10) (76,66) (76,67) (76,123) (83,24) (83,52) (83,81) (83,109) (87,14) (87,119) (94,21) (94,112) (108,63) (108,70) (111,4) (111,53) (111,80) (111,129) (115,14) (115,119) (122,21) (122,112) (125,24) (125,52) (125,81) (125,109) (129,63) (129,70) (132,17) (132,59) (132,74) (132,116) | 4 | y2 = x3 + 38x + 55 | 78 | (3,14) (3,119) (6,10) (6,66) (6,67) (6,123) (17,35) (17,98) (24,35) (24,98) (27,4) (27,53) (27,80) (27,129) (31,42) (31,91) (38,63) (38,70) (41,24) (41,52) (41,81) (41,109) (52,14) (52,119) (55,3) (55,60) (55,73) (55,130) (59,14) (59,119) (62,3) (62,60) (62,73) (62,130) (66,28) (66,105) (69,4) (69,53) (69,80) (69,129) (73,35) (73,98) (76,25) (76,32) (76,101) (76,108) (80,28) (80,105) (90,24) (90,52) (90,81) (90,109) (94,42) (94,91) (97,24) (97,52) (97,81) (97,109) (101,28) (101,105) (104,10) (104,66) (104,67) (104,123) (111,3) (111,60) (111,73) (111,130) (118,10) (118,66) (118,67) (118,123) (122,42) (122,91) (132,4) (132,53) (132,80) (132,129) | 5 | y2 = x3 + 19x + 55 | 78 | (5,3) (5,60) (5,73) (5,130) (6,28) (6,105) (12,4) (12,53) (12,80) (12,129) (19,25) (19,32) (19,101) (19,108) (27,42) (27,91) (33,24) (33,52) (33,81) (33,109) (40,24) (40,52) (40,81) (40,109) (41,14) (41,119) (47,10) (47,66) (47,67) (47,123) (54,3) (54,60) (54,73) (54,130) (55,35) (55,98) (61,10) (61,66) (61,67) (61,123) (62,35) (62,98) (69,42) (69,91) (75,4) (75,53) (75,80) (75,129) (76,63) (76,70) (82,10) (82,66) (82,67) (82,123) (90,14) (90,119) (97,14) (97,119) (103,4) (103,53) (103,80) (103,129) (104,28) (104,105) (111,35) (111,98) (117,24) (117,52) (117,81) (117,109) (118,28) (118,105) (131,3) (131,60) (131,73) (131,130) (132,42) (132,91) | 6 | y2 = x3 + 76x + 55 | 78 | (3,24) (3,52) (3,81) (3,109) (5,35) (5,98) (12,42) (12,91) (17,3) (17,60) (17,73) (17,130) (19,63) (19,70) (24,3) (24,60) (24,73) (24,130) (31,4) (31,53) (31,80) (31,129) (33,14) (33,119) (38,25) (38,32) (38,101) (38,108) (40,14) (40,119) (47,28) (47,105) (52,24) (52,52) (52,81) (52,109) (54,35) (54,98) (59,24) (59,52) (59,81) (59,109) (61,28) (61,105) (66,10) (66,66) (66,67) (66,123) (73,3) (73,60) (73,73) (73,130) (75,42) (75,91) (80,10) (80,66) (80,67) (80,123) (82,28) (82,105) (94,4) (94,53) (94,80) (94,129) (101,10) (101,66) (101,67) (101,123) (103,42) (103,91) (117,14) (117,119) (122,4) (122,53) (122,80) (122,129) (131,35) (131,98) | 7 | y2 = x3 + 38x + 111 | 78 | (3,28) (3,105) (6,17) (6,59) (6,74) (6,116) (10,35) (10,98) (13,3) (13,60) (13,73) (13,130) (20,25) (20,32) (20,101) (20,108) (34,3) (34,60) (34,73) (34,130) (38,42) (38,91) (41,10) (41,66) (41,67) (41,123) (45,63) (45,70) (48,3) (48,60) (48,73) (48,130) (52,28) (52,105) (59,28) (59,105) (66,21) (66,112) (76,4) (76,53) (76,80) (76,129) (80,21) (80,112) (83,25) (83,32) (83,101) (83,108) (87,63) (87,70) (90,10) (90,66) (90,67) (90,123) (97,10) (97,66) (97,67) (97,123) (101,21) (101,112) (104,17) (104,59) (104,74) (104,116) (108,35) (108,98) (115,63) (115,70) (118,17) (118,59) (118,74) (118,116) (125,25) (125,32) (125,101) (125,108) (129,35) (129,98) | 8 | y2 = x3 + 76x + 111 | 78 | (3,10) (3,66) (3,67) (3,123) (10,3) (10,60) (10,73) (10,130) (19,42) (19,91) (26,63) (26,70) (33,28) (33,105) (38,4) (38,53) (38,80) (38,129) (40,28) (40,105) (45,25) (45,32) (45,101) (45,108) (47,21) (47,112) (52,10) (52,66) (52,67) (52,123) (59,10) (59,66) (59,67) (59,123) (61,21) (61,112) (66,17) (66,59) (66,74) (66,116) (68,63) (68,70) (80,17) (80,59) (80,74) (80,116) (82,21) (82,112) (87,25) (87,32) (87,101) (87,108) (89,35) (89,98) (96,63) (96,70) (101,17) (101,59) (101,74) (101,116) (108,3) (108,60) (108,73) (108,130) (110,35) (110,98) (115,25) (115,32) (115,101) (115,108) (117,28) (117,105) (124,35) (124,98) (129,3) (129,60) (129,73) (129,130) | 9 | y2 = x3 + 19x + 62 | 78 | (5,4) (5,53) (5,80) (5,129) (12,17) (12,59) (12,74) (12,116) (13,63) (13,70) (19,10) (19,66) (19,67) (19,123) (20,14) (20,119) (26,24) (26,52) (26,81) (26,109) (27,21) (27,112) (34,63) (34,70) (48,63) (48,70) (54,4) (54,53) (54,80) (54,129) (55,42) (55,91) (62,42) (62,91) (68,24) (68,52) (68,81) (68,109) (69,21) (69,112) (75,17) (75,59) (75,74) (75,116) (76,28) (76,105) (83,14) (83,119) (89,25) (89,32) (89,101) (89,108) (96,24) (96,52) (96,81) (96,109) (103,17) (103,59) (103,74) (103,116) (110,25) (110,32) (110,101) (110,108) (111,42) (111,91) (124,25) (124,32) (124,101) (124,108) (125,14) (125,119) (131,4) (131,53) (131,80) (131,129) (132,21) (132,112) |
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