| Sr no. | class members | # points | points | 1 | y2 = x3 + 19x + 132 | 81 | (6,14) (6,119) (12,25) (12,32) (12,101) (12,108) (13,7) (13,126) (20,0) (26,38) (26,95) (27,63) (27,70) (33,11) (33,46) (33,87) (33,122) (34,7) (34,126) (40,11) (40,46) (40,87) (40,122) (41,49) (41,84) (47,24) (47,52) (47,81) (47,109) (48,7) (48,126) (61,24) (61,52) (61,81) (61,109) (68,38) (68,95) (69,63) (69,70) (75,25) (75,32) (75,101) (75,108) (82,24) (82,52) (82,81) (82,109) (83,0) (89,31) (89,45) (89,88) (89,102) (90,49) (90,84) (96,38) (96,95) (97,49) (97,84) (103,25) (103,32) (103,101) (103,108) (104,14) (104,119) (110,31) (110,45) (110,88) (110,102) (117,11) (117,46) (117,87) (117,122) (118,14) (118,119) (124,31) (124,45) (124,88) (124,102) (125,0) (132,63) (132,70) | 2 | y2 = x3 + 76x + 27 | 81 | (3,4) (3,53) (3,80) (3,129) (5,0) (10,18) (10,39) (10,94) (10,115) (12,49) (12,84) (17,38) (17,95) (24,38) (24,95) (26,35) (26,98) (31,11) (31,46) (31,87) (31,122) (33,42) (33,91) (40,42) (40,91) (45,3) (45,60) (45,73) (45,130) (52,4) (52,53) (52,80) (52,129) (54,0) (59,4) (59,53) (59,80) (59,129) (68,35) (68,98) (73,38) (73,95) (75,49) (75,84) (87,3) (87,60) (87,73) (87,130) (89,56) (89,77) (94,11) (94,46) (94,87) (94,122) (96,35) (96,98) (103,49) (103,84) (108,18) (108,39) (108,94) (108,115) (110,56) (110,77) (115,3) (115,60) (115,73) (115,130) (117,42) (117,91) (122,11) (122,46) (122,87) (122,122) (124,56) (124,77) (129,18) (129,39) (129,94) (129,115) (131,0) | 3 | y2 = x3 + 38x + 27 | 81 | (3,42) (3,91) (10,56) (10,77) (13,18) (13,39) (13,94) (13,115) (17,0) (20,3) (20,60) (20,73) (20,130) (24,0) (27,11) (27,46) (27,87) (27,122) (31,49) (31,84) (34,18) (34,39) (34,94) (34,115) (41,4) (41,53) (41,80) (41,129) (45,35) (45,98) (48,18) (48,39) (48,94) (48,115) (52,42) (52,91) (55,38) (55,95) (59,42) (59,91) (62,38) (62,95) (69,11) (69,46) (69,87) (69,122) (73,0) (83,3) (83,60) (83,73) (83,130) (87,35) (87,98) (90,4) (90,53) (90,80) (90,129) (94,49) (94,84) (97,4) (97,53) (97,80) (97,129) (108,56) (108,77) (111,38) (111,95) (115,35) (115,98) (122,49) (122,84) (125,3) (125,60) (125,73) (125,130) (129,56) (129,77) (132,11) (132,46) (132,87) (132,122) | 4 | y2 = x3 + 38x + 69 | 81 | (3,56) (3,77) (6,38) (6,95) (10,28) (10,105) (13,10) (13,66) (13,67) (13,123) (17,21) (17,112) (24,21) (24,112) (27,31) (27,45) (27,88) (27,102) (31,7) (31,126) (34,10) (34,66) (34,67) (34,123) (41,18) (41,39) (41,94) (41,115) (48,10) (48,66) (48,67) (48,123) (52,56) (52,77) (55,17) (55,59) (55,74) (55,116) (59,56) (59,77) (62,17) (62,59) (62,74) (62,116) (66,0) (69,31) (69,45) (69,88) (69,102) (73,21) (73,112) (80,0) (90,18) (90,39) (90,94) (90,115) (94,7) (94,126) (97,18) (97,39) (97,94) (97,115) (101,0) (104,38) (104,95) (108,28) (108,105) (111,17) (111,59) (111,74) (111,116) (118,38) (118,95) (122,7) (122,126) (129,28) (129,105) (132,31) (132,45) (132,88) (132,102) | 5 | y2 = x3 + 19x + 69 | 81 | (5,17) (5,59) (5,74) (5,116) (6,0) (12,31) (12,45) (12,88) (12,102) (13,28) (13,105) (27,7) (27,126) (33,18) (33,39) (33,94) (33,115) (34,28) (34,105) (40,18) (40,39) (40,94) (40,115) (41,56) (41,77) (47,38) (47,95) (48,28) (48,105) (54,17) (54,59) (54,74) (54,116) (55,21) (55,112) (61,38) (61,95) (62,21) (62,112) (69,7) (69,126) (75,31) (75,45) (75,88) (75,102) (82,38) (82,95) (89,10) (89,66) (89,67) (89,123) (90,56) (90,77) (97,56) (97,77) (103,31) (103,45) (103,88) (103,102) (104,0) (110,10) (110,66) (110,67) (110,123) (111,21) (111,112) (117,18) (117,39) (117,94) (117,115) (118,0) (124,10) (124,66) (124,67) (124,123) (131,17) (131,59) (131,74) (131,116) (132,7) (132,126) | 6 | y2 = x3 + 76x + 69 | 81 | (3,18) (3,39) (3,94) (3,115) (5,21) (5,112) (10,10) (10,66) (10,67) (10,123) (12,7) (12,126) (17,17) (17,59) (17,74) (17,116) (24,17) (24,59) (24,74) (24,116) (31,31) (31,45) (31,88) (31,102) (33,56) (33,77) (40,56) (40,77) (47,0) (52,18) (52,39) (52,94) (52,115) (54,21) (54,112) (59,18) (59,39) (59,94) (59,115) (61,0) (66,38) (66,95) (73,17) (73,59) (73,74) (73,116) (75,7) (75,126) (80,38) (80,95) (82,0) (89,28) (89,105) (94,31) (94,45) (94,88) (94,102) (101,38) (101,95) (103,7) (103,126) (108,10) (108,66) (108,67) (108,123) (110,28) (110,105) (117,56) (117,77) (122,31) (122,45) (122,88) (122,102) (124,28) (124,105) (129,10) (129,66) (129,67) (129,123) (131,21) (131,112) | 7 | y2 = x3 + 38x + 132 | 81 | (3,49) (3,84) (6,24) (6,52) (6,81) (6,109) (10,7) (10,126) (13,31) (13,45) (13,88) (13,102) (20,38) (20,95) (27,25) (27,32) (27,101) (27,108) (31,63) (31,70) (34,31) (34,45) (34,88) (34,102) (41,11) (41,46) (41,87) (41,122) (45,0) (48,31) (48,45) (48,88) (48,102) (52,49) (52,84) (59,49) (59,84) (66,14) (66,119) (69,25) (69,32) (69,101) (69,108) (80,14) (80,119) (83,38) (83,95) (87,0) (90,11) (90,46) (90,87) (90,122) (94,63) (94,70) (97,11) (97,46) (97,87) (97,122) (101,14) (101,119) (104,24) (104,52) (104,81) (104,109) (108,7) (108,126) (115,0) (118,24) (118,52) (118,81) (118,109) (122,63) (122,70) (125,38) (125,95) (129,7) (129,126) (132,25) (132,32) (132,101) (132,108) | 8 | y2 = x3 + 76x + 132 | 81 | (3,11) (3,46) (3,87) (3,122) (10,31) (10,45) (10,88) (10,102) (12,63) (12,70) (26,0) (31,25) (31,32) (31,101) (31,108) (33,49) (33,84) (40,49) (40,84) (45,38) (45,95) (47,14) (47,119) (52,11) (52,46) (52,87) (52,122) (59,11) (59,46) (59,87) (59,122) (61,14) (61,119) (66,24) (66,52) (66,81) (66,109) (68,0) (75,63) (75,70) (80,24) (80,52) (80,81) (80,109) (82,14) (82,119) (87,38) (87,95) (89,7) (89,126) (94,25) (94,32) (94,101) (94,108) (96,0) (101,24) (101,52) (101,81) (101,109) (103,63) (103,70) (108,31) (108,45) (108,88) (108,102) (110,7) (110,126) (115,38) (115,95) (117,49) (117,84) (122,25) (122,32) (122,101) (122,108) (124,7) (124,126) (129,31) (129,45) (129,88) (129,102) | 9 | y2 = x3 + 19x + 27 | 81 | (5,38) (5,95) (12,11) (12,46) (12,87) (12,122) (13,56) (13,77) (20,35) (20,98) (26,3) (26,60) (26,73) (26,130) (27,49) (27,84) (33,4) (33,53) (33,80) (33,129) (34,56) (34,77) (40,4) (40,53) (40,80) (40,129) (41,42) (41,91) (48,56) (48,77) (54,38) (54,95) (55,0) (62,0) (68,3) (68,60) (68,73) (68,130) (69,49) (69,84) (75,11) (75,46) (75,87) (75,122) (83,35) (83,98) (89,18) (89,39) (89,94) (89,115) (90,42) (90,91) (96,3) (96,60) (96,73) (96,130) (97,42) (97,91) (103,11) (103,46) (103,87) (103,122) (110,18) (110,39) (110,94) (110,115) (111,0) (117,4) (117,53) (117,80) (117,129) (124,18) (124,39) (124,94) (124,115) (125,35) (125,98) (131,38) (131,95) (132,49) (132,84) |
|---|