| Sr no. | class members | # points | points | 1 | y2 = x3 + 103x + 34 | 51 | (12,10) (12,59) (12,102) (12,151) (19,31) (19,38) (19,123) (19,130) (26,18) (26,74) (26,87) (26,143) (27,21) (27,140) (47,46) (47,115) (48,77) (48,84) (54,17) (54,52) (54,109) (54,144) (61,3) (61,66) (61,95) (61,158) (90,21) (90,140) (96,25) (96,67) (96,94) (96,136) (104,56) (104,105) (111,77) (111,84) (117,31) (117,38) (117,123) (117,130) (118,28) (118,133) (139,0) (146,63) (146,98) (153,49) (153,112) (159,25) (159,67) (159,94) (159,136) | 2 | y2 = x3 + 97x + 76 | 51 | (3,39) (3,53) (3,108) (3,122) (12,70) (12,91) (24,17) (24,52) (24,109) (24,144) (26,7) (26,154) (45,24) (45,45) (45,116) (45,137) (47,63) (47,98) (52,46) (52,115) (68,70) (68,91) (75,0) (80,17) (80,52) (80,109) (80,144) (87,31) (87,38) (87,123) (87,130) (94,18) (94,74) (94,87) (94,143) (103,63) (103,98) (110,77) (110,84) (117,28) (117,133) (136,32) (136,60) (136,101) (136,129) (150,24) (150,45) (150,116) (150,137) (159,14) (159,147) | 3 | y2 = x3 + 45x + 97 | 51 | (3,35) (3,126) (6,10) (6,59) (6,102) (6,151) (10,35) (10,126) (13,25) (13,67) (13,94) (13,136) (17,28) (17,133) (20,25) (20,67) (20,94) (20,136) (31,7) (31,154) (41,46) (41,115) (52,56) (52,105) (55,32) (55,60) (55,101) (55,129) (59,21) (59,140) (66,21) (66,140) (87,0) (101,14) (101,147) (118,11) (118,80) (118,81) (118,150) (125,11) (125,80) (125,81) (125,150) (132,18) (132,74) (132,87) (132,143) (146,39) (146,53) (146,108) (146,122) | 4 | y2 = x3 + 157x + 132 | 51 | (3,49) (3,112) (6,18) (6,74) (6,87) (6,143) (13,46) (13,115) (17,49) (17,112) (20,18) (20,74) (20,87) (20,143) (34,4) (34,73) (34,88) (34,157) (41,25) (41,67) (41,94) (41,136) (52,28) (52,133) (59,0) (62,24) (62,45) (62,116) (62,137) (66,28) (66,133) (80,42) (80,119) (87,21) (87,140) (104,31) (104,38) (104,123) (104,130) (108,70) (108,91) (118,3) (118,66) (118,95) (118,158) (132,3) (132,66) (132,95) (132,158) (150,77) (150,84) | 5 | y2 = x3 + 20x + 125 | 51 | (12,0) (19,21) (19,140) (24,10) (24,59) (24,102) (24,151) (45,32) (45,60) (45,101) (45,129) (47,56) (47,105) (52,24) (52,45) (52,116) (52,137) (59,11) (59,80) (59,81) (59,150) (68,14) (68,147) (73,4) (73,73) (73,88) (73,157) (75,70) (75,91) (82,35) (82,126) (94,32) (94,60) (94,101) (94,129) (96,42) (96,119) (117,14) (117,147) (136,10) (136,59) (136,102) (136,151) (150,46) (150,115) (157,25) (157,67) (157,94) (157,136) (159,56) (159,105) | 6 | y2 = x3 + 33x + 160 | 51 | (5,17) (5,52) (5,109) (5,144) (13,7) (13,154) (33,31) (33,38) (33,123) (33,130) (41,56) (41,105) (48,21) (48,140) (54,4) (54,73) (54,88) (54,157) (55,63) (55,98) (62,0) (82,39) (82,53) (82,108) (82,122) (83,56) (83,105) (97,63) (97,98) (110,10) (110,59) (110,102) (110,151) (117,25) (117,67) (117,94) (117,136) (124,17) (124,52) (124,109) (124,144) (125,77) (125,84) (131,46) (131,115) (146,42) (146,119) (152,10) (152,59) (152,102) (152,151) | 7 | y2 = x3 + 40x + 153 | 51 | (5,31) (5,38) (5,123) (5,130) (13,77) (13,84) (20,35) (20,126) (26,24) (26,45) (26,116) (26,137) (27,49) (27,112) (33,32) (33,60) (33,101) (33,129) (41,14) (41,147) (55,0) (62,63) (62,98) (82,31) (82,38) (82,123) (82,130) (89,11) (89,80) (89,81) (89,150) (96,3) (96,66) (96,95) (96,158) (97,77) (97,84) (110,32) (110,60) (110,101) (110,129) (118,70) (118,91) (124,46) (124,115) (125,14) (125,147) (131,17) (131,52) (131,109) (131,144) | 8 | y2 = x3 + 90x + 111 | 51 | (19,49) (19,112) (24,31) (24,38) (24,123) (24,130) (31,3) (31,66) (31,95) (31,158) (38,11) (38,80) (38,81) (38,150) (47,77) (47,84) (52,4) (52,73) (52,88) (52,157) (54,49) (54,112) (61,35) (61,126) (73,11) (73,80) (73,81) (73,150) (75,42) (75,119) (94,46) (94,115) (96,35) (96,126) (108,32) (108,60) (108,101) (108,129) (117,0) (122,39) (122,53) (122,108) (122,122) (131,14) (131,147) (145,7) (145,154) (157,3) (157,66) (157,95) (157,158) | 9 | y2 = x3 + 122x + 90 | 51 | (3,0) (6,39) (6,53) (6,108) (6,122) (13,3) (13,66) (13,95) (13,158) (17,42) (17,119) (24,35) (24,126) (34,39) (34,53) (34,108) (34,122) (45,63) (45,98) (52,7) (52,154) (55,10) (55,59) (55,102) (55,151) (59,49) (59,112) (80,7) (80,154) (101,56) (101,105) (104,4) (104,73) (104,88) (104,157) (118,46) (118,115) (132,4) (132,73) (132,88) (132,157) (139,11) (139,80) (139,81) (139,150) (150,42) (150,119) (160,17) (160,52) (160,109) (160,144) | 10 | y2 = x3 + 38x + 83 | 51 | (27,46) (27,115) (31,28) (31,133) (38,7) (38,154) (48,11) (48,80) (48,81) (48,150) (55,25) (55,67) (55,94) (55,136) (62,39) (62,53) (62,108) (62,122) (73,0) (76,18) (76,74) (76,87) (76,143) (83,24) (83,45) (83,116) (83,137) (94,35) (94,126) (101,21) (101,140) (104,17) (104,52) (104,109) (104,144) (108,7) (108,154) (122,28) (122,133) (129,70) (129,91) (146,18) (146,74) (146,87) (146,143) (150,63) (150,98) (153,39) (153,53) (153,108) (153,122) | 11 | y2 = x3 + 153x + 83 | 51 | (12,63) (12,98) (31,18) (31,74) (31,87) (31,143) (38,39) (38,53) (38,108) (38,122) (54,28) (54,133) (61,7) (61,154) (73,46) (73,115) (94,11) (94,80) (94,81) (94,150) (96,0) (101,25) (101,67) (101,94) (101,136) (108,39) (108,53) (108,108) (108,122) (117,35) (117,126) (122,18) (122,74) (122,87) (122,143) (124,21) (124,140) (129,24) (129,45) (129,116) (129,137) (131,7) (131,154) (145,28) (145,133) (150,17) (150,52) (150,109) (150,144) (152,70) (152,91) | 12 | y2 = x3 + 145x + 90 | 51 | (6,7) (6,154) (12,4) (12,73) (12,88) (12,157) (13,49) (13,112) (26,46) (26,115) (34,7) (34,154) (40,4) (40,73) (40,88) (40,157) (47,11) (47,80) (47,81) (47,150) (55,56) (55,105) (68,17) (68,52) (68,109) (68,144) (75,39) (75,53) (75,108) (75,122) (82,3) (82,66) (82,95) (82,158) (103,39) (103,53) (103,108) (103,122) (104,42) (104,119) (118,0) (124,10) (124,59) (124,102) (124,151) (132,42) (132,119) (139,35) (139,126) (160,63) (160,98) | 13 | y2 = x3 + 83x + 20 | 51 | (5,56) (5,105) (24,32) (24,60) (24,101) (24,129) (31,46) (31,115) (47,14) (47,147) (54,0) (73,18) (73,74) (73,87) (73,143) (87,3) (87,66) (87,95) (87,158) (96,28) (96,133) (101,24) (101,45) (101,116) (101,137) (108,4) (108,73) (108,88) (108,157) (110,49) (110,112) (122,24) (122,45) (122,116) (122,137) (124,70) (124,91) (129,4) (129,73) (129,88) (129,157) (131,42) (131,119) (143,10) (143,59) (143,102) (143,151) (145,70) (145,91) (152,42) (152,119) | 14 | y2 = x3 + 10x + 160 | 51 | (10,77) (10,84) (13,39) (13,53) (13,108) (13,122) (31,42) (31,119) (41,10) (41,59) (41,102) (41,151) (48,25) (48,67) (48,94) (48,136) (55,17) (55,52) (55,109) (55,144) (59,7) (59,154) (62,46) (62,115) (83,10) (83,59) (83,102) (83,151) (87,56) (87,105) (94,21) (94,140) (97,17) (97,52) (97,109) (97,144) (101,63) (101,98) (108,0) (125,31) (125,38) (125,123) (125,130) (129,56) (129,105) (143,63) (143,98) (146,4) (146,73) (146,88) (146,157) | 15 | y2 = x3 + 66x + 125 | 51 | (6,24) (6,45) (6,116) (6,137) (13,11) (13,80) (13,81) (13,150) (24,56) (24,105) (27,4) (27,73) (27,88) (27,157) (45,14) (45,147) (48,32) (48,60) (48,101) (48,129) (52,70) (52,91) (59,35) (59,126) (73,42) (73,119) (90,10) (90,59) (90,102) (90,151) (94,14) (94,147) (104,46) (104,115) (111,25) (111,67) (111,94) (111,136) (136,56) (136,105) (139,10) (139,59) (139,102) (139,151) (150,0) (157,21) (157,140) (160,32) (160,60) (160,101) (160,129) | 16 | y2 = x3 + 111x + 132 | 51 | (3,3) (3,66) (3,95) (3,158) (12,77) (12,84) (17,3) (17,66) (17,95) (17,158) (26,49) (26,112) (40,49) (40,112) (52,18) (52,74) (52,87) (52,143) (59,46) (59,115) (66,18) (66,74) (66,87) (66,143) (75,28) (75,133) (80,4) (80,73) (80,88) (80,157) (82,0) (87,25) (87,67) (87,94) (87,136) (89,28) (89,133) (103,42) (103,119) (108,24) (108,45) (108,116) (108,137) (110,21) (110,140) (131,70) (131,91) (150,31) (150,38) (150,123) (150,130) | 17 | y2 = x3 + 68x + 97 | 51 | (6,56) (6,105) (13,21) (13,140) (20,21) (20,140) (26,11) (26,80) (26,81) (26,150) (33,11) (33,80) (33,81) (33,150) (40,18) (40,74) (40,87) (40,143) (41,0) (54,39) (54,53) (54,108) (54,122) (55,14) (55,147) (75,10) (75,59) (75,102) (75,151) (82,25) (82,67) (82,94) (82,136) (89,25) (89,67) (89,94) (89,136) (110,46) (110,115) (118,35) (118,126) (124,32) (124,60) (124,101) (124,129) (125,35) (125,126) (132,28) (132,133) (146,7) (146,154) | 18 | y2 = x3 + 80x + 34 | 51 | (3,28) (3,133) (24,0) (27,25) (27,67) (27,94) (27,136) (31,63) (31,98) (38,49) (38,112) (48,31) (48,38) (48,123) (48,130) (73,21) (73,140) (90,25) (90,67) (90,94) (90,136) (94,77) (94,84) (104,10) (104,59) (104,102) (104,151) (111,31) (111,38) (111,123) (111,130) (118,18) (118,74) (118,87) (118,143) (136,21) (136,140) (139,46) (139,115) (146,17) (146,52) (146,109) (146,144) (150,56) (150,105) (153,3) (153,66) (153,95) (153,158) (157,77) (157,84) | 19 | y2 = x3 + 143x + 76 | 51 | (3,7) (3,154) (6,46) (6,115) (24,63) (24,98) (34,17) (34,52) (34,109) (34,144) (41,31) (41,38) (41,123) (41,130) (45,70) (45,91) (48,18) (48,74) (48,87) (48,143) (52,0) (80,63) (80,98) (87,77) (87,84) (90,32) (90,60) (90,101) (90,129) (94,28) (94,133) (104,24) (104,45) (104,116) (104,137) (118,39) (118,53) (118,108) (118,122) (136,14) (136,147) (139,17) (139,52) (139,109) (139,144) (150,70) (150,91) (160,24) (160,45) (160,116) (160,137) | 20 | y2 = x3 + 160x + 97 | 51 | (3,11) (3,80) (3,81) (3,150) (10,11) (10,80) (10,81) (10,150) (17,18) (17,74) (17,87) (17,143) (26,35) (26,126) (31,39) (31,53) (31,108) (31,122) (33,35) (33,126) (40,28) (40,133) (52,10) (52,59) (52,102) (52,151) (54,7) (54,154) (59,25) (59,67) (59,94) (59,136) (66,25) (66,67) (66,94) (66,136) (75,56) (75,105) (82,21) (82,140) (87,46) (87,115) (89,21) (89,140) (101,32) (101,60) (101,101) (101,129) (110,0) (124,14) (124,147) | 21 | y2 = x3 + 19x + 132 | 51 | (6,28) (6,133) (12,31) (12,38) (12,123) (12,130) (13,0) (20,28) (20,133) (26,3) (26,66) (26,95) (26,158) (34,42) (34,119) (40,3) (40,66) (40,95) (40,158) (41,21) (41,140) (62,70) (62,91) (75,18) (75,74) (75,87) (75,143) (82,46) (82,115) (89,18) (89,74) (89,87) (89,143) (103,4) (103,73) (103,88) (103,157) (104,77) (104,84) (110,25) (110,67) (110,94) (110,136) (118,49) (118,112) (131,24) (131,45) (131,116) (131,137) (132,49) (132,112) | 22 | y2 = x3 + 17x + 153 | 51 | (3,70) (3,91) (10,14) (10,147) (13,31) (13,38) (13,123) (13,130) (20,11) (20,80) (20,81) (20,150) (27,3) (27,66) (27,95) (27,158) (41,32) (41,60) (41,101) (41,129) (55,46) (55,115) (59,77) (59,84) (62,17) (62,52) (62,109) (62,144) (66,35) (66,126) (73,49) (73,112) (87,14) (87,147) (97,31) (97,38) (97,123) (97,130) (101,0) (108,63) (108,98) (118,24) (118,45) (118,116) (118,137) (125,32) (125,60) (125,101) (125,129) (143,77) (143,84) | 23 | y2 = x3 + 136x + 111 | 51 | (6,4) (6,73) (6,88) (6,157) (24,77) (24,84) (27,11) (27,80) (27,81) (27,150) (31,49) (31,112) (38,35) (38,126) (48,46) (48,115) (52,42) (52,119) (62,32) (62,60) (62,101) (62,129) (73,35) (73,126) (76,39) (76,53) (76,108) (76,122) (94,0) (108,14) (108,147) (111,3) (111,66) (111,95) (111,158) (122,7) (122,154) (139,31) (139,38) (139,123) (139,130) (146,3) (146,66) (146,95) (146,158) (153,11) (153,80) (153,81) (153,150) (157,49) (157,112) | 24 | y2 = x3 + 76x + 90 | 51 | (3,46) (3,115) (12,42) (12,119) (17,4) (17,73) (17,88) (17,157) (24,11) (24,80) (24,81) (24,150) (26,0) (40,42) (40,119) (45,17) (45,52) (45,109) (45,144) (47,35) (47,126) (52,39) (52,53) (52,108) (52,122) (59,3) (59,66) (59,95) (59,158) (68,63) (68,98) (75,7) (75,154) (80,39) (80,53) (80,108) (80,122) (82,49) (82,112) (101,10) (101,59) (101,102) (101,151) (103,7) (103,154) (124,56) (124,105) (150,4) (150,73) (150,88) (150,157) | 25 | y2 = x3 + 61x + 83 | 51 | (12,17) (12,52) (12,109) (12,144) (27,0) (48,35) (48,126) (54,18) (54,74) (54,87) (54,143) (55,21) (55,140) (61,39) (61,53) (61,108) (61,122) (62,7) (62,154) (76,28) (76,133) (83,70) (83,91) (96,46) (96,115) (104,63) (104,98) (117,11) (117,80) (117,81) (117,150) (124,25) (124,67) (124,94) (124,136) (131,39) (131,53) (131,108) (131,122) (145,18) (145,74) (145,87) (145,143) (146,28) (146,133) (152,24) (152,45) (152,116) (152,137) (153,7) (153,154) | 26 | y2 = x3 + 129x + 20 | 51 | (24,14) (24,147) (27,18) (27,74) (27,87) (27,143) (31,0) (41,3) (41,66) (41,95) (41,158) (55,24) (55,45) (55,116) (55,137) (62,4) (62,73) (62,88) (62,157) (73,28) (73,133) (76,24) (76,45) (76,116) (76,137) (83,4) (83,73) (83,88) (83,157) (87,49) (87,112) (97,10) (97,59) (97,102) (97,151) (101,70) (101,91) (108,42) (108,119) (122,70) (122,91) (129,42) (129,119) (139,32) (139,60) (139,101) (139,129) (143,56) (143,105) (146,46) (146,115) | 27 | y2 = x3 + 125x + 160 | 51 | (5,63) (5,98) (10,31) (10,38) (10,123) (10,130) (31,4) (31,73) (31,88) (31,157) (33,77) (33,84) (54,42) (54,119) (59,39) (59,53) (59,108) (59,122) (82,7) (82,154) (87,10) (87,59) (87,102) (87,151) (94,25) (94,67) (94,94) (94,136) (101,17) (101,52) (101,109) (101,144) (108,46) (108,115) (110,56) (110,105) (117,21) (117,140) (124,63) (124,98) (129,10) (129,59) (129,102) (129,151) (131,0) (143,17) (143,52) (143,109) (143,144) (152,56) (152,105) | 28 | y2 = x3 + 89x + 125 | 51 | (6,70) (6,91) (12,46) (12,115) (13,35) (13,126) (19,25) (19,67) (19,94) (19,136) (27,42) (27,119) (47,10) (47,59) (47,102) (47,151) (48,14) (48,147) (68,32) (68,60) (68,101) (68,129) (75,24) (75,45) (75,116) (75,137) (82,11) (82,80) (82,81) (82,150) (90,56) (90,105) (96,4) (96,73) (96,88) (96,157) (104,0) (111,21) (111,140) (117,32) (117,60) (117,101) (117,129) (139,56) (139,105) (159,10) (159,59) (159,102) (159,151) (160,14) (160,147) | 29 | y2 = x3 + 34x + 34 | 51 | (3,18) (3,74) (3,87) (3,143) (12,56) (12,105) (19,77) (19,84) (24,46) (24,115) (26,28) (26,133) (31,17) (31,52) (31,109) (31,144) (38,3) (38,66) (38,95) (38,158) (47,0) (54,63) (54,98) (61,49) (61,112) (73,25) (73,67) (73,94) (73,136) (94,31) (94,38) (94,123) (94,130) (96,21) (96,140) (117,77) (117,84) (136,25) (136,67) (136,94) (136,136) (150,10) (150,59) (150,102) (150,151) (157,31) (157,38) (157,123) (157,130) (159,21) (159,140) | 30 | y2 = x3 + 5x + 76 | 51 | (6,0) (12,24) (12,45) (12,116) (12,137) (26,39) (26,53) (26,108) (26,122) (34,63) (34,98) (41,77) (41,84) (47,17) (47,52) (47,109) (47,144) (48,28) (48,133) (68,24) (68,45) (68,116) (68,137) (75,46) (75,115) (90,14) (90,147) (103,17) (103,52) (103,109) (103,144) (104,70) (104,91) (110,31) (110,38) (110,123) (110,130) (117,18) (117,74) (117,87) (117,143) (118,7) (118,154) (139,63) (139,98) (159,32) (159,60) (159,101) (159,129) (160,70) (160,91) | 31 | y2 = x3 + 132x + 153 | 51 | (3,24) (3,45) (3,116) (3,137) (5,77) (5,84) (10,32) (10,60) (10,101) (10,129) (26,70) (26,91) (33,14) (33,147) (59,31) (59,38) (59,123) (59,130) (66,11) (66,80) (66,81) (66,150) (73,3) (73,66) (73,95) (73,158) (82,77) (82,84) (87,32) (87,60) (87,101) (87,129) (89,35) (89,126) (96,49) (96,112) (101,46) (101,115) (108,17) (108,52) (108,109) (108,144) (110,14) (110,147) (124,0) (131,63) (131,98) (143,31) (143,38) (143,123) (143,130) | 32 | y2 = x3 + 159x + 111 | 51 | (6,42) (6,119) (19,3) (19,66) (19,95) (19,158) (27,35) (27,126) (47,31) (47,38) (47,123) (47,130) (48,0) (54,3) (54,66) (54,95) (54,158) (61,11) (61,80) (61,81) (61,150) (62,14) (62,147) (75,4) (75,73) (75,88) (75,157) (76,7) (76,154) (96,11) (96,80) (96,81) (96,150) (111,49) (111,112) (117,46) (117,115) (131,32) (131,60) (131,101) (131,129) (139,77) (139,84) (145,39) (145,53) (145,108) (145,122) (146,49) (146,112) (153,35) (153,126) | 33 | y2 = x3 + 152x + 20 | 51 | (5,10) (5,59) (5,102) (5,151) (27,28) (27,133) (41,49) (41,112) (47,32) (47,60) (47,101) (47,129) (54,46) (54,115) (55,70) (55,91) (62,42) (62,119) (76,70) (76,91) (83,42) (83,119) (96,18) (96,74) (96,87) (96,143) (97,56) (97,105) (110,3) (110,66) (110,95) (110,158) (124,24) (124,45) (124,116) (124,137) (131,4) (131,73) (131,88) (131,157) (139,14) (139,147) (145,24) (145,45) (145,116) (145,137) (146,0) (152,4) (152,73) (152,88) (152,157) |
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