| Sr no. | class members | # points | points | 1 | y2 = x3 + 126x + 127 | 165 | (1,52) (1,73) (1,102) (1,123) (6,7) (6,168) (11,38) (11,87) (11,88) (11,137) (16,17) (16,67) (16,108) (16,158) (21,22) (21,78) (21,97) (21,153) (24,0) (24,35) (24,70) (24,105) (24,140) (26,77) (26,98) (31,7) (31,168) (36,38) (36,87) (36,88) (36,137) (41,42) (41,133) (46,3) (46,53) (46,122) (46,172) (49,15) (49,20) (49,50) (49,55) (49,85) (49,90) (49,120) (49,125) (49,155) (49,160) (51,52) (51,73) (51,102) (51,123) (56,43) (56,57) (56,118) (56,132) (61,63) (61,112) (66,42) (66,133) (71,3) (71,53) (71,122) (71,172) (74,10) (74,25) (74,45) (74,60) (74,80) (74,95) (74,115) (74,130) (74,150) (74,165) (76,77) (76,98) (81,18) (81,32) (81,143) (81,157) (86,38) (86,87) (86,88) (86,137) (91,8) (91,83) (91,92) (91,167) (96,28) (96,147) (99,10) (99,25) (99,45) (99,60) (99,80) (99,95) (99,115) (99,130) (99,150) (99,165) (101,77) (101,98) (106,18) (106,32) (106,143) (106,157) (111,63) (111,112) (116,17) (116,67) (116,108) (116,158) (121,3) (121,53) (121,122) (121,172) (124,0) (124,35) (124,70) (124,105) (124,140) (126,27) (126,48) (126,127) (126,148) (131,7) (131,168) (136,63) (136,112) (141,17) (141,67) (141,108) (141,158) (146,28) (146,147) (149,10) (149,25) (149,45) (149,60) (149,80) (149,95) (149,115) (149,130) (149,150) (149,165) (151,52) (151,73) (151,102) (151,123) (156,18) (156,32) (156,143) (156,157) (161,13) (161,62) (161,113) (161,162) (166,42) (166,133) (171,28) (171,147) (174,0) (174,35) (174,70) (174,105) (174,140) | 2 | y2 = x3 + 161x + 43 | 165 | (4,24) (4,74) (4,101) (4,151) (6,0) (6,35) (6,70) (6,105) (6,140) (9,11) (9,39) (9,136) (9,164) (14,29) (14,71) (14,104) (14,146) (19,56) (19,119) (24,84) (24,91) (29,24) (29,74) (29,101) (29,151) (31,0) (31,35) (31,70) (31,105) (31,140) (34,14) (34,161) (39,4) (39,46) (39,129) (39,171) (44,31) (44,81) (44,94) (44,144) (49,34) (49,41) (49,134) (49,141) (54,49) (54,126) (56,15) (56,20) (56,50) (56,55) (56,85) (56,90) (56,120) (56,125) (56,155) (56,160) (59,14) (59,161) (64,4) (64,46) (64,129) (64,171) (69,56) (69,119) (74,59) (74,66) (74,109) (74,116) (79,24) (79,74) (79,101) (79,151) (81,10) (81,25) (81,45) (81,60) (81,80) (81,95) (81,115) (81,130) (81,150) (81,165) (84,36) (84,64) (84,111) (84,139) (89,21) (89,154) (94,56) (94,119) (99,59) (99,66) (99,109) (99,116) (104,49) (104,126) (106,10) (106,25) (106,45) (106,60) (106,80) (106,95) (106,115) (106,130) (106,150) (106,165) (109,11) (109,39) (109,136) (109,164) (114,4) (114,46) (114,129) (114,171) (119,6) (119,69) (119,106) (119,169) (124,84) (124,91) (129,49) (129,126) (131,0) (131,35) (131,70) (131,105) (131,140) (134,11) (134,39) (134,136) (134,164) (139,21) (139,154) (144,31) (144,81) (144,94) (144,144) (149,59) (149,66) (149,109) (149,116) (154,1) (154,76) (154,99) (154,174) (156,10) (156,25) (156,45) (156,60) (156,80) (156,95) (156,115) (156,130) (156,150) (156,165) (159,14) (159,161) (164,21) (164,154) (169,31) (169,81) (169,94) (169,144) (174,84) (174,91) | 3 | y2 = x3 + 21x + 113 | 165 | (4,31) (4,81) (4,94) (4,144) (9,59) (9,66) (9,109) (9,116) (11,10) (11,25) (11,45) (11,60) (11,80) (11,95) (11,115) (11,130) (11,150) (11,165) (14,1) (14,76) (14,99) (14,174) (19,14) (19,161) (24,21) (24,154) (29,31) (29,81) (29,94) (29,144) (34,84) (34,91) (36,10) (36,25) (36,45) (36,60) (36,80) (36,95) (36,115) (36,130) (36,150) (36,165) (39,24) (39,74) (39,101) (39,151) (44,11) (44,39) (44,136) (44,164) (49,29) (49,71) (49,104) (49,146) (54,56) (54,119) (59,84) (59,91) (61,0) (61,35) (61,70) (61,105) (61,140) (64,24) (64,74) (64,101) (64,151) (69,14) (69,161) (74,4) (74,46) (74,129) (74,171) (79,31) (79,81) (79,94) (79,144) (84,34) (84,41) (84,134) (84,141) (86,10) (86,25) (86,45) (86,60) (86,80) (86,95) (86,115) (86,130) (86,150) (86,165) (89,49) (89,126) (94,14) (94,161) (99,4) (99,46) (99,129) (99,171) (104,56) (104,119) (109,59) (109,66) (109,109) (109,116) (111,0) (111,35) (111,70) (111,105) (111,140) (114,24) (114,74) (114,101) (114,151) (119,36) (119,64) (119,111) (119,139) (124,21) (124,154) (129,56) (129,119) (134,59) (134,66) (134,109) (134,116) (136,0) (136,35) (136,70) (136,105) (136,140) (139,49) (139,126) (144,11) (144,39) (144,136) (144,164) (149,4) (149,46) (149,129) (149,171) (154,6) (154,69) (154,106) (154,169) (159,84) (159,91) (161,15) (161,20) (161,50) (161,55) (161,85) (161,90) (161,120) (161,125) (161,155) (161,160) (164,49) (164,126) (169,11) (169,39) (169,136) (169,164) (174,21) (174,154) | 4 | y2 = x3 + 21x + 162 | 165 | (1,3) (1,53) (1,122) (1,172) (6,77) (6,98) (11,18) (11,32) (11,143) (11,157) (14,15) (14,20) (14,50) (14,55) (14,85) (14,90) (14,120) (14,125) (14,155) (14,160) (16,38) (16,87) (16,88) (16,137) (21,8) (21,83) (21,92) (21,167) (26,28) (26,147) (31,77) (31,98) (36,18) (36,32) (36,143) (36,157) (39,10) (39,25) (39,45) (39,60) (39,80) (39,95) (39,115) (39,130) (39,150) (39,165) (41,63) (41,112) (46,17) (46,67) (46,108) (46,158) (51,3) (51,53) (51,122) (51,172) (56,27) (56,48) (56,127) (56,148) (61,7) (61,168) (64,10) (64,25) (64,45) (64,60) (64,80) (64,95) (64,115) (64,130) (64,150) (64,165) (66,63) (66,112) (71,17) (71,67) (71,108) (71,158) (76,28) (76,147) (81,52) (81,73) (81,102) (81,123) (86,18) (86,32) (86,143) (86,157) (89,0) (89,35) (89,70) (89,105) (89,140) (91,13) (91,62) (91,113) (91,162) (96,42) (96,133) (101,28) (101,147) (106,52) (106,73) (106,102) (106,123) (111,7) (111,168) (114,10) (114,25) (114,45) (114,60) (114,80) (114,95) (114,115) (114,130) (114,150) (114,165) (116,38) (116,87) (116,88) (116,137) (121,17) (121,67) (121,108) (121,158) (126,22) (126,78) (126,97) (126,153) (131,77) (131,98) (136,7) (136,168) (139,0) (139,35) (139,70) (139,105) (139,140) (141,38) (141,87) (141,88) (141,137) (146,42) (146,133) (151,3) (151,53) (151,122) (151,172) (156,52) (156,73) (156,102) (156,123) (161,43) (161,57) (161,118) (161,132) (164,0) (164,35) (164,70) (164,105) (164,140) (166,63) (166,112) (171,42) (171,133) | 5 | y2 = x3 + 56x + 92 | 165 | (1,18) (1,32) (1,143) (1,157) (6,63) (6,112) (9,10) (9,25) (9,45) (9,60) (9,80) (9,95) (9,115) (9,130) (9,150) (9,165) (11,17) (11,67) (11,108) (11,158) (16,3) (16,53) (16,122) (16,172) (21,27) (21,48) (21,127) (21,148) (26,7) (26,168) (31,63) (31,112) (34,0) (34,35) (34,70) (34,105) (34,140) (36,17) (36,67) (36,108) (36,158) (41,28) (41,147) (46,52) (46,73) (46,102) (46,123) (51,18) (51,32) (51,143) (51,157) (56,13) (56,62) (56,113) (56,162) (59,0) (59,35) (59,70) (59,105) (59,140) (61,42) (61,133) (66,28) (66,147) (71,52) (71,73) (71,102) (71,123) (76,7) (76,168) (81,38) (81,87) (81,88) (81,137) (84,15) (84,20) (84,50) (84,55) (84,85) (84,90) (84,120) (84,125) (84,155) (84,160) (86,17) (86,67) (86,108) (86,158) (91,22) (91,78) (91,97) (91,153) (96,77) (96,98) (101,7) (101,168) (106,38) (106,87) (106,88) (106,137) (109,10) (109,25) (109,45) (109,60) (109,80) (109,95) (109,115) (109,130) (109,150) (109,165) (111,42) (111,133) (116,3) (116,53) (116,122) (116,172) (121,52) (121,73) (121,102) (121,123) (126,43) (126,57) (126,118) (126,132) (131,63) (131,112) (134,10) (134,25) (134,45) (134,60) (134,80) (134,95) (134,115) (134,130) (134,150) (134,165) (136,42) (136,133) (141,3) (141,53) (141,122) (141,172) (146,77) (146,98) (151,18) (151,32) (151,143) (151,157) (156,38) (156,87) (156,88) (156,137) (159,0) (159,35) (159,70) (159,105) (159,140) (161,8) (161,83) (161,92) (161,167) (166,28) (166,147) (171,77) (171,98) | 6 | y2 = x3 + 56x + 8 | 165 | (4,11) (4,39) (4,136) (4,164) (9,4) (9,46) (9,129) (9,171) (14,6) (14,69) (14,106) (14,169) (16,10) (16,25) (16,45) (16,60) (16,80) (16,95) (16,115) (16,130) (16,150) (16,165) (19,84) (19,91) (24,49) (24,126) (29,11) (29,39) (29,136) (29,164) (34,21) (34,154) (39,31) (39,81) (39,94) (39,144) (41,0) (41,35) (41,70) (41,105) (41,140) (44,59) (44,66) (44,109) (44,116) (49,1) (49,76) (49,99) (49,174) (54,14) (54,161) (59,21) (59,154) (64,31) (64,81) (64,94) (64,144) (66,0) (66,35) (66,70) (66,105) (66,140) (69,84) (69,91) (74,24) (74,74) (74,101) (74,151) (79,11) (79,39) (79,136) (79,164) (84,29) (84,71) (84,104) (84,146) (89,56) (89,119) (91,15) (91,20) (91,50) (91,55) (91,85) (91,90) (91,120) (91,125) (91,155) (91,160) (94,84) (94,91) (99,24) (99,74) (99,101) (99,151) (104,14) (104,161) (109,4) (109,46) (109,129) (109,171) (114,31) (114,81) (114,94) (114,144) (116,10) (116,25) (116,45) (116,60) (116,80) (116,95) (116,115) (116,130) (116,150) (116,165) (119,34) (119,41) (119,134) (119,141) (124,49) (124,126) (129,14) (129,161) (134,4) (134,46) (134,129) (134,171) (139,56) (139,119) (141,10) (141,25) (141,45) (141,60) (141,80) (141,95) (141,115) (141,130) (141,150) (141,165) (144,59) (144,66) (144,109) (144,116) (149,24) (149,74) (149,101) (149,151) (154,36) (154,64) (154,111) (154,139) (159,21) (159,154) (164,56) (164,119) (166,0) (166,35) (166,70) (166,105) (166,140) (169,59) (169,66) (169,109) (169,116) (174,49) (174,126) | 7 | y2 = x3 + 91x + 22 | 165 | (1,17) (1,67) (1,108) (1,158) (4,10) (4,25) (4,45) (4,60) (4,80) (4,95) (4,115) (4,130) (4,150) (4,165) (6,28) (6,147) (11,52) (11,73) (11,102) (11,123) (16,18) (16,32) (16,143) (16,157) (21,13) (21,62) (21,113) (21,162) (26,42) (26,133) (29,10) (29,25) (29,45) (29,60) (29,80) (29,95) (29,115) (29,130) (29,150) (29,165) (31,28) (31,147) (36,52) (36,73) (36,102) (36,123) (41,7) (41,168) (46,38) (46,87) (46,88) (46,137) (51,17) (51,67) (51,108) (51,158) (54,0) (54,35) (54,70) (54,105) (54,140) (56,22) (56,78) (56,97) (56,153) (61,77) (61,98) (66,7) (66,168) (71,38) (71,87) (71,88) (71,137) (76,42) (76,133) (79,10) (79,25) (79,45) (79,60) (79,80) (79,95) (79,115) (79,130) (79,150) (79,165) (81,3) (81,53) (81,122) (81,172) (86,52) (86,73) (86,102) (86,123) (91,43) (91,57) (91,118) (91,132) (96,63) (96,112) (101,42) (101,133) (104,0) (104,35) (104,70) (104,105) (104,140) (106,3) (106,53) (106,122) (106,172) (111,77) (111,98) (116,18) (116,32) (116,143) (116,157) (121,38) (121,87) (121,88) (121,137) (126,8) (126,83) (126,92) (126,167) (129,0) (129,35) (129,70) (129,105) (129,140) (131,28) (131,147) (136,77) (136,98) (141,18) (141,32) (141,143) (141,157) (146,63) (146,112) (151,17) (151,67) (151,108) (151,158) (154,15) (154,20) (154,50) (154,55) (154,85) (154,90) (154,120) (154,125) (154,155) (154,160) (156,3) (156,53) (156,122) (156,172) (161,27) (161,48) (161,127) (161,148) (166,7) (166,168) (171,63) (171,112) | 8 | y2 = x3 + 161x + 57 | 165 | (1,38) (1,87) (1,88) (1,137) (6,42) (6,133) (11,3) (11,53) (11,122) (11,172) (16,52) (16,73) (16,102) (16,123) (19,0) (19,35) (19,70) (19,105) (19,140) (21,43) (21,57) (21,118) (21,132) (26,63) (26,112) (31,42) (31,133) (36,3) (36,53) (36,122) (36,172) (41,77) (41,98) (44,10) (44,25) (44,45) (44,60) (44,80) (44,95) (44,115) (44,130) (44,150) (44,165) (46,18) (46,32) (46,143) (46,157) (51,38) (51,87) (51,88) (51,137) (56,8) (56,83) (56,92) (56,167) (61,28) (61,147) (66,77) (66,98) (69,0) (69,35) (69,70) (69,105) (69,140) (71,18) (71,32) (71,143) (71,157) (76,63) (76,112) (81,17) (81,67) (81,108) (81,158) (86,3) (86,53) (86,122) (86,172) (91,27) (91,48) (91,127) (91,148) (94,0) (94,35) (94,70) (94,105) (94,140) (96,7) (96,168) (101,63) (101,112) (106,17) (106,67) (106,108) (106,158) (111,28) (111,147) (116,52) (116,73) (116,102) (116,123) (119,15) (119,20) (119,50) (119,55) (119,85) (119,90) (119,120) (119,125) (119,155) (119,160) (121,18) (121,32) (121,143) (121,157) (126,13) (126,62) (126,113) (126,162) (131,42) (131,133) (136,28) (136,147) (141,52) (141,73) (141,102) (141,123) (144,10) (144,25) (144,45) (144,60) (144,80) (144,95) (144,115) (144,130) (144,150) (144,165) (146,7) (146,168) (151,38) (151,87) (151,88) (151,137) (156,17) (156,67) (156,108) (156,158) (161,22) (161,78) (161,97) (161,153) (166,77) (166,98) (169,10) (169,25) (169,45) (169,60) (169,80) (169,95) (169,115) (169,130) (169,150) (169,165) (171,7) (171,168) | 9 | y2 = x3 + 91x + 78 | 165 | (4,59) (4,66) (4,109) (4,116) (9,24) (9,74) (9,101) (9,151) (14,36) (14,64) (14,111) (14,139) (19,21) (19,154) (21,15) (21,20) (21,50) (21,55) (21,85) (21,90) (21,120) (21,125) (21,155) (21,160) (24,56) (24,119) (29,59) (29,66) (29,109) (29,116) (34,49) (34,126) (39,11) (39,39) (39,136) (39,164) (44,4) (44,46) (44,129) (44,171) (46,10) (46,25) (46,45) (46,60) (46,80) (46,95) (46,115) (46,130) (46,150) (46,165) (49,6) (49,69) (49,106) (49,169) (54,84) (54,91) (59,49) (59,126) (64,11) (64,39) (64,136) (64,164) (69,21) (69,154) (71,10) (71,25) (71,45) (71,60) (71,80) (71,95) (71,115) (71,130) (71,150) (71,165) (74,31) (74,81) (74,94) (74,144) (79,59) (79,66) (79,109) (79,116) (84,1) (84,76) (84,99) (84,174) (89,14) (89,161) (94,21) (94,154) (96,0) (96,35) (96,70) (96,105) (96,140) (99,31) (99,81) (99,94) (99,144) (104,84) (104,91) (109,24) (109,74) (109,101) (109,151) (114,11) (114,39) (114,136) (114,164) (119,29) (119,71) (119,104) (119,146) (121,10) (121,25) (121,45) (121,60) (121,80) (121,95) (121,115) (121,130) (121,150) (121,165) (124,56) (124,119) (129,84) (129,91) (134,24) (134,74) (134,101) (134,151) (139,14) (139,161) (144,4) (144,46) (144,129) (144,171) (146,0) (146,35) (146,70) (146,105) (146,140) (149,31) (149,81) (149,94) (149,144) (154,34) (154,41) (154,134) (154,141) (159,49) (159,126) (164,14) (164,161) (169,4) (169,46) (169,129) (169,171) (171,0) (171,35) (171,70) (171,105) (171,140) (174,56) (174,119) | 10 | y2 = x3 + 126x + 148 | 165 | (1,10) (1,25) (1,45) (1,60) (1,80) (1,95) (1,115) (1,130) (1,150) (1,165) (4,4) (4,46) (4,129) (4,171) (9,31) (9,81) (9,94) (9,144) (14,34) (14,41) (14,134) (14,141) (19,49) (19,126) (24,14) (24,161) (26,0) (26,35) (26,70) (26,105) (26,140) (29,4) (29,46) (29,129) (29,171) (34,56) (34,119) (39,59) (39,66) (39,109) (39,116) (44,24) (44,74) (44,101) (44,151) (49,36) (49,64) (49,111) (49,139) (51,10) (51,25) (51,45) (51,60) (51,80) (51,95) (51,115) (51,130) (51,150) (51,165) (54,21) (54,154) (59,56) (59,119) (64,59) (64,66) (64,109) (64,116) (69,49) (69,126) (74,11) (74,39) (74,136) (74,164) (76,0) (76,35) (76,70) (76,105) (76,140) (79,4) (79,46) (79,129) (79,171) (84,6) (84,69) (84,106) (84,169) (89,84) (89,91) (94,49) (94,126) (99,11) (99,39) (99,136) (99,164) (101,0) (101,35) (101,70) (101,105) (101,140) (104,21) (104,154) (109,31) (109,81) (109,94) (109,144) (114,59) (114,66) (114,109) (114,116) (119,1) (119,76) (119,99) (119,174) (124,14) (124,161) (126,15) (126,20) (126,50) (126,55) (126,85) (126,90) (126,120) (126,125) (126,155) (126,160) (129,21) (129,154) (134,31) (134,81) (134,94) (134,144) (139,84) (139,91) (144,24) (144,74) (144,101) (144,151) (149,11) (149,39) (149,136) (149,164) (151,10) (151,25) (151,45) (151,60) (151,80) (151,95) (151,115) (151,130) (151,150) (151,165) (154,29) (154,71) (154,104) (154,146) (159,56) (159,119) (164,84) (164,91) (169,24) (169,74) (169,101) (169,151) (174,14) (174,161) |
|---|