| Sr no. | class members | # points | points | 1 | y2 = x3 + 119x + 2 | 80 | (3,6) (3,69) (3,106) (3,169) (13,36) (13,64) (13,111) (13,139) (28,31) (28,81) (28,94) (28,144) (33,29) (33,71) (33,104) (33,146) (38,36) (38,64) (38,111) (38,139) (48,34) (48,41) (48,134) (48,141) (63,11) (63,39) (63,136) (63,164) (68,1) (68,76) (68,99) (68,174) (73,34) (73,41) (73,134) (73,141) (83,29) (83,71) (83,104) (83,146) (98,59) (98,66) (98,109) (98,116) (103,6) (103,69) (103,106) (103,169) (108,29) (108,71) (108,104) (108,146) (118,1) (118,76) (118,99) (118,174) (133,4) (133,46) (133,129) (133,171) (138,36) (138,64) (138,111) (138,139) (143,1) (143,76) (143,99) (143,174) (153,6) (153,69) (153,106) (153,169) (168,24) (168,74) (168,101) (168,151) (173,34) (173,41) (173,134) (173,141) | 2 | y2 = x3 + 84x + 93 | 80 | (7,18) (7,32) (7,143) (7,157) (12,27) (12,48) (12,127) (12,148) (17,22) (17,78) (17,97) (17,153) (27,13) (27,62) (27,113) (27,162) (42,3) (42,53) (42,122) (42,172) (47,8) (47,83) (47,92) (47,167) (52,13) (52,62) (52,113) (52,162) (62,27) (62,48) (62,127) (62,148) (77,38) (77,87) (77,88) (77,137) (82,43) (82,57) (82,118) (82,132) (87,27) (87,48) (87,127) (87,148) (97,8) (97,83) (97,92) (97,167) (112,52) (112,73) (112,102) (112,123) (117,22) (117,78) (117,97) (117,153) (122,8) (122,83) (122,92) (122,167) (132,43) (132,57) (132,118) (132,132) (147,17) (147,67) (147,108) (147,158) (152,13) (152,62) (152,113) (152,162) (157,43) (157,57) (157,118) (157,132) (167,22) (167,78) (167,97) (167,153) | 3 | y2 = x3 + 49x + 163 | 80 | (7,18) (7,32) (7,143) (7,157) (12,27) (12,48) (12,127) (12,148) (17,22) (17,78) (17,97) (17,153) (27,13) (27,62) (27,113) (27,162) (42,3) (42,53) (42,122) (42,172) (47,8) (47,83) (47,92) (47,167) (52,13) (52,62) (52,113) (52,162) (62,27) (62,48) (62,127) (62,148) (77,38) (77,87) (77,88) (77,137) (82,43) (82,57) (82,118) (82,132) (87,27) (87,48) (87,127) (87,148) (97,8) (97,83) (97,92) (97,167) (112,52) (112,73) (112,102) (112,123) (117,22) (117,78) (117,97) (117,153) (122,8) (122,83) (122,92) (122,167) (132,43) (132,57) (132,118) (132,132) (147,17) (147,67) (147,108) (147,158) (152,13) (152,62) (152,113) (152,162) (157,43) (157,57) (157,118) (157,132) (167,22) (167,78) (167,97) (167,153) | 4 | y2 = x3 + 49x + 37 | 80 | (3,6) (3,69) (3,106) (3,169) (13,36) (13,64) (13,111) (13,139) (28,31) (28,81) (28,94) (28,144) (33,29) (33,71) (33,104) (33,146) (38,36) (38,64) (38,111) (38,139) (48,34) (48,41) (48,134) (48,141) (63,11) (63,39) (63,136) (63,164) (68,1) (68,76) (68,99) (68,174) (73,34) (73,41) (73,134) (73,141) (83,29) (83,71) (83,104) (83,146) (98,59) (98,66) (98,109) (98,116) (103,6) (103,69) (103,106) (103,169) (108,29) (108,71) (108,104) (108,146) (118,1) (118,76) (118,99) (118,174) (133,4) (133,46) (133,129) (133,171) (138,36) (138,64) (138,111) (138,139) (143,1) (143,76) (143,99) (143,174) (153,6) (153,69) (153,106) (153,169) (168,24) (168,74) (168,101) (168,151) (173,34) (173,41) (173,134) (173,141) | 5 | y2 = x3 + 14x + 142 | 80 | (3,6) (3,69) (3,106) (3,169) (13,36) (13,64) (13,111) (13,139) (28,31) (28,81) (28,94) (28,144) (33,29) (33,71) (33,104) (33,146) (38,36) (38,64) (38,111) (38,139) (48,34) (48,41) (48,134) (48,141) (63,11) (63,39) (63,136) (63,164) (68,1) (68,76) (68,99) (68,174) (73,34) (73,41) (73,134) (73,141) (83,29) (83,71) (83,104) (83,146) (98,59) (98,66) (98,109) (98,116) (103,6) (103,69) (103,106) (103,169) (108,29) (108,71) (108,104) (108,146) (118,1) (118,76) (118,99) (118,174) (133,4) (133,46) (133,129) (133,171) (138,36) (138,64) (138,111) (138,139) (143,1) (143,76) (143,99) (143,174) (153,6) (153,69) (153,106) (153,169) (168,24) (168,74) (168,101) (168,151) (173,34) (173,41) (173,134) (173,141) | 6 | y2 = x3 + 14x + 58 | 80 | (7,18) (7,32) (7,143) (7,157) (12,27) (12,48) (12,127) (12,148) (17,22) (17,78) (17,97) (17,153) (27,13) (27,62) (27,113) (27,162) (42,3) (42,53) (42,122) (42,172) (47,8) (47,83) (47,92) (47,167) (52,13) (52,62) (52,113) (52,162) (62,27) (62,48) (62,127) (62,148) (77,38) (77,87) (77,88) (77,137) (82,43) (82,57) (82,118) (82,132) (87,27) (87,48) (87,127) (87,148) (97,8) (97,83) (97,92) (97,167) (112,52) (112,73) (112,102) (112,123) (117,22) (117,78) (117,97) (117,153) (122,8) (122,83) (122,92) (122,167) (132,43) (132,57) (132,118) (132,132) (147,17) (147,67) (147,108) (147,158) (152,13) (152,62) (152,113) (152,162) (157,43) (157,57) (157,118) (157,132) (167,22) (167,78) (167,97) (167,153) | 7 | y2 = x3 + 154x + 72 | 80 | (3,6) (3,69) (3,106) (3,169) (13,36) (13,64) (13,111) (13,139) (28,31) (28,81) (28,94) (28,144) (33,29) (33,71) (33,104) (33,146) (38,36) (38,64) (38,111) (38,139) (48,34) (48,41) (48,134) (48,141) (63,11) (63,39) (63,136) (63,164) (68,1) (68,76) (68,99) (68,174) (73,34) (73,41) (73,134) (73,141) (83,29) (83,71) (83,104) (83,146) (98,59) (98,66) (98,109) (98,116) (103,6) (103,69) (103,106) (103,169) (108,29) (108,71) (108,104) (108,146) (118,1) (118,76) (118,99) (118,174) (133,4) (133,46) (133,129) (133,171) (138,36) (138,64) (138,111) (138,139) (143,1) (143,76) (143,99) (143,174) (153,6) (153,69) (153,106) (153,169) (168,24) (168,74) (168,101) (168,151) (173,34) (173,41) (173,134) (173,141) | 8 | y2 = x3 + 84x + 107 | 80 | (3,6) (3,69) (3,106) (3,169) (13,36) (13,64) (13,111) (13,139) (28,31) (28,81) (28,94) (28,144) (33,29) (33,71) (33,104) (33,146) (38,36) (38,64) (38,111) (38,139) (48,34) (48,41) (48,134) (48,141) (63,11) (63,39) (63,136) (63,164) (68,1) (68,76) (68,99) (68,174) (73,34) (73,41) (73,134) (73,141) (83,29) (83,71) (83,104) (83,146) (98,59) (98,66) (98,109) (98,116) (103,6) (103,69) (103,106) (103,169) (108,29) (108,71) (108,104) (108,146) (118,1) (118,76) (118,99) (118,174) (133,4) (133,46) (133,129) (133,171) (138,36) (138,64) (138,111) (138,139) (143,1) (143,76) (143,99) (143,174) (153,6) (153,69) (153,106) (153,169) (168,24) (168,74) (168,101) (168,151) (173,34) (173,41) (173,134) (173,141) | 9 | y2 = x3 + 154x + 128 | 80 | (7,18) (7,32) (7,143) (7,157) (12,27) (12,48) (12,127) (12,148) (17,22) (17,78) (17,97) (17,153) (27,13) (27,62) (27,113) (27,162) (42,3) (42,53) (42,122) (42,172) (47,8) (47,83) (47,92) (47,167) (52,13) (52,62) (52,113) (52,162) (62,27) (62,48) (62,127) (62,148) (77,38) (77,87) (77,88) (77,137) (82,43) (82,57) (82,118) (82,132) (87,27) (87,48) (87,127) (87,148) (97,8) (97,83) (97,92) (97,167) (112,52) (112,73) (112,102) (112,123) (117,22) (117,78) (117,97) (117,153) (122,8) (122,83) (122,92) (122,167) (132,43) (132,57) (132,118) (132,132) (147,17) (147,67) (147,108) (147,158) (152,13) (152,62) (152,113) (152,162) (157,43) (157,57) (157,118) (157,132) (167,22) (167,78) (167,97) (167,153) | 10 | y2 = x3 + 119x + 23 | 80 | (7,18) (7,32) (7,143) (7,157) (12,27) (12,48) (12,127) (12,148) (17,22) (17,78) (17,97) (17,153) (27,13) (27,62) (27,113) (27,162) (42,3) (42,53) (42,122) (42,172) (47,8) (47,83) (47,92) (47,167) (52,13) (52,62) (52,113) (52,162) (62,27) (62,48) (62,127) (62,148) (77,38) (77,87) (77,88) (77,137) (82,43) (82,57) (82,118) (82,132) (87,27) (87,48) (87,127) (87,148) (97,8) (97,83) (97,92) (97,167) (112,52) (112,73) (112,102) (112,123) (117,22) (117,78) (117,97) (117,153) (122,8) (122,83) (122,92) (122,167) (132,43) (132,57) (132,118) (132,132) (147,17) (147,67) (147,108) (147,158) (152,13) (152,62) (152,113) (152,162) (157,43) (157,57) (157,118) (157,132) (167,22) (167,78) (167,97) (167,153) |
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