| Sr no. | class members | # points | points | 1 | y2 = x3 + 109x + 38 | 50 | (12,43) (12,57) (12,118) (12,132) (17,77) (17,98) (22,22) (22,78) (22,97) (22,153) (47,22) (47,78) (47,97) (47,153) (52,42) (52,133) (57,13) (57,62) (57,113) (57,162) (82,13) (82,62) (82,113) (82,162) (87,7) (87,168) (92,27) (92,48) (92,127) (92,148) (117,27) (117,48) (117,127) (117,148) (122,28) (122,147) (127,8) (127,83) (127,92) (127,167) (152,8) (152,83) (152,92) (152,167) (157,63) (157,112) (162,43) (162,57) (162,118) (162,132) | 2 | y2 = x3 + 149x + 17 | 50 | (3,29) (3,71) (3,104) (3,146) (13,49) (13,126) (23,6) (23,69) (23,106) (23,169) (38,1) (38,76) (38,99) (38,174) (48,56) (48,119) (58,36) (58,64) (58,111) (58,139) (73,6) (73,69) (73,106) (73,169) (83,14) (83,161) (93,34) (93,41) (93,134) (93,141) (108,36) (108,64) (108,111) (108,139) (118,84) (118,91) (128,29) (128,71) (128,104) (128,146) (143,34) (143,41) (143,134) (143,141) (153,21) (153,154) (163,1) (163,76) (163,99) (163,174) | 3 | y2 = x3 + 64x + 122 | 50 | (13,1) (13,76) (13,99) (13,174) (18,34) (18,41) (18,134) (18,141) (33,14) (33,161) (48,6) (48,69) (48,106) (48,169) (53,29) (53,71) (53,104) (53,146) (68,84) (68,91) (83,36) (83,64) (83,111) (83,139) (88,1) (88,76) (88,99) (88,174) (103,21) (103,154) (118,34) (118,41) (118,134) (118,141) (123,6) (123,69) (123,106) (123,169) (138,49) (138,126) (153,29) (153,71) (153,104) (153,146) (158,36) (158,64) (158,111) (158,139) (173,56) (173,119) | 4 | y2 = x3 + 64x + 3 | 50 | (12,7) (12,168) (27,8) (27,83) (27,92) (27,167) (32,13) (32,62) (32,113) (32,162) (47,28) (47,147) (62,43) (62,57) (62,118) (62,132) (67,27) (67,48) (67,127) (67,148) (82,63) (82,112) (97,22) (97,78) (97,97) (97,153) (102,8) (102,83) (102,92) (102,167) (117,77) (117,98) (132,13) (132,62) (132,113) (132,162) (137,43) (137,57) (137,118) (137,132) (152,42) (152,133) (167,27) (167,48) (167,127) (167,148) (172,22) (172,78) (172,97) (172,153) | 5 | y2 = x3 + 4x + 73 | 50 | (12,43) (12,57) (12,118) (12,132) (17,77) (17,98) (22,22) (22,78) (22,97) (22,153) (47,22) (47,78) (47,97) (47,153) (52,42) (52,133) (57,13) (57,62) (57,113) (57,162) (82,13) (82,62) (82,113) (82,162) (87,7) (87,168) (92,27) (92,48) (92,127) (92,148) (117,27) (117,48) (117,127) (117,148) (122,28) (122,147) (127,8) (127,83) (127,92) (127,167) (152,8) (152,83) (152,92) (152,167) (157,63) (157,112) (162,43) (162,57) (162,118) (162,132) | 6 | y2 = x3 + 4x + 52 | 50 | (3,21) (3,154) (8,36) (8,64) (8,111) (8,139) (33,36) (33,64) (33,111) (33,139) (38,49) (38,126) (43,34) (43,41) (43,134) (43,141) (68,34) (68,41) (68,134) (68,141) (73,56) (73,119) (78,29) (78,71) (78,104) (78,146) (103,29) (103,71) (103,104) (103,146) (108,14) (108,161) (113,1) (113,76) (113,99) (113,174) (138,1) (138,76) (138,99) (138,174) (143,84) (143,91) (148,6) (148,69) (148,106) (148,169) (173,6) (173,69) (173,106) (173,169) | 7 | y2 = x3 + 44x + 143 | 50 | (2,8) (2,83) (2,92) (2,167) (17,27) (17,48) (17,127) (17,148) (27,42) (27,133) (37,43) (37,57) (37,118) (37,132) (52,8) (52,83) (52,92) (52,167) (62,7) (62,168) (72,22) (72,78) (72,97) (72,153) (87,43) (87,57) (87,118) (87,132) (97,28) (97,147) (107,13) (107,62) (107,113) (107,162) (122,22) (122,78) (122,97) (122,153) (132,63) (132,112) (142,27) (142,48) (142,127) (142,148) (157,13) (157,62) (157,113) (157,162) (167,77) (167,98) | 8 | y2 = x3 + 99x + 108 | 50 | (12,7) (12,168) (27,8) (27,83) (27,92) (27,167) (32,13) (32,62) (32,113) (32,162) (47,28) (47,147) (62,43) (62,57) (62,118) (62,132) (67,27) (67,48) (67,127) (67,148) (82,63) (82,112) (97,22) (97,78) (97,97) (97,153) (102,8) (102,83) (102,92) (102,167) (117,77) (117,98) (132,13) (132,62) (132,113) (132,162) (137,43) (137,57) (137,118) (137,132) (152,42) (152,133) (167,27) (167,48) (167,127) (167,148) (172,22) (172,78) (172,97) (172,153) | 9 | y2 = x3 + 44x + 157 | 50 | (3,29) (3,71) (3,104) (3,146) (13,49) (13,126) (23,6) (23,69) (23,106) (23,169) (38,1) (38,76) (38,99) (38,174) (48,56) (48,119) (58,36) (58,64) (58,111) (58,139) (73,6) (73,69) (73,106) (73,169) (83,14) (83,161) (93,34) (93,41) (93,134) (93,141) (108,36) (108,64) (108,111) (108,139) (118,84) (118,91) (128,29) (128,71) (128,104) (128,146) (143,34) (143,41) (143,134) (143,141) (153,21) (153,154) (163,1) (163,76) (163,99) (163,174) | 10 | y2 = x3 + 144x + 157 | 50 | (3,21) (3,154) (8,36) (8,64) (8,111) (8,139) (33,36) (33,64) (33,111) (33,139) (38,49) (38,126) (43,34) (43,41) (43,134) (43,141) (68,34) (68,41) (68,134) (68,141) (73,56) (73,119) (78,29) (78,71) (78,104) (78,146) (103,29) (103,71) (103,104) (103,146) (108,14) (108,161) (113,1) (113,76) (113,99) (113,174) (138,1) (138,76) (138,99) (138,174) (143,84) (143,91) (148,6) (148,69) (148,106) (148,169) (173,6) (173,69) (173,106) (173,169) | 11 | y2 = x3 + 29x + 52 | 50 | (13,1) (13,76) (13,99) (13,174) (18,34) (18,41) (18,134) (18,141) (33,14) (33,161) (48,6) (48,69) (48,106) (48,169) (53,29) (53,71) (53,104) (53,146) (68,84) (68,91) (83,36) (83,64) (83,111) (83,139) (88,1) (88,76) (88,99) (88,174) (103,21) (103,154) (118,34) (118,41) (118,134) (118,141) (123,6) (123,69) (123,106) (123,169) (138,49) (138,126) (153,29) (153,71) (153,104) (153,146) (158,36) (158,64) (158,111) (158,139) (173,56) (173,119) | 12 | y2 = x3 + 134x + 87 | 50 | (13,1) (13,76) (13,99) (13,174) (18,34) (18,41) (18,134) (18,141) (33,14) (33,161) (48,6) (48,69) (48,106) (48,169) (53,29) (53,71) (53,104) (53,146) (68,84) (68,91) (83,36) (83,64) (83,111) (83,139) (88,1) (88,76) (88,99) (88,174) (103,21) (103,154) (118,34) (118,41) (118,134) (118,141) (123,6) (123,69) (123,106) (123,169) (138,49) (138,126) (153,29) (153,71) (153,104) (153,146) (158,36) (158,64) (158,111) (158,139) (173,56) (173,119) | 13 | y2 = x3 + 79x + 73 | 50 | (2,8) (2,83) (2,92) (2,167) (17,27) (17,48) (17,127) (17,148) (27,42) (27,133) (37,43) (37,57) (37,118) (37,132) (52,8) (52,83) (52,92) (52,167) (62,7) (62,168) (72,22) (72,78) (72,97) (72,153) (87,43) (87,57) (87,118) (87,132) (97,28) (97,147) (107,13) (107,62) (107,113) (107,162) (122,22) (122,78) (122,97) (122,153) (132,63) (132,112) (142,27) (142,48) (142,127) (142,148) (157,13) (157,62) (157,113) (157,162) (167,77) (167,98) | 14 | y2 = x3 + 39x + 122 | 50 | (3,21) (3,154) (8,36) (8,64) (8,111) (8,139) (33,36) (33,64) (33,111) (33,139) (38,49) (38,126) (43,34) (43,41) (43,134) (43,141) (68,34) (68,41) (68,134) (68,141) (73,56) (73,119) (78,29) (78,71) (78,104) (78,146) (103,29) (103,71) (103,104) (103,146) (108,14) (108,161) (113,1) (113,76) (113,99) (113,174) (138,1) (138,76) (138,99) (138,174) (143,84) (143,91) (148,6) (148,69) (148,106) (148,169) (173,6) (173,69) (173,106) (173,169) | 15 | y2 = x3 + 134x + 38 | 50 | (12,7) (12,168) (27,8) (27,83) (27,92) (27,167) (32,13) (32,62) (32,113) (32,162) (47,28) (47,147) (62,43) (62,57) (62,118) (62,132) (67,27) (67,48) (67,127) (67,148) (82,63) (82,112) (97,22) (97,78) (97,97) (97,153) (102,8) (102,83) (102,92) (102,167) (117,77) (117,98) (132,13) (132,62) (132,113) (132,162) (137,43) (137,57) (137,118) (137,132) (152,42) (152,133) (167,27) (167,48) (167,127) (167,148) (172,22) (172,78) (172,97) (172,153) | 16 | y2 = x3 + 9x + 38 | 50 | (2,8) (2,83) (2,92) (2,167) (17,27) (17,48) (17,127) (17,148) (27,42) (27,133) (37,43) (37,57) (37,118) (37,132) (52,8) (52,83) (52,92) (52,167) (62,7) (62,168) (72,22) (72,78) (72,97) (72,153) (87,43) (87,57) (87,118) (87,132) (97,28) (97,147) (107,13) (107,62) (107,113) (107,162) (122,22) (122,78) (122,97) (122,153) (132,63) (132,112) (142,27) (142,48) (142,127) (142,148) (157,13) (157,62) (157,113) (157,162) (167,77) (167,98) | 17 | y2 = x3 + 74x + 17 | 50 | (3,21) (3,154) (8,36) (8,64) (8,111) (8,139) (33,36) (33,64) (33,111) (33,139) (38,49) (38,126) (43,34) (43,41) (43,134) (43,141) (68,34) (68,41) (68,134) (68,141) (73,56) (73,119) (78,29) (78,71) (78,104) (78,146) (103,29) (103,71) (103,104) (103,146) (108,14) (108,161) (113,1) (113,76) (113,99) (113,174) (138,1) (138,76) (138,99) (138,174) (143,84) (143,91) (148,6) (148,69) (148,106) (148,169) (173,6) (173,69) (173,106) (173,169) | 18 | y2 = x3 + 39x + 3 | 50 | (12,43) (12,57) (12,118) (12,132) (17,77) (17,98) (22,22) (22,78) (22,97) (22,153) (47,22) (47,78) (47,97) (47,153) (52,42) (52,133) (57,13) (57,62) (57,113) (57,162) (82,13) (82,62) (82,113) (82,162) (87,7) (87,168) (92,27) (92,48) (92,127) (92,148) (117,27) (117,48) (117,127) (117,148) (122,28) (122,147) (127,8) (127,83) (127,92) (127,167) (152,8) (152,83) (152,92) (152,167) (157,63) (157,112) (162,43) (162,57) (162,118) (162,132) | 19 | y2 = x3 + 29x + 73 | 50 | (12,7) (12,168) (27,8) (27,83) (27,92) (27,167) (32,13) (32,62) (32,113) (32,162) (47,28) (47,147) (62,43) (62,57) (62,118) (62,132) (67,27) (67,48) (67,127) (67,148) (82,63) (82,112) (97,22) (97,78) (97,97) (97,153) (102,8) (102,83) (102,92) (102,167) (117,77) (117,98) (132,13) (132,62) (132,113) (132,162) (137,43) (137,57) (137,118) (137,132) (152,42) (152,133) (167,27) (167,48) (167,127) (167,148) (172,22) (172,78) (172,97) (172,153) | 20 | y2 = x3 + 79x + 52 | 50 | (3,29) (3,71) (3,104) (3,146) (13,49) (13,126) (23,6) (23,69) (23,106) (23,169) (38,1) (38,76) (38,99) (38,174) (48,56) (48,119) (58,36) (58,64) (58,111) (58,139) (73,6) (73,69) (73,106) (73,169) (83,14) (83,161) (93,34) (93,41) (93,134) (93,141) (108,36) (108,64) (108,111) (108,139) (118,84) (118,91) (128,29) (128,71) (128,104) (128,146) (143,34) (143,41) (143,134) (143,141) (153,21) (153,154) (163,1) (163,76) (163,99) (163,174) | 21 | y2 = x3 + 144x + 143 | 50 | (12,43) (12,57) (12,118) (12,132) (17,77) (17,98) (22,22) (22,78) (22,97) (22,153) (47,22) (47,78) (47,97) (47,153) (52,42) (52,133) (57,13) (57,62) (57,113) (57,162) (82,13) (82,62) (82,113) (82,162) (87,7) (87,168) (92,27) (92,48) (92,127) (92,148) (117,27) (117,48) (117,127) (117,148) (122,28) (122,147) (127,8) (127,83) (127,92) (127,167) (152,8) (152,83) (152,92) (152,167) (157,63) (157,112) (162,43) (162,57) (162,118) (162,132) | 22 | y2 = x3 + 74x + 108 | 50 | (12,43) (12,57) (12,118) (12,132) (17,77) (17,98) (22,22) (22,78) (22,97) (22,153) (47,22) (47,78) (47,97) (47,153) (52,42) (52,133) (57,13) (57,62) (57,113) (57,162) (82,13) (82,62) (82,113) (82,162) (87,7) (87,168) (92,27) (92,48) (92,127) (92,148) (117,27) (117,48) (117,127) (117,148) (122,28) (122,147) (127,8) (127,83) (127,92) (127,167) (152,8) (152,83) (152,92) (152,167) (157,63) (157,112) (162,43) (162,57) (162,118) (162,132) | 23 | y2 = x3 + 169x + 157 | 50 | (13,1) (13,76) (13,99) (13,174) (18,34) (18,41) (18,134) (18,141) (33,14) (33,161) (48,6) (48,69) (48,106) (48,169) (53,29) (53,71) (53,104) (53,146) (68,84) (68,91) (83,36) (83,64) (83,111) (83,139) (88,1) (88,76) (88,99) (88,174) (103,21) (103,154) (118,34) (118,41) (118,134) (118,141) (123,6) (123,69) (123,106) (123,169) (138,49) (138,126) (153,29) (153,71) (153,104) (153,146) (158,36) (158,64) (158,111) (158,139) (173,56) (173,119) | 24 | y2 = x3 + 109x + 87 | 50 | (3,21) (3,154) (8,36) (8,64) (8,111) (8,139) (33,36) (33,64) (33,111) (33,139) (38,49) (38,126) (43,34) (43,41) (43,134) (43,141) (68,34) (68,41) (68,134) (68,141) (73,56) (73,119) (78,29) (78,71) (78,104) (78,146) (103,29) (103,71) (103,104) (103,146) (108,14) (108,161) (113,1) (113,76) (113,99) (113,174) (138,1) (138,76) (138,99) (138,174) (143,84) (143,91) (148,6) (148,69) (148,106) (148,169) (173,6) (173,69) (173,106) (173,169) | 25 | y2 = x3 + 114x + 122 | 50 | (3,29) (3,71) (3,104) (3,146) (13,49) (13,126) (23,6) (23,69) (23,106) (23,169) (38,1) (38,76) (38,99) (38,174) (48,56) (48,119) (58,36) (58,64) (58,111) (58,139) (73,6) (73,69) (73,106) (73,169) (83,14) (83,161) (93,34) (93,41) (93,134) (93,141) (108,36) (108,64) (108,111) (108,139) (118,84) (118,91) (128,29) (128,71) (128,104) (128,146) (143,34) (143,41) (143,134) (143,141) (153,21) (153,154) (163,1) (163,76) (163,99) (163,174) | 26 | y2 = x3 + 99x + 17 | 50 | (13,1) (13,76) (13,99) (13,174) (18,34) (18,41) (18,134) (18,141) (33,14) (33,161) (48,6) (48,69) (48,106) (48,169) (53,29) (53,71) (53,104) (53,146) (68,84) (68,91) (83,36) (83,64) (83,111) (83,139) (88,1) (88,76) (88,99) (88,174) (103,21) (103,154) (118,34) (118,41) (118,134) (118,141) (123,6) (123,69) (123,106) (123,169) (138,49) (138,126) (153,29) (153,71) (153,104) (153,146) (158,36) (158,64) (158,111) (158,139) (173,56) (173,119) | 27 | y2 = x3 + 114x + 3 | 50 | (2,8) (2,83) (2,92) (2,167) (17,27) (17,48) (17,127) (17,148) (27,42) (27,133) (37,43) (37,57) (37,118) (37,132) (52,8) (52,83) (52,92) (52,167) (62,7) (62,168) (72,22) (72,78) (72,97) (72,153) (87,43) (87,57) (87,118) (87,132) (97,28) (97,147) (107,13) (107,62) (107,113) (107,162) (122,22) (122,78) (122,97) (122,153) (132,63) (132,112) (142,27) (142,48) (142,127) (142,148) (157,13) (157,62) (157,113) (157,162) (167,77) (167,98) | 28 | y2 = x3 + 169x + 143 | 50 | (12,7) (12,168) (27,8) (27,83) (27,92) (27,167) (32,13) (32,62) (32,113) (32,162) (47,28) (47,147) (62,43) (62,57) (62,118) (62,132) (67,27) (67,48) (67,127) (67,148) (82,63) (82,112) (97,22) (97,78) (97,97) (97,153) (102,8) (102,83) (102,92) (102,167) (117,77) (117,98) (132,13) (132,62) (132,113) (132,162) (137,43) (137,57) (137,118) (137,132) (152,42) (152,133) (167,27) (167,48) (167,127) (167,148) (172,22) (172,78) (172,97) (172,153) | 29 | y2 = x3 + 149x + 108 | 50 | (2,8) (2,83) (2,92) (2,167) (17,27) (17,48) (17,127) (17,148) (27,42) (27,133) (37,43) (37,57) (37,118) (37,132) (52,8) (52,83) (52,92) (52,167) (62,7) (62,168) (72,22) (72,78) (72,97) (72,153) (87,43) (87,57) (87,118) (87,132) (97,28) (97,147) (107,13) (107,62) (107,113) (107,162) (122,22) (122,78) (122,97) (122,153) (132,63) (132,112) (142,27) (142,48) (142,127) (142,148) (157,13) (157,62) (157,113) (157,162) (167,77) (167,98) | 30 | y2 = x3 + 9x + 87 | 50 | (3,29) (3,71) (3,104) (3,146) (13,49) (13,126) (23,6) (23,69) (23,106) (23,169) (38,1) (38,76) (38,99) (38,174) (48,56) (48,119) (58,36) (58,64) (58,111) (58,139) (73,6) (73,69) (73,106) (73,169) (83,14) (83,161) (93,34) (93,41) (93,134) (93,141) (108,36) (108,64) (108,111) (108,139) (118,84) (118,91) (128,29) (128,71) (128,104) (128,146) (143,34) (143,41) (143,134) (143,141) (153,21) (153,154) (163,1) (163,76) (163,99) (163,174) |
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