| Sr no. | class members | # points | points | 1 | y2 = x3 + 106x + 15 | 60 | (7,15) (7,20) (7,50) (7,55) (7,85) (7,90) (7,120) (7,125) (7,155) (7,160) (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (58,5) (58,30) (58,40) (58,65) (58,75) (58,100) (58,110) (58,135) (58,145) (58,170) (107,5) (107,30) (107,40) (107,65) (107,75) (107,100) (107,110) (107,135) (107,145) (107,170) (133,15) (133,20) (133,50) (133,55) (133,85) (133,90) (133,120) (133,125) (133,155) (133,160) (135,5) (135,30) (135,40) (135,65) (135,75) (135,100) (135,110) (135,135) (135,145) (135,170) | 2 | y2 = x3 + 116x + 85 | 60 | (77,15) (77,20) (77,50) (77,55) (77,85) (77,90) (77,120) (77,125) (77,155) (77,160) (102,5) (102,30) (102,40) (102,65) (102,75) (102,100) (102,110) (102,135) (102,145) (102,170) (133,15) (133,20) (133,50) (133,55) (133,85) (133,90) (133,120) (133,125) (133,155) (133,160) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) (158,5) (158,30) (158,40) (158,65) (158,75) (158,100) (158,110) (158,135) (158,145) (158,170) (165,5) (165,30) (165,40) (165,65) (165,75) (165,100) (165,110) (165,135) (165,145) (165,170) | 3 | y2 = x3 + 51x + 85 | 60 | (15,5) (15,30) (15,40) (15,65) (15,75) (15,100) (15,110) (15,135) (15,145) (15,170) (98,15) (98,20) (98,50) (98,55) (98,85) (98,90) (98,120) (98,125) (98,155) (98,160) (112,15) (112,20) (112,50) (112,55) (112,85) (112,90) (112,120) (112,125) (112,155) (112,160) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) (148,5) (148,30) (148,40) (148,65) (148,75) (148,100) (148,110) (148,135) (148,145) (148,170) (162,5) (162,30) (162,40) (162,65) (162,75) (162,100) (162,110) (162,135) (162,145) (162,170) | 4 | y2 = x3 + 51x + 15 | 60 | (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (63,15) (63,20) (63,50) (63,55) (63,85) (63,90) (63,120) (63,125) (63,155) (63,160) (77,15) (77,20) (77,50) (77,55) (77,85) (77,90) (77,120) (77,125) (77,155) (77,160) (85,5) (85,30) (85,40) (85,65) (85,75) (85,100) (85,110) (85,135) (85,145) (85,170) (113,5) (113,30) (113,40) (113,65) (113,75) (113,100) (113,110) (113,135) (113,145) (113,170) (127,5) (127,30) (127,40) (127,65) (127,75) (127,100) (127,110) (127,135) (127,145) (127,170) | 5 | y2 = x3 + 36x + 15 | 60 | (28,15) (28,20) (28,50) (28,55) (28,85) (28,90) (28,120) (28,125) (28,155) (28,160) (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (37,5) (37,30) (37,40) (37,65) (37,75) (37,100) (37,110) (37,135) (37,145) (37,170) (112,15) (112,20) (112,50) (112,55) (112,85) (112,90) (112,120) (112,125) (112,155) (112,160) (128,5) (128,30) (128,40) (128,65) (128,75) (128,100) (128,110) (128,135) (128,145) (128,170) (135,5) (135,30) (135,40) (135,65) (135,75) (135,100) (135,110) (135,135) (135,145) (135,170) | 6 | y2 = x3 + 36x + 85 | 60 | (63,15) (63,20) (63,50) (63,55) (63,85) (63,90) (63,120) (63,125) (63,155) (63,160) (65,5) (65,30) (65,40) (65,65) (65,75) (65,100) (65,110) (65,135) (65,145) (65,170) (72,5) (72,30) (72,40) (72,65) (72,75) (72,100) (72,110) (72,135) (72,145) (72,170) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) (147,15) (147,20) (147,50) (147,55) (147,85) (147,90) (147,120) (147,125) (147,155) (147,160) (163,5) (163,30) (163,40) (163,65) (163,75) (163,100) (163,110) (163,135) (163,145) (163,170) | 7 | y2 = x3 + 46x + 15 | 60 | (18,5) (18,30) (18,40) (18,65) (18,75) (18,100) (18,110) (18,135) (18,145) (18,170) (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (60,5) (60,30) (60,40) (60,65) (60,75) (60,100) (60,110) (60,135) (60,145) (60,170) (147,15) (147,20) (147,50) (147,55) (147,85) (147,90) (147,120) (147,125) (147,155) (147,160) (168,15) (168,20) (168,50) (168,55) (168,85) (168,90) (168,120) (168,125) (168,155) (168,160) (172,5) (172,30) (172,40) (172,65) (172,75) (172,100) (172,110) (172,135) (172,145) (172,170) | 8 | y2 = x3 + 16x + 15 | 60 | (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (42,15) (42,20) (42,50) (42,55) (42,85) (42,90) (42,120) (42,125) (42,155) (42,160) (85,5) (85,30) (85,40) (85,65) (85,75) (85,100) (85,110) (85,135) (85,145) (85,170) (92,5) (92,30) (92,40) (92,65) (92,75) (92,100) (92,110) (92,135) (92,145) (92,170) (98,15) (98,20) (98,50) (98,55) (98,85) (98,90) (98,120) (98,125) (98,155) (98,160) (148,5) (148,30) (148,40) (148,65) (148,75) (148,100) (148,110) (148,135) (148,145) (148,170) | 9 | y2 = x3 + 46x + 85 | 60 | (7,15) (7,20) (7,50) (7,55) (7,85) (7,90) (7,120) (7,125) (7,155) (7,160) (28,15) (28,20) (28,50) (28,55) (28,85) (28,90) (28,120) (28,125) (28,155) (28,160) (32,5) (32,30) (32,40) (32,65) (32,75) (32,100) (32,110) (32,135) (32,145) (32,170) (53,5) (53,30) (53,40) (53,65) (53,75) (53,100) (53,110) (53,135) (53,145) (53,170) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) (165,5) (165,30) (165,40) (165,65) (165,75) (165,100) (165,110) (165,135) (165,145) (165,170) | 10 | y2 = x3 + 71x + 85 | 60 | (7,15) (7,20) (7,50) (7,55) (7,85) (7,90) (7,120) (7,125) (7,155) (7,160) (28,15) (28,20) (28,50) (28,55) (28,85) (28,90) (28,120) (28,125) (28,155) (28,160) (65,5) (65,30) (65,40) (65,65) (65,75) (65,100) (65,110) (65,135) (65,145) (65,170) (107,5) (107,30) (107,40) (107,65) (107,75) (107,100) (107,110) (107,135) (107,145) (107,170) (128,5) (128,30) (128,40) (128,65) (128,75) (128,100) (128,110) (128,135) (128,145) (128,170) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) | 11 | y2 = x3 + 86x + 85 | 60 | (15,5) (15,30) (15,40) (15,65) (15,75) (15,100) (15,110) (15,135) (15,145) (15,170) (22,5) (22,30) (22,40) (22,65) (22,75) (22,100) (22,110) (22,135) (22,145) (22,170) (63,15) (63,20) (63,50) (63,55) (63,85) (63,90) (63,120) (63,125) (63,155) (63,160) (113,5) (113,30) (113,40) (113,65) (113,75) (113,100) (113,110) (113,135) (113,145) (113,170) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) (147,15) (147,20) (147,50) (147,55) (147,85) (147,90) (147,120) (147,125) (147,155) (147,160) | 12 | y2 = x3 + 156x + 85 | 60 | (15,5) (15,30) (15,40) (15,65) (15,75) (15,100) (15,110) (15,135) (15,145) (15,170) (42,15) (42,20) (42,50) (42,55) (42,85) (42,90) (42,120) (42,125) (42,155) (42,160) (43,5) (43,30) (43,40) (43,65) (43,75) (43,100) (43,110) (43,135) (43,145) (43,170) (92,5) (92,30) (92,40) (92,65) (92,75) (92,100) (92,110) (92,135) (92,145) (92,170) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) (168,15) (168,20) (168,50) (168,55) (168,85) (168,90) (168,120) (168,125) (168,155) (168,160) | 13 | y2 = x3 + 11x + 15 | 60 | (28,15) (28,20) (28,50) (28,55) (28,85) (28,90) (28,120) (28,125) (28,155) (28,160) (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (53,5) (53,30) (53,40) (53,65) (53,75) (53,100) (53,110) (53,135) (53,145) (53,170) (60,5) (60,30) (60,40) (60,65) (60,75) (60,100) (60,110) (60,135) (60,145) (60,170) (112,15) (112,20) (112,50) (112,55) (112,85) (112,90) (112,120) (112,125) (112,155) (112,160) (137,5) (137,30) (137,40) (137,65) (137,75) (137,100) (137,110) (137,135) (137,145) (137,170) | 14 | y2 = x3 + 1x + 85 | 60 | (23,5) (23,30) (23,40) (23,65) (23,75) (23,100) (23,110) (23,135) (23,145) (23,170) (37,5) (37,30) (37,40) (37,65) (37,75) (37,100) (37,110) (37,135) (37,145) (37,170) (65,5) (65,30) (65,40) (65,65) (65,75) (65,100) (65,110) (65,135) (65,145) (65,170) (98,15) (98,20) (98,50) (98,55) (98,85) (98,90) (98,120) (98,125) (98,155) (98,160) (112,15) (112,20) (112,50) (112,55) (112,85) (112,90) (112,120) (112,125) (112,155) (112,160) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) | 15 | y2 = x3 + 156x + 15 | 60 | (7,15) (7,20) (7,50) (7,55) (7,85) (7,90) (7,120) (7,125) (7,155) (7,160) (8,5) (8,30) (8,40) (8,65) (8,75) (8,100) (8,110) (8,135) (8,145) (8,170) (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (57,5) (57,30) (57,40) (57,65) (57,75) (57,100) (57,110) (57,135) (57,145) (57,170) (85,5) (85,30) (85,40) (85,65) (85,75) (85,100) (85,110) (85,135) (85,145) (85,170) (133,15) (133,20) (133,50) (133,55) (133,85) (133,90) (133,120) (133,125) (133,155) (133,160) | 16 | y2 = x3 + 81x + 15 | 60 | (7,15) (7,20) (7,50) (7,55) (7,85) (7,90) (7,120) (7,125) (7,155) (7,160) (32,5) (32,30) (32,40) (32,65) (32,75) (32,100) (32,110) (32,135) (32,145) (32,170) (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (60,5) (60,30) (60,40) (60,65) (60,75) (60,100) (60,110) (60,135) (60,145) (60,170) (133,15) (133,20) (133,50) (133,55) (133,85) (133,90) (133,120) (133,125) (133,155) (133,160) (158,5) (158,30) (158,40) (158,65) (158,75) (158,100) (158,110) (158,135) (158,145) (158,170) | 17 | y2 = x3 + 141x + 85 | 60 | (2,5) (2,30) (2,40) (2,65) (2,75) (2,100) (2,110) (2,135) (2,145) (2,170) (58,5) (58,30) (58,40) (58,65) (58,75) (58,100) (58,110) (58,135) (58,145) (58,170) (65,5) (65,30) (65,40) (65,65) (65,75) (65,100) (65,110) (65,135) (65,145) (65,170) (77,15) (77,20) (77,50) (77,55) (77,85) (77,90) (77,120) (77,125) (77,155) (77,160) (133,15) (133,20) (133,50) (133,55) (133,85) (133,90) (133,120) (133,125) (133,155) (133,160) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) | 18 | y2 = x3 + 1x + 15 | 60 | (2,5) (2,30) (2,40) (2,65) (2,75) (2,100) (2,110) (2,135) (2,145) (2,170) (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (63,15) (63,20) (63,50) (63,55) (63,85) (63,90) (63,120) (63,125) (63,155) (63,160) (77,15) (77,20) (77,50) (77,55) (77,85) (77,90) (77,120) (77,125) (77,155) (77,160) (135,5) (135,30) (135,40) (135,65) (135,75) (135,100) (135,110) (135,135) (135,145) (135,170) (163,5) (163,30) (163,40) (163,65) (163,75) (163,100) (163,110) (163,135) (163,145) (163,170) | 19 | y2 = x3 + 86x + 15 | 60 | (28,15) (28,20) (28,50) (28,55) (28,85) (28,90) (28,120) (28,125) (28,155) (28,160) (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (78,5) (78,30) (78,40) (78,65) (78,75) (78,100) (78,110) (78,135) (78,145) (78,170) (85,5) (85,30) (85,40) (85,65) (85,75) (85,100) (85,110) (85,135) (85,145) (85,170) (112,15) (112,20) (112,50) (112,55) (112,85) (112,90) (112,120) (112,125) (112,155) (112,160) (162,5) (162,30) (162,40) (162,65) (162,75) (162,100) (162,110) (162,135) (162,145) (162,170) | 20 | y2 = x3 + 11x + 85 | 60 | (63,15) (63,20) (63,50) (63,55) (63,85) (63,90) (63,120) (63,125) (63,155) (63,160) (88,5) (88,30) (88,40) (88,65) (88,75) (88,100) (88,110) (88,135) (88,145) (88,170) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) (147,15) (147,20) (147,50) (147,55) (147,85) (147,90) (147,120) (147,125) (147,155) (147,160) (165,5) (165,30) (165,40) (165,65) (165,75) (165,100) (165,110) (165,135) (165,145) (165,170) (172,5) (172,30) (172,40) (172,65) (172,75) (172,100) (172,110) (172,135) (172,145) (172,170) | 21 | y2 = x3 + 71x + 15 | 60 | (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (72,5) (72,30) (72,40) (72,65) (72,75) (72,100) (72,110) (72,135) (72,145) (72,170) (93,5) (93,30) (93,40) (93,65) (93,75) (93,100) (93,110) (93,135) (93,145) (93,170) (135,5) (135,30) (135,40) (135,65) (135,75) (135,100) (135,110) (135,135) (135,145) (135,170) (147,15) (147,20) (147,50) (147,55) (147,85) (147,90) (147,120) (147,125) (147,155) (147,160) (168,15) (168,20) (168,50) (168,55) (168,85) (168,90) (168,120) (168,125) (168,155) (168,160) | 22 | y2 = x3 + 141x + 15 | 60 | (23,5) (23,30) (23,40) (23,65) (23,75) (23,100) (23,110) (23,135) (23,145) (23,170) (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (42,15) (42,20) (42,50) (42,55) (42,85) (42,90) (42,120) (42,125) (42,155) (42,160) (98,15) (98,20) (98,50) (98,55) (98,85) (98,90) (98,120) (98,125) (98,155) (98,160) (135,5) (135,30) (135,40) (135,65) (135,75) (135,100) (135,110) (135,135) (135,145) (135,170) (142,5) (142,30) (142,40) (142,65) (142,75) (142,100) (142,110) (142,135) (142,145) (142,170) | 23 | y2 = x3 + 121x + 85 | 60 | (7,15) (7,20) (7,50) (7,55) (7,85) (7,90) (7,120) (7,125) (7,155) (7,160) (15,5) (15,30) (15,40) (15,65) (15,75) (15,100) (15,110) (15,135) (15,145) (15,170) (28,15) (28,20) (28,50) (28,55) (28,85) (28,90) (28,120) (28,125) (28,155) (28,160) (57,5) (57,30) (57,40) (57,65) (57,75) (57,100) (57,110) (57,135) (57,145) (57,170) (78,5) (78,30) (78,40) (78,65) (78,75) (78,100) (78,110) (78,135) (78,145) (78,170) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) | 24 | y2 = x3 + 106x + 85 | 60 | (42,15) (42,20) (42,50) (42,55) (42,85) (42,90) (42,120) (42,125) (42,155) (42,160) (65,5) (65,30) (65,40) (65,65) (65,75) (65,100) (65,110) (65,135) (65,145) (65,170) (93,5) (93,30) (93,40) (93,65) (93,75) (93,100) (93,110) (93,135) (93,145) (93,170) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) (142,5) (142,30) (142,40) (142,65) (142,75) (142,100) (142,110) (142,135) (142,145) (142,170) (168,15) (168,20) (168,50) (168,55) (168,85) (168,90) (168,120) (168,125) (168,155) (168,160) | 25 | y2 = x3 + 151x + 85 | 60 | (98,15) (98,20) (98,50) (98,55) (98,85) (98,90) (98,120) (98,125) (98,155) (98,160) (112,15) (112,20) (112,50) (112,55) (112,85) (112,90) (112,120) (112,125) (112,155) (112,160) (123,5) (123,30) (123,40) (123,65) (123,75) (123,100) (123,110) (123,135) (123,145) (123,170) (137,5) (137,30) (137,40) (137,65) (137,75) (137,100) (137,110) (137,135) (137,145) (137,170) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) (165,5) (165,30) (165,40) (165,65) (165,75) (165,100) (165,110) (165,135) (165,145) (165,170) | 26 | y2 = x3 + 16x + 85 | 60 | (8,5) (8,30) (8,40) (8,65) (8,75) (8,100) (8,110) (8,135) (8,145) (8,170) (15,5) (15,30) (15,40) (15,65) (15,75) (15,100) (15,110) (15,135) (15,145) (15,170) (77,15) (77,20) (77,50) (77,55) (77,85) (77,90) (77,120) (77,125) (77,155) (77,160) (127,5) (127,30) (127,40) (127,65) (127,75) (127,100) (127,110) (127,135) (127,145) (127,170) (133,15) (133,20) (133,50) (133,55) (133,85) (133,90) (133,120) (133,125) (133,155) (133,160) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) | 27 | y2 = x3 + 151x + 15 | 60 | (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (60,5) (60,30) (60,40) (60,65) (60,75) (60,100) (60,110) (60,135) (60,145) (60,170) (63,15) (63,20) (63,50) (63,55) (63,85) (63,90) (63,120) (63,125) (63,155) (63,160) (77,15) (77,20) (77,50) (77,55) (77,85) (77,90) (77,120) (77,125) (77,155) (77,160) (88,5) (88,30) (88,40) (88,65) (88,75) (88,100) (88,110) (88,135) (88,145) (88,170) (102,5) (102,30) (102,40) (102,65) (102,75) (102,100) (102,110) (102,135) (102,145) (102,170) | 28 | y2 = x3 + 121x + 15 | 60 | (22,5) (22,30) (22,40) (22,65) (22,75) (22,100) (22,110) (22,135) (22,145) (22,170) (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (43,5) (43,30) (43,40) (43,65) (43,75) (43,100) (43,110) (43,135) (43,145) (43,170) (85,5) (85,30) (85,40) (85,65) (85,75) (85,100) (85,110) (85,135) (85,145) (85,170) (147,15) (147,20) (147,50) (147,55) (147,85) (147,90) (147,120) (147,125) (147,155) (147,160) (168,15) (168,20) (168,50) (168,55) (168,85) (168,90) (168,120) (168,125) (168,155) (168,160) | 29 | y2 = x3 + 116x + 15 | 60 | (35,15) (35,20) (35,50) (35,55) (35,85) (35,90) (35,120) (35,125) (35,155) (35,160) (42,15) (42,20) (42,50) (42,55) (42,85) (42,90) (42,120) (42,125) (42,155) (42,160) (60,5) (60,30) (60,40) (60,65) (60,75) (60,100) (60,110) (60,135) (60,145) (60,170) (67,5) (67,30) (67,40) (67,65) (67,75) (67,100) (67,110) (67,135) (67,145) (67,170) (98,15) (98,20) (98,50) (98,55) (98,85) (98,90) (98,120) (98,125) (98,155) (98,160) (123,5) (123,30) (123,40) (123,65) (123,75) (123,100) (123,110) (123,135) (123,145) (123,170) | 30 | y2 = x3 + 81x + 85 | 60 | (18,5) (18,30) (18,40) (18,65) (18,75) (18,100) (18,110) (18,135) (18,145) (18,170) (42,15) (42,20) (42,50) (42,55) (42,85) (42,90) (42,120) (42,125) (42,155) (42,160) (67,5) (67,30) (67,40) (67,65) (67,75) (67,100) (67,110) (67,135) (67,145) (67,170) (140,15) (140,20) (140,50) (140,55) (140,85) (140,90) (140,120) (140,125) (140,155) (140,160) (165,5) (165,30) (165,40) (165,65) (165,75) (165,100) (165,110) (165,135) (165,145) (165,170) (168,15) (168,20) (168,50) (168,55) (168,85) (168,90) (168,120) (168,125) (168,155) (168,160) |
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