| Sr no. | class members | # points | points | 1 | y2 = x3 + 106x | 93 | (0,0) (3,60) (3,95) (5,60) (5,95) (7,0) (10,75) (10,80) (13,45) (13,110) (15,25) (15,130) (17,40) (17,115) (20,75) (20,80) (23,60) (23,95) (25,35) (25,120) (27,15) (27,140) (32,75) (32,80) (38,0) (40,65) (40,90) (48,40) (48,115) (50,10) (50,145) (55,0) (58,15) (58,140) (60,20) (60,135) (62,0) (63,75) (63,80) (65,60) (65,95) (67,60) (67,95) (72,75) (72,80) (75,45) (75,110) (77,25) (77,130) (82,75) (82,80) (85,60) (85,95) (87,35) (87,120) (93,0) (98,60) (98,95) (100,0) (102,65) (102,90) (103,75) (103,80) (108,25) (108,130) (110,40) (110,115) (112,10) (112,145) (113,75) (113,80) (117,0) (118,35) (118,120) (120,15) (120,140) (122,20) (122,135) (125,75) (125,80) (127,60) (127,95) (133,65) (133,90) (137,45) (137,110) (143,10) (143,145) (147,60) (147,95) (148,0) (153,20) (153,135) | 2 | y2 = x3 + 26x | 93 | (0,0) (5,10) (5,145) (8,10) (8,145) (10,50) (10,105) (12,5) (12,150) (15,75) (15,80) (18,10) (18,145) (25,0) (27,55) (27,100) (28,40) (28,115) (30,60) (30,95) (37,0) (40,70) (40,85) (42,25) (42,130) (43,5) (43,150) (45,15) (45,140) (55,70) (55,85) (58,55) (58,100) (60,70) (60,85) (62,0) (67,10) (67,145) (68,0) (70,10) (70,145) (72,50) (72,105) (73,25) (73,130) (77,75) (77,80) (80,10) (80,145) (87,0) (90,40) (90,115) (92,60) (92,95) (93,0) (98,10) (98,145) (102,70) (102,85) (103,50) (103,105) (105,5) (105,150) (107,15) (107,140) (108,75) (108,80) (117,70) (117,85) (118,0) (120,55) (120,100) (122,70) (122,85) (123,60) (123,95) (130,0) (132,10) (132,145) (133,70) (133,85) (135,25) (135,130) (138,15) (138,140) (142,10) (142,145) (148,70) (148,85) (152,40) (152,115) (153,70) (153,85) | 3 | y2 = x3 + 141x | 93 | (0,0) (3,35) (3,120) (7,20) (7,135) (8,20) (8,135) (12,45) (12,110) (13,0) (17,5) (17,150) (18,0) (20,30) (20,125) (32,55) (32,100) (35,15) (35,140) (37,15) (37,140) (38,20) (38,135) (40,75) (40,80) (43,45) (43,110) (47,20) (47,135) (48,5) (48,150) (52,15) (52,140) (57,10) (57,145) (60,50) (60,105) (62,0) (63,55) (63,100) (65,35) (65,120) (68,15) (68,140) (70,20) (70,135) (75,0) (78,20) (78,135) (80,0) (82,30) (82,125) (83,15) (83,140) (88,10) (88,145) (93,0) (97,15) (97,140) (100,20) (100,135) (102,75) (102,80) (105,45) (105,110) (110,5) (110,150) (113,30) (113,125) (122,50) (122,105) (125,55) (125,100) (127,35) (127,120) (128,15) (128,140) (130,15) (130,140) (132,20) (132,135) (133,75) (133,80) (137,0) (140,20) (140,135) (142,0) (145,15) (145,140) (150,10) (150,145) (153,50) (153,105) | 4 | y2 = x3 + 21x | 93 | (0,0) (2,40) (2,115) (3,20) (3,135) (7,5) (7,150) (10,30) (10,125) (15,30) (15,125) (17,0) (18,45) (18,110) (20,40) (20,115) (23,70) (23,85) (27,10) (27,145) (30,65) (30,90) (33,40) (33,115) (37,30) (37,125) (38,5) (38,150) (40,40) (40,115) (45,0) (48,0) (50,60) (50,95) (57,55) (57,100) (58,10) (58,145) (62,0) (65,20) (65,135) (68,30) (68,125) (72,30) (72,125) (77,30) (77,125) (80,45) (80,110) (82,40) (82,115) (85,70) (85,85) (88,55) (88,100) (92,65) (92,90) (93,0) (95,40) (95,115) (100,5) (100,150) (102,40) (102,115) (103,30) (103,125) (107,0) (108,30) (108,125) (110,0) (112,60) (112,95) (113,40) (113,115) (120,10) (120,145) (123,65) (123,90) (127,20) (127,135) (130,30) (130,125) (133,40) (133,115) (138,0) (142,45) (142,110) (143,60) (143,95) (147,70) (147,85) (150,55) (150,100) | 5 | y2 = x3 + 96x | 93 | (0,0) (2,75) (2,80) (3,25) (3,130) (5,35) (5,120) (8,65) (8,90) (10,10) (10,145) (12,20) (12,135) (13,60) (13,95) (15,45) (15,110) (17,60) (17,95) (20,0) (22,40) (22,115) (25,75) (25,80) (32,60) (32,95) (33,75) (33,80) (35,75) (35,80) (42,0) (43,20) (43,135) (48,60) (48,95) (53,40) (53,115) (55,15) (55,140) (62,0) (63,60) (63,95) (65,25) (65,130) (67,35) (67,120) (70,65) (70,90) (72,10) (72,145) (73,0) (75,60) (75,95) (77,45) (77,110) (82,0) (87,75) (87,80) (93,0) (95,75) (95,80) (97,75) (97,80) (98,35) (98,120) (103,10) (103,145) (105,20) (105,135) (108,45) (108,110) (110,60) (110,95) (113,0) (115,40) (115,115) (117,15) (117,140) (118,75) (118,80) (125,60) (125,95) (127,25) (127,130) (128,75) (128,80) (132,65) (132,90) (135,0) (137,60) (137,95) (148,15) (148,140) | 6 | y2 = x3 + 136x | 93 | (0,0) (2,30) (2,125) (3,30) (3,125) (8,40) (8,115) (10,60) (10,95) (13,20) (13,135) (17,70) (17,85) (20,5) (20,150) (22,0) (30,55) (30,100) (33,30) (33,125) (35,40) (35,115) (37,65) (37,90) (40,0) (47,45) (47,110) (48,70) (48,85) (50,40) (50,115) (53,0) (55,10) (55,145) (57,30) (57,125) (62,0) (65,30) (65,125) (68,65) (68,90) (70,40) (70,115) (72,60) (72,95) (75,20) (75,135) (78,45) (78,110) (82,5) (82,150) (88,30) (88,125) (92,55) (92,100) (93,0) (95,30) (95,125) (97,40) (97,115) (102,0) (103,60) (103,95) (110,70) (110,85) (112,40) (112,115) (113,5) (113,150) (115,0) (117,10) (117,145) (123,55) (123,100) (127,30) (127,125) (128,40) (128,115) (130,65) (130,90) (132,40) (132,115) (133,0) (137,20) (137,135) (140,45) (140,110) (143,40) (143,115) (148,10) (148,145) (150,30) (150,125) | 7 | y2 = x3 + 11x | 93 | (0,0) (5,5) (5,150) (10,5) (10,150) (12,0) (17,35) (17,120) (18,35) (18,120) (20,25) (20,130) (22,65) (22,90) (23,50) (23,105) (25,20) (25,135) (27,35) (27,120) (28,70) (28,85) (30,40) (30,115) (43,0) (47,5) (47,150) (48,35) (48,120) (50,0) (53,65) (53,90) (55,75) (55,80) (58,35) (58,120) (60,30) (60,125) (62,0) (67,5) (67,150) (72,5) (72,150) (78,5) (78,150) (80,35) (80,120) (82,25) (82,130) (85,50) (85,105) (87,20) (87,135) (90,70) (90,85) (92,40) (92,115) (93,0) (98,5) (98,150) (103,5) (103,150) (105,0) (110,35) (110,120) (112,0) (113,25) (113,130) (115,65) (115,90) (117,75) (117,80) (118,20) (118,135) (120,35) (120,120) (122,30) (122,125) (123,40) (123,115) (140,5) (140,150) (142,35) (142,120) (143,0) (147,50) (147,105) (148,75) (148,80) (152,70) (152,85) (153,30) (153,125) | 8 | y2 = x3 + 151x | 93 | (0,0) (2,0) (7,25) (7,130) (17,65) (17,90) (18,5) (18,150) (22,50) (22,105) (23,35) (23,120) (25,5) (25,150) (27,75) (27,80) (28,35) (28,120) (32,20) (32,135) (33,0) (38,25) (38,130) (42,35) (42,120) (47,70) (47,85) (48,65) (48,90) (50,5) (50,150) (52,30) (52,125) (53,50) (53,105) (57,40) (57,115) (58,75) (58,80) (60,0) (62,0) (63,20) (63,135) (73,35) (73,120) (78,70) (78,85) (80,5) (80,150) (83,30) (83,125) (85,35) (85,120) (87,5) (87,150) (88,40) (88,115) (90,35) (90,120) (93,0) (95,0) (100,25) (100,130) (110,65) (110,90) (112,5) (112,150) (115,50) (115,105) (118,5) (118,150) (120,75) (120,80) (122,0) (125,20) (125,135) (135,35) (135,120) (140,70) (140,85) (142,5) (142,150) (143,5) (143,150) (145,30) (145,125) (147,35) (147,120) (150,40) (150,115) (152,35) (152,120) (153,0) | 9 | y2 = x3 + 91x | 93 | (0,0) (2,60) (2,95) (7,40) (7,115) (8,0) (10,40) (10,115) (13,30) (13,125) (15,20) (15,135) (22,70) (22,85) (23,0) (28,45) (28,110) (30,30) (30,125) (33,60) (33,95) (35,5) (35,150) (37,55) (37,100) (38,40) (38,115) (42,10) (42,145) (45,40) (45,115) (50,30) (50,125) (53,70) (53,85) (57,65) (57,90) (62,0) (68,55) (68,100) (70,0) (72,40) (72,115) (73,10) (73,145) (75,30) (75,125) (77,20) (77,135) (85,0) (88,65) (88,90) (90,45) (90,110) (92,30) (92,125) (93,0) (95,60) (95,95) (97,5) (97,150) (100,40) (100,115) (103,40) (103,115) (107,40) (107,115) (108,20) (108,135) (112,30) (112,125) (115,70) (115,85) (123,30) (123,125) (128,5) (128,150) (130,55) (130,100) (132,0) (135,10) (135,145) (137,30) (137,125) (138,40) (138,115) (143,30) (143,125) (147,0) (150,65) (150,90) (152,45) (152,110) | 10 | y2 = x3 + 6x | 93 | (0,0) (2,50) (2,105) (3,75) (3,80) (5,0) (8,70) (8,85) (12,70) (12,85) (18,40) (18,115) (27,25) (27,130) (32,10) (32,145) (33,50) (33,105) (37,60) (37,95) (40,15) (40,140) (42,70) (42,85) (43,70) (43,85) (45,10) (45,145) (47,10) (47,145) (52,5) (52,150) (55,55) (55,100) (57,0) (58,25) (58,130) (62,0) (63,10) (63,145) (65,75) (65,80) (67,0) (68,60) (68,95) (70,70) (70,85) (73,70) (73,85) (78,10) (78,145) (80,40) (80,115) (83,5) (83,150) (88,0) (93,0) (95,50) (95,105) (98,0) (102,15) (102,140) (105,70) (105,85) (107,10) (107,145) (117,55) (117,100) (120,25) (120,130) (125,10) (125,145) (127,75) (127,80) (130,60) (130,95) (132,70) (132,85) (133,15) (133,140) (135,70) (135,85) (138,10) (138,145) (140,10) (140,145) (142,40) (142,115) (145,5) (145,150) (148,55) (148,100) (150,0) | 11 | y2 = x3 + 116x | 93 | (0,0) (7,15) (7,140) (8,75) (8,80) (12,50) (12,105) (13,35) (13,120) (15,0) (20,20) (20,135) (22,5) (22,150) (25,55) (25,100) (28,20) (28,135) (30,10) (30,145) (35,30) (35,125) (38,15) (38,140) (43,50) (43,105) (45,20) (45,135) (47,0) (52,45) (52,110) (53,5) (53,150) (57,15) (57,140) (60,15) (60,140) (62,0) (70,75) (70,80) (75,35) (75,120) (77,0) (78,0) (82,20) (82,135) (83,45) (83,110) (87,55) (87,100) (88,15) (88,140) (90,20) (90,135) (92,10) (92,145) (93,0) (97,30) (97,125) (100,15) (100,140) (105,50) (105,105) (107,20) (107,135) (108,0) (113,20) (113,135) (115,5) (115,150) (118,55) (118,100) (122,15) (122,140) (123,10) (123,145) (128,30) (128,125) (132,75) (132,80) (137,35) (137,120) (138,20) (138,135) (140,0) (145,45) (145,110) (150,15) (150,140) (152,20) (152,135) (153,15) (153,140) | 12 | y2 = x3 + 86x | 93 | (0,0) (2,5) (2,150) (5,20) (5,135) (10,0) (12,30) (12,125) (17,50) (17,105) (18,70) (18,85) (22,35) (22,120) (23,65) (23,90) (28,5) (28,150) (32,5) (32,150) (33,5) (33,150) (35,25) (35,130) (37,40) (37,115) (42,75) (42,80) (43,30) (43,125) (47,35) (47,120) (48,50) (48,105) (52,0) (53,35) (53,120) (55,35) (55,120) (62,0) (63,5) (63,150) (67,20) (67,135) (68,40) (68,115) (72,0) (73,75) (73,80) (78,35) (78,120) (80,70) (80,85) (83,0) (85,65) (85,90) (90,5) (90,150) (93,0) (95,5) (95,150) (97,25) (97,130) (98,20) (98,135) (103,0) (105,30) (105,125) (110,50) (110,105) (115,35) (115,120) (117,35) (117,120) (125,5) (125,150) (128,25) (128,130) (130,40) (130,115) (135,75) (135,80) (140,35) (140,120) (142,70) (142,85) (145,0) (147,65) (147,90) (148,35) (148,120) (152,5) (152,150) | 13 | y2 = x3 + 146x | 93 | (0,0) (3,0) (5,55) (5,100) (7,30) (7,125) (12,15) (12,140) (15,35) (15,120) (18,20) (18,135) (20,15) (20,140) (23,5) (23,150) (28,0) (30,15) (30,140) (35,20) (35,135) (37,10) (37,145) (38,30) (38,125) (40,20) (40,135) (43,15) (43,140) (45,75) (45,80) (52,50) (52,105) (60,45) (60,110) (62,0) (65,0) (67,55) (67,100) (68,10) (68,145) (77,35) (77,120) (80,20) (80,135) (82,15) (82,140) (83,50) (83,105) (85,5) (85,150) (90,0) (92,15) (92,140) (93,0) (97,20) (97,135) (98,55) (98,100) (100,30) (100,125) (102,20) (102,135) (105,15) (105,140) (107,75) (107,80) (108,35) (108,120) (113,15) (113,140) (122,45) (122,110) (123,15) (123,140) (127,0) (128,20) (128,135) (130,10) (130,145) (133,20) (133,135) (138,75) (138,80) (142,20) (142,135) (145,50) (145,105) (147,5) (147,150) (152,0) (153,45) (153,110) | 14 | y2 = x3 + 61x | 93 | (0,0) (8,15) (8,140) (13,75) (13,80) (25,10) (25,145) (27,70) (27,85) (28,10) (28,145) (30,0) (32,0) (40,10) (40,145) (42,55) (42,100) (45,70) (45,85) (47,40) (47,115) (50,50) (50,105) (52,70) (52,85) (55,25) (55,130) (57,60) (57,95) (58,70) (58,85) (60,5) (60,150) (62,0) (63,0) (70,15) (70,140) (73,55) (73,100) (75,75) (75,80) (78,40) (78,115) (83,70) (83,85) (87,10) (87,145) (88,60) (88,95) (90,10) (90,145) (92,0) (93,0) (102,10) (102,145) (107,70) (107,85) (112,50) (112,105) (117,25) (117,130) (118,10) (118,145) (120,70) (120,85) (122,5) (122,150) (123,0) (125,0) (132,15) (132,140) (133,10) (133,145) (135,55) (135,100) (137,75) (137,80) (138,70) (138,85) (140,40) (140,115) (143,50) (143,105) (145,70) (145,85) (148,25) (148,130) (150,60) (150,95) (152,10) (152,145) (153,5) (153,150) | 15 | y2 = x3 + 46x | 93 | (0,0) (2,10) (2,145) (3,45) (3,110) (5,75) (5,80) (7,75) (7,80) (13,25) (13,130) (15,60) (15,95) (22,60) (22,95) (23,40) (23,115) (25,60) (25,95) (27,0) (32,35) (32,120) (33,10) (33,145) (35,0) (38,75) (38,80) (42,15) (42,140) (45,65) (45,90) (50,75) (50,80) (52,20) (52,135) (53,60) (53,95) (58,0) (62,0) (63,35) (63,120) (65,45) (65,110) (67,75) (67,80) (73,15) (73,140) (75,25) (75,130) (77,60) (77,95) (83,20) (83,135) (85,40) (85,115) (87,60) (87,95) (93,0) (95,10) (95,145) (97,0) (98,75) (98,80) (100,75) (100,80) (107,65) (107,90) (108,60) (108,95) (112,75) (112,80) (115,60) (115,95) (118,60) (118,95) (120,0) (125,35) (125,120) (127,45) (127,110) (128,0) (135,15) (135,140) (137,25) (137,130) (138,65) (138,90) (143,75) (143,80) (145,20) (145,135) (147,40) (147,115) |
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