| Sr no. | class members | # points | points | 1 | y2 = x3 + 116x | 75 | (0,0) (8,90) (8,95) (12,30) (12,155) (15,40) (15,145) (17,15) (17,170) (20,90) (20,95) (22,55) (22,130) (25,5) (25,180) (28,15) (28,170) (33,45) (33,140) (37,0) (45,90) (45,95) (52,40) (52,145) (57,90) (57,95) (62,5) (62,180) (65,15) (65,170) (70,45) (70,140) (78,85) (78,100) (82,90) (82,95) (83,90) (83,95) (102,15) (102,170) (103,15) (103,170) (107,45) (107,140) (115,85) (115,100) (120,90) (120,95) (123,30) (123,155) (128,15) (128,170) (133,55) (133,130) (140,15) (140,170) (148,0) (152,85) (152,100) (157,90) (157,95) (160,30) (160,155) (163,40) (163,145) (165,15) (165,170) (168,90) (168,95) (170,55) (170,130) (173,5) (173,180) (177,15) (177,170) | 2 | y2 = x3 + 146x | 75 | (0,0) (2,35) (2,150) (3,50) (3,135) (5,35) (5,150) (7,25) (7,160) (13,5) (13,180) (30,35) (30,150) (32,25) (32,160) (35,25) (35,160) (37,0) (38,80) (38,105) (40,50) (40,135) (42,35) (42,150) (50,5) (50,180) (67,35) (67,150) (72,25) (72,160) (73,75) (73,110) (75,80) (75,105) (77,50) (77,135) (87,5) (87,180) (98,30) (98,155) (108,70) (108,115) (110,75) (110,110) (112,80) (112,105) (113,35) (113,150) (118,25) (118,160) (135,30) (135,155) (143,25) (143,160) (145,70) (145,115) (147,75) (147,110) (148,0) (150,35) (150,150) (153,35) (153,150) (155,25) (155,160) (172,30) (172,155) (178,35) (178,150) (180,25) (180,160) (182,70) (182,115) (183,25) (183,160) | 3 | y2 = x3 + 6x | 75 | (0,0) (5,65) (5,120) (23,50) (23,135) (32,20) (32,165) (37,0) (38,65) (38,120) (42,65) (42,120) (43,20) (43,165) (48,55) (48,130) (53,60) (53,125) (58,10) (58,175) (60,50) (60,135) (63,40) (63,145) (68,65) (68,120) (73,20) (73,165) (75,65) (75,120) (80,20) (80,165) (85,55) (85,130) (88,70) (88,115) (90,60) (90,125) (95,10) (95,175) (97,50) (97,135) (100,40) (100,145) (105,65) (105,120) (110,20) (110,165) (112,65) (112,120) (117,20) (117,165) (122,55) (122,130) (125,70) (125,115) (127,60) (127,125) (132,10) (132,175) (137,40) (137,145) (142,65) (142,120) (143,20) (143,165) (147,20) (147,165) (148,0) (153,65) (153,120) (162,70) (162,115) (180,20) (180,165) | 4 | y2 = x3 + 171x | 75 | (0,0) (8,20) (8,165) (10,40) (10,145) (18,20) (18,165) (27,55) (27,130) (28,10) (28,175) (37,0) (43,50) (43,135) (45,20) (45,165) (47,40) (47,145) (48,20) (48,165) (55,20) (55,165) (63,65) (63,120) (65,10) (65,175) (68,70) (68,115) (80,50) (80,135) (82,20) (82,165) (83,60) (83,125) (85,20) (85,165) (92,20) (92,165) (93,65) (93,120) (100,65) (100,120) (102,10) (102,175) (103,65) (103,120) (105,70) (105,115) (117,50) (117,135) (120,60) (120,125) (122,20) (122,165) (130,65) (130,120) (137,65) (137,120) (138,55) (138,130) (140,65) (140,120) (142,70) (142,115) (148,0) (157,60) (157,125) (158,40) (158,145) (167,65) (167,120) (175,55) (175,130) (177,65) (177,120) | 5 | y2 = x3 + 156x | 75 | (0,0) (8,50) (8,135) (10,65) (10,120) (12,60) (12,125) (13,65) (13,120) (23,20) (23,165) (25,10) (25,175) (27,20) (27,165) (37,0) (38,40) (38,145) (45,50) (45,135) (47,65) (47,120) (50,65) (50,120) (60,20) (60,165) (62,10) (62,175) (73,55) (73,130) (75,40) (75,145) (82,50) (82,135) (87,65) (87,120) (88,65) (88,120) (97,20) (97,165) (98,20) (98,165) (103,70) (103,115) (110,55) (110,130) (112,40) (112,145) (123,60) (123,125) (125,65) (125,120) (135,20) (135,165) (138,20) (138,165) (140,70) (140,115) (147,55) (147,130) (148,0) (158,65) (158,120) (160,60) (160,125) (162,65) (162,120) (172,20) (172,165) (173,10) (173,175) (175,20) (175,165) (177,70) (177,115) | 6 | y2 = x3 + 161x | 75 | (0,0) (2,90) (2,95) (7,45) (7,140) (12,90) (12,95) (17,55) (17,130) (20,40) (20,145) (23,90) (23,95) (25,15) (25,170) (30,85) (30,100) (35,15) (35,170) (37,0) (53,30) (53,155) (57,40) (57,145) (58,5) (58,180) (60,90) (60,95) (62,15) (62,170) (67,85) (67,100) (72,15) (72,170) (88,15) (88,170) (90,30) (90,155) (95,5) (95,180) (97,90) (97,95) (113,90) (113,95) (118,45) (118,140) (123,90) (123,95) (125,15) (125,170) (127,30) (127,155) (128,55) (128,130) (132,5) (132,180) (148,0) (150,90) (150,95) (155,45) (155,140) (160,90) (160,95) (162,15) (162,170) (165,55) (165,130) (168,40) (168,145) (173,15) (173,170) (178,85) (178,100) (183,15) (183,170) | 7 | y2 = x3 + 96x | 75 | (0,0) (7,70) (7,115) (10,80) (10,105) (13,35) (13,150) (17,25) (17,160) (18,30) (18,155) (20,35) (20,150) (27,75) (27,110) (30,50) (30,135) (33,25) (33,160) (37,0) (47,80) (47,105) (50,35) (50,150) (55,30) (55,155) (57,35) (57,150) (67,50) (67,135) (70,25) (70,160) (78,35) (78,150) (87,35) (87,150) (92,30) (92,155) (93,5) (93,180) (98,25) (98,160) (107,25) (107,160) (115,35) (115,150) (118,70) (118,115) (128,25) (128,160) (130,5) (130,180) (135,25) (135,160) (138,75) (138,110) (148,0) (152,35) (152,150) (155,70) (155,115) (158,80) (158,105) (165,25) (165,160) (167,5) (167,180) (168,35) (168,150) (172,25) (172,160) (175,75) (175,110) (178,50) (178,135) | 8 | y2 = x3 + 56x | 75 | (0,0) (2,40) (2,145) (3,85) (3,100) (15,90) (15,95) (22,15) (22,170) (28,5) (28,180) (35,55) (35,130) (37,0) (40,85) (40,100) (43,90) (43,95) (52,90) (52,95) (53,90) (53,95) (58,15) (58,170) (65,5) (65,180) (68,15) (68,170) (72,55) (72,130) (77,85) (77,100) (80,90) (80,95) (83,30) (83,155) (90,90) (90,95) (95,15) (95,170) (102,5) (102,180) (105,15) (105,170) (108,45) (108,140) (113,40) (113,145) (117,90) (117,95) (120,30) (120,155) (127,90) (127,95) (132,15) (132,170) (133,15) (133,170) (142,15) (142,170) (145,45) (145,140) (148,0) (150,40) (150,145) (157,30) (157,155) (163,90) (163,95) (170,15) (170,170) (182,45) (182,140) (183,55) (183,130) | 9 | y2 = x3 + 91x | 75 | (0,0) (3,35) (3,150) (5,5) (5,180) (15,35) (15,150) (18,25) (18,160) (22,25) (22,160) (32,30) (32,155) (33,70) (33,115) (37,0) (40,35) (40,150) (42,5) (42,180) (48,75) (48,110) (52,35) (52,150) (55,25) (55,160) (63,80) (63,105) (70,70) (70,115) (77,35) (77,150) (78,50) (78,135) (85,75) (85,110) (92,25) (92,160) (93,35) (93,150) (100,80) (100,105) (107,70) (107,115) (108,25) (108,160) (115,50) (115,135) (122,75) (122,110) (130,35) (130,150) (133,25) (133,160) (137,80) (137,105) (143,30) (143,155) (145,25) (145,160) (148,0) (152,50) (152,135) (153,5) (153,180) (163,35) (163,150) (167,35) (167,150) (170,25) (170,160) (180,30) (180,155) (182,25) (182,160) |
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