| Sr no. | class members | # points | points | 1 | y2 = x3 + 101x + 125 | 45 | (118,10) (118,25) (118,45) (118,60) (118,80) (118,95) (118,115) (118,130) (118,150) (118,165) (125,10) (125,25) (125,45) (125,60) (125,80) (125,95) (125,115) (125,130) (125,150) (125,165) (132,10) (132,25) (132,45) (132,60) (132,80) (132,95) (132,115) (132,130) (132,150) (132,165) (143,0) (143,35) (143,70) (143,105) (143,140) (150,0) (150,35) (150,70) (150,105) (150,140) (157,0) (157,35) (157,70) (157,105) (157,140) | 2 | y2 = x3 + 61x + 125 | 45 | (33,10) (33,25) (33,45) (33,60) (33,80) (33,95) (33,115) (33,130) (33,150) (33,165) (75,10) (75,25) (75,45) (75,60) (75,80) (75,95) (75,115) (75,130) (75,150) (75,165) (83,0) (83,35) (83,70) (83,105) (83,140) (117,10) (117,25) (117,45) (117,60) (117,80) (117,95) (117,115) (117,130) (117,150) (117,165) (125,0) (125,35) (125,70) (125,105) (125,140) (167,0) (167,35) (167,70) (167,105) (167,140) | 3 | y2 = x3 + 146x + 125 | 45 | (52,10) (52,25) (52,45) (52,60) (52,80) (52,95) (52,115) (52,130) (52,150) (52,165) (73,10) (73,25) (73,45) (73,60) (73,80) (73,95) (73,115) (73,130) (73,150) (73,165) (75,0) (75,35) (75,70) (75,105) (75,140) (150,10) (150,25) (150,45) (150,60) (150,80) (150,95) (150,115) (150,130) (150,150) (150,165) (152,0) (152,35) (152,70) (152,105) (152,140) (173,0) (173,35) (173,70) (173,105) (173,140) | 4 | y2 = x3 + 31x + 125 | 45 | (13,10) (13,25) (13,45) (13,60) (13,80) (13,95) (13,115) (13,130) (13,150) (13,165) (38,0) (38,35) (38,70) (38,105) (38,140) (62,10) (62,25) (62,45) (62,60) (62,80) (62,95) (62,115) (62,130) (62,150) (62,165) (87,0) (87,35) (87,70) (87,105) (87,140) (125,10) (125,25) (125,45) (125,60) (125,80) (125,95) (125,115) (125,130) (125,150) (125,165) (150,0) (150,35) (150,70) (150,105) (150,140) | 5 | y2 = x3 + 166x + 125 | 45 | (47,10) (47,25) (47,45) (47,60) (47,80) (47,95) (47,115) (47,130) (47,150) (47,165) (75,10) (75,25) (75,45) (75,60) (75,80) (75,95) (75,115) (75,130) (75,150) (75,165) (97,0) (97,35) (97,70) (97,105) (97,140) (103,10) (103,25) (103,45) (103,60) (103,80) (103,95) (103,115) (103,130) (103,150) (103,165) (125,0) (125,35) (125,70) (125,105) (125,140) (153,0) (153,35) (153,70) (153,105) (153,140) | 6 | y2 = x3 + 111x + 125 | 45 | (17,10) (17,25) (17,45) (17,60) (17,80) (17,95) (17,115) (17,130) (17,150) (17,165) (33,0) (33,35) (33,70) (33,105) (33,140) (75,0) (75,35) (75,70) (75,105) (75,140) (108,10) (108,25) (108,45) (108,60) (108,80) (108,95) (108,115) (108,130) (108,150) (108,165) (117,0) (117,35) (117,70) (117,105) (117,140) (150,10) (150,25) (150,45) (150,60) (150,80) (150,95) (150,115) (150,130) (150,150) (150,165) | 7 | y2 = x3 + 66x + 125 | 45 | (3,0) (3,35) (3,70) (3,105) (3,140) (97,10) (97,25) (97,45) (97,60) (97,80) (97,95) (97,115) (97,130) (97,150) (97,165) (122,0) (122,35) (122,70) (122,105) (122,140) (125,10) (125,25) (125,45) (125,60) (125,80) (125,95) (125,115) (125,130) (125,150) (125,165) (150,0) (150,35) (150,70) (150,105) (150,140) (153,10) (153,25) (153,45) (153,60) (153,80) (153,95) (153,115) (153,130) (153,150) (153,165) | 8 | y2 = x3 + 6x + 125 | 45 | (12,0) (12,35) (12,70) (12,105) (12,140) (38,10) (38,25) (38,45) (38,60) (38,80) (38,95) (38,115) (38,130) (38,150) (38,165) (75,0) (75,35) (75,70) (75,105) (75,140) (87,10) (87,25) (87,45) (87,60) (87,80) (87,95) (87,115) (87,130) (87,150) (87,165) (138,0) (138,35) (138,70) (138,105) (138,140) (150,10) (150,25) (150,45) (150,60) (150,80) (150,95) (150,115) (150,130) (150,150) (150,165) | 9 | y2 = x3 + 76x + 125 | 45 | (68,0) (68,35) (68,70) (68,105) (68,140) (75,0) (75,35) (75,70) (75,105) (75,140) (82,0) (82,35) (82,70) (82,105) (82,140) (143,10) (143,25) (143,45) (143,60) (143,80) (143,95) (143,115) (143,130) (143,150) (143,165) (150,10) (150,25) (150,45) (150,60) (150,80) (150,95) (150,115) (150,130) (150,150) (150,165) (157,10) (157,25) (157,45) (157,60) (157,80) (157,95) (157,115) (157,130) (157,150) (157,165) | 10 | y2 = x3 + 131x + 125 | 45 | (12,10) (12,25) (12,45) (12,60) (12,80) (12,95) (12,115) (12,130) (12,150) (12,165) (13,0) (13,35) (13,70) (13,105) (13,140) (62,0) (62,35) (62,70) (62,105) (62,140) (75,10) (75,25) (75,45) (75,60) (75,80) (75,95) (75,115) (75,130) (75,150) (75,165) (125,0) (125,35) (125,70) (125,105) (125,140) (138,10) (138,25) (138,45) (138,60) (138,80) (138,95) (138,115) (138,130) (138,150) (138,165) | 11 | y2 = x3 + 171x + 125 | 45 | (27,10) (27,25) (27,45) (27,60) (27,80) (27,95) (27,115) (27,130) (27,150) (27,165) (48,10) (48,25) (48,45) (48,60) (48,80) (48,95) (48,115) (48,130) (48,150) (48,165) (52,0) (52,35) (52,70) (52,105) (52,140) (73,0) (73,35) (73,70) (73,105) (73,140) (125,10) (125,25) (125,45) (125,60) (125,80) (125,95) (125,115) (125,130) (125,150) (125,165) (150,0) (150,35) (150,70) (150,105) (150,140) | 12 | y2 = x3 + 26x + 125 | 45 | (68,10) (68,25) (68,45) (68,60) (68,80) (68,95) (68,115) (68,130) (68,150) (68,165) (75,10) (75,25) (75,45) (75,60) (75,80) (75,95) (75,115) (75,130) (75,150) (75,165) (82,10) (82,25) (82,45) (82,60) (82,80) (82,95) (82,115) (82,130) (82,150) (82,165) (118,0) (118,35) (118,70) (118,105) (118,140) (125,0) (125,35) (125,70) (125,105) (125,140) (132,0) (132,35) (132,70) (132,105) (132,140) | 13 | y2 = x3 + 136x + 125 | 45 | (17,0) (17,35) (17,70) (17,105) (17,140) (83,10) (83,25) (83,45) (83,60) (83,80) (83,95) (83,115) (83,130) (83,150) (83,165) (108,0) (108,35) (108,70) (108,105) (108,140) (125,10) (125,25) (125,45) (125,60) (125,80) (125,95) (125,115) (125,130) (125,150) (125,165) (150,0) (150,35) (150,70) (150,105) (150,140) (167,10) (167,25) (167,45) (167,60) (167,80) (167,95) (167,115) (167,130) (167,150) (167,165) | 14 | y2 = x3 + 41x + 125 | 45 | (3,10) (3,25) (3,45) (3,60) (3,80) (3,95) (3,115) (3,130) (3,150) (3,165) (47,0) (47,35) (47,70) (47,105) (47,140) (75,0) (75,35) (75,70) (75,105) (75,140) (103,0) (103,35) (103,70) (103,105) (103,140) (122,10) (122,25) (122,45) (122,60) (122,80) (122,95) (122,115) (122,130) (122,150) (122,165) (150,10) (150,25) (150,45) (150,60) (150,80) (150,95) (150,115) (150,130) (150,150) (150,165) | 15 | y2 = x3 + 96x + 125 | 45 | (27,0) (27,35) (27,70) (27,105) (27,140) (48,0) (48,35) (48,70) (48,105) (48,140) (75,10) (75,25) (75,45) (75,60) (75,80) (75,95) (75,115) (75,130) (75,150) (75,165) (125,0) (125,35) (125,70) (125,105) (125,140) (152,10) (152,25) (152,45) (152,60) (152,80) (152,95) (152,115) (152,130) (152,150) (152,165) (173,10) (173,25) (173,45) (173,60) (173,80) (173,95) (173,115) (173,130) (173,150) (173,165) |
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