| Sr no. | class members | # points | points | 1 | y2 = x3 + 126x + 145 | 90 | (3,5) (3,30) (3,40) (3,65) (3,75) (3,100) (3,110) (3,135) (3,145) (3,170) (5,5) (5,30) (5,40) (5,65) (5,75) (5,100) (5,110) (5,135) (5,145) (5,170) (17,5) (17,30) (17,40) (17,65) (17,75) (17,100) (17,110) (17,135) (17,145) (17,170) (55,5) (55,30) (55,40) (55,65) (55,75) (55,100) (55,110) (55,135) (55,145) (55,170) (80,5) (80,30) (80,40) (80,65) (80,75) (80,100) (80,110) (80,135) (80,145) (80,170) (103,5) (103,30) (103,40) (103,65) (103,75) (103,100) (103,110) (103,135) (103,145) (103,170) (117,5) (117,30) (117,40) (117,65) (117,75) (117,100) (117,110) (117,135) (117,145) (117,170) (153,5) (153,30) (153,40) (153,65) (153,75) (153,100) (153,110) (153,135) (153,145) (153,170) (167,5) (167,30) (167,40) (167,65) (167,75) (167,100) (167,110) (167,135) (167,145) (167,170) | 2 | y2 = x3 + 161x + 5 | 90 | (20,5) (20,30) (20,40) (20,65) (20,75) (20,100) (20,110) (20,135) (20,145) (20,170) (45,5) (45,30) (45,40) (45,65) (45,75) (45,100) (45,110) (45,135) (45,145) (45,170) (48,5) (48,30) (48,40) (48,65) (48,75) (48,100) (48,110) (48,135) (48,145) (48,170) (73,5) (73,30) (73,40) (73,65) (73,75) (73,100) (73,110) (73,135) (73,145) (73,170) (82,5) (82,30) (82,40) (82,65) (82,75) (82,100) (82,110) (82,135) (82,145) (82,170) (132,5) (132,30) (132,40) (132,65) (132,75) (132,100) (132,110) (132,135) (132,145) (132,170) (145,5) (145,30) (145,40) (145,65) (145,75) (145,100) (145,110) (145,135) (145,145) (145,170) (157,5) (157,30) (157,40) (157,65) (157,75) (157,100) (157,110) (157,135) (157,145) (157,170) (173,5) (173,30) (173,40) (173,65) (173,75) (173,100) (173,110) (173,135) (173,145) (173,170) | 3 | y2 = x3 + 21x + 5 | 90 | (13,5) (13,30) (13,40) (13,65) (13,75) (13,100) (13,110) (13,135) (13,145) (13,170) (17,5) (17,30) (17,40) (17,65) (17,75) (17,100) (17,110) (17,135) (17,145) (17,170) (20,5) (20,30) (20,40) (20,65) (20,75) (20,100) (20,110) (20,135) (20,145) (20,170) (38,5) (38,30) (38,40) (38,65) (38,75) (38,100) (38,110) (38,135) (38,145) (38,170) (45,5) (45,30) (45,40) (45,65) (45,75) (45,100) (45,110) (45,135) (45,145) (45,170) (117,5) (117,30) (117,40) (117,65) (117,75) (117,100) (117,110) (117,135) (117,145) (117,170) (138,5) (138,30) (138,40) (138,65) (138,75) (138,100) (138,110) (138,135) (138,145) (138,170) (145,5) (145,30) (145,40) (145,65) (145,75) (145,100) (145,110) (145,135) (145,145) (145,170) (167,5) (167,30) (167,40) (167,65) (167,75) (167,100) (167,110) (167,135) (167,145) (167,170) | 4 | y2 = x3 + 21x + 145 | 90 | (5,5) (5,30) (5,40) (5,65) (5,75) (5,100) (5,110) (5,135) (5,145) (5,170) (12,5) (12,30) (12,40) (12,65) (12,75) (12,100) (12,110) (12,135) (12,145) (12,170) (33,5) (33,30) (33,40) (33,65) (33,75) (33,100) (33,110) (33,135) (33,145) (33,170) (55,5) (55,30) (55,40) (55,65) (55,75) (55,100) (55,110) (55,135) (55,145) (55,170) (62,5) (62,30) (62,40) (62,65) (62,75) (62,100) (62,110) (62,135) (62,145) (62,170) (80,5) (80,30) (80,40) (80,65) (80,75) (80,100) (80,110) (80,135) (80,145) (80,170) (83,5) (83,30) (83,40) (83,65) (83,75) (83,100) (83,110) (83,135) (83,145) (83,170) (87,5) (87,30) (87,40) (87,65) (87,75) (87,100) (87,110) (87,135) (87,145) (87,170) (108,5) (108,30) (108,40) (108,65) (108,75) (108,100) (108,110) (108,135) (108,145) (108,170) | 5 | y2 = x3 + 56x + 145 | 90 | (5,5) (5,30) (5,40) (5,65) (5,75) (5,100) (5,110) (5,135) (5,145) (5,170) (47,5) (47,30) (47,40) (47,65) (47,75) (47,100) (47,110) (47,135) (47,145) (47,170) (48,5) (48,30) (48,40) (48,65) (48,75) (48,100) (48,110) (48,135) (48,145) (48,170) (55,5) (55,30) (55,40) (55,65) (55,75) (55,100) (55,110) (55,135) (55,145) (55,170) (73,5) (73,30) (73,40) (73,65) (73,75) (73,100) (73,110) (73,135) (73,145) (73,170) (80,5) (80,30) (80,40) (80,65) (80,75) (80,100) (80,110) (80,135) (80,145) (80,170) (97,5) (97,30) (97,40) (97,65) (97,75) (97,100) (97,110) (97,135) (97,145) (97,170) (122,5) (122,30) (122,40) (122,65) (122,75) (122,100) (122,110) (122,135) (122,145) (122,170) (173,5) (173,30) (173,40) (173,65) (173,75) (173,100) (173,110) (173,135) (173,145) (173,170) | 6 | y2 = x3 + 56x + 5 | 90 | (3,5) (3,30) (3,40) (3,65) (3,75) (3,100) (3,110) (3,135) (3,145) (3,170) (20,5) (20,30) (20,40) (20,65) (20,75) (20,100) (20,110) (20,135) (20,145) (20,170) (27,5) (27,30) (27,40) (27,65) (27,75) (27,100) (27,110) (27,135) (27,145) (27,170) (45,5) (45,30) (45,40) (45,65) (45,75) (45,100) (45,110) (45,135) (45,145) (45,170) (52,5) (52,30) (52,40) (52,65) (52,75) (52,100) (52,110) (52,135) (52,145) (52,170) (103,5) (103,30) (103,40) (103,65) (103,75) (103,100) (103,110) (103,135) (103,145) (103,170) (145,5) (145,30) (145,40) (145,65) (145,75) (145,100) (145,110) (145,135) (145,145) (145,170) (152,5) (152,30) (152,40) (152,65) (152,75) (152,100) (152,110) (152,135) (152,145) (152,170) (153,5) (153,30) (153,40) (153,65) (153,75) (153,100) (153,110) (153,135) (153,145) (153,170) | 7 | y2 = x3 + 91x + 145 | 90 | (5,5) (5,30) (5,40) (5,65) (5,75) (5,100) (5,110) (5,135) (5,145) (5,170) (13,5) (13,30) (13,40) (13,65) (13,75) (13,100) (13,110) (13,135) (13,145) (13,170) (38,5) (38,30) (38,40) (38,65) (38,75) (38,100) (38,110) (38,135) (38,145) (38,170) (55,5) (55,30) (55,40) (55,65) (55,75) (55,100) (55,110) (55,135) (55,145) (55,170) (80,5) (80,30) (80,40) (80,65) (80,75) (80,100) (80,110) (80,135) (80,145) (80,170) (82,5) (82,30) (82,40) (82,65) (82,75) (82,100) (82,110) (82,135) (82,145) (82,170) (132,5) (132,30) (132,40) (132,65) (132,75) (132,100) (132,110) (132,135) (132,145) (132,170) (138,5) (138,30) (138,40) (138,65) (138,75) (138,100) (138,110) (138,135) (138,145) (138,170) (157,5) (157,30) (157,40) (157,65) (157,75) (157,100) (157,110) (157,135) (157,145) (157,170) | 8 | y2 = x3 + 161x + 145 | 90 | (5,5) (5,30) (5,40) (5,65) (5,75) (5,100) (5,110) (5,135) (5,145) (5,170) (27,5) (27,30) (27,40) (27,65) (27,75) (27,100) (27,110) (27,135) (27,145) (27,170) (52,5) (52,30) (52,40) (52,65) (52,75) (52,100) (52,110) (52,135) (52,145) (52,170) (55,5) (55,30) (55,40) (55,65) (55,75) (55,100) (55,110) (55,135) (55,145) (55,170) (68,5) (68,30) (68,40) (68,65) (68,75) (68,100) (68,110) (68,135) (68,145) (68,170) (80,5) (80,30) (80,40) (80,65) (80,75) (80,100) (80,110) (80,135) (80,145) (80,170) (118,5) (118,30) (118,40) (118,65) (118,75) (118,100) (118,110) (118,135) (118,145) (118,170) (143,5) (143,30) (143,40) (143,65) (143,75) (143,100) (143,110) (143,135) (143,145) (143,170) (152,5) (152,30) (152,40) (152,65) (152,75) (152,100) (152,110) (152,135) (152,145) (152,170) | 9 | y2 = x3 + 91x + 5 | 90 | (12,5) (12,30) (12,40) (12,65) (12,75) (12,100) (12,110) (12,135) (12,145) (12,170) (20,5) (20,30) (20,40) (20,65) (20,75) (20,100) (20,110) (20,135) (20,145) (20,170) (45,5) (45,30) (45,40) (45,65) (45,75) (45,100) (45,110) (45,135) (45,145) (45,170) (62,5) (62,30) (62,40) (62,65) (62,75) (62,100) (62,110) (62,135) (62,145) (62,170) (68,5) (68,30) (68,40) (68,65) (68,75) (68,100) (68,110) (68,135) (68,145) (68,170) (87,5) (87,30) (87,40) (87,65) (87,75) (87,100) (87,110) (87,135) (87,145) (87,170) (118,5) (118,30) (118,40) (118,65) (118,75) (118,100) (118,110) (118,135) (118,145) (118,170) (143,5) (143,30) (143,40) (143,65) (143,75) (143,100) (143,110) (143,135) (143,145) (143,170) (145,5) (145,30) (145,40) (145,65) (145,75) (145,100) (145,110) (145,135) (145,145) (145,170) | 10 | y2 = x3 + 126x + 5 | 90 | (20,5) (20,30) (20,40) (20,65) (20,75) (20,100) (20,110) (20,135) (20,145) (20,170) (33,5) (33,30) (33,40) (33,65) (33,75) (33,100) (33,110) (33,135) (33,145) (33,170) (45,5) (45,30) (45,40) (45,65) (45,75) (45,100) (45,110) (45,135) (45,145) (45,170) (47,5) (47,30) (47,40) (47,65) (47,75) (47,100) (47,110) (47,135) (47,145) (47,170) (83,5) (83,30) (83,40) (83,65) (83,75) (83,100) (83,110) (83,135) (83,145) (83,170) (97,5) (97,30) (97,40) (97,65) (97,75) (97,100) (97,110) (97,135) (97,145) (97,170) (108,5) (108,30) (108,40) (108,65) (108,75) (108,100) (108,110) (108,135) (108,145) (108,170) (122,5) (122,30) (122,40) (122,65) (122,75) (122,100) (122,110) (122,135) (122,145) (122,170) (145,5) (145,30) (145,40) (145,65) (145,75) (145,100) (145,110) (145,135) (145,145) (145,170) |
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