| Sr no. | class members | # points | points | 1 | y2 = x3 + 111x | 57 | (0,0) (5,10) (5,135) (10,15) (10,130) (15,20) (15,125) (18,0) (28,60) (28,85) (30,5) (30,140) (40,0) (43,50) (43,95) (47,0) (48,35) (48,110) (53,25) (53,120) (57,60) (57,85) (58,0) (63,10) (63,135) (68,15) (68,130) (72,50) (72,95) (73,20) (73,125) (77,35) (77,110) (82,25) (82,120) (87,0) (88,5) (88,140) (92,10) (92,135) (97,15) (97,130) (98,0) (102,20) (102,125) (105,0) (115,60) (115,85) (117,5) (117,140) (127,0) (130,50) (130,95) (135,35) (135,110) (140,25) (140,120) | 2 | y2 = x3 + 16x | 57 | (0,0) (7,65) (7,80) (10,0) (12,50) (12,95) (17,20) (17,125) (18,30) (18,115) (22,55) (22,90) (23,35) (23,110) (35,15) (35,130) (40,70) (40,75) (47,30) (47,115) (48,0) (52,35) (52,110) (58,0) (65,65) (65,80) (68,0) (70,50) (70,95) (75,20) (75,125) (77,0) (80,55) (80,90) (87,0) (93,15) (93,130) (97,0) (98,70) (98,75) (105,30) (105,115) (110,35) (110,110) (122,15) (122,130) (123,65) (123,80) (127,70) (127,75) (128,50) (128,95) (133,20) (133,125) (135,0) (138,55) (138,90) | 3 | y2 = x3 + 141x | 57 | (0,0) (2,0) (7,5) (7,140) (8,25) (8,120) (13,70) (13,75) (15,55) (15,90) (22,60) (22,85) (27,0) (37,25) (37,120) (42,70) (42,75) (43,65) (43,80) (45,30) (45,115) (50,10) (50,135) (58,0) (60,0) (65,5) (65,140) (72,65) (72,80) (73,55) (73,90) (80,60) (80,85) (85,0) (87,0) (95,25) (95,120) (100,70) (100,75) (102,55) (102,90) (103,30) (103,115) (108,10) (108,135) (118,0) (123,5) (123,140) (130,65) (130,80) (132,30) (132,115) (137,10) (137,135) (138,60) (138,85) (143,0) | 4 | y2 = x3 + 1x | 57 | (0,0) (3,30) (3,115) (10,45) (10,100) (12,0) (13,50) (13,95) (17,0) (20,25) (20,120) (32,30) (32,115) (38,10) (38,135) (42,50) (42,95) (45,20) (45,125) (48,40) (48,105) (55,70) (55,75) (58,0) (67,10) (67,135) (68,45) (68,100) (70,0) (75,0) (77,40) (77,105) (78,25) (78,120) (87,0) (90,30) (90,115) (97,45) (97,100) (100,50) (100,95) (103,20) (103,125) (107,25) (107,120) (113,70) (113,75) (125,10) (125,135) (128,0) (132,20) (132,125) (133,0) (135,40) (135,105) (142,70) (142,75) | 5 | y2 = x3 + 36x | 57 | (0,0) (2,15) (2,130) (15,0) (18,10) (18,135) (20,65) (20,80) (25,45) (25,100) (27,35) (27,110) (33,40) (33,105) (38,55) (38,90) (40,25) (40,120) (43,0) (47,10) (47,135) (58,0) (60,15) (60,130) (62,40) (62,105) (67,55) (67,90) (72,0) (73,0) (78,65) (78,80) (83,45) (83,100) (85,35) (85,110) (87,0) (98,25) (98,120) (102,0) (105,10) (105,135) (107,65) (107,80) (112,45) (112,100) (118,15) (118,130) (120,40) (120,105) (125,55) (125,90) (127,25) (127,120) (130,0) (143,35) (143,110) | 6 | y2 = x3 + 136x | 57 | (0,0) (3,0) (5,15) (5,130) (8,40) (8,105) (12,5) (12,140) (17,60) (17,85) (25,30) (25,115) (32,0) (33,70) (33,75) (37,40) (37,105) (50,45) (50,100) (53,35) (53,110) (55,0) (58,0) (62,70) (62,75) (63,15) (63,130) (70,5) (70,140) (75,60) (75,85) (82,35) (82,110) (83,30) (83,115) (87,0) (90,0) (92,15) (92,130) (95,40) (95,105) (108,45) (108,100) (112,30) (112,115) (113,0) (120,70) (120,75) (128,5) (128,140) (133,60) (133,85) (137,45) (137,100) (140,35) (140,110) (142,0) | 7 | y2 = x3 + 81x | 57 | (0,0) (2,5) (2,140) (3,55) (3,90) (8,0) (23,20) (23,125) (27,60) (27,85) (28,40) (28,105) (30,45) (30,100) (32,55) (32,90) (35,50) (35,95) (37,0) (50,0) (52,20) (52,125) (55,65) (55,80) (57,40) (57,105) (58,0) (60,5) (60,140) (85,60) (85,85) (87,0) (88,45) (88,100) (90,55) (90,90) (93,50) (93,95) (95,0) (108,0) (110,20) (110,125) (113,65) (113,80) (115,40) (115,105) (117,45) (117,100) (118,5) (118,140) (122,50) (122,95) (137,0) (142,65) (142,80) (143,60) (143,85) |
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