| Sr no. | class members | # points | points | 1 | y2 = x3 + 101x | 77 | (0,0) (7,7) (7,59) (7,84) (7,136) (13,65) (13,78) (19,22) (19,121) (22,0) (30,0) (33,33) (33,110) (35,65) (35,78) (45,17) (45,61) (45,82) (45,126) (46,32) (46,45) (46,98) (46,111) (52,0) (56,39) (56,104) (58,22) (58,121) (69,0) (71,17) (71,61) (71,82) (71,126) (74,0) (78,39) (78,104) (82,39) (82,104) (84,4) (84,48) (84,95) (84,139) (85,33) (85,110) (91,0) (95,26) (95,117) (100,39) (100,104) (104,39) (104,104) (110,22) (110,121) (111,6) (111,71) (111,72) (111,137) (113,0) (117,26) (117,117) (121,0) (123,43) (123,56) (123,87) (123,100) (124,33) (124,110) (126,39) (126,104) (134,65) (134,78) (137,6) (137,71) (137,72) (137,137) (139,26) (139,117) | 2 | y2 = x3 + 51x | 77 | (0,0) (13,0) (14,13) (14,130) (21,6) (21,71) (21,72) (21,137) (25,13) (25,130) (26,13) (26,130) (31,22) (31,121) (39,26) (39,117) (44,22) (44,121) (47,20) (47,46) (47,97) (47,123) (53,0) (57,22) (57,121) (64,0) (65,39) (65,104) (66,0) (70,9) (70,35) (70,108) (70,134) (77,0) (79,0) (83,4) (83,48) (83,95) (83,139) (86,33) (86,110) (90,0) (91,13) (91,130) (92,13) (92,130) (99,33) (99,110) (103,13) (103,130) (105,26) (105,117) (109,17) (109,61) (109,82) (109,126) (112,33) (112,110) (116,26) (116,117) (125,20) (125,46) (125,97) (125,123) (130,0) (131,39) (131,104) (135,9) (135,35) (135,108) (135,134) (138,7) (138,59) (138,84) (138,136) (142,39) (142,104) | 3 | y2 = x3 + 116x | 77 | (0,0) (5,43) (5,56) (5,87) (5,100) (13,52) (13,91) (14,65) (14,78) (18,22) (18,121) (21,20) (21,46) (21,97) (21,123) (25,65) (25,78) (26,0) (27,65) (27,78) (38,65) (38,78) (40,0) (44,22) (44,121) (47,32) (47,45) (47,98) (47,111) (51,0) (57,30) (57,69) (57,74) (57,113) (60,32) (60,45) (60,98) (60,111) (65,13) (65,130) (66,0) (70,22) (70,121) (73,33) (73,110) (77,0) (79,52) (79,91) (90,52) (90,91) (91,65) (91,78) (92,0) (99,33) (99,110) (103,0) (104,65) (104,78) (109,9) (109,35) (109,108) (109,134) (112,19) (112,58) (112,85) (112,124) (117,0) (125,33) (125,110) (131,13) (131,130) (135,43) (135,56) (135,87) (135,100) (142,13) (142,130) | 4 | y2 = x3 + 30x | 77 | (0,0) (11,33) (11,110) (16,0) (23,52) (23,91) (28,22) (28,121) (29,39) (29,104) (39,0) (41,9) (41,35) (41,108) (41,134) (42,52) (42,91) (49,0) (50,33) (50,110) (52,13) (52,130) (55,0) (62,39) (62,104) (63,20) (63,46) (63,97) (63,123) (67,30) (67,69) (67,74) (67,113) (75,52) (75,91) (78,52) (78,91) (88,0) (89,19) (89,58) (89,85) (89,124) (93,22) (93,121) (94,0) (104,0) (106,17) (106,61) (106,82) (106,126) (107,13) (107,130) (115,33) (115,110) (117,39) (117,104) (119,30) (119,69) (119,74) (119,113) (127,0) (128,6) (128,71) (128,72) (128,137) (130,52) (130,91) (132,22) (132,121) (133,52) (133,91) (140,13) (140,130) (141,19) (141,58) (141,85) (141,124) | 5 | y2 = x3 + 10x | 77 | (0,0) (4,26) (4,117) (6,43) (6,56) (6,87) (6,100) (9,26) (9,117) (17,65) (17,78) (19,30) (19,69) (19,74) (19,113) (20,7) (20,59) (20,84) (20,136) (22,0) (26,26) (26,117) (30,52) (30,91) (32,22) (32,121) (33,33) (33,110) (39,65) (39,78) (43,0) (45,22) (45,121) (48,26) (48,117) (52,52) (52,91) (56,0) (59,7) (59,59) (59,84) (59,136) (61,65) (61,78) (65,0) (72,32) (72,45) (72,98) (72,111) (74,52) (74,91) (78,0) (85,19) (85,58) (85,85) (85,124) (87,0) (97,4) (97,48) (97,95) (97,139) (98,33) (98,110) (100,0) (108,26) (108,117) (110,22) (110,121) (111,33) (111,110) (121,0) (130,26) (130,117) (136,4) (136,48) (136,95) (136,139) | 6 | y2 = x3 + 43x | 77 | (0,0) (10,0) (11,33) (11,110) (15,4) (15,48) (15,95) (15,139) (23,0) (26,26) (26,117) (28,43) (28,56) (28,87) (28,100) (37,7) (37,59) (37,84) (37,136) (39,65) (39,78) (41,30) (41,69) (41,74) (41,113) (42,26) (42,117) (50,32) (50,45) (50,98) (50,111) (52,52) (52,91) (54,22) (54,121) (55,0) (63,19) (63,58) (63,85) (63,124) (65,0) (67,22) (67,121) (75,26) (75,117) (76,33) (76,110) (78,0) (81,26) (81,117) (88,0) (89,33) (89,110) (94,65) (94,78) (107,52) (107,91) (114,26) (114,117) (119,4) (119,48) (119,95) (119,139) (120,0) (127,65) (127,78) (130,26) (130,117) (132,22) (132,121) (133,0) (140,52) (140,91) (141,7) (141,59) (141,84) (141,136) | 7 | y2 = x3 + 127x | 77 | (0,0) (4,0) (7,33) (7,110) (13,52) (13,91) (22,0) (26,0) (32,9) (32,35) (32,108) (32,134) (33,33) (33,110) (35,52) (35,91) (43,13) (43,130) (46,19) (46,58) (46,85) (46,124) (48,0) (58,43) (58,56) (58,87) (58,100) (59,33) (59,110) (65,13) (65,130) (69,65) (69,78) (71,43) (71,56) (71,87) (71,100) (82,65) (82,78) (84,22) (84,121) (87,13) (87,130) (91,65) (91,78) (95,0) (98,20) (98,46) (98,97) (98,123) (104,65) (104,78) (110,22) (110,121) (113,65) (113,78) (117,0) (121,0) (123,30) (123,69) (123,74) (123,113) (124,32) (124,45) (124,98) (124,111) (126,65) (126,78) (134,52) (134,91) (136,22) (136,121) (137,32) (137,45) (137,98) (137,111) (139,0) | 8 | y2 = x3 + 95x | 77 | (0,0) (2,22) (2,121) (3,13) (3,130) (10,39) (10,104) (11,33) (11,110) (13,0) (15,9) (15,35) (15,108) (15,134) (24,33) (24,110) (26,13) (26,130) (28,4) (28,48) (28,95) (28,139) (36,13) (36,130) (37,20) (37,46) (37,97) (37,123) (39,26) (39,117) (42,0) (50,7) (50,59) (50,84) (50,136) (54,17) (54,61) (54,82) (54,126) (55,0) (65,39) (65,104) (68,0) (75,0) (76,6) (76,71) (76,72) (76,137) (80,9) (80,35) (80,108) (80,134) (81,13) (81,130) (88,0) (91,13) (91,130) (94,26) (94,117) (101,0) (102,20) (102,46) (102,97) (102,123) (114,13) (114,130) (119,22) (119,121) (120,39) (120,104) (127,26) (127,117) (130,0) (132,22) (132,121) (141,33) (141,110) | 9 | y2 = x3 + 90x | 77 | (0,0) (1,39) (1,104) (5,17) (5,61) (5,82) (5,126) (8,33) (8,110) (12,39) (12,104) (13,65) (13,78) (14,0) (18,4) (18,48) (18,95) (18,139) (25,0) (27,39) (27,104) (34,6) (34,71) (34,72) (34,137) (38,39) (38,104) (40,26) (40,117) (44,22) (44,121) (47,33) (47,110) (51,26) (51,117) (52,0) (57,43) (57,56) (57,87) (57,100) (60,6) (60,71) (60,72) (60,137) (66,0) (73,7) (73,59) (73,84) (73,136) (77,0) (78,39) (78,104) (79,65) (79,78) (90,65) (90,78) (91,0) (96,22) (96,121) (99,33) (99,110) (104,39) (104,104) (112,32) (112,45) (112,98) (112,111) (117,26) (117,117) (118,0) (122,17) (122,61) (122,82) (122,126) (129,0) (135,22) (135,121) | 10 | y2 = x3 + 129x | 77 | (0,0) (1,52) (1,91) (5,22) (5,121) (8,20) (8,46) (8,97) (8,123) (12,52) (12,91) (18,17) (18,61) (18,82) (18,126) (27,0) (31,30) (31,69) (31,74) (31,113) (34,19) (34,58) (34,85) (34,124) (38,0) (39,0) (40,39) (40,104) (44,22) (44,121) (51,39) (51,104) (52,13) (52,130) (53,52) (53,91) (60,33) (60,110) (64,52) (64,91) (66,0) (73,6) (73,71) (73,72) (73,137) (77,0) (78,52) (78,91) (83,22) (83,121) (86,19) (86,58) (86,85) (86,124) (96,9) (96,35) (96,108) (96,134) (99,33) (99,110) (104,0) (105,0) (116,0) (117,39) (117,104) (118,13) (118,130) (122,30) (122,69) (122,74) (122,113) (129,13) (129,130) (130,52) (130,91) (138,33) (138,110) | 11 | y2 = x3 + 142x | 77 | (0,0) (1,0) (8,19) (8,58) (8,85) (8,124) (12,0) (21,33) (21,110) (26,26) (26,117) (31,4) (31,48) (31,95) (31,139) (34,33) (34,110) (39,65) (39,78) (44,22) (44,121) (52,52) (52,91) (53,26) (53,117) (64,26) (64,117) (65,0) (66,0) (70,4) (70,48) (70,95) (70,139) (77,0) (78,0) (83,43) (83,56) (83,87) (83,100) (86,7) (86,59) (86,84) (86,136) (92,26) (92,117) (96,30) (96,69) (96,74) (96,113) (99,33) (99,110) (103,26) (103,117) (105,65) (105,78) (109,22) (109,121) (116,65) (116,78) (118,52) (118,91) (122,22) (122,121) (125,7) (125,59) (125,84) (125,136) (129,52) (129,91) (130,26) (130,117) (131,0) (138,32) (138,45) (138,98) (138,111) (142,0) | 12 | y2 = x3 + 140x | 77 | (0,0) (6,22) (6,121) (7,6) (7,71) (7,72) (7,137) (9,52) (9,91) (17,0) (19,9) (19,35) (19,108) (19,134) (20,19) (20,58) (20,85) (20,124) (22,0) (30,13) (30,130) (33,33) (33,110) (39,0) (45,30) (45,69) (45,74) (45,113) (52,13) (52,130) (56,52) (56,91) (61,0) (71,22) (71,121) (72,33) (72,110) (74,13) (74,130) (78,52) (78,91) (82,0) (84,17) (84,61) (84,82) (84,126) (85,20) (85,46) (85,97) (85,123) (95,39) (95,104) (97,30) (97,69) (97,74) (97,113) (100,52) (100,91) (104,0) (108,52) (108,91) (110,22) (110,121) (111,19) (111,58) (111,85) (111,124) (117,39) (117,104) (121,0) (126,0) (130,52) (130,91) (137,33) (137,110) (139,39) (139,104) | 13 | y2 = x3 + 17x | 77 | (0,0) (2,30) (2,69) (2,74) (2,113) (3,65) (3,78) (10,13) (10,130) (11,33) (11,110) (13,52) (13,91) (15,22) (15,121) (16,65) (16,78) (24,19) (24,58) (24,85) (24,124) (26,0) (29,0) (36,65) (36,78) (37,33) (37,110) (49,65) (49,78) (54,9) (54,35) (54,108) (54,134) (55,0) (62,0) (65,13) (65,130) (68,52) (68,91) (76,20) (76,46) (76,97) (76,123) (80,43) (80,56) (80,87) (80,100) (81,0) (88,0) (91,65) (91,78) (93,43) (93,56) (93,87) (93,100) (101,52) (101,91) (102,32) (102,45) (102,98) (102,111) (104,65) (104,78) (106,22) (106,121) (114,0) (115,32) (115,45) (115,98) (115,111) (117,0) (120,13) (120,130) (128,33) (128,110) (132,22) (132,121) | 14 | y2 = x3 + 62x | 77 | (0,0) (4,13) (4,130) (6,4) (6,48) (6,95) (6,139) (9,0) (13,0) (17,26) (17,117) (20,33) (20,110) (22,0) (26,13) (26,130) (32,17) (32,61) (32,82) (32,126) (33,33) (33,110) (35,0) (39,26) (39,117) (43,39) (43,104) (46,33) (46,110) (48,13) (48,130) (58,9) (58,35) (58,108) (58,134) (59,20) (59,46) (59,97) (59,123) (61,26) (61,117) (65,39) (65,104) (69,13) (69,130) (72,7) (72,59) (72,84) (72,136) (87,39) (87,104) (91,13) (91,130) (97,22) (97,121) (98,6) (98,71) (98,72) (98,137) (108,0) (110,22) (110,121) (113,13) (113,130) (121,0) (123,22) (123,121) (124,20) (124,46) (124,97) (124,123) (130,0) (134,0) (136,9) (136,35) (136,108) (136,134) | 15 | y2 = x3 + 134x | 77 | (0,0) (2,43) (2,56) (2,87) (2,100) (3,0) (11,33) (11,110) (13,65) (13,78) (16,39) (16,104) (23,39) (23,104) (24,32) (24,45) (24,98) (24,111) (29,26) (29,117) (36,0) (41,22) (41,121) (49,39) (49,104) (52,0) (55,0) (62,26) (62,117) (63,33) (63,110) (67,17) (67,61) (67,82) (67,126) (68,65) (68,78) (78,39) (78,104) (80,22) (80,121) (88,0) (89,6) (89,71) (89,72) (89,137) (91,0) (93,17) (93,61) (93,82) (93,126) (101,65) (101,78) (102,33) (102,110) (104,39) (104,104) (106,4) (106,48) (106,95) (106,139) (107,0) (115,6) (115,71) (115,72) (115,137) (117,26) (117,117) (128,7) (128,59) (128,84) (128,136) (132,22) (132,121) (133,39) (133,104) (140,0) |
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