| Sr no. | class members | # points | points | 1 | y2 = x3 + 10x + 37 | 34 | (5,13) (5,30) (11,4) (11,39) (12,6) (12,37) (14,13) (14,30) (15,6) (15,37) (16,6) (16,37) (20,14) (20,29) (24,13) (24,30) (27,9) (27,34) (28,9) (28,34) (31,9) (31,34) (32,12) (32,31) (34,11) (34,32) (35,2) (35,41) (36,21) (36,22) (40,18) (40,25) (41,3) (41,40) | 2 | y2 = x3 + 6x + 12 | 34 | (3,10) (3,33) (4,10) (4,33) (5,9) (5,34) (6,7) (6,36) (7,15) (7,28) (8,20) (8,23) (9,8) (9,35) (10,13) (10,30) (12,7) (12,36) (21,5) (21,38) (25,7) (25,36) (30,4) (30,39) (35,21) (35,22) (36,10) (36,33) (39,15) (39,28) (40,15) (40,28) (41,11) (41,32) | 3 | y2 = x3 + 41x + 3 | 34 | (3,14) (3,29) (4,4) (4,39) (6,11) (6,32) (7,17) (7,26) (13,14) (13,29) (14,15) (14,28) (16,5) (16,38) (17,18) (17,25) (23,16) (23,27) (27,14) (27,29) (30,5) (30,38) (34,18) (34,25) (35,18) (35,25) (37,10) (37,33) (38,19) (38,24) (40,5) (40,38) (42,2) (42,41) | 4 | y2 = x3 + 38x + 19 | 34 | (1,12) (1,31) (2,19) (2,24) (3,17) (3,26) (9,12) (9,31) (10,18) (10,25) (12,15) (12,28) (13,1) (13,42) (16,6) (16,37) (17,17) (17,26) (21,4) (21,39) (23,17) (23,26) (24,7) (24,36) (29,21) (29,22) (33,12) (33,31) (34,18) (34,25) (41,8) (41,35) (42,18) (42,25) | 5 | y2 = x3 + 21x + 5 | 34 | (3,3) (3,40) (4,14) (4,29) (8,13) (8,30) (10,21) (10,22) (13,14) (13,29) (15,13) (15,30) (18,18) (18,25) (20,13) (20,30) (22,8) (22,35) (23,20) (23,23) (24,10) (24,33) (26,14) (26,29) (28,20) (28,23) (35,20) (35,23) (36,17) (36,26) (40,1) (40,42) (41,16) (41,27) | 6 | y2 = x3 + 16x + 37 | 34 | (1,21) (1,22) (4,6) (4,37) (10,6) (10,37) (14,9) (14,34) (15,13) (15,30) (20,12) (20,31) (23,4) (23,39) (25,18) (25,25) (29,6) (29,37) (30,13) (30,30) (31,3) (31,40) (32,11) (32,32) (33,9) (33,34) (34,14) (34,29) (38,2) (38,41) (39,9) (39,34) (41,13) (41,30) | 7 | y2 = x3 + 17x + 37 | 34 | (2,6) (2,37) (4,13) (4,30) (6,21) (6,22) (8,13) (8,30) (9,4) (9,39) (13,2) (13,41) (14,3) (14,40) (17,6) (17,37) (19,9) (19,34) (20,11) (20,32) (21,18) (21,25) (24,6) (24,37) (26,9) (26,34) (31,13) (31,30) (32,14) (32,29) (34,12) (34,31) (41,9) (41,34) | 8 | y2 = x3 + 40x + 5 | 34 | (3,18) (3,25) (4,10) (4,33) (6,17) (6,26) (11,20) (11,23) (13,20) (13,23) (14,16) (14,27) (15,14) (15,29) (16,21) (16,22) (18,8) (18,35) (19,20) (19,23) (21,1) (21,42) (22,3) (22,40) (24,13) (24,30) (30,13) (30,30) (32,13) (32,30) (33,14) (33,29) (38,14) (38,29) | 9 | y2 = x3 + 9x + 20 | 34 | (3,17) (3,26) (9,20) (9,23) (10,11) (10,32) (11,17) (11,26) (14,3) (14,40) (15,2) (15,41) (19,16) (19,27) (21,15) (21,28) (23,15) (23,28) (28,6) (28,37) (29,17) (29,26) (32,3) (32,40) (35,9) (35,34) (36,1) (36,42) (39,7) (39,36) (40,3) (40,40) (42,15) (42,28) | 10 | y2 = x3 + 4x + 33 | 34 | (1,9) (1,34) (2,7) (2,36) (5,7) (5,36) (6,12) (6,31) (7,19) (7,24) (9,14) (9,29) (10,16) (10,27) (14,9) (14,34) (21,2) (21,41) (24,8) (24,35) (26,13) (26,30) (27,1) (27,42) (28,9) (28,34) (33,5) (33,38) (36,7) (36,36) (38,19) (38,24) (41,19) (41,24) | 11 | y2 = x3 + 23x + 20 | 34 | (1,1) (1,42) (2,17) (2,26) (4,2) (4,41) (9,15) (9,28) (11,20) (11,23) (17,11) (17,32) (18,17) (18,26) (19,7) (19,36) (20,3) (20,40) (23,17) (23,26) (25,3) (25,40) (28,16) (28,27) (37,15) (37,28) (38,9) (38,34) (39,6) (39,37) (40,15) (40,28) (41,3) (41,40) | 12 | y2 = x3 + 1x + 12 | 34 | (1,10) (1,33) (5,20) (5,23) (8,4) (8,39) (11,8) (11,35) (17,13) (17,30) (18,10) (18,33) (19,15) (19,28) (21,7) (21,36) (24,10) (24,33) (25,15) (25,28) (29,7) (29,36) (30,9) (30,34) (31,11) (31,32) (36,7) (36,36) (38,21) (38,22) (40,5) (40,38) (42,15) (42,28) | 13 | y2 = x3 + 25x + 5 | 34 | (1,17) (1,26) (3,8) (3,35) (4,13) (4,30) (5,13) (5,30) (9,20) (9,23) (15,10) (15,33) (17,21) (17,22) (18,3) (18,40) (22,18) (22,25) (24,14) (24,29) (25,1) (25,42) (27,14) (27,29) (31,16) (31,27) (34,13) (34,30) (35,14) (35,29) (38,20) (38,23) (39,20) (39,23) | 14 | y2 = x3 + 36x + 12 | 34 | (1,7) (1,36) (2,7) (2,36) (5,4) (5,39) (6,10) (6,33) (8,9) (8,34) (13,21) (13,22) (14,11) (14,32) (15,10) (15,33) (16,13) (16,30) (21,15) (21,28) (22,10) (22,33) (23,8) (23,35) (25,5) (25,38) (28,15) (28,28) (30,20) (30,23) (37,15) (37,28) (40,7) (40,36) | 15 | y2 = x3 + 13x + 19 | 34 | (2,15) (2,28) (4,7) (4,36) (7,18) (7,25) (10,17) (10,26) (11,17) (11,26) (12,21) (12,22) (14,8) (14,35) (16,18) (16,25) (17,6) (17,37) (20,18) (20,25) (22,17) (22,26) (23,12) (23,31) (25,4) (25,39) (27,12) (27,31) (29,19) (29,24) (36,12) (36,31) (38,1) (38,42) | 16 | y2 = x3 + 24x + 33 | 34 | (1,12) (1,31) (4,8) (4,35) (6,7) (6,36) (8,7) (8,36) (14,19) (14,24) (16,16) (16,27) (19,9) (19,34) (23,14) (23,29) (25,2) (25,41) (26,1) (26,42) (27,5) (27,38) (29,7) (29,36) (31,9) (31,34) (33,13) (33,30) (35,19) (35,24) (36,9) (36,34) (37,19) (37,24) | 17 | y2 = x3 + 15x + 33 | 34 | (1,7) (1,36) (6,9) (6,34) (11,14) (11,29) (12,7) (12,36) (13,19) (13,24) (15,8) (15,35) (17,16) (17,27) (26,5) (26,38) (27,13) (27,30) (30,7) (30,36) (31,19) (31,24) (33,1) (33,42) (36,12) (36,31) (39,9) (39,34) (40,2) (40,41) (41,9) (41,34) (42,19) (42,24) | 18 | y2 = x3 + 14x + 3 | 34 | (7,10) (7,33) (8,5) (8,38) (9,16) (9,27) (10,5) (10,38) (13,19) (13,24) (16,18) (16,25) (18,14) (18,29) (24,4) (24,39) (25,5) (25,38) (32,18) (32,25) (33,14) (33,29) (35,14) (35,29) (36,11) (36,32) (37,2) (37,41) (38,18) (38,25) (41,15) (41,28) (42,17) (42,26) | 19 | y2 = x3 + 35x + 19 | 34 | (2,21) (2,22) (6,12) (6,31) (9,17) (9,26) (10,6) (10,37) (11,12) (11,31) (12,19) (12,24) (15,7) (15,36) (16,17) (16,26) (17,18) (17,25) (18,17) (18,26) (26,12) (26,31) (29,15) (29,28) (31,8) (31,35) (32,18) (32,25) (35,1) (35,42) (37,18) (37,25) (40,4) (40,39) | 20 | y2 = x3 + 11x + 20 | 34 | (6,1) (6,42) (7,15) (7,28) (9,17) (9,26) (11,15) (11,28) (12,17) (12,26) (13,9) (13,34) (16,11) (16,32) (19,6) (19,37) (21,3) (21,40) (22,17) (22,26) (23,20) (23,23) (24,2) (24,41) (25,15) (25,28) (28,7) (28,36) (31,3) (31,40) (34,3) (34,40) (39,16) (39,27) | 21 | y2 = x3 + 31x + 3 | 34 | (1,11) (1,32) (5,5) (5,38) (7,2) (7,41) (10,18) (10,25) (11,16) (11,27) (13,18) (13,25) (15,4) (15,39) (17,5) (17,38) (20,18) (20,25) (21,5) (21,38) (22,14) (22,29) (26,14) (26,29) (31,15) (31,28) (35,19) (35,24) (37,17) (37,26) (38,14) (38,29) (42,10) (42,33) |
|---|