| Sr no. | class members | # points | points | 1 | y2 = x3 + 105x + 4 | 52 | (0,2) (0,44) (0,117) (0,159) (7,47) (7,68) (7,93) (7,114) (14,26) (14,72) (14,89) (14,135) (21,19) (21,65) (21,96) (21,142) (35,5) (35,51) (35,110) (35,156) (42,16) (42,30) (42,131) (42,145) (49,47) (49,68) (49,93) (49,114) (63,26) (63,72) (63,89) (63,135) (70,54) (70,61) (70,100) (70,107) (84,26) (84,72) (84,89) (84,135) (91,40) (91,75) (91,86) (91,121) (105,47) (105,68) (105,93) (105,114) (126,12) (126,58) (126,103) (126,149) | 2 | y2 = x3 + 77x + 151 | 52 | (0,40) (0,75) (0,86) (0,121) (21,9) (21,37) (21,124) (21,152) (42,26) (42,72) (42,89) (42,135) (49,54) (49,61) (49,100) (49,107) (56,9) (56,37) (56,124) (56,152) (63,5) (63,51) (63,110) (63,156) (84,9) (84,37) (84,124) (84,152) (91,2) (91,44) (91,117) (91,159) (98,47) (98,68) (98,93) (98,114) (112,33) (112,79) (112,82) (112,128) (126,12) (126,58) (126,103) (126,149) (133,26) (133,72) (133,89) (133,135) (147,26) (147,72) (147,89) (147,135) | 3 | y2 = x3 + 49x + 144 | 52 | (0,12) (0,58) (0,103) (0,149) (7,5) (7,51) (7,110) (7,156) (14,26) (14,72) (14,89) (14,135) (28,33) (28,79) (28,82) (28,128) (56,47) (56,68) (56,93) (56,114) (63,5) (63,51) (63,110) (63,156) (77,40) (77,75) (77,86) (77,121) (91,5) (91,51) (91,110) (91,156) (112,19) (112,65) (112,96) (112,142) (119,40) (119,75) (119,86) (119,121) (126,40) (126,75) (126,86) (126,121) (133,2) (133,44) (133,117) (133,159) (147,16) (147,30) (147,131) (147,145) | 4 | y2 = x3 + 35x + 25 | 52 | (0,5) (0,51) (0,110) (0,156) (14,19) (14,65) (14,96) (14,142) (21,19) (21,65) (21,96) (21,142) (28,16) (28,30) (28,131) (28,145) (56,54) (56,61) (56,100) (56,107) (63,40) (63,75) (63,86) (63,121) (77,9) (77,37) (77,124) (77,152) (91,9) (91,37) (91,124) (91,152) (105,26) (105,72) (105,89) (105,135) (112,33) (112,79) (112,82) (112,128) (126,19) (126,65) (126,96) (126,142) (133,47) (133,68) (133,93) (133,114) (154,9) (154,37) (154,124) (154,152) | 5 | y2 = x3 + 147x + 81 | 52 | (0,9) (0,37) (0,124) (0,152) (7,2) (7,44) (7,117) (7,159) (21,26) (21,72) (21,89) (21,135) (35,33) (35,79) (35,82) (35,128) (42,2) (42,44) (42,117) (42,159) (63,54) (63,61) (63,100) (63,107) (84,16) (84,30) (84,131) (84,145) (91,5) (91,51) (91,110) (91,156) (98,12) (98,58) (98,103) (98,149) (105,16) (105,30) (105,131) (105,145) (112,2) (112,44) (112,117) (112,159) (126,19) (126,65) (126,96) (126,142) (133,16) (133,30) (133,131) (133,145) | 6 | y2 = x3 + 154x + 123 | 52 | (0,33) (0,79) (0,82) (0,128) (7,16) (7,30) (7,131) (7,145) (14,26) (14,72) (14,89) (14,135) (28,12) (28,58) (28,103) (28,149) (42,54) (42,61) (42,100) (42,107) (56,54) (56,61) (56,100) (56,107) (63,54) (63,61) (63,100) (63,107) (70,5) (70,51) (70,110) (70,156) (77,2) (77,44) (77,117) (77,159) (84,9) (84,37) (84,124) (84,152) (112,5) (112,51) (112,110) (112,156) (140,5) (140,51) (140,110) (140,156) (154,40) (154,75) (154,86) (154,121) | 7 | y2 = x3 + 133x + 18 | 52 | (0,54) (0,61) (0,100) (0,107) (7,2) (7,44) (7,117) (7,159) (14,47) (14,68) (14,93) (14,114) (28,16) (28,30) (28,131) (28,145) (56,5) (56,51) (56,110) (56,156) (63,19) (63,65) (63,96) (63,142) (84,12) (84,58) (84,103) (84,149) (112,12) (112,58) (112,103) (112,149) (119,19) (119,65) (119,96) (119,142) (126,12) (126,58) (126,103) (126,149) (140,19) (140,65) (140,96) (140,142) (147,9) (147,37) (147,124) (147,152) (154,26) (154,72) (154,89) (154,135) | 8 | y2 = x3 + 98x + 32 | 52 | (0,26) (0,72) (0,89) (0,135) (7,16) (7,30) (7,131) (7,145) (14,33) (14,79) (14,82) (14,128) (21,9) (21,37) (21,124) (21,152) (28,16) (28,30) (28,131) (28,145) (42,40) (42,75) (42,86) (42,121) (49,33) (49,79) (49,82) (49,128) (70,19) (70,65) (70,96) (70,142) (84,47) (84,68) (84,93) (84,114) (91,5) (91,51) (91,110) (91,156) (98,33) (98,79) (98,82) (98,128) (126,16) (126,30) (126,131) (126,145) (140,12) (140,58) (140,103) (140,149) | 9 | y2 = x3 + 140x + 39 | 52 | (0,19) (0,65) (0,96) (0,142) (21,2) (21,44) (21,117) (21,159) (28,40) (28,75) (28,86) (28,121) (42,40) (42,75) (42,86) (42,121) (49,16) (49,30) (49,131) (49,145) (56,47) (56,68) (56,93) (56,114) (63,54) (63,61) (63,100) (63,107) (91,40) (91,75) (91,86) (91,121) (105,33) (105,79) (105,82) (105,128) (112,12) (112,58) (112,103) (112,149) (126,9) (126,37) (126,124) (126,152) (147,2) (147,44) (147,117) (147,159) (154,2) (154,44) (154,117) (154,159) | 10 | y2 = x3 + 70x + 95 | 52 | (0,16) (0,30) (0,131) (0,145) (7,33) (7,79) (7,82) (7,128) (14,47) (14,68) (14,93) (14,114) (21,19) (21,65) (21,96) (21,142) (28,54) (28,61) (28,100) (28,107) (35,54) (35,61) (35,100) (35,107) (42,2) (42,44) (42,117) (42,159) (56,47) (56,68) (56,93) (56,114) (84,9) (84,37) (84,124) (84,152) (91,47) (91,68) (91,93) (91,114) (98,54) (98,61) (98,100) (98,107) (119,5) (119,51) (119,110) (119,156) (140,40) (140,75) (140,86) (140,121) | 11 | y2 = x3 + 119x + 116 | 52 | (0,47) (0,68) (0,93) (0,114) (7,2) (7,44) (7,117) (7,159) (14,54) (14,61) (14,100) (14,107) (21,33) (21,79) (21,82) (21,128) (28,33) (28,79) (28,82) (28,128) (35,12) (35,58) (35,103) (35,149) (42,40) (42,75) (42,86) (42,121) (56,12) (56,58) (56,103) (56,149) (70,12) (70,58) (70,103) (70,149) (77,19) (77,65) (77,96) (77,142) (84,26) (84,72) (84,89) (84,135) (112,33) (112,79) (112,82) (112,128) (119,9) (119,37) (119,124) (119,152) |
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