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