| Sr no. | class members | # points | points | 1 | y2 = x3 + 100x + 64 | 60 | (0,8) (0,15) (0,146) (0,153) (1,2) (1,44) (1,117) (1,159) (7,62) (7,76) (7,85) (7,99) (22,26) (22,72) (22,89) (22,135) (29,12) (29,58) (29,103) (29,149) (35,41) (35,64) (35,97) (35,120) (43,40) (43,75) (43,86) (43,121) (49,69) (49,92) (70,48) (70,71) (70,90) (70,113) (91,20) (91,43) (91,118) (91,141) (92,54) (92,61) (92,100) (92,107) (98,34) (98,57) (98,104) (98,127) (99,16) (99,30) (99,131) (99,145) (112,6) (112,29) (112,132) (112,155) (127,5) (127,51) (127,110) (127,156) (141,23) (141,138) | 2 | y2 = x3 + 127x + 1 | 60 | (0,1) (0,22) (0,139) (0,160) (23,47) (23,68) (23,93) (23,114) (28,41) (28,64) (28,97) (28,120) (42,48) (42,71) (42,90) (42,113) (49,8) (49,15) (49,146) (49,153) (51,5) (51,51) (51,110) (51,156) (63,55) (63,78) (63,83) (63,106) (65,2) (65,44) (65,117) (65,159) (72,54) (72,61) (72,100) (72,107) (86,9) (86,37) (86,124) (86,152) (98,6) (98,29) (98,132) (98,155) (105,13) (105,36) (105,125) (105,148) (121,40) (121,75) (121,86) (121,121) (128,33) (128,79) (128,82) (128,128) (133,69) (133,92) (156,23) (156,138) | 3 | y2 = x3 + 39x + 50 | 60 | (0,48) (0,71) (0,90) (0,113) (11,19) (11,65) (11,96) (11,142) (18,12) (18,58) (18,103) (18,149) (28,41) (28,64) (28,97) (28,120) (32,16) (32,30) (32,131) (32,145) (39,26) (39,72) (39,89) (39,135) (46,2) (46,44) (46,117) (46,159) (74,5) (74,51) (74,110) (74,156) (77,69) (77,92) (84,13) (84,36) (84,125) (84,148) (123,23) (123,138) (126,27) (126,50) (126,111) (126,134) (130,33) (130,79) (130,82) (130,128) (133,34) (133,57) (133,104) (133,127) (147,62) (147,76) (147,85) (147,99) (154,20) (154,43) (154,118) (154,141) | 4 | y2 = x3 + 18x + 78 | 60 | (0,20) (0,43) (0,118) (0,141) (7,8) (7,15) (7,146) (7,153) (18,47) (18,68) (18,93) (18,114) (32,16) (32,30) (32,131) (32,145) (39,23) (39,138) (46,26) (46,72) (46,89) (46,135) (53,54) (53,61) (53,100) (53,107) (56,27) (56,50) (56,111) (56,134) (91,6) (91,29) (91,132) (91,155) (102,19) (102,65) (102,96) (102,142) (105,41) (105,64) (105,97) (105,120) (133,1) (133,22) (133,139) (133,160) (137,40) (137,75) (137,86) (137,121) (147,62) (147,76) (147,85) (147,99) (151,5) (151,51) (151,110) (151,156) (154,69) (154,92) | 5 | y2 = x3 + 71x + 8 | 60 | (0,13) (0,36) (0,125) (0,148) (23,33) (23,79) (23,82) (23,128) (35,55) (35,78) (35,83) (35,106) (49,8) (49,15) (49,146) (49,153) (56,27) (56,50) (56,111) (56,134) (58,9) (58,37) (58,124) (58,152) (72,54) (72,61) (72,100) (72,107) (79,19) (79,65) (79,96) (79,142) (84,20) (84,43) (84,118) (84,141) (98,34) (98,57) (98,104) (98,127) (105,69) (105,92) (107,26) (107,72) (107,89) (107,135) (121,12) (121,58) (121,103) (121,149) (126,48) (126,71) (126,90) (126,113) (128,23) (128,138) (149,2) (149,44) (149,117) (149,159) | 6 | y2 = x3 + 93x + 36 | 60 | (0,6) (0,29) (0,132) (0,155) (7,8) (7,15) (7,146) (7,153) (8,2) (8,44) (8,117) (8,159) (21,62) (21,76) (21,85) (21,99) (43,12) (43,58) (43,103) (43,149) (50,9) (50,37) (50,124) (50,152) (71,23) (71,138) (77,48) (77,71) (77,90) (77,113) (85,33) (85,79) (85,82) (85,128) (92,40) (92,75) (92,86) (92,121) (99,54) (99,61) (99,100) (99,107) (112,34) (112,57) (112,104) (112,127) (113,16) (113,30) (113,131) (113,145) (119,55) (119,78) (119,83) (119,106) (140,69) (140,92) (154,13) (154,36) (154,125) (154,148) | 7 | y2 = x3 + 142x + 127 | 60 | (0,55) (0,78) (0,83) (0,106) (8,2) (8,44) (8,117) (8,159) (14,34) (14,57) (14,104) (14,127) (42,1) (42,22) (42,139) (42,160) (50,23) (50,138) (63,41) (63,64) (63,97) (63,120) (77,48) (77,71) (77,90) (77,113) (78,54) (78,61) (78,100) (78,107) (85,26) (85,72) (85,89) (85,135) (92,9) (92,37) (92,124) (92,152) (106,12) (106,58) (106,103) (106,149) (119,69) (119,92) (134,47) (134,68) (134,93) (134,114) (147,8) (147,15) (147,146) (147,153) (154,20) (154,43) (154,118) (154,141) (155,5) (155,51) (155,110) (155,156) | 8 | y2 = x3 + 78x + 29 | 60 | (0,34) (0,57) (0,104) (0,127) (2,26) (2,72) (2,89) (2,135) (14,1) (14,22) (14,139) (14,160) (21,62) (21,76) (21,85) (21,99) (23,12) (23,58) (23,103) (23,149) (35,41) (35,64) (35,97) (35,120) (37,47) (37,68) (37,93) (37,114) (44,16) (44,30) (44,131) (44,145) (58,5) (58,51) (58,110) (58,156) (63,55) (63,78) (63,83) (63,106) (70,27) (70,50) (70,111) (70,134) (86,9) (86,37) (86,124) (86,152) (93,19) (93,65) (93,96) (93,142) (98,69) (98,92) (121,23) (121,138) (140,20) (140,43) (140,118) (140,141) | 9 | y2 = x3 + 95x + 141 | 60 | (0,62) (0,76) (0,85) (0,99) (14,34) (14,57) (14,104) (14,127) (18,47) (18,68) (18,93) (18,114) (21,55) (21,78) (21,83) (21,106) (32,23) (32,138) (46,16) (46,30) (46,131) (46,145) (49,27) (49,50) (49,111) (49,134) (60,12) (60,58) (60,103) (60,149) (67,9) (67,37) (67,124) (67,152) (95,19) (95,65) (95,96) (95,142) (105,13) (105,36) (105,125) (105,148) (112,6) (112,29) (112,132) (112,155) (133,1) (133,22) (133,139) (133,160) (147,69) (147,92) (151,33) (151,79) (151,82) (151,128) (158,40) (158,75) (158,86) (158,121) | 10 | y2 = x3 + 151x + 71 | 60 | (0,41) (0,64) (0,97) (0,120) (4,16) (4,30) (4,131) (4,145) (11,2) (11,44) (11,117) (11,159) (25,40) (25,75) (25,86) (25,121) (28,13) (28,36) (28,125) (28,148) (35,69) (35,92) (42,1) (42,22) (42,139) (42,160) (46,5) (46,51) (46,110) (46,156) (70,27) (70,50) (70,111) (70,134) (74,33) (74,79) (74,82) (74,128) (81,23) (81,138) (88,47) (88,68) (88,93) (88,114) (116,19) (116,65) (116,96) (116,142) (119,62) (119,76) (119,85) (119,99) (126,48) (126,71) (126,90) (126,113) (140,6) (140,29) (140,132) (140,155) | 11 | y2 = x3 + 36x + 71 | 60 | (0,41) (0,64) (0,97) (0,120) (2,40) (2,75) (2,86) (2,121) (23,5) (23,51) (23,110) (23,156) (28,13) (28,36) (28,125) (28,148) (35,69) (35,92) (42,1) (42,22) (42,139) (42,160) (51,33) (51,79) (51,82) (51,128) (58,23) (58,138) (65,47) (65,68) (65,93) (65,114) (70,27) (70,50) (70,111) (70,134) (93,19) (93,65) (93,96) (93,142) (119,62) (119,76) (119,85) (119,99) (126,48) (126,71) (126,90) (126,113) (140,6) (140,29) (140,132) (140,155) (142,16) (142,30) (142,131) (142,145) (149,2) (149,44) (149,117) (149,159) | 12 | y2 = x3 + 72x + 141 | 60 | (0,62) (0,76) (0,85) (0,99) (14,34) (14,57) (14,104) (14,127) (21,55) (21,78) (21,83) (21,106) (36,33) (36,79) (36,82) (36,128) (43,40) (43,75) (43,86) (43,121) (49,27) (49,50) (49,111) (49,134) (64,47) (64,68) (64,93) (64,114) (78,23) (78,138) (92,16) (92,30) (92,131) (92,145) (105,13) (105,36) (105,125) (105,148) (106,12) (106,58) (106,103) (106,149) (112,6) (112,29) (112,132) (112,155) (113,9) (113,37) (113,124) (113,152) (133,1) (133,22) (133,139) (133,160) (141,19) (141,65) (141,96) (141,142) (147,69) (147,92) | 13 | y2 = x3 + 29x + 85 | 60 | (0,27) (0,50) (0,111) (0,134) (2,40) (2,75) (2,86) (2,121) (23,19) (23,65) (23,96) (23,142) (56,8) (56,15) (56,146) (56,153) (70,69) (70,92) (77,1) (77,22) (77,139) (77,160) (79,54) (79,61) (79,100) (79,107) (84,13) (84,36) (84,125) (84,148) (91,20) (91,43) (91,118) (91,141) (93,23) (93,138) (100,47) (100,68) (100,93) (100,114) (107,33) (107,79) (107,82) (107,128) (114,26) (114,72) (114,89) (114,135) (119,55) (119,78) (119,83) (119,106) (140,6) (140,29) (140,132) (140,155) (142,9) (142,37) (142,124) (142,152) | 14 | y2 = x3 + 116x + 36 | 60 | (0,6) (0,29) (0,132) (0,155) (4,9) (4,37) (4,124) (4,152) (7,8) (7,15) (7,146) (7,153) (21,62) (21,76) (21,85) (21,99) (25,23) (25,138) (39,33) (39,79) (39,82) (39,128) (46,40) (46,75) (46,86) (46,121) (53,54) (53,61) (53,100) (53,107) (67,16) (67,30) (67,131) (67,145) (77,48) (77,71) (77,90) (77,113) (112,34) (112,57) (112,104) (112,127) (119,55) (119,78) (119,83) (119,106) (123,2) (123,44) (123,117) (123,159) (140,69) (140,92) (154,13) (154,36) (154,125) (154,148) (158,12) (158,58) (158,103) (158,149) | 15 | y2 = x3 + 25x + 8 | 60 | (0,13) (0,36) (0,125) (0,148) (11,2) (11,44) (11,117) (11,159) (35,55) (35,78) (35,83) (35,106) (46,33) (46,79) (46,82) (46,128) (49,8) (49,15) (49,146) (49,153) (56,27) (56,50) (56,111) (56,134) (81,9) (81,37) (81,124) (81,152) (84,20) (84,43) (84,118) (84,141) (95,54) (95,61) (95,100) (95,107) (98,34) (98,57) (98,104) (98,127) (102,19) (102,65) (102,96) (102,142) (105,69) (105,92) (126,48) (126,71) (126,90) (126,113) (130,26) (130,72) (130,89) (130,135) (144,12) (144,58) (144,103) (144,149) (151,23) (151,138) | 16 | y2 = x3 + 64x + 78 | 60 | (0,20) (0,43) (0,118) (0,141) (7,8) (7,15) (7,146) (7,153) (9,16) (9,30) (9,131) (9,145) (16,23) (16,138) (23,26) (23,72) (23,89) (23,135) (30,54) (30,61) (30,100) (30,107) (56,27) (56,50) (56,111) (56,134) (79,19) (79,65) (79,96) (79,142) (91,6) (91,29) (91,132) (91,155) (105,41) (105,64) (105,97) (105,120) (114,40) (114,75) (114,86) (114,121) (128,5) (128,51) (128,110) (128,156) (133,1) (133,22) (133,139) (133,160) (147,62) (147,76) (147,85) (147,99) (154,69) (154,92) (156,47) (156,68) (156,93) (156,114) | 17 | y2 = x3 + 16x + 50 | 60 | (0,48) (0,71) (0,90) (0,113) (8,23) (8,138) (15,33) (15,79) (15,82) (15,128) (28,41) (28,64) (28,97) (28,120) (57,19) (57,65) (57,96) (57,142) (64,12) (64,58) (64,103) (64,149) (77,69) (77,92) (78,16) (78,30) (78,131) (78,145) (84,13) (84,36) (84,125) (84,148) (85,26) (85,72) (85,89) (85,135) (92,2) (92,44) (92,117) (92,159) (120,5) (120,51) (120,110) (120,156) (126,27) (126,50) (126,111) (126,134) (133,34) (133,57) (133,104) (133,127) (147,62) (147,76) (147,85) (147,99) (154,20) (154,43) (154,118) (154,141) | 18 | y2 = x3 + 123x + 64 | 60 | (0,8) (0,15) (0,146) (0,153) (7,62) (7,76) (7,85) (7,99) (35,41) (35,64) (35,97) (35,120) (46,54) (46,61) (46,100) (46,107) (49,69) (49,92) (53,16) (53,30) (53,131) (53,145) (70,48) (70,71) (70,90) (70,113) (81,5) (81,51) (81,110) (81,156) (91,20) (91,43) (91,118) (91,141) (95,23) (95,138) (98,34) (98,57) (98,104) (98,127) (112,6) (112,29) (112,132) (112,155) (116,2) (116,44) (116,117) (116,159) (137,26) (137,72) (137,89) (137,135) (144,12) (144,58) (144,103) (144,149) (158,40) (158,75) (158,86) (158,121) | 19 | y2 = x3 + 81x + 1 | 60 | (0,1) (0,22) (0,139) (0,160) (18,23) (18,138) (28,41) (28,64) (28,97) (28,120) (42,48) (42,71) (42,90) (42,113) (46,47) (46,68) (46,93) (46,114) (49,8) (49,15) (49,146) (49,153) (63,55) (63,78) (63,83) (63,106) (74,5) (74,51) (74,110) (74,156) (88,2) (88,44) (88,117) (88,159) (95,54) (95,61) (95,100) (95,107) (98,6) (98,29) (98,132) (98,155) (105,13) (105,36) (105,125) (105,148) (109,9) (109,37) (109,124) (109,152) (133,69) (133,92) (144,40) (144,75) (144,86) (144,121) (151,33) (151,79) (151,82) (151,128) | 20 | y2 = x3 + 85x + 50 | 60 | (0,48) (0,71) (0,90) (0,113) (9,16) (9,30) (9,131) (9,145) (16,26) (16,72) (16,89) (16,135) (23,2) (23,44) (23,117) (23,159) (28,41) (28,64) (28,97) (28,120) (51,5) (51,51) (51,110) (51,156) (77,69) (77,92) (84,13) (84,36) (84,125) (84,148) (100,23) (100,138) (107,33) (107,79) (107,82) (107,128) (126,27) (126,50) (126,111) (126,134) (133,34) (133,57) (133,104) (133,127) (147,62) (147,76) (147,85) (147,99) (149,19) (149,65) (149,96) (149,142) (154,20) (154,43) (154,118) (154,141) (156,12) (156,58) (156,103) (156,149) | 21 | y2 = x3 + 156x + 78 | 60 | (0,20) (0,43) (0,118) (0,141) (7,8) (7,15) (7,146) (7,153) (22,40) (22,75) (22,86) (22,121) (36,5) (36,51) (36,110) (36,156) (56,27) (56,50) (56,111) (56,134) (64,47) (64,68) (64,93) (64,114) (78,16) (78,30) (78,131) (78,145) (85,23) (85,138) (91,6) (91,29) (91,132) (91,155) (92,26) (92,72) (92,89) (92,135) (99,54) (99,61) (99,100) (99,107) (105,41) (105,64) (105,97) (105,120) (133,1) (133,22) (133,139) (133,160) (147,62) (147,76) (147,85) (147,99) (148,19) (148,65) (148,96) (148,142) (154,69) (154,92) | 22 | y2 = x3 + 4x + 127 | 60 | (0,55) (0,78) (0,83) (0,106) (4,23) (4,138) (14,34) (14,57) (14,104) (14,127) (32,54) (32,61) (32,100) (32,107) (39,26) (39,72) (39,89) (39,135) (42,1) (42,22) (42,139) (42,160) (46,9) (46,37) (46,124) (46,152) (60,12) (60,58) (60,103) (60,149) (63,41) (63,64) (63,97) (63,120) (77,48) (77,71) (77,90) (77,113) (88,47) (88,68) (88,93) (88,114) (109,5) (109,51) (109,110) (109,156) (119,69) (119,92) (123,2) (123,44) (123,117) (123,159) (147,8) (147,15) (147,146) (147,153) (154,20) (154,43) (154,118) (154,141) | 23 | y2 = x3 + 32x + 29 | 60 | (0,34) (0,57) (0,104) (0,127) (14,1) (14,22) (14,139) (14,160) (21,62) (21,76) (21,85) (21,99) (25,26) (25,72) (25,89) (25,135) (35,41) (35,64) (35,97) (35,120) (46,12) (46,58) (46,103) (46,149) (60,47) (60,68) (60,93) (60,114) (63,55) (63,78) (63,83) (63,106) (67,16) (67,30) (67,131) (67,145) (70,27) (70,50) (70,111) (70,134) (81,5) (81,51) (81,110) (81,156) (98,69) (98,92) (109,9) (109,37) (109,124) (109,152) (116,19) (116,65) (116,96) (116,142) (140,20) (140,43) (140,118) (140,141) (144,23) (144,138) | 24 | y2 = x3 + 141x + 141 | 60 | (0,62) (0,76) (0,85) (0,99) (9,23) (9,138) (14,34) (14,57) (14,104) (14,127) (21,55) (21,78) (21,83) (21,106) (23,16) (23,30) (23,131) (23,145) (37,12) (37,58) (37,103) (37,149) (44,9) (44,37) (44,124) (44,152) (49,27) (49,50) (49,111) (49,134) (72,19) (72,65) (72,96) (72,142) (105,13) (105,36) (105,125) (105,148) (112,6) (112,29) (112,132) (112,155) (128,33) (128,79) (128,82) (128,128) (133,1) (133,22) (133,139) (133,160) (135,40) (135,75) (135,86) (135,121) (147,69) (147,92) (156,47) (156,68) (156,93) (156,114) | 25 | y2 = x3 + 128x + 71 | 60 | (0,41) (0,64) (0,97) (0,120) (1,19) (1,65) (1,96) (1,142) (28,13) (28,36) (28,125) (28,148) (35,69) (35,92) (42,1) (42,22) (42,139) (42,160) (50,16) (50,30) (50,131) (50,145) (57,2) (57,44) (57,117) (57,159) (70,27) (70,50) (70,111) (70,134) (71,40) (71,75) (71,86) (71,121) (92,5) (92,51) (92,110) (92,156) (119,62) (119,76) (119,85) (119,99) (120,33) (120,79) (120,82) (120,128) (126,48) (126,71) (126,90) (126,113) (127,23) (127,138) (134,47) (134,68) (134,93) (134,114) (140,6) (140,29) (140,132) (140,155) | 26 | y2 = x3 + 144x + 85 | 60 | (0,27) (0,50) (0,111) (0,134) (4,9) (4,37) (4,124) (4,152) (25,40) (25,75) (25,86) (25,121) (46,19) (46,65) (46,96) (46,142) (56,8) (56,15) (56,146) (56,153) (70,69) (70,92) (77,1) (77,22) (77,139) (77,160) (84,13) (84,36) (84,125) (84,148) (91,20) (91,43) (91,118) (91,141) (102,54) (102,61) (102,100) (102,107) (116,23) (116,138) (119,55) (119,78) (119,83) (119,106) (123,47) (123,68) (123,93) (123,114) (130,33) (130,79) (130,82) (130,128) (137,26) (137,72) (137,89) (137,135) (140,6) (140,29) (140,132) (140,155) | 27 | y2 = x3 + 1x + 36 | 60 | (0,6) (0,29) (0,132) (0,155) (2,23) (2,138) (7,8) (7,15) (7,146) (7,153) (16,33) (16,79) (16,82) (16,128) (21,62) (21,76) (21,85) (21,99) (23,40) (23,75) (23,86) (23,121) (30,54) (30,61) (30,100) (30,107) (44,16) (44,30) (44,131) (44,145) (77,48) (77,71) (77,90) (77,113) (100,2) (100,44) (100,117) (100,159) (112,34) (112,57) (112,104) (112,127) (119,55) (119,78) (119,83) (119,106) (135,12) (135,58) (135,103) (135,149) (140,69) (140,92) (142,9) (142,37) (142,124) (142,152) (154,13) (154,36) (154,125) (154,148) | 28 | y2 = x3 + 2x + 8 | 60 | (0,13) (0,36) (0,125) (0,148) (15,26) (15,72) (15,89) (15,135) (29,12) (29,58) (29,103) (29,149) (35,55) (35,78) (35,83) (35,106) (36,23) (36,138) (49,8) (49,15) (49,146) (49,153) (56,27) (56,50) (56,111) (56,134) (57,2) (57,44) (57,117) (57,159) (84,20) (84,43) (84,118) (84,141) (92,33) (92,79) (92,82) (92,128) (98,34) (98,57) (98,104) (98,127) (105,69) (105,92) (126,48) (126,71) (126,90) (126,113) (127,9) (127,37) (127,124) (127,152) (141,54) (141,61) (141,100) (141,107) (148,19) (148,65) (148,96) (148,142) | 29 | y2 = x3 + 8x + 64 | 60 | (0,8) (0,15) (0,146) (0,153) (7,62) (7,76) (7,85) (7,99) (23,54) (23,61) (23,100) (23,107) (30,16) (30,30) (30,131) (30,145) (35,41) (35,64) (35,97) (35,120) (49,69) (49,92) (58,5) (58,51) (58,110) (58,156) (70,48) (70,71) (70,90) (70,113) (72,23) (72,138) (91,20) (91,43) (91,118) (91,141) (93,2) (93,44) (93,117) (93,159) (98,34) (98,57) (98,104) (98,127) (112,6) (112,29) (112,132) (112,155) (114,26) (114,72) (114,89) (114,135) (121,12) (121,58) (121,103) (121,149) (135,40) (135,75) (135,86) (135,121) | 30 | y2 = x3 + 58x + 1 | 60 | (0,1) (0,22) (0,139) (0,160) (28,41) (28,64) (28,97) (28,120) (29,40) (29,75) (29,86) (29,121) (36,33) (36,79) (36,82) (36,128) (42,48) (42,71) (42,90) (42,113) (49,8) (49,15) (49,146) (49,153) (63,55) (63,78) (63,83) (63,106) (64,23) (64,138) (92,47) (92,68) (92,93) (92,114) (98,6) (98,29) (98,132) (98,155) (105,13) (105,36) (105,125) (105,148) (120,5) (120,51) (120,110) (120,156) (133,69) (133,92) (134,2) (134,44) (134,117) (134,159) (141,54) (141,61) (141,100) (141,107) (155,9) (155,37) (155,124) (155,152) | 31 | y2 = x3 + 50x + 127 | 60 | (0,55) (0,78) (0,83) (0,106) (9,54) (9,61) (9,100) (9,107) (14,34) (14,57) (14,104) (14,127) (16,26) (16,72) (16,89) (16,135) (23,9) (23,37) (23,124) (23,152) (37,12) (37,58) (37,103) (37,149) (42,1) (42,22) (42,139) (42,160) (63,41) (63,64) (63,97) (63,120) (65,47) (65,68) (65,93) (65,114) (77,48) (77,71) (77,90) (77,113) (86,5) (86,51) (86,110) (86,156) (100,2) (100,44) (100,117) (100,159) (119,69) (119,92) (142,23) (142,138) (147,8) (147,15) (147,146) (147,153) (154,20) (154,43) (154,118) (154,141) | 32 | y2 = x3 + 9x + 29 | 60 | (0,34) (0,57) (0,104) (0,127) (1,19) (1,65) (1,96) (1,142) (14,1) (14,22) (14,139) (14,160) (21,62) (21,76) (21,85) (21,99) (29,23) (29,138) (35,41) (35,64) (35,97) (35,120) (63,55) (63,78) (63,83) (63,106) (70,27) (70,50) (70,111) (70,134) (71,26) (71,72) (71,89) (71,135) (92,12) (92,58) (92,103) (92,149) (98,69) (98,92) (106,47) (106,68) (106,93) (106,114) (113,16) (113,30) (113,131) (113,145) (127,5) (127,51) (127,110) (127,156) (140,20) (140,43) (140,118) (140,141) (155,9) (155,37) (155,124) (155,152) | 33 | y2 = x3 + 121x + 85 | 60 | (0,27) (0,50) (0,111) (0,134) (1,23) (1,138) (8,47) (8,68) (8,93) (8,114) (15,33) (15,79) (15,82) (15,128) (22,26) (22,72) (22,89) (22,135) (50,9) (50,37) (50,124) (50,152) (56,8) (56,15) (56,146) (56,153) (70,69) (70,92) (71,40) (71,75) (71,86) (71,121) (77,1) (77,22) (77,139) (77,160) (84,13) (84,36) (84,125) (84,148) (91,20) (91,43) (91,118) (91,141) (92,19) (92,65) (92,96) (92,142) (119,55) (119,78) (119,83) (119,106) (140,6) (140,29) (140,132) (140,155) (148,54) (148,61) (148,100) (148,107) |
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