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