| Sr no. | class members | # points | points | 1 | y2 = x3 + 102x + 131 | 75 | (1,39) (1,104) (18,44) (18,99) (26,14) (26,25) (26,118) (26,129) (29,55) (29,88) (34,17) (34,61) (34,82) (34,126) (37,19) (37,58) (37,85) (37,124) (40,0) (45,6) (45,71) (45,72) (45,137) (48,19) (48,58) (48,85) (48,124) (70,8) (70,47) (70,96) (70,135) (73,22) (73,121) (78,27) (78,38) (78,105) (78,116) (81,3) (81,36) (81,107) (81,140) (84,33) (84,110) (89,6) (89,71) (89,72) (89,137) (92,52) (92,91) (100,6) (100,71) (100,72) (100,137) (117,66) (117,77) (122,5) (122,60) (122,83) (122,138) (125,30) (125,69) (125,74) (125,113) (128,33) (128,110) (133,16) (133,49) (133,94) (133,127) (136,19) (136,58) (136,85) (136,124) (139,33) (139,110) | 2 | y2 = x3 + 60x + 116 | 75 | (10,0) (12,43) (12,56) (12,87) (12,100) (21,22) (21,121) (23,65) (23,78) (25,9) (25,35) (25,108) (25,134) (32,22) (32,121) (34,43) (34,56) (34,87) (34,100) (36,13) (36,130) (43,11) (43,132) (45,43) (45,56) (45,87) (45,100) (47,9) (47,35) (47,108) (47,134) (54,33) (54,110) (56,54) (56,67) (56,76) (56,89) (58,9) (58,35) (58,108) (58,134) (65,44) (65,99) (67,32) (67,45) (67,98) (67,111) (69,2) (69,24) (69,119) (69,141) (76,66) (76,77) (78,21) (78,34) (78,109) (78,122) (80,20) (80,46) (80,97) (80,123) (89,1) (89,12) (89,131) (89,142) (91,31) (91,57) (91,86) (91,112) (102,53) (102,64) (102,79) (102,90) (142,22) (142,121) | 3 | y2 = x3 + 86x + 40 | 75 | (2,44) (2,99) (5,32) (5,45) (5,98) (5,111) (9,16) (9,49) (9,94) (9,127) (13,66) (13,77) (16,65) (16,78) (20,6) (20,71) (20,72) (20,137) (24,22) (24,121) (27,32) (27,45) (27,98) (27,111) (31,6) (31,71) (31,72) (31,137) (35,55) (35,88) (42,39) (42,104) (46,33) (46,110) (53,6) (53,71) (53,72) (53,137) (57,33) (57,110) (68,0) (79,33) (79,110) (93,21) (93,34) (93,109) (93,122) (104,1) (104,12) (104,131) (104,142) (115,43) (115,56) (115,87) (115,100) (119,5) (119,60) (119,83) (119,138) (126,10) (126,23) (126,120) (126,133) (130,27) (130,38) (130,105) (130,116) (137,32) (137,45) (137,98) (137,111) (141,17) (141,61) (141,82) (141,126) | 4 | y2 = x3 + 111x + 118 | 75 | (3,7) (3,59) (3,84) (3,136) (8,33) (8,110) (9,52) (9,91) (14,29) (14,62) (14,81) (14,114) (19,44) (19,99) (20,30) (20,69) (20,74) (20,113) (41,33) (41,110) (42,19) (42,58) (42,85) (42,124) (47,7) (47,59) (47,84) (47,136) (52,66) (52,77) (53,3) (53,36) (53,107) (53,140) (58,18) (58,70) (58,73) (58,125) (74,0) (80,7) (80,59) (80,84) (80,136) (85,22) (85,121) (86,19) (86,58) (86,85) (86,124) (91,40) (91,51) (91,92) (91,103) (97,8) (97,47) (97,96) (97,135) (107,33) (107,110) (113,26) (113,117) (118,55) (118,88) (119,19) (119,58) (119,85) (119,124) (124,4) (124,48) (124,95) (124,139) (130,14) (130,25) (130,118) (130,129) | 5 | y2 = x3 + 37x + 90 | 75 | (4,4) (4,48) (4,95) (4,139) (5,20) (5,46) (5,97) (5,123) (15,4) (15,48) (15,95) (15,139) (17,22) (17,121) (26,18) (26,70) (26,73) (26,125) (28,22) (28,121) (38,13) (38,130) (39,44) (39,99) (49,2) (49,24) (49,119) (49,141) (59,4) (59,48) (59,95) (59,139) (60,53) (60,64) (60,79) (60,90) (70,7) (70,59) (70,84) (70,136) (72,22) (72,121) (82,9) (82,35) (82,108) (82,134) (83,33) (83,110) (93,9) (93,35) (93,108) (93,134) (103,26) (103,117) (104,31) (104,57) (104,86) (104,112) (114,15) (114,37) (114,106) (114,128) (116,0) (125,40) (125,51) (125,92) (125,103) (127,11) (127,132) (137,9) (137,35) (137,108) (137,134) (138,66) (138,77) | 6 | y2 = x3 + 59x + 90 | 75 | (4,26) (4,117) (5,9) (5,35) (5,108) (5,134) (6,33) (6,110) (17,0) (26,18) (26,70) (26,73) (26,125) (37,4) (37,48) (37,95) (37,139) (38,2) (38,24) (38,119) (38,141) (39,44) (39,99) (49,9) (49,35) (49,108) (49,134) (50,22) (50,121) (59,40) (59,51) (59,92) (59,103) (70,4) (70,48) (70,95) (70,139) (71,20) (71,46) (71,97) (71,123) (72,66) (72,77) (82,13) (82,130) (83,22) (83,121) (103,15) (103,37) (103,106) (103,128) (104,31) (104,57) (104,86) (104,112) (114,4) (114,48) (114,95) (114,139) (115,9) (115,35) (115,108) (115,134) (116,11) (116,132) (127,22) (127,121) (136,7) (136,59) (136,84) (136,136) (137,53) (137,64) (137,79) (137,90) | 7 | y2 = x3 + 111x + 129 | 75 | (19,33) (19,110) (20,14) (20,25) (20,118) (20,129) (25,15) (25,37) (25,106) (25,128) (30,0) (31,30) (31,69) (31,74) (31,113) (36,4) (36,48) (36,95) (36,139) (52,44) (52,99) (58,7) (58,59) (58,84) (58,136) (63,22) (63,121) (64,41) (64,63) (64,80) (64,102) (69,26) (69,117) (75,30) (75,69) (75,74) (75,113) (85,66) (85,77) (91,18) (91,70) (91,73) (91,125) (96,22) (96,121) (97,19) (97,58) (97,85) (97,124) (102,4) (102,48) (102,95) (102,139) (108,52) (108,91) (124,40) (124,51) (124,92) (124,103) (129,11) (129,132) (130,8) (130,47) (130,96) (130,135) (135,4) (135,48) (135,95) (135,139) (140,22) (140,121) (141,30) (141,69) (141,74) (141,113) | 8 | y2 = x3 + 141x + 51 | 75 | (2,22) (2,121) (5,32) (5,45) (5,98) (5,111) (13,44) (13,99) (20,17) (20,61) (20,82) (20,126) (31,6) (31,71) (31,72) (31,137) (38,65) (38,78) (46,22) (46,121) (49,54) (49,67) (49,76) (49,89) (57,33) (57,110) (60,1) (60,12) (60,131) (60,142) (64,39) (64,104) (75,28) (75,50) (75,93) (75,115) (82,43) (82,56) (82,87) (82,100) (86,27) (86,38) (86,105) (86,116) (90,0) (93,43) (93,56) (93,87) (93,100) (101,11) (101,132) (104,21) (104,34) (104,109) (104,122) (108,17) (108,61) (108,82) (108,126) (112,66) (112,77) (119,17) (119,61) (119,82) (119,126) (130,5) (130,60) (130,83) (130,138) (134,22) (134,121) (137,43) (137,56) (137,87) (137,100) | 9 | y2 = x3 + 137x + 105 | 75 | (1,10) (1,23) (1,120) (1,133) (3,20) (3,46) (3,97) (3,123) (14,42) (14,68) (14,75) (14,101) (21,33) (21,110) (32,44) (32,99) (34,32) (34,45) (34,98) (34,111) (45,21) (45,34) (45,109) (45,122) (47,20) (47,46) (47,97) (47,123) (54,33) (54,110) (58,31) (58,57) (58,86) (58,112) (65,66) (65,77) (67,32) (67,45) (67,98) (67,111) (78,1) (78,12) (78,131) (78,142) (80,20) (80,46) (80,97) (80,123) (87,0) (91,53) (91,64) (91,79) (91,90) (98,22) (98,121) (100,65) (100,78) (111,43) (111,56) (111,87) (111,100) (113,13) (113,130) (120,33) (120,110) (124,9) (124,35) (124,108) (124,134) (131,55) (131,88) (133,32) (133,45) (133,98) (133,111) | 10 | y2 = x3 + 47x + 131 | 75 | (1,6) (1,71) (1,72) (1,137) (7,33) (7,110) (15,8) (15,47) (15,96) (15,135) (18,33) (18,110) (26,14) (26,25) (26,118) (26,129) (29,0) (37,30) (37,69) (37,74) (37,113) (40,33) (40,110) (48,3) (48,36) (48,107) (48,140) (59,19) (59,58) (59,85) (59,124) (67,5) (67,60) (67,83) (67,138) (70,19) (70,58) (70,85) (70,124) (78,27) (78,38) (78,105) (78,116) (81,52) (81,91) (89,17) (89,61) (89,82) (89,126) (92,19) (92,58) (92,85) (92,124) (100,16) (100,49) (100,94) (100,127) (106,44) (106,99) (111,6) (111,71) (111,72) (111,137) (117,66) (117,77) (122,6) (122,71) (122,72) (122,137) (128,22) (128,121) (133,39) (133,104) (139,55) (139,88) | 11 | y2 = x3 + 141x + 40 | 75 | (5,21) (5,34) (5,109) (5,122) (9,6) (9,71) (9,72) (9,137) (13,66) (13,77) (16,10) (16,23) (16,120) (16,133) (24,33) (24,110) (27,65) (27,78) (31,5) (31,60) (31,83) (31,138) (35,33) (35,110) (42,16) (42,49) (42,94) (42,127) (53,39) (53,104) (57,44) (57,99) (60,43) (60,56) (60,87) (60,100) (68,55) (68,88) (71,32) (71,45) (71,98) (71,111) (79,0) (86,17) (86,61) (86,82) (86,126) (97,6) (97,71) (97,72) (97,137) (104,1) (104,12) (104,131) (104,142) (112,22) (112,121) (115,32) (115,45) (115,98) (115,111) (123,33) (123,110) (126,32) (126,45) (126,98) (126,111) (130,27) (130,38) (130,105) (130,116) (141,6) (141,71) (141,72) (141,137) | 12 | y2 = x3 + 34x + 129 | 75 | (8,22) (8,121) (19,22) (19,121) (25,4) (25,48) (25,95) (25,139) (30,11) (30,132) (36,26) (36,117) (41,33) (41,110) (47,4) (47,48) (47,95) (47,139) (52,44) (52,99) (58,4) (58,48) (58,95) (58,139) (63,66) (63,77) (64,30) (64,69) (64,74) (64,113) (69,15) (69,37) (69,106) (69,128) (75,52) (75,91) (80,7) (80,59) (80,84) (80,136) (86,30) (86,69) (86,74) (86,113) (91,18) (91,70) (91,73) (91,125) (97,30) (97,69) (97,74) (97,113) (102,40) (102,51) (102,92) (102,103) (108,41) (108,63) (108,80) (108,102) (119,19) (119,58) (119,85) (119,124) (129,22) (129,121) (130,8) (130,47) (130,96) (130,135) (140,0) (141,14) (141,25) (141,118) (141,129) | 13 | y2 = x3 + 125x + 79 | 75 | (5,20) (5,46) (5,97) (5,123) (15,18) (15,70) (15,73) (15,125) (16,13) (16,130) (26,40) (26,51) (26,92) (26,103) (27,20) (27,46) (27,97) (27,123) (28,44) (28,99) (37,4) (37,48) (37,95) (37,139) (39,66) (39,77) (48,29) (48,62) (48,81) (48,114) (50,22) (50,121) (59,7) (59,59) (59,84) (59,136) (61,55) (61,88) (70,7) (70,59) (70,84) (70,136) (72,33) (72,110) (81,26) (81,117) (83,33) (83,110) (92,7) (92,59) (92,84) (92,136) (93,31) (93,57) (93,86) (93,112) (94,0) (104,53) (104,64) (104,79) (104,90) (105,33) (105,110) (115,9) (115,35) (115,108) (115,134) (126,42) (126,68) (126,75) (126,101) (137,20) (137,46) (137,97) (137,123) | 14 | y2 = x3 + 59x + 79 | 75 | (6,44) (6,99) (15,7) (15,59) (15,84) (15,136) (16,20) (16,46) (16,97) (16,123) (26,40) (26,51) (26,92) (26,103) (27,42) (27,68) (27,75) (27,101) (28,33) (28,110) (39,66) (39,77) (48,26) (48,117) (59,4) (59,48) (59,95) (59,139) (60,20) (60,46) (60,97) (60,123) (61,0) (71,31) (71,57) (71,86) (71,112) (72,22) (72,121) (81,7) (81,59) (81,84) (81,136) (92,29) (92,62) (92,81) (92,114) (93,20) (93,46) (93,97) (93,123) (94,33) (94,110) (104,53) (104,64) (104,79) (104,90) (105,55) (105,88) (125,7) (125,59) (125,84) (125,136) (126,13) (126,130) (136,18) (136,70) (136,73) (136,125) (137,9) (137,35) (137,108) (137,134) (138,33) (138,110) | 15 | y2 = x3 + 89x + 129 | 75 | (8,66) (8,77) (20,30) (20,69) (20,74) (20,113) (25,26) (25,117) (30,22) (30,121) (31,19) (31,58) (31,85) (31,124) (36,15) (36,37) (36,106) (36,128) (41,22) (41,121) (47,40) (47,51) (47,92) (47,103) (52,44) (52,99) (64,52) (64,91) (69,4) (69,48) (69,95) (69,139) (75,41) (75,63) (75,80) (75,102) (80,4) (80,48) (80,95) (80,139) (85,22) (85,121) (86,14) (86,25) (86,118) (86,129) (91,18) (91,70) (91,73) (91,125) (96,33) (96,110) (108,30) (108,69) (108,74) (108,113) (119,30) (119,69) (119,74) (119,113) (124,4) (124,48) (124,95) (124,139) (129,0) (130,8) (130,47) (130,96) (130,135) (135,7) (135,59) (135,84) (135,136) (140,11) (140,132) | 16 | y2 = x3 + 20x + 51 | 75 | (5,43) (5,56) (5,87) (5,100) (13,44) (13,99) (20,27) (20,38) (20,105) (20,116) (24,22) (24,121) (31,17) (31,61) (31,82) (31,126) (38,54) (38,67) (38,76) (38,89) (46,66) (46,77) (49,43) (49,56) (49,87) (49,100) (57,22) (57,121) (64,28) (64,50) (64,93) (64,115) (71,32) (71,45) (71,98) (71,111) (75,17) (75,61) (75,82) (75,126) (82,65) (82,78) (90,11) (90,132) (97,6) (97,71) (97,72) (97,137) (101,22) (101,121) (104,21) (104,34) (104,109) (104,122) (108,39) (108,104) (115,43) (115,56) (115,87) (115,100) (123,33) (123,110) (130,5) (130,60) (130,83) (130,138) (134,0) (137,1) (137,12) (137,131) (137,142) (141,17) (141,61) (141,82) (141,126) | 17 | y2 = x3 + 137x + 116 | 75 | (10,22) (10,121) (12,54) (12,67) (12,76) (12,89) (23,43) (23,56) (23,87) (23,100) (25,2) (25,24) (25,119) (25,141) (32,33) (32,110) (36,9) (36,35) (36,108) (36,134) (43,0) (45,32) (45,45) (45,98) (45,111) (56,65) (56,78) (58,20) (58,46) (58,97) (58,123) (65,44) (65,99) (69,13) (69,130) (76,22) (76,121) (78,21) (78,34) (78,109) (78,122) (89,43) (89,56) (89,87) (89,100) (91,31) (91,57) (91,86) (91,112) (98,66) (98,77) (102,9) (102,35) (102,108) (102,134) (109,22) (109,121) (111,1) (111,12) (111,131) (111,142) (122,43) (122,56) (122,87) (122,100) (124,53) (124,64) (124,79) (124,90) (135,9) (135,35) (135,108) (135,134) (142,11) (142,132) | 18 | y2 = x3 + 102x + 142 | 75 | (4,30) (4,69) (4,74) (4,113) (7,22) (7,121) (12,39) (12,104) (15,30) (15,69) (15,74) (15,113) (18,33) (18,110) (23,28) (23,50) (23,93) (23,115) (26,8) (26,47) (26,96) (26,135) (34,27) (34,38) (34,105) (34,116) (51,0) (56,17) (56,61) (56,82) (56,126) (59,30) (59,69) (59,74) (59,113) (62,11) (62,132) (67,17) (67,61) (67,82) (67,126) (70,19) (70,58) (70,85) (70,124) (73,66) (73,77) (78,5) (78,60) (78,83) (78,138) (95,22) (95,121) (103,52) (103,91) (106,22) (106,121) (111,17) (111,61) (111,82) (111,126) (114,41) (114,63) (114,80) (114,102) (117,44) (117,99) (122,6) (122,71) (122,72) (122,137) (125,14) (125,25) (125,118) (125,129) | 19 | y2 = x3 + 37x + 79 | 75 | (5,31) (5,57) (5,86) (5,112) (6,33) (6,110) (16,42) (16,68) (16,75) (16,101) (26,40) (26,51) (26,92) (26,103) (27,13) (27,130) (37,7) (37,59) (37,84) (37,136) (39,66) (39,77) (48,7) (48,59) (48,84) (48,136) (50,33) (50,110) (60,9) (60,35) (60,108) (60,134) (61,33) (61,110) (70,18) (70,70) (70,73) (70,125) (71,20) (71,46) (71,97) (71,123) (81,29) (81,62) (81,81) (81,114) (83,44) (83,99) (92,26) (92,117) (94,55) (94,88) (104,53) (104,64) (104,79) (104,90) (105,0) (115,20) (115,46) (115,97) (115,123) (125,4) (125,48) (125,95) (125,139) (126,20) (126,46) (126,97) (126,123) (136,7) (136,59) (136,84) (136,136) (138,22) (138,121) | 20 | y2 = x3 + 125x + 90 | 75 | (4,15) (4,37) (4,106) (4,128) (6,22) (6,121) (15,7) (15,59) (15,84) (15,136) (17,11) (17,132) (26,18) (26,70) (26,73) (26,125) (28,33) (28,110) (37,40) (37,51) (37,92) (37,103) (38,9) (38,35) (38,108) (38,134) (39,44) (39,99) (49,13) (49,130) (50,66) (50,77) (60,9) (60,35) (60,108) (60,134) (71,9) (71,35) (71,108) (71,134) (82,2) (82,24) (82,119) (82,141) (93,20) (93,46) (93,97) (93,123) (103,4) (103,48) (103,95) (103,139) (104,31) (104,57) (104,86) (104,112) (114,26) (114,117) (115,53) (115,64) (115,79) (115,90) (116,22) (116,121) (125,4) (125,48) (125,95) (125,139) (127,0) (136,4) (136,48) (136,95) (136,139) (138,22) (138,121) | 21 | y2 = x3 + 34x + 118 | 75 | (3,26) (3,117) (9,3) (9,36) (9,107) (9,140) (14,7) (14,59) (14,84) (14,136) (20,19) (20,58) (20,85) (20,124) (31,19) (31,58) (31,85) (31,124) (41,44) (41,99) (42,52) (42,91) (52,66) (52,77) (53,19) (53,58) (53,85) (53,124) (63,22) (63,121) (74,55) (74,88) (80,18) (80,70) (80,73) (80,125) (85,33) (85,110) (91,40) (91,51) (91,92) (91,103) (96,33) (96,110) (102,4) (102,48) (102,95) (102,139) (107,0) (113,29) (113,62) (113,81) (113,114) (118,33) (118,110) (119,8) (119,47) (119,96) (119,135) (124,7) (124,59) (124,84) (124,136) (130,14) (130,25) (130,118) (130,129) (135,7) (135,59) (135,84) (135,136) (141,30) (141,69) (141,74) (141,113) | 22 | y2 = x3 + 20x + 40 | 75 | (2,33) (2,110) (9,39) (9,104) (13,66) (13,77) (16,32) (16,45) (16,98) (16,111) (20,17) (20,61) (20,82) (20,126) (27,10) (27,23) (27,120) (27,133) (35,0) (42,6) (42,71) (42,72) (42,137) (46,22) (46,121) (53,16) (53,49) (53,94) (53,127) (60,32) (60,45) (60,98) (60,111) (68,33) (68,110) (71,21) (71,34) (71,109) (71,122) (79,55) (79,88) (86,6) (86,71) (86,72) (86,137) (93,32) (93,45) (93,98) (93,111) (97,5) (97,60) (97,83) (97,138) (104,1) (104,12) (104,131) (104,142) (112,33) (112,110) (119,6) (119,71) (119,72) (119,137) (123,44) (123,99) (126,65) (126,78) (130,27) (130,38) (130,105) (130,116) (137,43) (137,56) (137,87) (137,100) | 23 | y2 = x3 + 115x + 116 | 75 | (10,11) (10,132) (12,65) (12,78) (21,66) (21,77) (23,54) (23,67) (23,76) (23,89) (25,13) (25,130) (34,1) (34,12) (34,131) (34,142) (36,2) (36,24) (36,119) (36,141) (43,22) (43,121) (47,53) (47,64) (47,79) (47,90) (54,22) (54,121) (56,43) (56,56) (56,87) (56,100) (65,44) (65,99) (67,43) (67,56) (67,87) (67,100) (69,9) (69,35) (69,108) (69,134) (78,21) (78,34) (78,109) (78,122) (80,9) (80,35) (80,108) (80,134) (91,31) (91,57) (91,86) (91,112) (98,22) (98,121) (109,33) (109,110) (111,43) (111,56) (111,87) (111,100) (122,32) (122,45) (122,98) (122,111) (124,9) (124,35) (124,108) (124,134) (135,20) (135,46) (135,97) (135,123) (142,0) | 24 | y2 = x3 + 124x + 142 | 75 | (4,52) (4,91) (7,66) (7,77) (12,28) (12,50) (12,93) (12,115) (18,22) (18,121) (23,17) (23,61) (23,82) (23,126) (26,8) (26,47) (26,96) (26,135) (37,30) (37,69) (37,74) (37,113) (45,6) (45,71) (45,72) (45,137) (51,11) (51,132) (56,39) (56,104) (59,14) (59,25) (59,118) (59,129) (62,22) (62,121) (70,30) (70,69) (70,74) (70,113) (78,5) (78,60) (78,83) (78,138) (84,33) (84,110) (89,17) (89,61) (89,82) (89,126) (95,0) (103,41) (103,63) (103,80) (103,102) (111,27) (111,38) (111,105) (111,116) (114,30) (114,69) (114,74) (114,113) (117,44) (117,99) (122,17) (122,61) (122,82) (122,126) (128,22) (128,121) (136,19) (136,58) (136,85) (136,124) | 25 | y2 = x3 + 89x + 118 | 75 | (3,29) (3,62) (3,81) (3,114) (8,22) (8,121) (9,19) (9,58) (9,85) (9,124) (14,26) (14,117) (19,33) (19,110) (31,8) (31,47) (31,96) (31,135) (42,3) (42,36) (42,107) (42,140) (47,4) (47,48) (47,95) (47,139) (52,66) (52,77) (53,52) (53,91) (58,7) (58,59) (58,84) (58,136) (63,33) (63,110) (74,33) (74,110) (86,30) (86,69) (86,74) (86,113) (91,40) (91,51) (91,92) (91,103) (96,44) (96,99) (97,19) (97,58) (97,85) (97,124) (102,7) (102,59) (102,84) (102,136) (107,55) (107,88) (113,7) (113,59) (113,84) (113,136) (118,0) (130,14) (130,25) (130,118) (130,129) (135,18) (135,70) (135,73) (135,125) (141,19) (141,58) (141,85) (141,124) | 26 | y2 = x3 + 86x + 51 | 75 | (2,33) (2,110) (13,44) (13,99) (24,66) (24,77) (38,43) (38,56) (38,87) (38,100) (49,65) (49,78) (60,43) (60,56) (60,87) (60,100) (64,17) (64,61) (64,82) (64,126) (71,43) (71,56) (71,87) (71,100) (75,39) (75,104) (82,54) (82,67) (82,76) (82,89) (86,17) (86,61) (86,82) (86,126) (90,22) (90,121) (93,32) (93,45) (93,98) (93,111) (97,17) (97,61) (97,82) (97,126) (101,0) (104,21) (104,34) (104,109) (104,122) (108,28) (108,50) (108,93) (108,115) (112,22) (112,121) (115,1) (115,12) (115,131) (115,142) (119,6) (119,71) (119,72) (119,137) (123,22) (123,121) (130,5) (130,60) (130,83) (130,138) (134,11) (134,132) (141,27) (141,38) (141,105) (141,116) | 27 | y2 = x3 + 60x + 105 | 75 | (1,32) (1,45) (1,98) (1,111) (3,13) (3,130) (14,20) (14,46) (14,97) (14,123) (54,44) (54,99) (65,66) (65,77) (67,21) (67,34) (67,109) (67,122) (76,22) (76,121) (78,1) (78,12) (78,131) (78,142) (80,31) (80,57) (80,86) (80,112) (87,55) (87,88) (89,43) (89,56) (89,87) (89,100) (91,53) (91,64) (91,79) (91,90) (98,33) (98,110) (100,10) (100,23) (100,120) (100,133) (102,9) (102,35) (102,108) (102,134) (109,33) (109,110) (111,32) (111,45) (111,98) (111,111) (113,42) (113,68) (113,75) (113,101) (120,0) (122,32) (122,45) (122,98) (122,111) (124,20) (124,46) (124,97) (124,123) (131,33) (131,110) (133,65) (133,78) (135,20) (135,46) (135,97) (135,123) | 28 | y2 = x3 + 124x + 131 | 75 | (1,16) (1,49) (1,94) (1,127) (7,22) (7,121) (15,19) (15,58) (15,85) (15,124) (26,14) (26,25) (26,118) (26,129) (29,33) (29,110) (34,6) (34,71) (34,72) (34,137) (40,55) (40,88) (45,5) (45,60) (45,83) (45,138) (48,52) (48,91) (59,30) (59,69) (59,74) (59,113) (67,6) (67,71) (67,72) (67,137) (73,33) (73,110) (78,27) (78,38) (78,105) (78,116) (81,19) (81,58) (81,85) (81,124) (84,44) (84,99) (92,3) (92,36) (92,107) (92,140) (100,39) (100,104) (106,33) (106,110) (111,17) (111,61) (111,82) (111,126) (117,66) (117,77) (125,19) (125,58) (125,85) (125,124) (133,6) (133,71) (133,72) (133,137) (136,8) (136,47) (136,96) (136,135) (139,0) | 29 | y2 = x3 + 115x + 105 | 75 | (1,65) (1,78) (3,42) (3,68) (3,75) (3,101) (14,13) (14,130) (21,22) (21,121) (32,33) (32,110) (34,43) (34,56) (34,87) (34,100) (45,32) (45,45) (45,98) (45,111) (47,9) (47,35) (47,108) (47,134) (58,20) (58,46) (58,97) (58,123) (65,66) (65,77) (76,33) (76,110) (78,1) (78,12) (78,131) (78,142) (87,33) (87,110) (89,32) (89,45) (89,98) (89,111) (91,53) (91,64) (91,79) (91,90) (100,32) (100,45) (100,98) (100,111) (102,20) (102,46) (102,97) (102,123) (109,44) (109,99) (113,20) (113,46) (113,97) (113,123) (120,55) (120,88) (122,21) (122,34) (122,109) (122,122) (131,0) (133,10) (133,23) (133,120) (133,133) (135,31) (135,57) (135,86) (135,112) | 30 | y2 = x3 + 47x + 142 | 75 | (4,41) (4,63) (4,80) (4,102) (12,17) (12,61) (12,82) (12,126) (15,19) (15,58) (15,85) (15,124) (23,39) (23,104) (26,8) (26,47) (26,96) (26,135) (34,17) (34,61) (34,82) (34,126) (37,14) (37,25) (37,118) (37,129) (45,17) (45,61) (45,82) (45,126) (51,22) (51,121) (56,28) (56,50) (56,93) (56,115) (62,0) (67,6) (67,71) (67,72) (67,137) (73,22) (73,121) (78,5) (78,60) (78,83) (78,138) (84,22) (84,121) (89,27) (89,38) (89,105) (89,116) (95,11) (95,132) (103,30) (103,69) (103,74) (103,113) (106,33) (106,110) (114,52) (114,91) (117,44) (117,99) (125,30) (125,69) (125,74) (125,113) (128,66) (128,77) (136,30) (136,69) (136,74) (136,113) |
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