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