| Sr no. | class members | # points | points | 1 | y2 = x3 + 101x + 52 | 99 | (9,35) (9,120) (11,13) (11,18) (11,137) (11,142) (14,5) (14,150) (24,5) (24,150) (29,20) (29,135) (34,45) (34,110) (36,62) (36,93) (39,15) (39,140) (41,27) (41,58) (41,97) (41,128) (44,20) (44,135) (49,75) (49,80) (51,42) (51,73) (51,82) (51,113) (56,37) (56,68) (56,87) (56,118) (59,30) (59,125) (64,75) (64,80) (71,27) (71,58) (71,97) (71,128) (74,35) (74,120) (76,57) (76,67) (76,88) (76,98) (86,57) (86,67) (86,88) (86,98) (89,55) (89,100) (91,42) (91,73) (91,82) (91,113) (96,17) (96,48) (96,107) (96,138) (101,47) (101,77) (101,78) (101,108) (104,75) (104,80) (106,42) (106,73) (106,82) (106,113) (111,13) (111,18) (111,137) (111,142) (121,32) (121,63) (121,92) (121,123) (126,13) (126,18) (126,137) (126,142) (129,0) (134,35) (134,120) (136,27) (136,58) (136,97) (136,128) (144,20) (144,135) (149,25) (149,130) (151,7) (151,38) (151,117) (151,148) | 2 | y2 = x3 + 16x + 88 | 99 | (6,20) (6,135) (9,31) (9,124) (11,75) (11,80) (14,24) (14,69) (14,86) (14,131) (16,10) (16,145) (19,11) (19,51) (19,104) (19,144) (24,6) (24,56) (24,99) (24,149) (26,10) (26,145) (34,16) (34,46) (34,109) (34,139) (36,75) (36,80) (41,15) (41,140) (46,75) (46,80) (49,16) (49,46) (49,109) (49,139) (51,10) (51,145) (61,65) (61,90) (64,29) (64,64) (64,91) (64,126) (69,4) (69,66) (69,89) (69,151) (71,0) (76,55) (76,100) (81,20) (81,135) (86,25) (86,130) (96,15) (96,140) (99,11) (99,51) (99,104) (99,144) (104,44) (104,49) (104,106) (104,111) (109,21) (109,41) (109,114) (109,134) (111,15) (111,140) (119,21) (119,41) (119,114) (119,134) (126,60) (126,95) (129,44) (129,49) (129,106) (129,111) (131,35) (131,120) (134,16) (134,46) (134,109) (134,139) (139,44) (139,49) (139,106) (139,111) (144,21) (144,41) (144,114) (144,134) (154,34) (154,59) (154,96) (154,121) | 3 | y2 = x3 + 51x + 73 | 99 | (1,30) (1,125) (4,31) (4,124) (14,11) (14,51) (14,104) (14,144) (16,5) (16,150) (21,50) (21,105) (29,26) (29,36) (29,119) (29,129) (34,6) (34,56) (34,99) (34,149) (36,40) (36,115) (39,1) (39,61) (39,94) (39,154) (41,70) (41,85) (44,9) (44,71) (44,84) (44,146) (46,20) (46,135) (51,45) (51,110) (56,35) (56,120) (64,11) (64,51) (64,104) (64,144) (66,0) (76,20) (76,135) (79,26) (79,36) (79,119) (79,129) (84,1) (84,61) (84,94) (84,154) (91,5) (91,150) (94,1) (94,61) (94,94) (94,154) (96,25) (96,130) (101,30) (101,125) (106,40) (106,115) (109,26) (109,36) (109,119) (109,129) (114,19) (114,74) (114,81) (114,136) (126,20) (126,135) (129,9) (129,71) (129,84) (129,146) (134,39) (134,54) (134,101) (134,116) (139,11) (139,51) (139,104) (139,144) (141,5) (141,150) (144,14) (144,76) (144,79) (144,141) (146,30) (146,125) (149,4) (149,66) (149,89) (149,151) | 4 | y2 = x3 + 1x + 137 | 99 | (4,40) (4,115) (6,7) (6,38) (6,117) (6,148) (9,10) (9,145) (16,8) (16,23) (16,132) (16,147) (19,65) (19,90) (24,60) (24,95) (26,52) (26,72) (26,83) (26,103) (36,22) (36,53) (36,102) (36,133) (41,62) (41,93) (49,60) (49,95) (51,2) (51,33) (51,122) (51,153) (54,50) (54,105) (56,47) (56,77) (56,78) (56,108) (59,75) (59,80) (66,22) (66,53) (66,102) (66,133) (71,52) (71,72) (71,83) (71,103) (79,75) (79,80) (81,3) (81,28) (81,127) (81,152) (84,40) (84,115) (86,2) (86,33) (86,122) (86,153) (89,10) (89,145) (99,55) (99,100) (109,70) (109,85) (111,2) (111,33) (111,122) (111,153) (116,12) (116,43) (116,112) (116,143) (119,10) (119,145) (121,13) (121,18) (121,137) (121,142) (129,40) (129,115) (134,0) (141,13) (141,18) (141,137) (141,142) (144,60) (144,95) (146,22) (146,53) (146,102) (146,133) (149,15) (149,140) (151,52) (151,72) (151,83) (151,103) | 5 | y2 = x3 + 71x + 52 | 99 | (1,62) (1,93) (4,20) (4,135) (9,5) (9,150) (11,57) (11,67) (11,88) (11,98) (14,15) (14,140) (16,13) (16,18) (16,137) (16,142) (19,75) (19,80) (21,27) (21,58) (21,97) (21,128) (24,55) (24,100) (36,37) (36,68) (36,87) (36,118) (39,35) (39,120) (44,45) (44,110) (46,42) (46,73) (46,82) (46,113) (49,30) (49,125) (64,35) (64,120) (66,42) (66,73) (66,82) (66,113) (71,57) (71,67) (71,88) (71,98) (74,20) (74,135) (76,47) (76,77) (76,78) (76,108) (81,13) (81,18) (81,137) (81,142) (86,7) (86,38) (86,117) (86,148) (89,75) (89,80) (94,0) (101,27) (101,58) (101,97) (101,128) (104,5) (104,150) (106,17) (106,48) (106,107) (106,138) (109,75) (109,80) (111,32) (111,63) (111,92) (111,123) (114,35) (114,120) (126,27) (126,58) (126,97) (126,128) (129,25) (129,130) (136,42) (136,73) (136,82) (136,113) (139,20) (139,135) (151,13) (151,18) (151,137) (151,142) | 6 | y2 = x3 + 36x + 13 | 99 | (1,40) (1,115) (4,29) (4,64) (4,91) (4,126) (11,60) (11,95) (16,60) (16,95) (24,21) (24,41) (24,114) (24,134) (26,55) (26,100) (36,15) (36,140) (39,21) (39,41) (39,114) (39,134) (41,65) (41,90) (49,44) (49,49) (49,106) (49,111) (54,9) (54,71) (54,84) (54,146) (59,39) (59,54) (59,101) (59,116) (61,10) (61,145) (64,31) (64,124) (66,60) (66,95) (69,9) (69,71) (69,84) (69,146) (79,19) (79,74) (79,81) (79,136) (84,44) (84,49) (84,106) (84,111) (86,10) (86,145) (94,9) (94,71) (94,84) (94,146) (101,10) (101,145) (104,29) (104,64) (104,91) (104,126) (109,29) (109,64) (109,91) (109,126) (111,75) (111,80) (116,40) (116,115) (119,24) (119,69) (119,86) (119,131) (121,70) (121,85) (126,0) (129,16) (129,46) (129,109) (129,139) (131,40) (131,115) (134,34) (134,59) (134,96) (134,121) (141,50) (141,105) (146,75) (146,80) (154,21) (154,41) (154,114) (154,134) | 7 | y2 = x3 + 126x + 53 | 99 | (1,5) (1,150) (4,1) (4,61) (4,94) (4,154) (6,70) (6,85) (9,26) (9,36) (9,119) (9,129) (14,29) (14,64) (14,91) (14,126) (21,5) (21,150) (29,14) (29,76) (29,79) (29,141) (36,70) (36,85) (41,40) (41,115) (49,31) (49,124) (51,70) (51,85) (59,19) (59,74) (59,81) (59,136) (61,40) (61,115) (66,30) (66,125) (69,21) (69,41) (69,114) (69,134) (71,5) (71,150) (74,21) (74,41) (74,114) (74,134) (76,60) (76,95) (79,34) (79,59) (79,96) (79,121) (84,9) (84,71) (84,84) (84,146) (91,45) (91,110) (94,26) (94,36) (94,119) (94,129) (99,39) (99,54) (99,101) (99,116) (111,0) (114,26) (114,36) (114,119) (114,129) (121,50) (121,105) (129,39) (129,54) (129,101) (129,116) (131,10) (131,145) (134,9) (134,71) (134,84) (134,146) (136,10) (136,145) (141,65) (141,90) (144,39) (144,54) (144,101) (144,116) (146,40) (146,115) (154,9) (154,71) (154,84) (154,146) | 8 | y2 = x3 + 81x + 22 | 99 | (4,10) (4,145) (14,5) (14,150) (16,12) (16,43) (16,112) (16,143) (19,40) (19,115) (21,17) (21,48) (21,107) (21,138) (26,22) (26,53) (26,102) (26,133) (29,10) (29,145) (36,57) (36,67) (36,88) (36,98) (39,60) (39,95) (51,32) (51,63) (51,92) (51,123) (54,65) (54,90) (56,8) (56,23) (56,132) (56,147) (59,0) (61,8) (61,23) (61,132) (61,147) (66,52) (66,72) (66,83) (66,103) (69,70) (69,85) (74,5) (74,150) (76,57) (76,67) (76,88) (76,98) (79,40) (79,115) (81,22) (81,53) (81,102) (81,133) (91,52) (91,72) (91,83) (91,103) (101,2) (101,33) (101,122) (101,153) (109,50) (109,105) (114,45) (114,110) (116,3) (116,28) (116,127) (116,152) (119,40) (119,115) (121,62) (121,93) (129,5) (129,150) (131,8) (131,23) (131,132) (131,147) (136,57) (136,67) (136,88) (136,98) (141,22) (141,53) (141,102) (141,133) (144,30) (144,125) (149,70) (149,85) (154,70) (154,85) | 9 | y2 = x3 + 56x + 137 | 99 | (1,47) (1,77) (1,78) (1,108) (6,52) (6,72) (6,83) (6,103) (11,52) (11,72) (11,83) (11,103) (14,10) (14,145) (16,13) (16,18) (16,137) (16,142) (19,0) (49,70) (49,85) (51,22) (51,53) (51,102) (51,133) (54,75) (54,80) (56,22) (56,53) (56,102) (56,133) (59,60) (59,95) (61,7) (61,38) (61,117) (61,148) (64,65) (64,90) (69,60) (69,95) (76,52) (76,72) (76,83) (76,103) (79,40) (79,115) (81,62) (81,93) (84,50) (84,105) (89,60) (89,95) (94,15) (94,140) (99,10) (99,145) (104,10) (104,145) (109,75) (109,80) (111,8) (111,23) (111,132) (111,147) (116,13) (116,18) (116,137) (116,142) (121,2) (121,33) (121,122) (121,153) (126,3) (126,28) (126,127) (126,152) (131,2) (131,33) (131,122) (131,153) (141,22) (141,53) (141,102) (141,133) (144,40) (144,115) (146,12) (146,43) (146,112) (146,143) (149,40) (149,115) (151,2) (151,33) (151,122) (151,153) (154,55) (154,100) | 10 | y2 = x3 + 111x + 88 | 99 | (1,75) (1,80) (4,21) (4,41) (4,114) (4,134) (6,65) (6,90) (9,24) (9,69) (9,86) (9,131) (11,25) (11,130) (16,15) (16,140) (19,29) (19,64) (19,91) (19,126) (26,20) (26,135) (34,44) (34,49) (34,106) (34,111) (39,31) (39,124) (41,20) (41,135) (44,16) (44,46) (44,109) (44,139) (51,35) (51,120) (59,21) (59,41) (59,114) (59,134) (61,10) (61,145) (64,16) (64,46) (64,109) (64,139) (66,10) (66,145) (71,55) (71,100) (81,60) (81,95) (89,44) (89,49) (89,106) (89,111) (94,44) (94,49) (94,106) (94,111) (96,75) (96,80) (99,34) (99,59) (99,96) (99,121) (101,0) (104,6) (104,56) (104,99) (104,149) (106,15) (106,140) (109,16) (109,46) (109,109) (109,139) (119,11) (119,51) (119,104) (119,144) (121,10) (121,145) (126,15) (126,140) (134,11) (134,51) (134,104) (134,144) (144,4) (144,66) (144,89) (144,151) (151,75) (151,80) (154,21) (154,41) (154,114) (154,134) | 11 | y2 = x3 + 131x + 73 | 99 | (1,40) (1,115) (4,14) (4,76) (4,79) (4,141) (9,11) (9,51) (9,104) (9,144) (14,1) (14,61) (14,94) (14,154) (19,11) (19,51) (19,104) (19,144) (29,19) (29,74) (29,81) (29,136) (34,11) (34,51) (34,104) (34,144) (36,35) (36,120) (44,6) (44,56) (44,99) (44,149) (46,40) (46,115) (54,1) (54,61) (54,94) (54,154) (56,30) (56,125) (59,26) (59,36) (59,119) (59,129) (64,39) (64,54) (64,101) (64,116) (66,45) (66,110) (69,31) (69,124) (71,20) (71,135) (74,26) (74,36) (74,119) (74,129) (76,30) (76,125) (81,20) (81,135) (84,26) (84,36) (84,119) (84,129) (91,50) (91,105) (94,9) (94,71) (94,84) (94,146) (96,20) (96,135) (106,25) (106,130) (116,30) (116,125) (121,5) (121,150) (126,70) (126,85) (129,4) (129,66) (129,89) (129,151) (131,0) (136,5) (136,150) (139,9) (139,71) (139,84) (139,146) (146,5) (146,150) (149,1) (149,61) (149,94) (149,154) | 12 | y2 = x3 + 41x + 22 | 99 | (1,8) (1,23) (1,132) (1,147) (4,70) (4,85) (6,22) (6,53) (6,102) (6,133) (9,60) (9,95) (16,62) (16,93) (21,52) (21,72) (21,83) (21,103) (26,8) (26,23) (26,132) (26,147) (29,5) (29,150) (39,5) (39,150) (49,50) (49,105) (51,52) (51,72) (51,83) (51,103) (54,40) (54,115) (56,57) (56,67) (56,88) (56,98) (64,40) (64,115) (66,8) (66,23) (66,132) (66,147) (69,30) (69,125) (71,2) (71,33) (71,122) (71,153) (74,45) (74,110) (84,65) (84,90) (91,57) (91,67) (91,88) (91,98) (94,70) (94,85) (99,40) (99,115) (101,57) (101,67) (101,88) (101,98) (109,0) (111,12) (111,43) (111,112) (111,143) (114,10) (114,145) (116,22) (116,53) (116,102) (116,133) (119,70) (119,85) (126,22) (126,53) (126,102) (126,133) (131,32) (131,63) (131,92) (131,123) (136,17) (136,48) (136,107) (136,138) (144,10) (144,145) (146,3) (146,28) (146,127) (146,152) (149,5) (149,150) | 13 | y2 = x3 + 66x + 42 | 99 | (1,27) (1,58) (1,97) (1,128) (9,30) (9,125) (19,70) (19,85) (21,57) (21,67) (21,88) (21,98) (34,40) (34,115) (36,32) (36,63) (36,92) (36,123) (39,20) (39,135) (41,42) (41,73) (41,82) (41,113) (44,20) (44,135) (46,37) (46,68) (46,87) (46,118) (49,5) (49,150) (51,62) (51,93) (54,5) (54,150) (56,22) (56,53) (56,102) (56,133) (69,45) (69,110) (71,32) (71,63) (71,92) (71,123) (74,50) (74,105) (79,30) (79,125) (81,8) (81,23) (81,132) (81,147) (94,35) (94,120) (96,22) (96,53) (96,102) (96,133) (101,42) (101,73) (101,82) (101,113) (106,42) (106,73) (106,82) (106,113) (111,57) (111,67) (111,88) (111,98) (114,5) (114,150) (116,57) (116,67) (116,88) (116,98) (129,30) (129,125) (131,17) (131,48) (131,107) (131,138) (134,20) (134,135) (136,12) (136,43) (136,112) (136,143) (139,25) (139,130) (141,32) (141,63) (141,92) (141,123) (144,0) (149,40) (149,115) | 14 | y2 = x3 + 41x + 53 | 99 | (1,70) (1,85) (4,39) (4,54) (4,101) (4,116) (6,40) (6,115) (9,29) (9,64) (9,91) (9,126) (16,0) (21,10) (21,145) (26,70) (26,85) (29,26) (29,36) (29,119) (29,129) (39,26) (39,36) (39,119) (39,129) (49,19) (49,74) (49,81) (49,136) (51,10) (51,145) (54,9) (54,71) (54,84) (54,146) (56,5) (56,150) (64,9) (64,71) (64,84) (64,146) (66,70) (66,85) (69,1) (69,61) (69,94) (69,154) (71,60) (71,95) (74,14) (74,76) (74,79) (74,141) (84,34) (84,59) (84,96) (84,121) (91,5) (91,150) (94,39) (94,54) (94,101) (94,116) (99,9) (99,71) (99,84) (99,146) (101,5) (101,150) (109,31) (109,124) (111,50) (111,105) (114,21) (114,41) (114,114) (114,134) (116,40) (116,115) (119,39) (119,54) (119,101) (119,116) (126,40) (126,115) (131,30) (131,125) (136,45) (136,110) (144,21) (144,41) (144,114) (144,134) (146,65) (146,90) (149,26) (149,36) (149,119) (149,129) | 15 | y2 = x3 + 111x + 57 | 99 | (1,13) (1,18) (1,137) (1,142) (4,10) (4,145) (6,3) (6,28) (6,127) (6,152) (9,55) (9,100) (11,37) (11,68) (11,87) (11,118) (16,47) (16,77) (16,78) (16,108) (19,60) (19,95) (26,42) (26,73) (26,82) (26,113) (34,75) (34,80) (39,0) (41,42) (41,73) (41,82) (41,113) (44,15) (44,140) (51,27) (51,58) (51,97) (51,128) (59,10) (59,145) (61,52) (61,72) (61,83) (61,103) (64,15) (64,140) (66,52) (66,72) (66,83) (66,103) (71,7) (71,38) (71,117) (71,148) (81,2) (81,33) (81,122) (81,153) (89,75) (89,80) (94,75) (94,80) (96,13) (96,18) (96,137) (96,142) (99,65) (99,90) (101,62) (101,93) (104,25) (104,130) (106,47) (106,77) (106,78) (106,108) (109,15) (109,140) (119,20) (119,135) (121,52) (121,72) (121,83) (121,103) (126,47) (126,77) (126,78) (126,108) (134,20) (134,135) (144,35) (144,120) (151,13) (151,18) (151,137) (151,142) (154,10) (154,145) | 16 | y2 = x3 + 121x + 57 | 99 | (4,35) (4,120) (6,52) (6,72) (6,83) (6,103) (14,0) (19,15) (19,140) (24,75) (24,80) (26,3) (26,28) (26,127) (26,152) (39,55) (39,100) (41,2) (41,33) (41,122) (41,153) (44,75) (44,80) (46,47) (46,77) (46,78) (46,108) (49,10) (49,145) (56,13) (56,18) (56,137) (56,142) (59,15) (59,140) (61,42) (61,73) (61,82) (61,113) (64,20) (64,135) (66,27) (66,58) (66,97) (66,128) (69,10) (69,145) (76,62) (76,93) (81,47) (81,77) (81,78) (81,108) (86,13) (86,18) (86,137) (86,142) (89,25) (89,130) (99,10) (99,145) (101,7) (101,38) (101,117) (101,148) (106,13) (106,18) (106,137) (106,142) (111,52) (111,72) (111,83) (111,103) (119,65) (119,90) (121,47) (121,77) (121,78) (121,108) (126,42) (126,73) (126,82) (126,113) (131,52) (131,72) (131,83) (131,103) (134,60) (134,95) (139,15) (139,140) (149,75) (149,80) (151,37) (151,68) (151,87) (151,118) (154,20) (154,135) | 17 | y2 = x3 + 81x + 53 | 99 | (4,21) (4,41) (4,114) (4,134) (14,26) (14,36) (14,119) (14,129) (16,50) (16,105) (19,9) (19,71) (19,84) (19,146) (21,45) (21,110) (26,40) (26,115) (29,21) (29,41) (29,114) (29,134) (36,5) (36,150) (39,29) (39,64) (39,91) (39,126) (51,30) (51,125) (54,34) (54,59) (54,96) (54,121) (56,70) (56,85) (59,31) (59,124) (61,70) (61,85) (66,10) (66,145) (69,39) (69,54) (69,101) (69,116) (74,26) (74,36) (74,119) (74,129) (76,5) (76,150) (79,9) (79,71) (79,84) (79,146) (81,40) (81,115) (91,10) (91,145) (101,60) (101,95) (109,19) (109,74) (109,81) (109,136) (114,14) (114,76) (114,79) (114,141) (116,65) (116,90) (119,9) (119,71) (119,84) (119,146) (121,0) (129,26) (129,36) (129,119) (129,129) (131,70) (131,85) (136,5) (136,150) (141,40) (141,115) (144,1) (144,61) (144,94) (144,154) (149,39) (149,54) (149,101) (149,116) (154,39) (154,54) (154,101) (154,116) | 18 | y2 = x3 + 36x + 137 | 99 | (1,22) (1,53) (1,102) (1,133) (4,60) (4,95) (11,2) (11,33) (11,122) (11,153) (16,2) (16,33) (16,122) (16,153) (24,10) (24,145) (26,7) (26,38) (26,117) (26,148) (36,47) (36,77) (36,78) (36,108) (39,10) (39,145) (41,3) (41,28) (41,127) (41,152) (49,75) (49,80) (54,40) (54,115) (59,70) (59,85) (61,52) (61,72) (61,83) (61,103) (64,0) (66,2) (66,33) (66,122) (66,153) (69,40) (69,115) (79,50) (79,105) (84,75) (84,80) (86,52) (86,72) (86,83) (86,103) (94,40) (94,115) (101,52) (101,72) (101,83) (101,103) (104,60) (104,95) (109,60) (109,95) (111,13) (111,18) (111,137) (111,142) (116,22) (116,53) (116,102) (116,133) (119,55) (119,100) (121,8) (121,23) (121,132) (121,147) (126,62) (126,93) (129,15) (129,140) (131,22) (131,53) (131,102) (131,133) (134,65) (134,90) (141,12) (141,43) (141,112) (141,143) (146,13) (146,18) (146,137) (146,142) (154,10) (154,145) | 19 | y2 = x3 + 76x + 52 | 99 | (1,37) (1,68) (1,87) (1,118) (9,15) (9,140) (11,7) (11,38) (11,117) (11,148) (14,35) (14,120) (16,32) (16,63) (16,92) (16,123) (19,35) (19,120) (21,42) (21,73) (21,82) (21,113) (24,75) (24,80) (29,35) (29,120) (34,20) (34,135) (39,5) (39,150) (41,13) (41,18) (41,137) (41,142) (46,17) (46,48) (46,107) (46,138) (56,62) (56,93) (59,75) (59,80) (69,20) (69,135) (71,47) (71,77) (71,78) (71,108) (76,27) (76,58) (76,97) (76,128) (81,27) (81,58) (81,97) (81,128) (86,13) (86,18) (86,137) (86,142) (89,5) (89,150) (91,27) (91,58) (91,97) (91,128) (94,25) (94,130) (96,42) (96,73) (96,82) (96,113) (101,57) (101,67) (101,88) (101,98) (104,55) (104,100) (109,30) (109,125) (114,20) (114,135) (121,13) (121,18) (121,137) (121,142) (131,42) (131,73) (131,82) (131,113) (134,75) (134,80) (139,45) (139,110) (149,0) (151,57) (151,67) (151,88) (151,98) | 20 | y2 = x3 + 1x + 13 | 99 | (4,9) (4,71) (4,84) (4,146) (6,55) (6,100) (9,21) (9,41) (9,114) (9,134) (16,70) (16,85) (19,34) (19,59) (19,96) (19,121) (24,29) (24,64) (24,91) (24,126) (26,10) (26,145) (36,40) (36,115) (41,0) (49,29) (49,64) (49,91) (49,126) (51,60) (51,95) (54,19) (54,74) (54,81) (54,136) (56,15) (56,140) (59,44) (59,49) (59,106) (59,111) (66,40) (66,115) (71,10) (71,145) (79,44) (79,49) (79,106) (79,111) (81,65) (81,90) (84,9) (84,71) (84,84) (84,146) (86,60) (86,95) (89,21) (89,41) (89,114) (89,134) (99,24) (99,69) (99,86) (99,131) (109,39) (109,54) (109,101) (109,116) (111,60) (111,95) (116,50) (116,105) (119,21) (119,41) (119,114) (119,134) (121,75) (121,80) (129,9) (129,71) (129,84) (129,146) (134,31) (134,124) (141,75) (141,80) (144,29) (144,64) (144,91) (144,126) (146,40) (146,115) (149,16) (149,46) (149,109) (149,139) (151,10) (151,145) | 21 | y2 = x3 + 16x + 57 | 99 | (6,42) (6,73) (6,82) (6,113) (9,0) (11,13) (11,18) (11,137) (11,142) (14,55) (14,100) (16,52) (16,72) (16,83) (16,103) (19,20) (19,135) (24,25) (24,130) (26,52) (26,72) (26,83) (26,103) (34,15) (34,140) (36,13) (36,18) (36,137) (36,142) (41,47) (41,77) (41,78) (41,108) (46,13) (46,18) (46,137) (46,142) (49,15) (49,140) (51,52) (51,72) (51,83) (51,103) (61,3) (61,28) (61,127) (61,152) (64,60) (64,95) (69,35) (69,120) (71,62) (71,93) (76,7) (76,38) (76,117) (76,148) (81,42) (81,73) (81,82) (81,113) (86,37) (86,68) (86,87) (86,118) (96,47) (96,77) (96,78) (96,108) (99,20) (99,135) (104,75) (104,80) (109,10) (109,145) (111,47) (111,77) (111,78) (111,108) (119,10) (119,145) (126,2) (126,33) (126,122) (126,153) (129,75) (129,80) (131,27) (131,58) (131,97) (131,128) (134,15) (134,140) (139,75) (139,80) (144,10) (144,145) (154,65) (154,90) | 22 | y2 = x3 + 101x + 83 | 99 | (9,4) (9,66) (9,89) (9,151) (11,75) (11,80) (14,26) (14,36) (14,119) (14,129) (24,26) (24,36) (24,119) (24,129) (29,11) (29,51) (29,104) (29,144) (34,14) (34,76) (34,79) (34,141) (36,0) (39,16) (39,46) (39,109) (39,139) (41,35) (41,120) (44,11) (44,51) (44,104) (44,144) (49,44) (49,49) (49,106) (49,111) (51,20) (51,135) (56,25) (56,130) (59,1) (59,61) (59,94) (59,154) (64,44) (64,49) (64,106) (64,111) (71,35) (71,120) (74,4) (74,66) (74,89) (74,151) (76,5) (76,150) (86,5) (86,150) (89,24) (89,69) (89,86) (89,131) (91,20) (91,135) (96,45) (96,110) (101,15) (101,140) (104,44) (104,49) (104,106) (104,111) (106,20) (106,135) (111,75) (111,80) (121,30) (121,125) (126,75) (126,80) (129,31) (129,124) (134,4) (134,66) (134,89) (134,151) (136,35) (136,120) (144,11) (144,51) (144,104) (144,144) (149,6) (149,56) (149,99) (149,149) (151,55) (151,100) | 23 | y2 = x3 + 51x + 42 | 99 | (1,32) (1,63) (1,92) (1,123) (4,0) (14,20) (14,135) (16,57) (16,67) (16,88) (16,98) (21,12) (21,43) (21,112) (21,143) (29,5) (29,150) (34,25) (34,130) (36,22) (36,53) (36,102) (36,133) (39,30) (39,125) (41,8) (41,23) (41,132) (41,147) (44,40) (44,115) (46,42) (46,73) (46,82) (46,113) (51,17) (51,48) (51,107) (51,138) (56,27) (56,58) (56,97) (56,128) (64,20) (64,135) (66,62) (66,93) (76,42) (76,73) (76,82) (76,113) (79,5) (79,150) (84,30) (84,125) (91,57) (91,67) (91,88) (91,98) (94,30) (94,125) (96,37) (96,68) (96,87) (96,118) (101,32) (101,63) (101,92) (101,123) (106,22) (106,53) (106,102) (106,133) (109,5) (109,150) (114,50) (114,105) (126,42) (126,73) (126,82) (126,113) (129,40) (129,115) (134,70) (134,85) (139,20) (139,135) (141,57) (141,67) (141,88) (141,98) (144,45) (144,110) (146,32) (146,63) (146,92) (146,123) (149,35) (149,120) | 24 | y2 = x3 + 71x + 83 | 99 | (1,0) (4,11) (4,51) (4,104) (4,144) (9,26) (9,36) (9,119) (9,129) (11,5) (11,150) (14,16) (14,46) (14,109) (14,139) (16,75) (16,80) (19,44) (19,49) (19,106) (19,111) (21,35) (21,120) (24,24) (24,69) (24,86) (24,131) (36,25) (36,130) (39,4) (39,66) (39,89) (39,151) (44,14) (44,76) (44,79) (44,141) (46,20) (46,135) (49,1) (49,61) (49,94) (49,154) (64,4) (64,66) (64,89) (64,151) (66,20) (66,135) (71,5) (71,150) (74,11) (74,51) (74,104) (74,144) (76,15) (76,140) (81,75) (81,80) (86,55) (86,100) (89,44) (89,49) (89,106) (89,111) (94,31) (94,124) (101,35) (101,120) (104,26) (104,36) (104,119) (104,129) (106,45) (106,110) (109,44) (109,49) (109,106) (109,111) (111,30) (111,125) (114,4) (114,66) (114,89) (114,151) (126,35) (126,120) (129,6) (129,56) (129,99) (129,149) (136,20) (136,135) (139,11) (139,51) (139,104) (139,144) (151,75) (151,80) | 25 | y2 = x3 + 126x + 22 | 99 | (1,57) (1,67) (1,88) (1,98) (4,30) (4,125) (6,8) (6,23) (6,132) (6,147) (9,5) (9,150) (14,60) (14,95) (21,57) (21,67) (21,88) (21,98) (29,45) (29,110) (36,8) (36,23) (36,132) (36,147) (41,22) (41,53) (41,102) (41,133) (49,0) (51,8) (51,23) (51,132) (51,147) (59,50) (59,105) (61,22) (61,53) (61,102) (61,133) (66,32) (66,63) (66,92) (66,123) (69,10) (69,145) (71,57) (71,67) (71,88) (71,98) (74,10) (74,145) (76,2) (76,33) (76,122) (76,153) (79,65) (79,90) (84,40) (84,115) (91,17) (91,48) (91,107) (91,138) (94,5) (94,150) (99,70) (99,85) (111,62) (111,93) (114,5) (114,150) (121,12) (121,43) (121,112) (121,143) (129,70) (129,85) (131,52) (131,72) (131,83) (131,103) (134,40) (134,115) (136,52) (136,72) (136,83) (136,103) (141,3) (141,28) (141,127) (141,152) (144,70) (144,85) (146,22) (146,53) (146,102) (146,133) (154,40) (154,115) | 26 | y2 = x3 + 56x + 13 | 99 | (1,15) (1,140) (6,10) (6,145) (11,10) (11,145) (14,21) (14,41) (14,114) (14,134) (16,75) (16,80) (19,31) (19,124) (49,39) (49,54) (49,101) (49,116) (51,40) (51,115) (54,44) (54,49) (54,106) (54,111) (56,40) (56,115) (59,29) (59,64) (59,91) (59,126) (61,55) (61,100) (64,34) (64,59) (64,96) (64,121) (69,29) (69,64) (69,91) (69,126) (76,10) (76,145) (79,9) (79,71) (79,84) (79,146) (81,0) (84,19) (84,74) (84,81) (84,136) (89,29) (89,64) (89,91) (89,126) (94,16) (94,46) (94,109) (94,139) (99,21) (99,41) (99,114) (99,134) (104,21) (104,41) (104,114) (104,134) (109,44) (109,49) (109,106) (109,111) (111,70) (111,85) (116,75) (116,80) (121,60) (121,95) (126,65) (126,90) (131,60) (131,95) (141,40) (141,115) (144,9) (144,71) (144,84) (144,146) (146,50) (146,105) (149,9) (149,71) (149,84) (149,146) (151,60) (151,95) (154,24) (154,69) (154,86) (154,131) | 27 | y2 = x3 + 131x + 42 | 99 | (1,22) (1,53) (1,102) (1,133) (4,45) (4,110) (9,20) (9,135) (14,30) (14,125) (19,20) (19,135) (29,50) (29,105) (34,20) (34,135) (36,27) (36,58) (36,97) (36,128) (44,25) (44,130) (46,22) (46,53) (46,102) (46,133) (54,30) (54,125) (56,32) (56,63) (56,92) (56,123) (59,5) (59,150) (64,70) (64,85) (66,17) (66,48) (66,107) (66,138) (69,0) (71,42) (71,73) (71,82) (71,113) (74,5) (74,150) (76,32) (76,63) (76,92) (76,123) (81,42) (81,73) (81,82) (81,113) (84,5) (84,150) (91,12) (91,43) (91,112) (91,143) (94,40) (94,115) (96,42) (96,73) (96,82) (96,113) (106,37) (106,68) (106,87) (106,118) (116,32) (116,63) (116,92) (116,123) (121,57) (121,67) (121,88) (121,98) (126,8) (126,23) (126,132) (126,147) (129,35) (129,120) (131,62) (131,93) (136,57) (136,67) (136,88) (136,98) (139,40) (139,115) (146,57) (146,67) (146,88) (146,98) (149,30) (149,125) | 28 | y2 = x3 + 66x + 73 | 99 | (1,35) (1,120) (9,1) (9,61) (9,94) (9,154) (19,39) (19,54) (19,101) (19,116) (21,5) (21,150) (34,9) (34,71) (34,84) (34,146) (36,30) (36,125) (39,11) (39,51) (39,104) (39,144) (41,20) (41,135) (44,11) (44,51) (44,104) (44,144) (46,25) (46,130) (49,26) (49,36) (49,119) (49,129) (51,0) (54,26) (54,36) (54,119) (54,129) (56,40) (56,115) (69,14) (69,76) (69,79) (69,141) (71,30) (71,125) (74,19) (74,74) (74,81) (74,136) (79,1) (79,61) (79,94) (79,154) (81,70) (81,85) (94,4) (94,66) (94,89) (94,151) (96,40) (96,115) (101,20) (101,135) (106,20) (106,135) (111,5) (111,150) (114,26) (114,36) (114,119) (114,129) (116,5) (116,150) (129,1) (129,61) (129,94) (129,154) (131,45) (131,110) (134,11) (134,51) (134,104) (134,144) (136,50) (136,105) (139,6) (139,56) (139,99) (139,149) (141,30) (141,125) (144,31) (144,124) (149,9) (149,71) (149,84) (149,146) | 29 | y2 = x3 + 121x + 88 | 99 | (4,4) (4,66) (4,89) (4,151) (6,10) (6,145) (14,31) (14,124) (19,16) (19,46) (19,109) (19,139) (24,44) (24,49) (24,106) (24,111) (26,65) (26,90) (39,24) (39,69) (39,86) (39,131) (41,60) (41,95) (44,44) (44,49) (44,106) (44,111) (46,15) (46,140) (49,21) (49,41) (49,114) (49,134) (56,75) (56,80) (59,16) (59,46) (59,109) (59,139) (61,20) (61,135) (64,11) (64,51) (64,104) (64,144) (66,35) (66,120) (69,21) (69,41) (69,114) (69,134) (76,0) (81,15) (81,140) (86,75) (86,80) (89,6) (89,56) (89,99) (89,149) (99,21) (99,41) (99,114) (99,134) (101,55) (101,100) (106,75) (106,80) (111,10) (111,145) (119,34) (119,59) (119,96) (119,121) (121,15) (121,140) (126,20) (126,135) (131,10) (131,145) (134,29) (134,64) (134,91) (134,126) (139,16) (139,46) (139,109) (139,139) (149,44) (149,49) (149,106) (149,111) (151,25) (151,130) (154,11) (154,51) (154,104) (154,144) | 30 | y2 = x3 + 76x + 83 | 99 | (1,25) (1,130) (9,16) (9,46) (9,109) (9,139) (11,55) (11,100) (14,4) (14,66) (14,89) (14,151) (16,30) (16,125) (19,4) (19,66) (19,89) (19,151) (21,20) (21,135) (24,44) (24,49) (24,106) (24,111) (29,4) (29,66) (29,89) (29,151) (34,11) (34,51) (34,104) (34,144) (39,26) (39,36) (39,119) (39,129) (41,75) (41,80) (46,45) (46,110) (56,0) (59,44) (59,49) (59,106) (59,111) (69,11) (69,51) (69,104) (69,144) (71,15) (71,140) (76,35) (76,120) (81,35) (81,120) (86,75) (86,80) (89,26) (89,36) (89,119) (89,129) (91,35) (91,120) (94,6) (94,56) (94,99) (94,149) (96,20) (96,135) (101,5) (101,150) (104,24) (104,69) (104,86) (104,131) (109,1) (109,61) (109,94) (109,154) (114,11) (114,51) (114,104) (114,144) (121,75) (121,80) (131,20) (131,135) (134,44) (134,49) (134,106) (134,111) (139,14) (139,76) (139,79) (139,141) (149,31) (149,124) (151,5) (151,150) |
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