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