class leader: y² = x³ + 111x + 113

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