class leader: y² = x³ + 117x + 133

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