class leader: y² = x³ + 117x + 3

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