class leader: y² = x³ + 117x + 27

Sr no.	class members	# points	points
1	y2 = x3 + 117x + 27	165	(0,40) (0,51) (0,92) (0,103) (2,29) (2,62) (2,81) (2,114) (4,52) (4,91) (5,55) (5,88) (13,40) (13,51) (13,92) (13,103) (15,3) (15,36) (15,107) (15,140) (18,10) (18,23) (18,120) (18,133) (19,10) (19,23) (19,120) (19,133) (25,52) (25,91) (26,14) (26,25) (26,118) (26,129) (30,65) (30,78) (31,29) (31,62) (31,81) (31,114) (36,52) (36,91) (38,0) (41,10) (41,23) (41,120) (41,133) (44,29) (44,62) (44,81) (44,114) (49,0) (51,65) (51,78) (52,1) (52,12) (52,131) (52,142) (57,29) (57,62) (57,81) (57,114) (58,3) (58,36) (58,107) (58,140) (62,65) (62,78) (64,26) (64,117) (69,52) (69,91) (70,3) (70,36) (70,107) (70,140) (71,55) (71,88) (75,26) (75,117) (77,26) (77,117) (80,3) (80,36) (80,107) (80,140) (82,0) (84,10) (84,23) (84,120) (84,133) (88,26) (88,117) (90,26) (90,117) (91,14) (91,25) (91,118) (91,129) (93,55) (93,88) (95,65) (95,78) (96,10) (96,23) (96,120) (96,133) (97,29) (97,62) (97,81) (97,114) (101,26) (101,117) (103,52) (103,91) (104,66) (104,77) (106,10) (106,23) (106,120) (106,133) (108,26) (108,117) (110,29) (110,62) (110,81) (110,114) (114,52) (114,91) (117,1) (117,12) (117,131) (117,142) (119,29) (119,62) (119,81) (119,114) (121,26) (121,117) (123,29) (123,62) (123,81) (123,114) (129,65) (129,78) (130,40) (130,51) (130,92) (130,103) (132,29) (132,62) (132,81) (132,114) (134,26) (134,117) (135,3) (135,36) (135,107) (135,140) (136,3) (136,36) (136,107) (136,140) (140,65) (140,78)
2	y2 = x3 + 52x + 25	165	(0,5) (0,60) (0,83) (0,138) (1,65) (1,78) (9,65) (9,78) (11,28) (11,50) (11,93) (11,115) (13,18) (13,70) (13,73) (13,125) (16,39) (16,104) (20,54) (20,67) (20,76) (20,89) (21,15) (21,37) (21,106) (21,128) (22,39) (22,104) (24,15) (24,37) (24,106) (24,128) (26,44) (26,99) (27,39) (27,104) (33,28) (33,50) (33,93) (33,115) (34,54) (34,67) (34,76) (34,89) (35,26) (35,117) (37,11) (37,132) (39,5) (39,60) (39,83) (39,138) (42,65) (42,78) (46,15) (46,37) (46,106) (46,128) (48,0) (50,28) (50,50) (50,93) (50,115) (53,65) (53,78) (55,39) (55,104) (59,11) (59,132) (60,28) (60,50) (60,93) (60,115) (61,39) (61,104) (65,18) (65,70) (65,73) (65,125) (66,39) (66,104) (68,26) (68,117) (72,28) (72,50) (72,93) (72,115) (76,15) (76,37) (76,106) (76,128) (78,21) (78,34) (78,109) (78,122) (79,26) (79,117) (81,0) (86,54) (86,67) (86,76) (86,89) (87,26) (87,117) (89,54) (89,67) (89,76) (89,89) (92,0) (94,39) (94,104) (98,15) (98,37) (98,106) (98,128) (99,28) (99,50) (99,93) (99,115) (100,65) (100,78) (104,5) (104,60) (104,83) (104,138) (105,39) (105,104) (111,54) (111,67) (111,76) (111,89) (112,15) (112,37) (112,106) (112,128) (115,28) (115,50) (115,93) (115,115) (120,26) (120,117) (125,11) (125,132) (126,39) (126,104) (130,21) (130,34) (130,109) (130,122) (131,26) (131,117) (133,65) (133,78) (137,28) (137,50) (137,93) (137,115) (138,28) (138,50) (138,93) (138,115) (141,54) (141,67) (141,76) (141,89)
3	y2 = x3 + 65x + 53	165	(0,14) (0,25) (0,118) (0,129) (2,42) (2,68) (2,75) (2,101) (4,39) (4,104) (10,52) (10,91) (12,52) (12,91) (13,53) (13,64) (13,79) (13,90) (15,16) (15,49) (15,94) (15,127) (18,42) (18,68) (18,75) (18,101) (23,52) (23,91) (25,0) (26,27) (26,38) (26,105) (26,116) (31,16) (31,49) (31,94) (31,127) (32,3) (32,36) (32,107) (32,140) (36,0) (43,52) (43,91) (44,3) (44,36) (44,107) (44,140) (45,3) (45,36) (45,107) (45,140) (51,13) (51,130) (54,3) (54,36) (54,107) (54,140) (56,52) (56,91) (57,42) (57,68) (57,75) (57,101) (58,55) (58,88) (62,13) (62,130) (64,39) (64,104) (65,14) (65,25) (65,118) (65,129) (67,3) (67,36) (67,107) (67,140) (69,0) (70,16) (70,49) (70,94) (70,127) (75,39) (75,104) (77,52) (77,91) (78,14) (78,25) (78,118) (78,129) (80,55) (80,88) (84,42) (84,68) (84,75) (84,101) (88,52) (88,91) (90,13) (90,130) (91,66) (91,77) (95,13) (95,130) (97,16) (97,49) (97,94) (97,127) (101,13) (101,130) (103,39) (103,104) (106,42) (106,68) (106,75) (106,101) (108,39) (108,104) (109,3) (109,36) (109,107) (109,140) (110,3) (110,36) (110,107) (110,140) (114,39) (114,104) (117,53) (117,64) (117,79) (117,90) (119,16) (119,49) (119,94) (119,127) (121,52) (121,91) (122,3) (122,36) (122,107) (122,140) (123,42) (123,68) (123,75) (123,101) (130,27) (130,38) (130,105) (130,116) (132,3) (132,36) (132,107) (132,140) (134,13) (134,130) (135,55) (135,88) (136,16) (136,49) (136,94) (136,127) (142,52) (142,91)
4	y2 = x3 + 39x + 92	165	(0,53) (0,64) (0,79) (0,90) (4,13) (4,130) (5,29) (5,62) (5,81) (5,114) (6,16) (6,49) (6,94) (6,127) (12,0) (15,42) (15,68) (15,75) (15,101) (17,39) (17,104) (18,42) (18,68) (18,75) (18,101) (19,16) (19,49) (19,94) (19,127) (23,0) (25,26) (25,117) (26,53) (26,64) (26,79) (26,90) (28,16) (28,49) (28,94) (28,127) (30,39) (30,104) (36,26) (36,117) (38,26) (38,117) (39,27) (39,38) (39,105) (39,116) (41,16) (41,49) (41,94) (41,127) (44,42) (44,68) (44,75) (44,101) (45,55) (45,88) (49,26) (49,117) (51,13) (51,130) (52,27) (52,38) (52,105) (52,116) (56,0) (58,29) (58,62) (58,81) (58,114) (62,13) (62,130) (67,55) (67,88) (69,26) (69,117) (70,42) (70,68) (70,75) (70,101) (71,29) (71,62) (71,81) (71,114) (77,13) (77,130) (78,66) (78,77) (80,29) (80,62) (80,81) (80,114) (82,26) (82,117) (83,16) (83,49) (83,94) (83,127) (84,42) (84,68) (84,75) (84,101) (88,13) (88,130) (91,40) (91,51) (91,92) (91,103) (93,29) (93,62) (93,81) (93,114) (95,13) (95,130) (96,16) (96,49) (96,94) (96,127) (103,13) (103,130) (104,40) (104,51) (104,92) (104,103) (106,42) (106,68) (106,75) (106,101) (110,42) (110,68) (110,75) (110,101) (114,13) (114,130) (116,39) (116,104) (117,53) (117,64) (117,79) (117,90) (121,13) (121,130) (122,55) (122,88) (127,39) (127,104) (129,39) (129,104) (132,42) (132,68) (132,75) (132,101) (135,29) (135,62) (135,81) (135,114) (136,42) (136,68) (136,75) (136,101) (140,39) (140,104)
5	y2 = x3 + 13x + 12	165	(0,21) (0,34) (0,109) (0,122) (1,13) (1,130) (3,65) (3,78) (8,54) (8,67) (8,76) (8,89) (9,0) (11,54) (11,67) (11,76) (11,89) (14,65) (14,78) (16,13) (16,130) (20,11) (20,132) (21,41) (21,63) (21,80) (21,102) (22,65) (22,78) (27,13) (27,130) (33,54) (33,67) (33,76) (33,89) (34,2) (34,24) (34,119) (34,141) (39,8) (39,47) (39,96) (39,135) (42,0) (47,54) (47,67) (47,76) (47,89) (50,41) (50,63) (50,80) (50,102) (52,21) (52,34) (52,109) (52,122) (53,0) (55,65) (55,78) (60,2) (60,24) (60,119) (60,141) (61,52) (61,91) (63,54) (63,67) (63,76) (63,89) (65,8) (65,47) (65,96) (65,135) (66,65) (66,78) (72,41) (72,63) (72,80) (72,102) (74,65) (74,78) (76,41) (76,63) (76,80) (76,102) (78,31) (78,57) (78,86) (78,112) (85,54) (85,67) (85,76) (85,89) (86,11) (86,132) (87,52) (87,91) (89,2) (89,24) (89,119) (89,141) (91,21) (91,34) (91,109) (91,122) (94,52) (94,91) (98,41) (98,63) (98,80) (98,102) (99,54) (99,67) (99,76) (99,89) (100,13) (100,130) (102,54) (102,67) (102,76) (102,89) (104,31) (104,57) (104,86) (104,112) (105,52) (105,91) (107,65) (107,78) (111,2) (111,24) (111,119) (111,141) (113,65) (113,78) (115,2) (115,24) (115,119) (115,141) (118,65) (118,78) (120,52) (120,91) (124,54) (124,67) (124,76) (124,89) (126,13) (126,130) (130,44) (130,99) (131,52) (131,91) (133,13) (133,130) (137,2) (137,24) (137,119) (137,141) (138,41) (138,63) (138,80) (138,102) (141,11) (141,132)
6	y2 = x3 + 39x + 103	165	(0,31) (0,57) (0,86) (0,112) (1,0) (3,26) (3,117) (7,2) (7,24) (7,119) (7,141) (8,28) (8,50) (8,93) (8,115) (11,2) (11,24) (11,119) (11,141) (14,26) (14,117) (16,26) (16,117) (22,13) (22,130) (26,31) (26,57) (26,86) (26,112) (27,26) (27,117) (29,13) (29,130) (33,2) (33,24) (33,119) (33,141) (34,11) (34,132) (37,2) (37,24) (37,119) (37,141) (39,5) (39,60) (39,83) (39,138) (40,13) (40,130) (47,15) (47,37) (47,106) (47,128) (48,13) (48,130) (50,28) (50,50) (50,93) (50,115) (52,5) (52,60) (52,83) (52,138) (55,13) (55,130) (59,2) (59,24) (59,119) (59,141) (60,15) (60,37) (60,106) (60,128) (61,39) (61,104) (63,28) (63,50) (63,93) (63,115) (66,13) (66,130) (72,28) (72,50) (72,93) (72,115) (73,2) (73,24) (73,119) (73,141) (74,39) (74,104) (78,44) (78,99) (81,13) (81,130) (85,28) (85,50) (85,93) (85,115) (89,11) (89,132) (91,18) (91,70) (91,73) (91,125) (92,13) (92,130) (94,39) (94,104) (99,2) (99,24) (99,119) (99,141) (100,0) (102,15) (102,37) (102,106) (102,128) (104,18) (104,70) (104,73) (104,125) (105,39) (105,104) (107,39) (107,104) (111,11) (111,132) (113,26) (113,117) (115,15) (115,37) (115,106) (115,128) (117,31) (117,57) (117,86) (117,112) (118,39) (118,104) (124,15) (124,37) (124,106) (124,128) (125,2) (125,24) (125,119) (125,141) (126,26) (126,117) (128,2) (128,24) (128,119) (128,141) (133,0) (137,15) (137,37) (137,106) (137,128) (138,28) (138,50) (138,93) (138,115) (139,13) (139,130)
7	y2 = x3 + 65x + 64	165	(0,8) (0,47) (0,96) (0,135) (1,52) (1,91) (3,0) (7,2) (7,24) (7,119) (7,141) (9,39) (9,104) (11,41) (11,63) (11,80) (11,102) (13,31) (13,57) (13,86) (13,112) (14,0) (20,28) (20,50) (20,93) (20,115) (21,41) (21,63) (21,80) (21,102) (22,52) (22,91) (24,2) (24,24) (24,119) (24,141) (26,5) (26,60) (26,83) (26,138) (29,13) (29,130) (33,41) (33,63) (33,80) (33,102) (34,41) (34,63) (34,80) (34,102) (35,13) (35,130) (37,28) (37,50) (37,93) (37,115) (40,13) (40,130) (42,39) (42,104) (46,2) (46,24) (46,119) (46,141) (47,11) (47,132) (48,39) (48,104) (53,39) (53,104) (55,52) (55,91) (59,28) (59,50) (59,93) (59,115) (65,8) (65,47) (65,96) (65,135) (66,52) (66,91) (68,13) (68,130) (73,2) (73,24) (73,119) (73,141) (76,41) (76,63) (76,80) (76,102) (78,8) (78,47) (78,96) (78,135) (79,13) (79,130) (81,39) (81,104) (86,28) (86,50) (86,93) (86,115) (87,52) (87,91) (89,41) (89,63) (89,80) (89,102) (91,44) (91,99) (92,39) (92,104) (98,41) (98,63) (98,80) (98,102) (99,41) (99,63) (99,80) (99,102) (100,52) (100,91) (102,11) (102,132) (111,41) (111,63) (111,80) (111,102) (112,2) (112,24) (112,119) (112,141) (113,0) (117,31) (117,57) (117,86) (117,112) (120,52) (120,91) (124,11) (124,132) (125,28) (125,50) (125,93) (125,115) (128,2) (128,24) (128,119) (128,141) (130,5) (130,60) (130,83) (130,138) (131,52) (131,91) (133,52) (133,91) (139,13) (139,130) (141,28) (141,50) (141,93) (141,115)
8	y2 = x3 + 52x + 14	165	(0,27) (0,38) (0,105) (0,116) (2,29) (2,62) (2,81) (2,114) (4,0) (5,16) (5,49) (5,94) (5,127) (6,16) (6,49) (6,94) (6,127) (10,26) (10,117) (12,65) (12,78) (13,40) (13,51) (13,92) (13,103) (15,55) (15,88) (17,39) (17,104) (23,65) (23,78) (26,66) (26,77) (28,16) (28,49) (28,94) (28,127) (31,10) (31,23) (31,120) (31,133) (32,29) (32,62) (32,81) (32,114) (38,39) (38,104) (39,27) (39,38) (39,105) (39,116) (43,26) (43,117) (44,16) (44,49) (44,94) (44,127) (45,10) (45,23) (45,120) (45,133) (49,39) (49,104) (54,29) (54,62) (54,81) (54,114) (56,65) (56,78) (57,29) (57,62) (57,81) (57,114) (64,65) (64,78) (65,40) (65,51) (65,92) (65,103) (67,10) (67,23) (67,120) (67,133) (70,55) (70,88) (71,16) (71,49) (71,94) (71,127) (75,65) (75,78) (77,39) (77,104) (78,1) (78,12) (78,131) (78,142) (82,39) (82,104) (83,16) (83,49) (83,94) (83,127) (88,39) (88,104) (90,26) (90,117) (93,16) (93,49) (93,94) (93,127) (97,10) (97,23) (97,120) (97,133) (101,26) (101,117) (103,0) (104,27) (104,38) (104,105) (104,116) (108,65) (108,78) (109,29) (109,62) (109,81) (109,114) (110,16) (110,49) (110,94) (110,127) (114,0) (116,39) (116,104) (119,10) (119,23) (119,120) (119,133) (121,39) (121,104) (122,10) (122,23) (122,120) (122,133) (123,29) (123,62) (123,81) (123,114) (127,39) (127,104) (130,1) (130,12) (130,131) (130,142) (132,16) (132,49) (132,94) (132,127) (134,26) (134,117) (136,55) (136,88) (142,26) (142,117)
9	y2 = x3 + 13x + 1	165	(0,1) (0,12) (0,131) (0,142) (5,42) (5,68) (5,75) (5,101) (6,3) (6,36) (6,107) (6,140) (10,52) (10,91) (12,13) (12,130) (17,52) (17,91) (19,10) (19,23) (19,120) (19,133) (23,13) (23,130) (25,65) (25,78) (28,3) (28,36) (28,107) (28,140) (30,65) (30,78) (31,55) (31,88) (32,3) (32,36) (32,107) (32,140) (36,65) (36,78) (38,13) (38,130) (39,14) (39,25) (39,118) (39,129) (41,10) (41,23) (41,120) (41,133) (43,52) (43,91) (44,10) (44,23) (44,120) (44,133) (45,42) (45,68) (45,75) (45,101) (49,13) (49,130) (52,1) (52,12) (52,131) (52,142) (54,3) (54,36) (54,107) (54,140) (56,13) (56,130) (58,10) (58,23) (58,120) (58,133) (64,0) (65,14) (65,25) (65,118) (65,129) (67,42) (67,68) (67,75) (67,101) (69,65) (69,78) (71,42) (71,68) (71,75) (71,101) (75,0) (77,65) (77,78) (78,53) (78,64) (78,79) (78,90) (80,10) (80,23) (80,120) (80,133) (82,13) (82,130) (83,3) (83,36) (83,107) (83,140) (88,65) (88,78) (91,1) (91,12) (91,131) (91,142) (93,42) (93,68) (93,75) (93,101) (96,10) (96,23) (96,120) (96,133) (97,55) (97,88) (104,53) (104,64) (104,79) (104,90) (108,0) (109,3) (109,36) (109,107) (109,140) (110,10) (110,23) (110,120) (110,133) (116,52) (116,91) (119,55) (119,88) (121,65) (121,78) (122,42) (122,68) (122,75) (122,101) (127,52) (127,91) (129,65) (129,78) (130,66) (130,77) (132,10) (132,23) (132,120) (132,133) (135,10) (135,23) (135,120) (135,133) (140,65) (140,78) (142,52) (142,91)
10	y2 = x3 + 117x + 38	165	(0,18) (0,70) (0,73) (0,125) (3,52) (3,91) (7,54) (7,67) (7,76) (7,89) (8,54) (8,67) (8,76) (8,89) (9,26) (9,117) (11,15) (11,37) (11,106) (11,128) (13,18) (13,70) (13,73) (13,125) (14,52) (14,91) (16,0) (20,15) (20,37) (20,106) (20,128) (22,26) (22,117) (24,15) (24,37) (24,106) (24,128) (26,8) (26,47) (26,96) (26,135) (27,0) (29,65) (29,78) (33,15) (33,37) (33,106) (33,128) (35,26) (35,117) (37,41) (37,63) (37,80) (37,102) (40,65) (40,78) (42,26) (42,117) (46,15) (46,37) (46,106) (46,128) (47,41) (47,63) (47,80) (47,102) (48,52) (48,91) (52,21) (52,34) (52,109) (52,122) (53,26) (53,117) (55,26) (55,117) (59,41) (59,63) (59,80) (59,102) (60,11) (60,132) (63,54) (63,67) (63,76) (63,89) (66,26) (66,117) (68,26) (68,117) (73,54) (73,67) (73,76) (73,89) (74,65) (74,78) (79,26) (79,117) (81,52) (81,91) (85,54) (85,67) (85,76) (85,89) (86,15) (86,37) (86,106) (86,128) (91,8) (91,47) (91,96) (91,135) (92,52) (92,91) (99,15) (99,37) (99,106) (99,128) (102,41) (102,63) (102,80) (102,102) (104,44) (104,99) (107,65) (107,78) (112,15) (112,37) (112,106) (112,128) (113,52) (113,91) (115,11) (115,132) (117,21) (117,34) (117,109) (117,122) (118,65) (118,78) (124,41) (124,63) (124,80) (124,102) (125,41) (125,63) (125,80) (125,102) (126,0) (128,54) (128,67) (128,76) (128,89) (130,18) (130,70) (130,73) (130,125) (137,11) (137,132) (139,65) (139,78) (141,15) (141,37) (141,106) (141,128)