class leader: y² = x³ + 19x + 51

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