class leader: y² = x³ + 29

Sr no.	class members	# points	points
1	y2 = x3 + 29	121	(2,24) (2,31) (2,46) (2,53) (3,21) (3,56) (4,4) (4,18) (4,59) (4,73) (5,0) (6,28) (6,49) (7,8) (7,36) (7,41) (7,69) (13,35) (13,42) (14,1) (14,34) (14,43) (14,76) (15,4) (15,18) (15,59) (15,73) (16,11) (16,66) (17,28) (17,49) (18,3) (18,25) (18,52) (18,74) (24,35) (24,42) (25,10) (25,32) (25,45) (25,67) (26,7) (26,70) (27,0) (28,6) (28,27) (28,50) (28,71) (29,3) (29,25) (29,52) (29,74) (35,13) (35,20) (35,57) (35,64) (36,10) (36,32) (36,45) (36,67) (37,4) (37,18) (37,59) (37,73) (38,0) (39,17) (39,38) (39,39) (39,60) (40,14) (40,63) (46,24) (46,31) (46,46) (46,53) (47,21) (47,56) (48,7) (48,70) (49,22) (49,55) (50,17) (50,38) (50,39) (50,60) (51,3) (51,25) (51,52) (51,74) (57,24) (57,31) (57,46) (57,53) (58,10) (58,32) (58,45) (58,67) (59,7) (59,70) (60,11) (60,66) (61,28) (61,49) (62,14) (62,63) (68,35) (68,42) (69,21) (69,56) (70,15) (70,29) (70,48) (70,62) (71,11) (71,66) (72,17) (72,38) (72,39) (72,60) (73,14) (73,63)
2	y2 = x3 + 57	121	(1,17) (1,38) (1,39) (1,60) (4,11) (4,66) (6,14) (6,63) (7,13) (7,20) (7,57) (7,64) (9,4) (9,18) (9,59) (9,73) (10,21) (10,56) (12,28) (12,49) (15,11) (15,66) (17,14) (17,63) (18,24) (18,31) (18,46) (18,53) (20,7) (20,70) (21,1) (21,34) (21,43) (21,76) (23,17) (23,38) (23,39) (23,60) (26,0) (28,8) (28,36) (28,41) (28,69) (29,24) (29,31) (29,46) (29,53) (31,7) (31,70) (32,10) (32,32) (32,45) (32,67) (34,28) (34,49) (37,11) (37,66) (39,3) (39,25) (39,52) (39,74) (40,35) (40,42) (42,15) (42,29) (42,48) (42,62) (43,10) (43,32) (43,45) (43,67) (45,28) (45,49) (48,0) (50,3) (50,25) (50,52) (50,74) (51,24) (51,31) (51,46) (51,53) (53,4) (53,18) (53,59) (53,73) (54,21) (54,56) (56,6) (56,27) (56,50) (56,71) (59,0) (61,14) (61,63) (62,35) (62,42) (64,4) (64,18) (64,59) (64,73) (65,10) (65,32) (65,45) (65,67) (67,17) (67,38) (67,39) (67,60) (70,22) (70,55) (72,3) (72,25) (72,52) (72,74) (73,35) (73,42) (75,7) (75,70) (76,21) (76,56)
3	y2 = x3 + 50	121	(2,17) (2,38) (2,39) (2,60) (3,0) (4,24) (4,31) (4,46) (4,53) (8,10) (8,32) (8,45) (8,67) (9,3) (9,25) (9,52) (9,74) (10,7) (10,70) (13,28) (13,49) (14,22) (14,55) (15,24) (15,31) (15,46) (15,53) (19,21) (19,56) (20,14) (20,63) (21,15) (21,29) (21,48) (21,62) (24,28) (24,49) (25,11) (25,66) (26,35) (26,42) (30,10) (30,32) (30,45) (30,67) (31,14) (31,63) (32,4) (32,18) (32,59) (32,73) (35,6) (35,27) (35,50) (35,71) (36,11) (36,66) (37,24) (37,31) (37,46) (37,53) (41,21) (41,56) (42,8) (42,36) (42,41) (42,69) (43,4) (43,18) (43,59) (43,73) (46,17) (46,38) (46,39) (46,60) (47,0) (48,35) (48,42) (52,21) (52,56) (53,3) (53,25) (53,52) (53,74) (54,7) (54,70) (57,17) (57,38) (57,39) (57,60) (58,11) (58,66) (59,35) (59,42) (63,1) (63,34) (63,43) (63,76) (64,3) (64,25) (64,52) (64,74) (65,4) (65,18) (65,59) (65,73) (68,28) (68,49) (69,0) (70,13) (70,20) (70,57) (70,64) (74,10) (74,32) (74,45) (74,67) (75,14) (75,63) (76,7) (76,70)
4	y2 = x3 + 43	121	(1,11) (1,66) (3,35) (3,42) (5,28) (5,49) (7,1) (7,34) (7,43) (7,76) (8,4) (8,18) (8,59) (8,73) (10,14) (10,63) (12,0) (14,13) (14,20) (14,57) (14,64) (16,17) (16,38) (16,39) (16,60) (18,10) (18,32) (18,45) (18,67) (19,7) (19,70) (21,8) (21,36) (21,41) (21,69) (23,11) (23,66) (25,24) (25,31) (25,46) (25,53) (27,28) (27,49) (29,10) (29,32) (29,45) (29,67) (30,4) (30,18) (30,59) (30,73) (32,3) (32,25) (32,52) (32,74) (34,0) (36,24) (36,31) (36,46) (36,53) (38,28) (38,49) (40,21) (40,56) (41,7) (41,70) (43,3) (43,25) (43,52) (43,74) (45,0) (47,35) (47,42) (49,6) (49,27) (49,50) (49,71) (51,10) (51,32) (51,45) (51,67) (52,7) (52,70) (54,14) (54,63) (56,22) (56,55) (58,24) (58,31) (58,46) (58,53) (60,17) (60,38) (60,39) (60,60) (62,21) (62,56) (63,15) (63,29) (63,48) (63,62) (65,3) (65,25) (65,52) (65,74) (67,11) (67,66) (69,35) (69,42) (71,17) (71,38) (71,39) (71,60) (73,21) (73,56) (74,4) (74,18) (74,59) (74,73) (76,14) (76,63)
5	y2 = x3 + 8	121	(1,3) (1,25) (1,52) (1,74) (2,4) (2,18) (2,59) (2,73) (5,21) (5,56) (6,35) (6,42) (8,17) (8,38) (8,39) (8,60) (9,11) (9,66) (12,14) (12,63) (13,7) (13,70) (16,10) (16,32) (16,45) (16,67) (17,35) (17,42) (19,28) (19,49) (20,0) (23,3) (23,25) (23,52) (23,74) (24,7) (24,70) (27,21) (27,56) (28,13) (28,20) (28,57) (28,64) (30,17) (30,38) (30,39) (30,60) (31,0) (34,14) (34,63) (35,15) (35,29) (35,48) (35,62) (38,21) (38,56) (39,24) (39,31) (39,46) (39,53) (41,28) (41,49) (42,22) (42,55) (45,14) (45,63) (46,4) (46,18) (46,59) (46,73) (49,1) (49,34) (49,43) (49,76) (50,24) (50,31) (50,46) (50,53) (52,28) (52,49) (53,11) (53,66) (56,8) (56,36) (56,41) (56,69) (57,4) (57,18) (57,59) (57,73) (60,10) (60,32) (60,45) (60,67) (61,35) (61,42) (63,6) (63,27) (63,50) (63,71) (64,11) (64,66) (67,3) (67,25) (67,52) (67,74) (68,7) (68,70) (71,10) (71,32) (71,45) (71,67) (72,24) (72,31) (72,46) (72,53) (74,17) (74,38) (74,39) (74,60) (75,0)