class leader: y² = x³ + 20x + 33

Sr no.	class members	# points	points
1	y2 = x3 + 20x + 33	35	(0,19) (0,22) (2,9) (2,32) (6,0) (8,7) (8,34) (9,9) (9,32) (12,19) (12,22) (14,8) (14,33) (15,10) (15,31) (16,12) (16,29) (22,16) (22,25) (23,14) (23,27) (25,2) (25,39) (27,17) (27,24) (28,6) (28,35) (29,19) (29,22) (30,9) (30,32) (34,1) (34,40) (35,5) (35,36)
2	y2 = x3 + 32x + 5	35	(0,13) (0,28) (2,6) (2,35) (3,13) (3,28) (4,19) (4,22) (7,11) (7,30) (14,9) (14,32) (16,12) (16,29) (17,3) (17,38) (19,16) (19,25) (21,4) (21,37) (22,0) (24,1) (24,40) (26,2) (26,39) (28,4) (28,37) (29,5) (29,36) (33,4) (33,37) (37,10) (37,31) (38,13) (38,28)
3	y2 = x3 + 21x + 10	35	(0,16) (0,25) (1,14) (1,27) (3,10) (3,31) (7,7) (7,34) (10,20) (10,21) (13,15) (13,26) (15,16) (15,25) (17,14) (17,27) (20,5) (20,36) (21,6) (21,35) (22,3) (22,38) (23,14) (23,27) (26,16) (26,25) (28,0) (29,11) (29,30) (35,18) (35,23) (38,17) (38,24) (39,1) (39,40)
4	y2 = x3 + 2x + 2	35	(0,17) (0,24) (1,13) (1,28) (4,19) (4,22) (6,5) (6,36) (7,20) (7,21) (11,17) (11,24) (12,14) (12,27) (15,2) (15,39) (21,11) (21,30) (24,4) (24,37) (26,0) (27,10) (27,31) (30,17) (30,24) (35,15) (35,26) (36,20) (36,21) (38,16) (38,25) (39,20) (39,21) (40,9) (40,32)
5	y2 = x3 + 2x + 39	35	(0,11) (0,30) (1,1) (1,40) (2,16) (2,25) (3,20) (3,21) (5,16) (5,25) (6,12) (6,29) (11,11) (11,30) (14,8) (14,33) (15,0) (17,5) (17,36) (20,17) (20,24) (26,18) (26,23) (29,3) (29,38) (30,11) (30,30) (34,16) (34,25) (35,4) (35,37) (37,7) (37,34) (40,6) (40,35)
6	y2 = x3 + 9x + 4	35	(0,2) (0,39) (5,16) (5,25) (7,0) (11,9) (11,32) (12,6) (12,35) (14,2) (14,39) (16,12) (16,29) (19,8) (19,33) (20,5) (20,36) (23,18) (23,23) (26,15) (26,26) (27,2) (27,39) (30,3) (30,38) (31,12) (31,29) (34,7) (34,34) (35,12) (35,29) (36,11) (36,30) (38,14) (38,27)
7	y2 = x3 + 8x + 16	35	(0,4) (0,37) (1,5) (1,36) (2,9) (2,32) (7,13) (7,28) (8,10) (8,31) (11,0) (12,6) (12,35) (13,12) (13,29) (14,17) (14,24) (19,4) (19,37) (22,4) (22,37) (24,16) (24,25) (29,18) (29,23) (30,14) (30,27) (31,17) (31,24) (35,11) (35,30) (37,17) (37,24) (39,19) (39,22)
8	y2 = x3 + 36x + 9	35	(0,3) (0,38) (1,13) (1,28) (3,12) (3,29) (6,20) (6,21) (9,18) (9,23) (10,4) (10,37) (12,18) (12,23) (13,3) (13,38) (14,10) (14,31) (17,9) (17,32) (19,7) (19,34) (20,18) (20,23) (22,16) (22,25) (27,0) (28,3) (28,38) (30,2) (30,39) (31,17) (31,24) (36,14) (36,27)
9	y2 = x3 + 20x + 8	35	(0,7) (0,34) (6,4) (6,37) (7,9) (7,32) (11,1) (11,40) (12,7) (12,34) (13,13) (13,28) (14,11) (14,30) (16,18) (16,23) (18,3) (18,38) (19,20) (19,21) (25,15) (25,26) (26,8) (26,33) (27,10) (27,31) (29,7) (29,34) (32,1) (32,40) (33,19) (33,22) (35,0) (39,1) (39,40)
10	y2 = x3 + 36x + 32	35	(0,14) (0,27) (5,3) (5,38) (10,11) (10,30) (11,18) (11,23) (13,14) (13,27) (14,0) (19,20) (19,21) (21,2) (21,39) (22,19) (22,22) (24,1) (24,40) (27,8) (27,33) (28,14) (28,27) (29,2) (29,39) (31,5) (31,36) (32,2) (32,39) (35,16) (35,25) (38,15) (38,26) (40,6) (40,35)
11	y2 = x3 + 5x + 1	35	(0,1) (0,40) (3,17) (3,24) (6,1) (6,40) (7,16) (7,25) (8,15) (8,26) (9,18) (9,23) (13,7) (13,34) (16,6) (16,35) (24,13) (24,28) (26,6) (26,35) (27,4) (27,37) (30,3) (30,38) (33,8) (33,33) (34,19) (34,22) (35,1) (35,40) (37,9) (37,32) (38,0) (40,6) (40,35)
12	y2 = x3 + 39x + 18	35	(0,10) (0,31) (3,11) (3,30) (4,19) (4,22) (5,16) (5,25) (9,14) (9,27) (12,0) (13,4) (13,37) (15,1) (15,40) (16,8) (16,33) (17,10) (17,31) (18,19) (18,22) (19,19) (19,22) (24,10) (24,31) (27,7) (27,34) (28,15) (28,26) (29,6) (29,35) (30,12) (30,29) (32,2) (32,39)
13	y2 = x3 + 9x + 37	35	(0,18) (0,23) (3,3) (3,38) (5,17) (5,24) (6,15) (6,26) (7,19) (7,22) (10,15) (10,26) (11,14) (11,27) (14,18) (14,23) (15,12) (15,29) (18,2) (18,39) (21,4) (21,37) (22,10) (22,31) (25,15) (25,26) (27,18) (27,23) (29,13) (29,28) (30,1) (30,40) (34,0) (36,20) (36,21)
14	y2 = x3 + 21x + 31	35	(0,20) (0,21) (2,9) (2,32) (3,11) (3,30) (6,2) (6,39) (12,17) (12,24) (13,0) (15,20) (15,21) (18,3) (18,38) (19,14) (19,27) (20,13) (20,28) (21,4) (21,37) (24,3) (24,38) (26,20) (26,21) (28,12) (28,29) (31,16) (31,25) (34,19) (34,22) (38,8) (38,33) (40,3) (40,38)
15	y2 = x3 + 39x + 23	35	(0,8) (0,33) (9,18) (9,23) (11,15) (11,26) (12,13) (12,28) (13,12) (13,29) (14,19) (14,22) (17,8) (17,33) (22,7) (22,34) (23,7) (23,34) (24,8) (24,33) (25,10) (25,31) (26,9) (26,32) (28,5) (28,36) (29,0) (32,3) (32,38) (36,20) (36,21) (37,7) (37,34) (38,17) (38,24)
16	y2 = x3 + 33x + 20	35	(0,15) (0,26) (3,8) (3,33) (5,8) (5,33) (7,15) (7,26) (9,12) (9,29) (11,19) (11,22) (15,6) (15,35) (17,0) (18,3) (18,38) (22,18) (22,23) (23,20) (23,21) (24,9) (24,32) (26,2) (26,39) (28,10) (28,31) (31,17) (31,24) (33,8) (33,33) (34,15) (34,26) (35,4) (35,37)
17	y2 = x3 + 5x + 40	35	(0,9) (0,32) (1,13) (1,28) (3,0) (4,1) (4,40) (6,9) (6,32) (7,7) (7,34) (8,10) (8,31) (11,14) (11,27) (14,5) (14,36) (15,13) (15,28) (17,6) (17,35) (25,13) (25,28) (28,19) (28,22) (32,2) (32,39) (33,12) (33,29) (34,20) (34,21) (35,9) (35,32) (38,11) (38,30)
18	y2 = x3 + 32x + 36	35	(0,6) (0,35) (3,6) (3,35) (4,8) (4,33) (8,5) (8,36) (12,4) (12,37) (13,5) (13,36) (15,18) (15,23) (17,9) (17,32) (19,0) (20,5) (20,36) (22,20) (22,21) (24,14) (24,27) (25,15) (25,26) (27,1) (27,40) (34,17) (34,24) (37,7) (37,34) (38,6) (38,35) (39,13) (39,28)
19	y2 = x3 + 8x + 25	35	(0,5) (0,36) (2,7) (2,34) (4,11) (4,30) (6,17) (6,24) (10,11) (10,30) (11,3) (11,38) (12,2) (12,39) (17,20) (17,21) (19,5) (19,36) (22,5) (22,36) (27,11) (27,30) (28,15) (28,26) (29,13) (29,28) (30,0) (33,8) (33,33) (34,6) (34,35) (39,1) (39,40) (40,4) (40,37)
20	y2 = x3 + 33x + 21	35	(0,12) (0,29) (6,5) (6,36) (7,12) (7,29) (8,10) (8,31) (10,11) (10,30) (13,8) (13,33) (15,18) (15,23) (17,1) (17,40) (18,16) (18,25) (19,2) (19,39) (23,14) (23,27) (24,0) (26,13) (26,28) (30,7) (30,34) (32,15) (32,26) (34,12) (34,29) (36,10) (36,31) (38,10) (38,31)