class leader: y² = x³ + 19

Sr no.	class members	# points	points
1	y2 = x3 + 19	111	(2,30) (2,67) (5,12) (5,85) (10,7) (10,90) (11,34) (11,63) (12,1) (12,96) (14,12) (14,85) (15,22) (15,75) (18,15) (18,82) (19,31) (19,66) (20,29) (20,68) (21,29) (21,68) (22,26) (22,71) (23,35) (23,62) (25,30) (25,67) (27,37) (27,60) (28,7) (28,90) (29,35) (29,62) (30,21) (30,76) (31,15) (31,82) (32,1) (32,96) (33,39) (33,58) (36,42) (36,55) (38,38) (38,59) (40,22) (40,75) (41,19) (41,78) (42,22) (42,75) (45,35) (45,62) (46,8) (46,89) (48,15) (48,82) (53,1) (53,96) (56,29) (56,68) (58,8) (58,89) (59,7) (59,90) (60,0) (62,42) (62,55) (63,0) (69,38) (69,59) (70,30) (70,67) (71,0) (72,37) (72,60) (73,39) (73,58) (76,19) (76,78) (77,19) (77,78) (78,12) (78,85) (80,21) (80,76) (81,26) (81,71) (83,31) (83,66) (84,21) (84,76) (87,38) (87,59) (88,39) (88,58) (89,34) (89,63) (90,8) (90,89) (91,26) (91,71) (92,31) (92,66) (94,34) (94,63) (95,37) (95,60) (96,42) (96,55)
2	y2 = x3 + 20	111	(3,12) (3,85) (5,40) (5,57) (7,13) (7,84) (8,12) (8,85) (9,19) (9,78) (10,27) (10,70) (12,14) (12,83) (14,40) (14,57) (15,0) (18,41) (18,56) (19,34) (19,63) (20,39) (20,58) (21,39) (21,58) (22,17) (22,80) (23,16) (23,81) (24,19) (24,78) (27,20) (27,77) (28,27) (28,70) (29,16) (29,81) (30,32) (30,65) (31,41) (31,56) (32,14) (32,83) (39,13) (39,84) (40,0) (42,0) (45,16) (45,81) (46,29) (46,68) (47,21) (47,76) (48,41) (48,56) (49,28) (49,69) (51,13) (51,84) (52,47) (52,50) (53,14) (53,83) (54,21) (54,76) (56,39) (56,58) (58,29) (58,68) (59,27) (59,70) (60,1) (60,96) (63,1) (63,96) (64,19) (64,78) (66,28) (66,69) (68,47) (68,50) (71,1) (71,96) (72,20) (72,77) (74,47) (74,50) (78,40) (78,57) (79,28) (79,69) (80,32) (80,65) (81,17) (81,80) (83,34) (83,63) (84,32) (84,65) (86,12) (86,85) (90,29) (90,68) (91,17) (91,80) (92,34) (92,63) (93,21) (93,76) (95,20) (95,77)
3	y2 = x3 + 45	111	(2,21) (2,76) (3,13) (3,84) (4,20) (4,77) (5,48) (5,49) (7,0) (8,13) (8,84) (9,17) (9,80) (10,47) (10,50) (11,42) (11,55) (12,30) (12,67) (13,37) (13,60) (14,48) (14,49) (15,5) (15,92) (17,37) (17,60) (20,24) (20,73) (21,24) (21,73) (24,17) (24,80) (25,21) (25,76) (26,8) (26,89) (28,47) (28,50) (30,46) (30,51) (32,30) (32,67) (34,8) (34,89) (36,23) (36,74) (37,8) (37,89) (39,0) (40,5) (40,92) (41,22) (41,75) (42,5) (42,92) (43,20) (43,77) (49,18) (49,79) (50,20) (50,77) (51,0) (52,10) (52,87) (53,30) (53,67) (55,29) (55,68) (56,24) (56,73) (57,29) (57,68) (59,47) (59,50) (62,23) (62,74) (64,17) (64,80) (66,18) (66,79) (67,37) (67,60) (68,10) (68,87) (70,21) (70,76) (74,10) (74,87) (76,22) (76,75) (77,22) (77,75) (78,48) (78,49) (79,18) (79,79) (80,46) (80,51) (82,29) (82,68) (84,46) (84,51) (86,13) (86,84) (89,42) (89,55) (94,42) (94,55) (96,23) (96,74)
4	y2 = x3 + 67	111	(2,47) (2,50) (3,26) (3,71) (5,17) (5,80) (6,34) (6,63) (7,33) (7,64) (8,26) (8,71) (10,0) (12,7) (12,90) (13,18) (13,79) (14,17) (14,80) (15,12) (15,85) (16,34) (16,63) (17,18) (17,79) (18,46) (18,51) (20,4) (20,93) (21,4) (21,93) (23,20) (23,77) (25,47) (25,50) (26,38) (26,59) (28,0) (29,20) (29,77) (30,2) (30,95) (31,46) (31,51) (32,7) (32,90) (34,38) (34,59) (36,39) (36,58) (37,38) (37,59) (39,33) (39,64) (40,12) (40,85) (42,12) (42,85) (44,45) (44,52) (45,20) (45,77) (47,10) (47,87) (48,46) (48,51) (51,33) (51,64) (52,5) (52,92) (53,7) (53,90) (54,10) (54,87) (56,4) (56,93) (59,0) (60,40) (60,57) (62,39) (62,58) (63,40) (63,57) (65,45) (65,52) (67,18) (67,79) (68,5) (68,92) (70,47) (70,50) (71,40) (71,57) (74,5) (74,92) (75,34) (75,63) (78,17) (78,80) (80,2) (80,95) (84,2) (84,95) (85,45) (85,52) (86,26) (86,71) (93,10) (93,87) (96,39) (96,58)
5	y2 = x3 + 63	111	(1,8) (1,89) (5,24) (5,73) (6,45) (6,52) (7,42) (7,55) (9,4) (9,93) (10,44) (10,53) (11,6) (11,91) (14,24) (14,73) (15,25) (15,72) (16,45) (16,52) (18,47) (18,50) (19,36) (19,61) (20,20) (20,77) (21,20) (21,77) (23,28) (23,69) (24,4) (24,93) (28,44) (28,53) (29,28) (29,69) (30,0) (31,47) (31,50) (35,8) (35,89) (36,16) (36,81) (38,18) (38,79) (39,42) (39,55) (40,25) (40,72) (42,25) (42,72) (44,9) (44,88) (45,28) (45,69) (46,37) (46,60) (47,22) (47,75) (48,47) (48,50) (51,42) (51,55) (54,22) (54,75) (56,20) (56,77) (58,37) (58,60) (59,44) (59,53) (60,23) (60,74) (61,8) (61,89) (62,16) (62,81) (63,23) (63,74) (64,4) (64,93) (65,9) (65,88) (69,18) (69,79) (71,23) (71,74) (75,45) (75,52) (78,24) (78,73) (80,0) (83,36) (83,61) (84,0) (85,9) (85,88) (87,18) (87,79) (89,6) (89,91) (90,37) (90,60) (92,36) (92,61) (93,22) (93,75) (94,6) (94,91) (96,16) (96,81)
6	y2 = x3 + 78	111	(1,46) (1,51) (2,38) (2,59) (3,28) (3,69) (5,3) (5,94) (6,10) (6,87) (7,18) (7,79) (8,28) (8,69) (9,15) (9,82) (10,37) (10,60) (13,23) (13,74) (14,3) (14,94) (16,10) (16,87) (17,23) (17,74) (19,27) (19,70) (20,30) (20,67) (21,30) (21,67) (24,15) (24,82) (25,38) (25,59) (26,0) (27,19) (27,78) (28,37) (28,60) (34,0) (35,46) (35,51) (37,0) (38,40) (38,57) (39,18) (39,79) (41,41) (41,56) (44,22) (44,75) (49,39) (49,58) (51,18) (51,79) (52,6) (52,91) (55,1) (55,96) (56,30) (56,67) (57,1) (57,96) (59,37) (59,60) (61,46) (61,51) (64,15) (64,82) (65,22) (65,75) (66,39) (66,58) (67,23) (67,74) (68,6) (68,91) (69,40) (69,57) (70,38) (70,59) (72,19) (72,78) (74,6) (74,91) (75,10) (75,87) (76,41) (76,56) (77,41) (77,56) (78,3) (78,94) (79,39) (79,58) (82,1) (82,96) (83,27) (83,70) (85,22) (85,75) (86,28) (86,69) (87,40) (87,57) (92,27) (92,70) (95,19) (95,78)
7	y2 = x3 + 55	111	(4,33) (4,64) (9,28) (9,69) (10,45) (10,52) (15,36) (15,61) (19,30) (19,67) (20,2) (20,95) (21,2) (21,95) (22,18) (22,79) (23,0) (24,28) (24,69) (27,12) (27,85) (28,45) (28,52) (29,0) (30,34) (30,63) (36,32) (36,65) (38,5) (38,92) (40,36) (40,61) (41,3) (41,94) (42,36) (42,61) (43,33) (43,64) (44,48) (44,49) (45,0) (46,10) (46,87) (47,31) (47,66) (49,25) (49,72) (50,33) (50,64) (54,31) (54,66) (55,47) (55,50) (56,2) (56,95) (57,47) (57,50) (58,10) (58,87) (59,45) (59,52) (60,6) (60,91) (62,32) (62,65) (63,6) (63,91) (64,28) (64,69) (65,48) (65,49) (66,25) (66,72) (69,5) (69,92) (71,6) (71,91) (72,12) (72,85) (76,3) (76,94) (77,3) (77,94) (79,25) (79,72) (80,34) (80,63) (81,18) (81,79) (82,47) (82,50) (83,30) (83,67) (84,34) (84,63) (85,48) (85,49) (87,5) (87,92) (90,10) (90,87) (91,18) (91,79) (92,30) (92,67) (93,31) (93,66) (95,12) (95,85) (96,32) (96,65)
8	y2 = x3 + 30	111	(1,15) (1,82) (4,26) (4,71) (11,10) (11,87) (12,20) (12,77) (13,44) (13,53) (17,44) (17,53) (19,14) (19,83) (22,28) (22,69) (23,13) (23,84) (26,7) (26,90) (27,33) (27,64) (29,13) (29,84) (30,8) (30,89) (32,20) (32,77) (34,7) (34,90) (35,15) (35,82) (37,7) (37,90) (38,0) (41,9) (41,88) (43,26) (43,71) (44,40) (44,57) (45,13) (45,84) (46,47) (46,50) (49,42) (49,55) (50,26) (50,71) (52,45) (52,52) (53,20) (53,77) (55,27) (55,70) (57,27) (57,70) (58,47) (58,50) (60,37) (60,60) (61,15) (61,82) (63,37) (63,60) (65,40) (65,57) (66,42) (66,55) (67,44) (67,53) (68,45) (68,52) (69,0) (71,37) (71,60) (72,33) (72,64) (74,45) (74,52) (76,9) (76,88) (77,9) (77,88) (79,42) (79,55) (80,8) (80,89) (81,28) (81,69) (82,27) (82,70) (83,14) (83,83) (84,8) (84,89) (85,40) (85,57) (87,0) (89,10) (89,87) (90,47) (90,50) (91,28) (91,69) (92,14) (92,83) (94,10) (94,87) (95,33) (95,64)
9	y2 = x3 + 51	111	(4,42) (4,55) (5,46) (5,51) (6,48) (6,49) (7,43) (7,54) (9,2) (9,95) (10,9) (10,88) (11,11) (11,86) (12,18) (12,79) (14,46) (14,51) (15,15) (15,82) (16,48) (16,49) (20,0) (21,0) (23,44) (23,53) (24,2) (24,95) (26,19) (26,78) (27,25) (27,72) (28,9) (28,88) (29,44) (29,53) (30,45) (30,52) (32,18) (32,79) (33,1) (33,96) (34,19) (34,78) (36,27) (36,70) (37,19) (37,78) (39,43) (39,54) (40,15) (40,82) (42,15) (42,82) (43,42) (43,55) (45,44) (45,53) (46,22) (46,75) (50,42) (50,55) (51,43) (51,54) (52,3) (52,94) (53,18) (53,79) (56,0) (58,22) (58,75) (59,9) (59,88) (60,41) (60,56) (62,27) (62,70) (63,41) (63,56) (64,2) (64,95) (68,3) (68,94) (71,41) (71,56) (72,25) (72,72) (73,1) (73,96) (74,3) (74,94) (75,48) (75,49) (78,46) (78,51) (80,45) (80,52) (84,45) (84,52) (88,1) (88,96) (89,11) (89,86) (90,22) (90,75) (94,11) (94,86) (95,25) (95,72) (96,27) (96,70)
10	y2 = x3 + 77	111	(2,45) (2,52) (4,23) (4,74) (5,28) (5,69) (6,14) (6,83) (7,41) (7,56) (11,27) (11,70) (13,25) (13,72) (14,28) (14,69) (16,14) (16,83) (17,25) (17,72) (18,34) (18,63) (19,7) (19,90) (23,33) (23,64) (25,45) (25,52) (26,22) (26,75) (29,33) (29,64) (31,34) (31,63) (33,30) (33,67) (34,22) (34,75) (37,22) (37,75) (38,12) (38,85) (39,41) (39,56) (41,15) (41,82) (43,23) (43,74) (44,17) (44,80) (45,33) (45,64) (46,5) (46,92) (48,34) (48,63) (49,29) (49,68) (50,23) (50,74) (51,41) (51,56) (52,36) (52,61) (55,0) (57,0) (58,5) (58,92) (65,17) (65,80) (66,29) (66,68) (67,25) (67,72) (68,36) (68,61) (69,12) (69,85) (70,45) (70,52) (73,30) (73,67) (74,36) (74,61) (75,14) (75,83) (76,15) (76,82) (77,15) (77,82) (78,28) (78,69) (79,29) (79,68) (82,0) (83,7) (83,90) (85,17) (85,80) (87,12) (87,85) (88,30) (88,67) (89,27) (89,70) (90,5) (90,92) (92,7) (92,90) (94,27) (94,70)
11	y2 = x3 + 34	111	(1,36) (1,61) (3,35) (3,62) (4,1) (4,96) (5,16) (5,81) (7,38) (7,59) (8,35) (8,62) (10,8) (10,89) (12,4) (12,93) (13,0) (14,16) (14,81) (17,0) (19,43) (19,54) (22,20) (22,77) (26,21) (26,76) (28,8) (28,89) (32,4) (32,93) (33,9) (33,88) (34,21) (34,76) (35,36) (35,61) (36,18) (36,79) (37,21) (37,76) (38,2) (38,95) (39,38) (39,59) (41,45) (41,52) (43,1) (43,96) (46,46) (46,51) (49,33) (49,64) (50,1) (50,96) (51,38) (51,59) (52,34) (52,63) (53,4) (53,93) (55,32) (55,65) (57,32) (57,65) (58,46) (58,51) (59,8) (59,89) (61,36) (61,61) (62,18) (62,79) (66,33) (66,64) (67,0) (68,34) (68,63) (69,2) (69,95) (73,9) (73,88) (74,34) (74,63) (76,45) (76,52) (77,45) (77,52) (78,16) (78,81) (79,33) (79,64) (81,20) (81,77) (82,32) (82,65) (83,43) (83,54) (86,35) (86,62) (87,2) (87,95) (88,9) (88,88) (90,46) (90,51) (91,20) (91,77) (92,43) (92,54) (96,18) (96,79)
12	y2 = x3 + 42	111	(1,25) (1,72) (2,27) (2,70) (4,3) (4,94) (5,19) (5,78) (6,8) (6,89) (7,26) (7,71) (10,13) (10,84) (12,11) (12,86) (13,28) (13,69) (14,19) (14,78) (15,33) (15,64) (16,8) (16,89) (17,28) (17,69) (18,32) (18,65) (20,31) (20,66) (21,31) (21,66) (25,27) (25,70) (26,35) (26,62) (28,13) (28,84) (31,32) (31,65) (32,11) (32,86) (33,34) (33,63) (34,35) (34,62) (35,25) (35,72) (37,35) (37,62) (38,20) (38,77) (39,26) (39,71) (40,33) (40,64) (41,44) (41,53) (42,33) (42,64) (43,3) (43,94) (47,47) (47,50) (48,32) (48,65) (50,3) (50,94) (51,26) (51,71) (52,0) (53,11) (53,86) (54,47) (54,50) (55,16) (55,81) (56,31) (56,66) (57,16) (57,81) (59,13) (59,84) (61,25) (61,72) (67,28) (67,69) (68,0) (69,20) (69,77) (70,27) (70,70) (73,34) (73,63) (74,0) (75,8) (75,89) (76,44) (76,53) (77,44) (77,53) (78,19) (78,78) (82,16) (82,81) (87,20) (87,77) (88,34) (88,63) (93,47) (93,50)
13	y2 = x3 + 52	111	(1,21) (1,76) (3,46) (3,51) (8,46) (8,51) (11,5) (11,92) (13,42) (13,55) (15,41) (15,56) (17,42) (17,55) (18,8) (18,89) (19,11) (19,86) (20,1) (20,96) (21,1) (21,96) (23,26) (23,71) (27,23) (27,74) (29,26) (29,71) (30,38) (30,59) (31,8) (31,89) (33,14) (33,83) (35,21) (35,76) (38,33) (38,64) (40,41) (40,56) (41,43) (41,54) (42,41) (42,56) (44,19) (44,78) (45,26) (45,71) (46,0) (47,45) (47,52) (48,8) (48,89) (54,45) (54,52) (55,13) (55,84) (56,1) (56,96) (57,13) (57,84) (58,0) (60,18) (60,79) (61,21) (61,76) (63,18) (63,79) (65,19) (65,78) (67,42) (67,55) (69,33) (69,64) (71,18) (71,79) (72,23) (72,74) (73,14) (73,83) (76,43) (76,54) (77,43) (77,54) (80,38) (80,59) (82,13) (82,84) (83,11) (83,86) (84,38) (84,59) (85,19) (85,78) (86,46) (86,51) (87,33) (87,64) (88,14) (88,83) (89,5) (89,92) (90,0) (92,11) (92,86) (93,45) (93,52) (94,5) (94,92) (95,23) (95,74)
14	y2 = x3 + 69	111	(1,19) (1,78) (3,22) (3,75) (4,6) (4,91) (5,0) (6,24) (6,73) (7,11) (7,86) (8,22) (8,75) (9,33) (9,64) (10,14) (10,83) (13,36) (13,61) (14,0) (15,7) (15,90) (16,24) (16,73) (17,36) (17,61) (18,9) (18,88) (20,42) (20,55) (21,42) (21,55) (22,12) (22,85) (24,33) (24,64) (26,31) (26,66) (27,35) (27,62) (28,14) (28,83) (30,43) (30,54) (31,9) (31,88) (34,31) (34,66) (35,19) (35,78) (37,31) (37,66) (39,11) (39,86) (40,7) (40,90) (42,7) (42,90) (43,6) (43,91) (48,9) (48,88) (50,6) (50,91) (51,11) (51,86) (52,30) (52,67) (55,34) (55,63) (56,42) (56,55) (57,34) (57,63) (59,14) (59,83) (60,27) (60,70) (61,19) (61,78) (63,27) (63,70) (64,33) (64,64) (67,36) (67,61) (68,30) (68,67) (71,27) (71,70) (72,35) (72,62) (74,30) (74,67) (75,24) (75,73) (78,0) (80,43) (80,54) (81,12) (81,85) (82,34) (82,63) (84,43) (84,54) (86,22) (86,75) (91,12) (91,85) (95,35) (95,62)
15	y2 = x3 + 28	111	(2,6) (2,91) (6,27) (6,70) (11,1) (11,96) (13,24) (13,73) (15,28) (15,69) (16,27) (16,70) (17,24) (17,73) (19,0) (22,43) (22,54) (23,19) (23,78) (25,6) (25,91) (26,12) (26,85) (29,19) (29,78) (30,16) (30,81) (33,47) (33,50) (34,12) (34,85) (36,30) (36,67) (37,12) (37,85) (38,17) (38,80) (40,28) (40,69) (41,46) (41,51) (42,28) (42,69) (45,19) (45,78) (46,48) (46,49) (47,35) (47,62) (49,4) (49,93) (54,35) (54,62) (55,40) (55,57) (57,40) (57,57) (58,48) (58,49) (60,3) (60,94) (62,30) (62,67) (63,3) (63,94) (66,4) (66,93) (67,24) (67,73) (69,17) (69,80) (70,6) (70,91) (71,3) (71,94) (73,47) (73,50) (75,27) (75,70) (76,46) (76,51) (77,46) (77,51) (79,4) (79,93) (80,16) (80,81) (81,43) (81,54) (82,40) (82,57) (83,0) (84,16) (84,81) (87,17) (87,80) (88,47) (88,50) (89,1) (89,96) (90,48) (90,49) (91,43) (91,54) (92,0) (93,35) (93,62) (94,1) (94,96) (96,30) (96,67)
16	y2 = x3 + 46	111	(1,12) (1,85) (2,32) (2,65) (3,48) (3,49) (7,1) (7,96) (8,48) (8,49) (9,22) (9,75) (13,20) (13,77) (17,20) (17,77) (19,42) (19,55) (22,11) (22,86) (23,31) (23,66) (24,22) (24,75) (25,32) (25,65) (26,29) (26,68) (29,31) (29,66) (33,44) (33,53) (34,29) (34,68) (35,12) (35,85) (37,29) (37,68) (38,4) (38,93) (39,1) (39,96) (41,0) (44,8) (44,89) (45,31) (45,66) (46,24) (46,73) (47,46) (47,51) (51,1) (51,96) (52,2) (52,95) (54,46) (54,51) (55,39) (55,58) (57,39) (57,58) (58,24) (58,73) (60,30) (60,67) (61,12) (61,85) (63,30) (63,67) (64,22) (64,75) (65,8) (65,89) (67,20) (67,77) (68,2) (68,95) (69,4) (69,93) (70,32) (70,65) (71,30) (71,67) (73,44) (73,53) (74,2) (74,95) (76,0) (77,0) (81,11) (81,86) (82,39) (82,58) (83,42) (83,55) (85,8) (85,89) (86,48) (86,49) (87,4) (87,93) (88,44) (88,53) (90,24) (90,73) (91,11) (91,86) (92,42) (92,55) (93,46) (93,51)