class leader: y² = x³ + 16

Sr no.	class members	# points	points
1	y2 = x3 + 16	116	(0,4) (0,99) (1,29) (1,74) (5,48) (5,55) (6,51) (6,52) (7,16) (7,87) (8,42) (8,61) (11,27) (11,76) (13,16) (13,87) (14,44) (14,59) (21,25) (21,78) (22,40) (22,63) (23,21) (23,82) (24,48) (24,55) (26,44) (26,59) (27,51) (27,52) (28,21) (28,82) (29,32) (29,71) (30,37) (30,66) (32,37) (32,66) (36,42) (36,61) (38,35) (38,68) (39,25) (39,78) (41,37) (41,66) (43,25) (43,78) (44,15) (44,88) (46,29) (46,74) (47,18) (47,85) (52,21) (52,82) (53,26) (53,77) (55,47) (55,56) (56,29) (56,74) (57,18) (57,85) (58,47) (58,56) (59,42) (59,61) (60,5) (60,98) (62,38) (62,65) (63,44) (63,59) (64,5) (64,98) (67,15) (67,88) (68,35) (68,68) (69,26) (69,77) (70,51) (70,52) (71,38) (71,65) (73,38) (73,65) (74,48) (74,55) (79,32) (79,71) (82,5) (82,98) (83,16) (83,87) (84,26) (84,77) (85,40) (85,63) (93,47) (93,56) (94,27) (94,76) (95,15) (95,88) (98,32) (98,71) (99,40) (99,63) (100,35) (100,68) (101,27) (101,76) (102,18) (102,85)
2	y2 = x3 + 26	116	(0,51) (0,52) (2,31) (2,72) (6,6) (6,97) (7,36) (7,67) (8,34) (8,69) (9,31) (9,72) (11,11) (11,92) (13,36) (13,67) (14,35) (14,68) (15,38) (15,65) (16,38) (16,65) (17,43) (17,60) (21,29) (21,74) (25,43) (25,60) (26,35) (26,68) (27,6) (27,97) (29,2) (29,101) (31,16) (31,87) (33,4) (33,99) (36,34) (36,69) (39,29) (39,74) (40,28) (40,75) (43,29) (43,74) (44,21) (44,82) (47,5) (47,98) (49,7) (49,96) (51,42) (51,61) (53,45) (53,58) (55,46) (55,57) (57,5) (57,98) (58,46) (58,57) (59,34) (59,69) (61,43) (61,60) (63,35) (63,68) (66,7) (66,96) (67,21) (67,82) (69,45) (69,58) (70,6) (70,97) (72,38) (72,65) (75,42) (75,61) (76,4) (76,99) (77,28) (77,75) (79,2) (79,101) (80,42) (80,61) (83,36) (83,67) (84,45) (84,58) (87,16) (87,87) (88,16) (88,87) (89,28) (89,75) (91,7) (91,96) (92,31) (92,72) (93,46) (93,57) (94,11) (94,92) (95,21) (95,82) (97,4) (97,99) (98,2) (98,101) (101,11) (101,92) (102,5) (102,98)
3	y2 = x3 + 2	116	(0,38) (0,65) (3,21) (3,82) (4,13) (4,90) (7,6) (7,97) (11,32) (11,71) (12,44) (12,59) (13,6) (13,97) (14,45) (14,58) (15,9) (15,94) (16,9) (16,94) (18,13) (18,90) (19,28) (19,75) (22,12) (22,91) (23,18) (23,85) (26,45) (26,58) (28,18) (28,85) (29,17) (29,86) (30,4) (30,99) (31,51) (31,52) (32,4) (32,99) (34,28) (34,75) (35,21) (35,82) (37,44) (37,59) (41,4) (41,99) (42,41) (42,62) (47,1) (47,102) (49,5) (49,98) (50,28) (50,75) (51,35) (51,68) (52,18) (52,85) (54,44) (54,59) (55,49) (55,54) (57,1) (57,102) (58,49) (58,54) (62,20) (62,83) (63,45) (63,58) (65,21) (65,82) (66,5) (66,98) (71,20) (71,83) (72,9) (72,94) (73,20) (73,83) (75,35) (75,68) (78,41) (78,62) (79,17) (79,86) (80,35) (80,68) (81,13) (81,90) (83,6) (83,97) (85,12) (85,91) (86,41) (86,62) (87,51) (87,52) (88,51) (88,52) (91,5) (91,98) (93,49) (93,54) (94,32) (94,71) (98,17) (98,86) (99,12) (99,91) (101,32) (101,71) (102,1) (102,102)
4	y2 = x3 + 68	116	(0,45) (0,58) (2,30) (2,73) (4,21) (4,82) (9,30) (9,73) (10,48) (10,55) (11,36) (11,67) (18,21) (18,82) (19,51) (19,52) (20,31) (20,72) (21,33) (21,70) (22,2) (22,101) (23,9) (23,94) (28,9) (28,94) (29,47) (29,56) (30,44) (30,59) (31,35) (31,68) (32,44) (32,59) (33,26) (33,77) (34,51) (34,52) (38,12) (38,91) (39,33) (39,70) (40,38) (40,65) (41,44) (41,59) (43,33) (43,70) (45,48) (45,55) (48,48) (48,55) (49,20) (49,83) (50,51) (50,52) (51,40) (51,63) (52,9) (52,94) (53,25) (53,78) (55,43) (55,60) (58,43) (58,60) (66,20) (66,83) (68,12) (68,91) (69,25) (69,78) (75,40) (75,63) (76,26) (76,77) (77,38) (77,65) (79,47) (79,56) (80,40) (80,63) (81,21) (81,82) (84,25) (84,78) (85,2) (85,101) (87,35) (87,68) (88,35) (88,68) (89,38) (89,65) (90,31) (90,72) (91,20) (91,83) (92,30) (92,73) (93,43) (93,60) (94,36) (94,67) (96,31) (96,72) (97,26) (97,77) (98,47) (98,56) (99,2) (99,101) (100,12) (100,91) (101,36) (101,67)
5	y2 = x3 + 46	116	(0,47) (0,56) (4,25) (4,78) (5,45) (5,58) (6,46) (6,57) (10,4) (10,99) (11,48) (11,55) (12,34) (12,69) (14,3) (14,100) (17,18) (17,85) (18,25) (18,78) (19,2) (19,101) (23,33) (23,70) (24,45) (24,58) (25,18) (25,85) (26,3) (26,100) (27,46) (27,57) (28,33) (28,70) (30,36) (30,67) (32,36) (32,67) (33,6) (33,97) (34,2) (34,101) (37,34) (37,69) (38,15) (38,88) (40,17) (40,86) (41,36) (41,67) (44,7) (44,96) (45,4) (45,99) (48,4) (48,99) (50,2) (50,101) (51,41) (51,62) (52,33) (52,70) (54,34) (54,69) (55,30) (55,73) (58,30) (58,73) (60,40) (60,63) (61,18) (61,85) (62,49) (62,54) (63,3) (63,100) (64,40) (64,63) (67,7) (67,96) (68,15) (68,88) (70,46) (70,57) (71,49) (71,54) (73,49) (73,54) (74,45) (74,58) (75,41) (75,62) (76,6) (76,97) (77,17) (77,86) (80,41) (80,62) (81,25) (81,78) (82,40) (82,63) (89,17) (89,86) (93,30) (93,73) (94,48) (94,55) (95,7) (95,96) (97,6) (97,97) (100,15) (100,88) (101,48) (101,55)
6	y2 = x3 + 29	116	(0,21) (0,82) (1,37) (1,66) (3,46) (3,57) (4,14) (4,89) (7,28) (7,75) (8,51) (8,52) (13,28) (13,75) (18,14) (18,89) (20,43) (20,60) (22,45) (22,58) (29,25) (29,78) (33,15) (33,88) (35,46) (35,57) (36,51) (36,52) (38,38) (38,65) (40,13) (40,90) (42,36) (42,67) (44,49) (44,54) (46,37) (46,66) (47,50) (47,53) (49,19) (49,84) (51,4) (51,99) (55,33) (55,70) (56,37) (56,66) (57,50) (57,53) (58,33) (58,70) (59,51) (59,52) (60,48) (60,55) (62,18) (62,85) (64,48) (64,55) (65,46) (65,57) (66,19) (66,84) (67,49) (67,54) (68,38) (68,65) (71,18) (71,85) (73,18) (73,85) (75,4) (75,99) (76,15) (76,88) (77,13) (77,90) (78,36) (78,67) (79,25) (79,78) (80,4) (80,99) (81,14) (81,89) (82,48) (82,55) (83,28) (83,75) (85,45) (85,58) (86,36) (86,67) (89,13) (89,90) (90,43) (90,60) (91,19) (91,84) (93,33) (93,70) (95,49) (95,54) (96,43) (96,60) (97,15) (97,88) (98,25) (98,78) (99,45) (99,58) (100,38) (100,65) (102,50) (102,53)
7	y2 = x3 + 41	116	(0,12) (0,91) (2,7) (2,96) (3,45) (3,58) (4,38) (4,65) (5,28) (5,75) (8,48) (8,55) (9,7) (9,96) (11,41) (11,62) (12,11) (12,92) (14,2) (14,101) (15,29) (15,74) (16,29) (16,74) (18,38) (18,65) (20,25) (20,78) (21,49) (21,54) (24,28) (24,75) (26,2) (26,101) (29,15) (29,88) (30,40) (30,63) (32,40) (32,63) (35,45) (35,58) (36,48) (36,55) (37,11) (37,92) (38,23) (38,80) (39,49) (39,54) (41,40) (41,63) (42,22) (42,81) (43,49) (43,54) (49,8) (49,95) (51,50) (51,53) (53,17) (53,86) (54,11) (54,92) (59,48) (59,55) (60,16) (60,87) (63,2) (63,101) (64,16) (64,87) (65,45) (65,58) (66,8) (66,95) (68,23) (68,80) (69,17) (69,86) (72,29) (72,74) (74,28) (74,75) (75,50) (75,53) (78,22) (78,81) (79,15) (79,88) (80,50) (80,53) (81,38) (81,65) (82,16) (82,87) (84,17) (84,86) (86,22) (86,81) (90,25) (90,78) (91,8) (91,95) (92,7) (92,96) (94,41) (94,62) (96,25) (96,78) (98,15) (98,88) (100,23) (100,80) (101,41) (101,62)
8	y2 = x3 + 59	116	(0,33) (0,70) (1,36) (1,67) (5,9) (5,94) (7,14) (7,89) (8,46) (8,57) (10,21) (10,82) (12,6) (12,97) (13,14) (13,89) (17,50) (17,53) (19,29) (19,74) (20,5) (20,98) (21,16) (21,87) (22,43) (22,60) (23,22) (23,81) (24,9) (24,94) (25,50) (25,53) (28,22) (28,81) (31,17) (31,86) (33,7) (33,96) (34,29) (34,74) (36,46) (36,57) (37,6) (37,97) (38,49) (38,54) (39,16) (39,87) (43,16) (43,87) (45,21) (45,82) (46,36) (46,67) (47,26) (47,77) (48,21) (48,82) (49,44) (49,59) (50,29) (50,74) (51,47) (51,56) (52,22) (52,81) (54,6) (54,97) (56,36) (56,67) (57,26) (57,77) (59,46) (59,57) (60,45) (60,58) (61,50) (61,53) (64,45) (64,58) (66,44) (66,59) (68,49) (68,54) (74,9) (74,94) (75,47) (75,56) (76,7) (76,96) (80,47) (80,56) (82,45) (82,58) (83,14) (83,89) (85,43) (85,60) (87,17) (87,86) (88,17) (88,86) (90,5) (90,98) (91,44) (91,59) (96,5) (96,98) (97,7) (97,96) (99,43) (99,60) (100,49) (100,54) (102,26) (102,77)
9	y2 = x3 + 49	116	(0,7) (0,96) (1,16) (1,87) (3,30) (3,73) (6,33) (6,70) (7,17) (7,86) (8,47) (8,56) (10,15) (10,88) (11,12) (11,91) (12,51) (12,52) (13,17) (13,86) (15,5) (15,98) (16,5) (16,98) (17,11) (17,92) (19,25) (19,78) (20,18) (20,85) (25,11) (25,92) (27,33) (27,70) (30,28) (30,75) (32,28) (32,75) (34,25) (34,78) (35,30) (35,73) (36,47) (36,56) (37,51) (37,52) (41,28) (41,75) (44,19) (44,84) (45,15) (45,88) (46,16) (46,87) (48,15) (48,88) (49,22) (49,81) (50,25) (50,78) (51,6) (51,97) (53,20) (53,83) (54,51) (54,52) (55,39) (55,64) (56,16) (56,87) (58,39) (58,64) (59,47) (59,56) (60,26) (60,77) (61,11) (61,92) (64,26) (64,77) (65,30) (65,73) (66,22) (66,81) (67,19) (67,84) (69,20) (69,83) (70,33) (70,70) (72,5) (72,98) (75,6) (75,97) (80,6) (80,97) (82,26) (82,77) (83,17) (83,86) (84,20) (84,83) (90,18) (90,85) (91,22) (91,81) (93,39) (93,64) (94,12) (94,91) (95,19) (95,84) (96,18) (96,85) (101,12) (101,91)
10	y2 = x3 + 60	116	(0,36) (0,67) (1,24) (1,79) (2,45) (2,58) (5,44) (5,59) (9,45) (9,58) (10,37) (10,66) (11,19) (11,84) (14,34) (14,69) (15,6) (15,97) (16,6) (16,97) (17,21) (17,82) (19,11) (19,92) (20,51) (20,52) (24,44) (24,59) (25,21) (25,82) (26,34) (26,69) (29,48) (29,55) (33,16) (33,87) (34,11) (34,92) (38,41) (38,62) (40,32) (40,71) (42,20) (42,83) (44,28) (44,75) (45,37) (45,66) (46,24) (46,79) (47,33) (47,70) (48,37) (48,66) (49,17) (49,86) (50,11) (50,92) (56,24) (56,79) (57,33) (57,70) (61,21) (61,82) (62,47) (62,56) (63,34) (63,69) (66,17) (66,86) (67,28) (67,75) (68,41) (68,62) (71,47) (71,56) (72,6) (72,97) (73,47) (73,56) (74,44) (74,59) (76,16) (76,87) (77,32) (77,71) (78,20) (78,83) (79,48) (79,55) (86,20) (86,83) (89,32) (89,71) (90,51) (90,52) (91,17) (91,86) (92,45) (92,58) (94,19) (94,84) (95,28) (95,75) (96,51) (96,52) (97,16) (97,87) (98,48) (98,55) (100,41) (100,62) (101,19) (101,84) (102,33) (102,70)
11	y2 = x3 + 28	116	(0,50) (0,53) (1,21) (1,82) (2,6) (2,97) (3,40) (3,63) (4,35) (4,68) (5,16) (5,87) (6,48) (6,55) (8,5) (8,98) (9,6) (9,97) (15,2) (15,101) (16,2) (16,101) (17,10) (17,93) (18,35) (18,68) (20,32) (20,71) (21,15) (21,88) (23,12) (23,91) (24,16) (24,87) (25,10) (25,93) (27,48) (27,55) (28,12) (28,91) (31,19) (31,84) (33,11) (33,92) (35,40) (35,63) (36,5) (36,98) (38,1) (38,102) (39,15) (39,88) (42,33) (42,70) (43,15) (43,88) (46,21) (46,82) (51,18) (51,85) (52,12) (52,91) (55,26) (55,77) (56,21) (56,82) (58,26) (58,77) (59,5) (59,98) (61,10) (61,93) (62,23) (62,80) (65,40) (65,63) (68,1) (68,102) (70,48) (70,55) (71,23) (71,80) (72,2) (72,101) (73,23) (73,80) (74,16) (74,87) (75,18) (75,85) (76,11) (76,92) (78,33) (78,70) (80,18) (80,85) (81,35) (81,68) (86,33) (86,70) (87,19) (87,84) (88,19) (88,84) (90,32) (90,71) (92,6) (92,97) (93,26) (93,77) (96,32) (96,71) (97,11) (97,92) (100,1) (100,102)
12	y2 = x3 + 83	116	(0,17) (0,86) (2,20) (2,83) (3,25) (3,78) (5,38) (5,65) (6,14) (6,89) (7,23) (7,80) (9,20) (9,83) (12,36) (12,67) (13,23) (13,80) (14,47) (14,56) (15,33) (15,70) (16,33) (16,70) (17,19) (17,84) (19,12) (19,91) (20,7) (20,96) (22,15) (22,88) (24,38) (24,65) (25,19) (25,84) (26,47) (26,56) (27,14) (27,89) (29,24) (29,79) (30,32) (30,71) (31,2) (31,101) (32,32) (32,71) (34,12) (34,91) (35,25) (35,78) (37,36) (37,67) (38,46) (38,57) (40,29) (40,74) (41,32) (41,71) (47,44) (47,59) (50,12) (50,91) (54,36) (54,67) (57,44) (57,59) (60,35) (60,68) (61,19) (61,84) (63,47) (63,56) (64,35) (64,68) (65,25) (65,78) (68,46) (68,57) (70,14) (70,89) (72,33) (72,70) (74,38) (74,65) (77,29) (77,74) (79,24) (79,79) (82,35) (82,68) (83,23) (83,80) (85,15) (85,88) (87,2) (87,101) (88,2) (88,101) (89,29) (89,74) (90,7) (90,96) (92,20) (92,83) (96,7) (96,96) (98,24) (98,79) (99,15) (99,88) (100,46) (100,57) (102,44) (102,59)
13	y2 = x3 + 55	116	(0,40) (0,63) (1,46) (1,57) (2,28) (2,75) (3,44) (3,59) (4,4) (4,99) (8,19) (8,84) (9,28) (9,75) (10,5) (10,98) (12,49) (12,54) (14,11) (14,92) (18,4) (18,99) (19,42) (19,61) (21,47) (21,56) (23,45) (23,58) (26,11) (26,92) (28,45) (28,58) (29,41) (29,62) (31,39) (31,64) (34,42) (34,61) (35,44) (35,59) (36,19) (36,84) (37,49) (37,54) (38,50) (38,53) (39,47) (39,56) (40,35) (40,68) (43,47) (43,56) (44,26) (44,77) (45,5) (45,98) (46,46) (46,57) (48,5) (48,98) (50,42) (50,61) (52,45) (52,58) (53,32) (53,71) (54,49) (54,54) (56,46) (56,57) (59,19) (59,84) (60,8) (60,95) (62,12) (62,91) (63,11) (63,92) (64,8) (64,95) (65,44) (65,59) (67,26) (67,77) (68,50) (68,53) (69,32) (69,71) (71,12) (71,91) (73,12) (73,91) (77,35) (77,68) (79,41) (79,62) (81,4) (81,99) (82,8) (82,95) (84,32) (84,71) (87,39) (87,64) (88,39) (88,64) (89,35) (89,68) (92,28) (92,75) (95,26) (95,77) (98,41) (98,62) (100,50) (100,53)
14	y2 = x3 + 25	116	(0,5) (0,98) (1,51) (1,52) (2,41) (2,62) (3,19) (3,84) (7,33) (7,70) (9,41) (9,62) (10,43) (10,60) (11,29) (11,74) (12,38) (12,65) (13,33) (13,70) (14,20) (14,83) (15,1) (15,102) (16,1) (16,102) (17,32) (17,71) (21,4) (21,99) (22,8) (22,95) (23,48) (23,55) (25,32) (25,71) (26,20) (26,83) (28,48) (28,55) (31,7) (31,96) (33,18) (33,85) (35,19) (35,84) (37,38) (37,65) (39,4) (39,99) (42,46) (42,57) (43,4) (43,99) (44,50) (44,53) (45,43) (45,60) (46,51) (46,52) (48,43) (48,60) (52,48) (52,55) (54,38) (54,65) (55,40) (55,63) (56,51) (56,52) (58,40) (58,63) (60,31) (60,72) (61,32) (61,71) (63,20) (63,83) (64,31) (64,72) (65,19) (65,84) (67,50) (67,53) (72,1) (72,102) (76,18) (76,85) (78,46) (78,57) (82,31) (82,72) (83,33) (83,70) (85,8) (85,95) (86,46) (86,57) (87,7) (87,96) (88,7) (88,96) (92,41) (92,62) (93,40) (93,63) (94,29) (94,74) (95,50) (95,53) (97,18) (97,85) (99,8) (99,95) (101,29) (101,74)
15	y2 = x3 + 18	116	(0,11) (0,92) (1,15) (1,88) (2,51) (2,52) (4,44) (4,59) (6,50) (6,53) (7,19) (7,84) (8,18) (8,85) (9,51) (9,52) (10,20) (10,83) (12,43) (12,60) (13,19) (13,84) (15,32) (15,71) (16,32) (16,71) (18,44) (18,59) (19,39) (19,64) (21,3) (21,100) (27,50) (27,53) (30,49) (30,54) (32,49) (32,54) (33,27) (33,76) (34,39) (34,64) (36,18) (36,85) (37,43) (37,60) (39,3) (39,100) (40,40) (40,63) (41,49) (41,54) (42,7) (42,96) (43,3) (43,100) (45,20) (45,83) (46,15) (46,88) (47,29) (47,74) (48,20) (48,83) (49,12) (49,91) (50,39) (50,64) (53,36) (53,67) (54,43) (54,60) (56,15) (56,88) (57,29) (57,74) (59,18) (59,85) (62,2) (62,101) (66,12) (66,91) (69,36) (69,67) (70,50) (70,53) (71,2) (71,101) (72,32) (72,71) (73,2) (73,101) (76,27) (76,76) (77,40) (77,63) (78,7) (78,96) (81,44) (81,59) (83,19) (83,84) (84,36) (84,67) (86,7) (86,96) (89,40) (89,63) (91,12) (91,91) (92,51) (92,52) (97,27) (97,76) (102,29) (102,74)
16	y2 = x3 + 97	116	(0,32) (0,71) (1,43) (1,60) (2,38) (2,65) (4,26) (4,77) (5,4) (5,99) (6,2) (6,101) (7,50) (7,53) (9,38) (9,65) (13,50) (13,53) (14,36) (14,67) (17,13) (17,90) (18,26) (18,77) (19,40) (19,63) (20,28) (20,75) (22,41) (22,62) (23,25) (23,78) (24,4) (24,99) (25,13) (25,90) (26,36) (26,67) (27,2) (27,101) (28,25) (28,78) (30,27) (30,76) (31,11) (31,92) (32,27) (32,76) (34,40) (34,63) (41,27) (41,76) (42,5) (42,98) (44,10) (44,93) (46,43) (46,60) (49,29) (49,74) (50,40) (50,63) (52,25) (52,78) (53,6) (53,97) (56,43) (56,60) (61,13) (61,90) (62,17) (62,86) (63,36) (63,67) (66,29) (66,74) (67,10) (67,93) (69,6) (69,97) (70,2) (70,101) (71,17) (71,86) (73,17) (73,86) (74,4) (74,99) (78,5) (78,98) (81,26) (81,77) (83,50) (83,53) (84,6) (84,97) (85,41) (85,62) (86,5) (86,98) (87,11) (87,92) (88,11) (88,92) (90,28) (90,75) (91,29) (91,74) (92,38) (92,65) (95,10) (95,93) (96,28) (96,75) (99,41) (99,62)
17	y2 = x3 + 19	116	(0,15) (0,88) (3,47) (3,56) (4,17) (4,86) (5,12) (5,91) (6,21) (6,82) (8,4) (8,99) (10,35) (10,68) (15,43) (15,60) (16,43) (16,60) (17,20) (17,83) (18,17) (18,86) (22,26) (22,77) (23,49) (23,54) (24,12) (24,91) (25,20) (25,83) (27,21) (27,82) (28,49) (28,54) (29,10) (29,93) (30,41) (30,62) (32,41) (32,62) (33,3) (33,100) (35,47) (35,56) (36,4) (36,99) (40,46) (40,57) (41,41) (41,62) (42,16) (42,87) (45,35) (45,68) (47,11) (47,92) (48,35) (48,68) (52,49) (52,54) (53,24) (53,79) (55,7) (55,96) (57,11) (57,92) (58,7) (58,96) (59,4) (59,99) (60,50) (60,53) (61,20) (61,83) (64,50) (64,53) (65,47) (65,56) (69,24) (69,79) (70,21) (70,82) (72,43) (72,60) (74,12) (74,91) (76,3) (76,100) (77,46) (77,57) (78,16) (78,87) (79,10) (79,93) (81,17) (81,86) (82,50) (82,53) (84,24) (84,79) (85,26) (85,77) (86,16) (86,87) (89,46) (89,57) (93,7) (93,96) (97,3) (97,100) (98,10) (98,93) (99,26) (99,77) (102,11) (102,92)