class leader: y² = x³ + 1

Sr no.	class members	# points	points
1	y2 = x3 + 1	107	(0,1) (0,108) (2,3) (2,106) (3,30) (3,79) (6,33) (6,76) (10,42) (10,67) (12,51) (12,58) (14,42) (14,67) (15,18) (15,91) (16,8) (16,101) (17,3) (17,106) (19,50) (19,59) (21,18) (21,91) (26,30) (26,79) (27,8) (27,101) (29,44) (29,65) (30,29) (30,80) (31,12) (31,97) (36,21) (36,88) (37,29) (37,80) (38,41) (38,68) (41,19) (41,90) (42,29) (42,80) (46,0) (50,14) (50,95) (51,33) (51,76) (52,33) (52,76) (53,23) (53,86) (57,49) (57,60) (58,49) (58,60) (64,0) (66,8) (66,101) (69,23) (69,86) (70,14) (70,95) (73,18) (73,91) (75,41) (75,68) (76,19) (76,90) (80,30) (80,79) (83,44) (83,65) (85,42) (85,67) (87,12) (87,97) (88,21) (88,88) (90,3) (90,106) (92,50) (92,59) (94,21) (94,88) (96,23) (96,86) (98,14) (98,95) (100,12) (100,97) (101,19) (101,90) (102,51) (102,58) (103,49) (103,60) (104,51) (104,58) (105,41) (105,68) (106,44) (106,65) (107,50) (107,59) (108,0)
2	y2 = x3 + 46	107	(0,41) (0,68) (3,20) (3,89) (4,1) (4,108) (9,11) (9,98) (13,45) (13,64) (16,0) (19,16) (19,93) (20,31) (20,78) (22,11) (22,98) (23,21) (23,88) (24,38) (24,71) (25,53) (25,56) (26,20) (26,89) (27,0) (28,31) (28,78) (31,25) (31,84) (32,21) (32,88) (34,1) (34,108) (35,53) (35,56) (40,45) (40,64) (46,46) (46,63) (48,49) (48,60) (49,53) (49,56) (53,47) (53,62) (54,21) (54,88) (55,14) (55,95) (56,45) (56,64) (57,22) (57,87) (58,22) (58,87) (61,31) (61,78) (62,10) (62,99) (64,46) (64,63) (65,10) (65,99) (66,0) (67,29) (67,80) (69,47) (69,62) (71,1) (71,108) (72,29) (72,80) (77,14) (77,95) (78,11) (78,98) (79,29) (79,80) (80,20) (80,89) (81,49) (81,60) (86,14) (86,95) (87,25) (87,84) (89,49) (89,60) (91,10) (91,99) (92,16) (92,93) (95,38) (95,71) (96,47) (96,62) (99,38) (99,71) (100,25) (100,84) (103,22) (103,87) (107,16) (107,93) (108,46) (108,63)
3	y2 = x3 + 16	107	(0,4) (0,105) (3,32) (3,77) (4,25) (4,84) (10,12) (10,97) (12,0) (14,12) (14,97) (15,11) (15,98) (18,17) (18,92) (21,11) (21,98) (23,53) (23,56) (24,18) (24,91) (26,32) (26,77) (30,23) (30,86) (32,53) (32,56) (34,25) (34,84) (36,42) (36,67) (37,23) (37,86) (38,37) (38,72) (41,7) (41,102) (42,23) (42,86) (44,17) (44,92) (46,48) (46,61) (47,17) (47,92) (48,54) (48,55) (50,50) (50,59) (53,33) (53,76) (54,53) (54,56) (60,14) (60,95) (64,48) (64,61) (67,22) (67,87) (69,33) (69,76) (70,50) (70,59) (71,25) (71,84) (72,22) (72,87) (73,11) (73,98) (74,14) (74,95) (75,37) (75,72) (76,7) (76,102) (79,22) (79,87) (80,32) (80,77) (81,54) (81,55) (84,14) (84,95) (85,12) (85,97) (88,42) (88,67) (89,54) (89,55) (94,42) (94,67) (95,18) (95,91) (96,33) (96,76) (98,50) (98,59) (99,18) (99,91) (101,7) (101,102) (102,0) (104,0) (105,37) (105,72) (108,48) (108,61)
4	y2 = x3 + 45	107	(0,46) (0,63) (1,41) (1,68) (4,0) (5,37) (5,72) (6,32) (6,77) (7,37) (7,72) (8,11) (8,98) (10,8) (10,101) (12,47) (12,62) (14,8) (14,101) (16,33) (16,76) (18,10) (18,99) (20,52) (20,57) (23,2) (23,107) (24,35) (24,74) (25,44) (25,65) (27,33) (27,76) (28,52) (28,57) (32,2) (32,107) (33,11) (33,98) (34,0) (35,44) (35,65) (36,7) (36,102) (41,29) (41,80) (44,10) (44,99) (45,41) (45,68) (47,10) (47,99) (49,44) (49,65) (50,26) (50,83) (51,32) (51,77) (52,32) (52,77) (53,30) (53,79) (54,2) (54,107) (60,15) (60,94) (61,52) (61,57) (63,41) (63,68) (66,33) (66,76) (68,11) (68,98) (69,30) (69,79) (70,26) (70,83) (71,0) (74,15) (74,94) (76,29) (76,80) (84,15) (84,94) (85,8) (85,101) (88,7) (88,102) (94,7) (94,102) (95,35) (95,74) (96,30) (96,79) (97,37) (97,72) (98,26) (98,83) (99,35) (99,74) (101,29) (101,80) (102,47) (102,62) (104,47) (104,62)
5	y2 = x3 + 66	107	(0,34) (0,75) (2,40) (2,69) (3,23) (3,86) (4,28) (4,81) (5,54) (5,55) (6,8) (6,101) (7,54) (7,55) (11,31) (11,78) (13,44) (13,65) (16,42) (16,67) (17,40) (17,69) (18,11) (18,98) (20,0) (23,5) (23,104) (25,39) (25,70) (26,23) (26,86) (27,42) (27,67) (28,0) (30,19) (30,90) (31,10) (31,99) (32,5) (32,104) (34,28) (34,81) (35,39) (35,70) (37,19) (37,90) (39,31) (39,78) (40,44) (40,65) (42,19) (42,90) (43,49) (43,60) (44,11) (44,98) (47,11) (47,98) (49,39) (49,70) (50,32) (50,77) (51,8) (51,101) (52,8) (52,101) (53,7) (53,102) (54,5) (54,104) (56,44) (56,65) (59,31) (59,78) (60,30) (60,79) (61,0) (66,42) (66,67) (69,7) (69,102) (70,32) (70,77) (71,28) (71,81) (74,30) (74,79) (80,23) (80,86) (82,49) (82,60) (84,30) (84,79) (87,10) (87,99) (90,40) (90,69) (93,49) (93,60) (96,7) (96,102) (97,54) (97,55) (98,32) (98,77) (100,10) (100,99)
6	y2 = x3 + 82	107	(0,54) (0,55) (1,44) (1,65) (3,0) (6,25) (6,84) (8,7) (8,102) (9,22) (9,87) (11,43) (11,66) (12,34) (12,75) (15,29) (15,80) (16,6) (16,103) (18,30) (18,79) (19,40) (19,69) (20,4) (20,105) (21,29) (21,80) (22,22) (22,87) (24,45) (24,64) (26,0) (27,6) (27,103) (28,4) (28,105) (31,15) (31,94) (33,7) (33,102) (39,43) (39,66) (44,30) (44,79) (45,44) (45,65) (46,9) (46,100) (47,30) (47,79) (51,25) (51,84) (52,25) (52,84) (57,53) (57,56) (58,53) (58,56) (59,43) (59,66) (61,4) (61,105) (62,38) (62,71) (63,44) (63,65) (64,9) (64,100) (65,38) (65,71) (66,6) (66,103) (67,21) (67,88) (68,7) (68,102) (72,21) (72,88) (73,29) (73,80) (78,22) (78,87) (79,21) (79,88) (80,0) (87,15) (87,94) (91,38) (91,71) (92,40) (92,69) (95,45) (95,64) (99,45) (99,64) (100,15) (100,94) (102,34) (102,75) (103,53) (103,56) (104,34) (104,75) (107,40) (107,69) (108,9) (108,100)
7	y2 = x3 + 108	107	(0,33) (0,76) (1,0) (2,15) (2,94) (3,35) (3,74) (4,45) (4,64) (5,48) (5,61) (6,18) (6,91) (7,48) (7,61) (8,27) (8,82) (9,40) (9,69) (11,26) (11,83) (13,4) (13,105) (15,39) (15,70) (17,15) (17,94) (19,10) (19,99) (21,39) (21,70) (22,40) (22,69) (24,31) (24,78) (26,35) (26,74) (29,9) (29,100) (33,27) (33,82) (34,45) (34,64) (36,49) (36,60) (39,26) (39,83) (40,4) (40,105) (43,46) (43,63) (45,0) (51,18) (51,91) (52,18) (52,91) (56,4) (56,105) (57,1) (57,108) (58,1) (58,108) (59,26) (59,83) (63,0) (67,24) (67,85) (68,27) (68,82) (71,45) (71,64) (72,24) (72,85) (73,39) (73,70) (78,40) (78,69) (79,24) (79,85) (80,35) (80,74) (82,46) (82,63) (83,9) (83,100) (88,49) (88,60) (90,15) (90,94) (92,10) (92,99) (93,46) (93,63) (94,49) (94,60) (95,31) (95,78) (97,48) (97,61) (99,31) (99,78) (103,1) (103,108) (106,9) (106,100) (107,10) (107,99)
8	y2 = x3 + 38	107	(0,16) (0,93) (2,41) (2,68) (4,50) (4,59) (6,6) (6,103) (8,21) (8,88) (9,2) (9,107) (11,37) (11,72) (12,26) (12,83) (15,19) (15,90) (17,41) (17,68) (18,23) (18,86) (20,9) (20,100) (21,19) (21,90) (22,2) (22,107) (23,18) (23,91) (28,9) (28,100) (32,18) (32,91) (33,21) (33,88) (34,50) (34,59) (38,44) (38,65) (39,37) (39,72) (41,17) (41,92) (43,53) (43,56) (44,23) (44,86) (47,23) (47,86) (48,39) (48,70) (50,48) (50,61) (51,6) (51,103) (52,6) (52,103) (53,28) (53,81) (54,18) (54,91) (59,37) (59,72) (60,0) (61,9) (61,100) (68,21) (68,88) (69,28) (69,81) (70,48) (70,61) (71,50) (71,59) (73,19) (73,90) (74,0) (75,44) (75,65) (76,17) (76,92) (78,2) (78,107) (81,39) (81,70) (82,53) (82,56) (84,0) (89,39) (89,70) (90,41) (90,68) (93,53) (93,56) (96,28) (96,81) (98,48) (98,61) (101,17) (101,92) (102,26) (102,83) (104,26) (104,83) (105,44) (105,65)
9	y2 = x3 + 93	107	(0,23) (0,86) (1,51) (1,58) (4,22) (4,87) (5,0) (7,0) (8,13) (8,96) (10,49) (10,60) (11,15) (11,94) (13,1) (13,108) (14,49) (14,60) (15,31) (15,78) (20,38) (20,71) (21,31) (21,78) (24,40) (24,69) (25,26) (25,83) (28,38) (28,71) (29,34) (29,75) (30,37) (30,72) (33,13) (33,96) (34,22) (34,87) (35,26) (35,83) (36,36) (36,73) (37,37) (37,72) (38,47) (38,62) (39,15) (39,94) (40,1) (40,108) (42,37) (42,72) (45,51) (45,58) (49,26) (49,83) (55,5) (55,104) (56,1) (56,108) (59,15) (59,94) (61,38) (61,71) (62,16) (62,93) (63,51) (63,58) (65,16) (65,93) (67,4) (67,105) (68,13) (68,96) (71,22) (71,87) (72,4) (72,105) (73,31) (73,78) (75,47) (75,62) (77,5) (77,104) (79,4) (79,105) (83,34) (83,75) (85,49) (85,60) (86,5) (86,104) (88,36) (88,73) (91,16) (91,93) (94,36) (94,73) (95,40) (95,69) (97,0) (99,40) (99,69) (105,47) (105,62) (106,34) (106,75)
10	y2 = x3 + 34	107	(0,19) (0,90) (1,12) (1,97) (3,37) (3,72) (8,1) (8,108) (9,0) (16,36) (16,73) (18,31) (18,78) (19,35) (19,74) (22,0) (23,50) (23,59) (24,48) (24,61) (26,37) (26,72) (27,36) (27,73) (29,15) (29,94) (32,50) (32,59) (33,1) (33,108) (36,16) (36,93) (43,25) (43,84) (44,31) (44,78) (45,12) (45,97) (47,31) (47,78) (48,10) (48,99) (54,50) (54,59) (55,27) (55,82) (57,6) (57,103) (58,6) (58,103) (60,43) (60,66) (62,52) (62,57) (63,12) (63,97) (65,52) (65,57) (66,36) (66,73) (67,34) (67,75) (68,1) (68,108) (72,34) (72,75) (74,43) (74,66) (77,27) (77,82) (78,0) (79,34) (79,75) (80,37) (80,72) (81,10) (81,99) (82,25) (82,84) (83,15) (83,94) (84,43) (84,66) (86,27) (86,82) (88,16) (88,93) (89,10) (89,99) (91,52) (91,57) (92,35) (92,74) (93,25) (93,84) (94,16) (94,93) (95,48) (95,61) (99,48) (99,61) (103,6) (103,103) (106,15) (106,94) (107,35) (107,74)
11	y2 = x3 + 43	107	(0,32) (0,77) (9,3) (9,106) (11,34) (11,75) (12,38) (12,71) (13,13) (13,96) (16,18) (16,91) (19,12) (19,97) (22,3) (22,106) (25,9) (25,100) (27,18) (27,91) (29,4) (29,105) (35,9) (35,100) (38,52) (38,57) (39,34) (39,75) (40,13) (40,96) (43,31) (43,78) (48,0) (49,9) (49,100) (50,42) (50,67) (53,35) (53,74) (55,53) (55,56) (56,13) (56,96) (57,46) (57,63) (58,46) (58,63) (59,34) (59,75) (60,21) (60,88) (62,36) (62,73) (65,36) (65,73) (66,18) (66,91) (67,27) (67,82) (69,35) (69,74) (70,42) (70,67) (72,27) (72,82) (74,21) (74,88) (75,52) (75,57) (77,53) (77,56) (78,3) (78,106) (79,27) (79,82) (81,0) (82,31) (82,78) (83,4) (83,105) (84,21) (84,88) (86,53) (86,56) (89,0) (91,36) (91,73) (92,12) (92,97) (93,31) (93,78) (96,35) (96,74) (98,42) (98,67) (102,38) (102,71) (103,46) (103,63) (104,38) (104,71) (105,52) (105,57) (106,4) (106,105) (107,12) (107,97)
12	y2 = x3 + 75	107	(0,27) (0,82) (2,44) (2,65) (3,50) (3,59) (6,20) (6,89) (10,51) (10,58) (14,51) (14,58) (15,17) (15,92) (16,47) (16,62) (17,44) (17,65) (18,28) (18,81) (20,3) (20,106) (21,17) (21,92) (23,19) (23,90) (25,2) (25,107) (26,50) (26,59) (27,47) (27,62) (28,3) (28,106) (29,22) (29,87) (30,32) (30,77) (31,0) (32,19) (32,90) (35,2) (35,107) (37,32) (37,77) (41,33) (41,76) (42,32) (42,77) (43,11) (43,98) (44,28) (44,81) (46,40) (46,69) (47,28) (47,81) (49,2) (49,107) (51,20) (51,89) (52,20) (52,89) (54,19) (54,90) (55,15) (55,94) (61,3) (61,106) (62,42) (62,67) (64,40) (64,69) (65,42) (65,67) (66,47) (66,62) (73,17) (73,92) (76,33) (76,76) (77,15) (77,94) (80,50) (80,59) (82,11) (82,98) (83,22) (83,87) (85,51) (85,58) (86,15) (86,94) (87,0) (90,44) (90,65) (91,42) (91,67) (93,11) (93,98) (100,0) (101,33) (101,76) (106,22) (106,87) (108,40) (108,69)
13	y2 = x3 + 63	107	(0,45) (0,64) (1,8) (1,101) (2,17) (2,92) (6,37) (6,72) (9,47) (9,62) (10,54) (10,55) (13,25) (13,84) (14,54) (14,55) (17,17) (17,92) (18,3) (18,106) (20,18) (20,91) (22,47) (22,62) (23,26) (23,83) (28,18) (28,91) (29,6) (29,103) (30,24) (30,85) (31,36) (31,73) (32,26) (32,83) (37,24) (37,85) (38,33) (38,76) (40,25) (40,84) (42,24) (42,85) (43,0) (44,3) (44,106) (45,8) (45,101) (47,3) (47,106) (48,42) (48,67) (51,37) (51,72) (52,37) (52,72) (53,41) (53,68) (54,26) (54,83) (55,39) (55,70) (56,25) (56,84) (60,5) (60,104) (61,18) (61,91) (63,8) (63,101) (69,41) (69,68) (74,5) (74,104) (75,33) (75,76) (77,39) (77,70) (78,47) (78,62) (81,42) (81,67) (82,0) (83,6) (83,103) (84,5) (84,104) (85,54) (85,55) (86,39) (86,70) (87,36) (87,73) (89,42) (89,67) (90,17) (90,92) (93,0) (96,41) (96,68) (100,36) (100,73) (105,33) (105,76) (106,6) (106,103)
14	y2 = x3 + 4	107	(0,2) (0,107) (1,21) (1,88) (2,11) (2,98) (3,24) (3,85) (5,42) (5,67) (7,42) (7,67) (8,25) (8,84) (11,38) (11,71) (12,36) (12,73) (13,28) (13,81) (15,0) (17,11) (17,98) (19,43) (19,66) (21,0) (24,51) (24,58) (26,24) (26,85) (30,9) (30,100) (31,16) (31,93) (33,25) (33,84) (37,9) (37,100) (38,7) (38,102) (39,38) (39,71) (40,28) (40,81) (42,9) (42,100) (45,21) (45,88) (46,49) (46,60) (55,46) (55,63) (56,28) (56,81) (59,38) (59,71) (60,27) (60,82) (63,21) (63,88) (64,49) (64,60) (67,6) (67,103) (68,25) (68,84) (72,6) (72,103) (73,0) (74,27) (74,82) (75,7) (75,102) (77,46) (77,63) (79,6) (79,103) (80,24) (80,85) (84,27) (84,82) (86,46) (86,63) (87,16) (87,93) (90,11) (90,98) (92,43) (92,66) (95,51) (95,58) (97,42) (97,67) (99,51) (99,58) (100,16) (100,93) (102,36) (102,73) (104,36) (104,73) (105,7) (105,102) (107,43) (107,66) (108,49) (108,60)
15	y2 = x3 + 27	107	(0,38) (0,71) (1,30) (1,79) (2,12) (2,97) (5,32) (5,77) (6,5) (6,104) (7,32) (7,77) (9,50) (9,59) (10,41) (10,68) (14,41) (14,68) (17,12) (17,97) (18,54) (18,55) (22,50) (22,59) (29,0) (30,39) (30,70) (31,37) (31,72) (36,24) (36,85) (37,39) (37,70) (41,13) (41,96) (42,39) (42,70) (43,20) (43,89) (44,54) (44,55) (45,30) (45,79) (46,35) (46,74) (47,54) (47,55) (48,23) (48,86) (50,2) (50,107) (51,5) (51,104) (52,5) (52,104) (57,47) (57,62) (58,47) (58,62) (62,9) (62,100) (63,30) (63,79) (64,35) (64,74) (65,9) (65,100) (70,2) (70,107) (76,13) (76,96) (78,50) (78,59) (81,23) (81,86) (82,20) (82,89) (83,0) (85,41) (85,68) (87,37) (87,72) (88,24) (88,85) (89,23) (89,86) (90,12) (90,97) (91,9) (91,100) (93,20) (93,89) (94,24) (94,85) (97,32) (97,77) (98,2) (98,107) (100,37) (100,72) (101,13) (101,96) (103,47) (103,62) (106,0) (108,35) (108,74)
16	y2 = x3 + 64	107	(0,8) (0,101) (5,25) (5,84) (7,25) (7,84) (8,24) (8,85) (10,44) (10,65) (11,14) (11,95) (12,22) (12,87) (13,9) (13,100) (14,44) (14,65) (15,13) (15,96) (21,13) (21,96) (24,46) (24,63) (25,50) (25,59) (33,24) (33,85) (35,50) (35,59) (38,0) (39,14) (39,95) (40,9) (40,100) (41,36) (41,73) (43,1) (43,108) (46,45) (46,64) (48,28) (48,81) (49,50) (49,59) (55,43) (55,66) (56,9) (56,100) (57,34) (57,75) (58,34) (58,75) (59,14) (59,95) (60,35) (60,74) (62,3) (62,106) (64,45) (64,64) (65,3) (65,106) (68,24) (68,85) (73,13) (73,96) (74,35) (74,74) (75,0) (76,36) (76,73) (77,43) (77,66) (81,28) (81,81) (82,1) (82,108) (84,35) (84,74) (85,44) (85,65) (86,43) (86,66) (89,28) (89,81) (91,3) (91,106) (93,1) (93,108) (95,46) (95,63) (97,25) (97,84) (99,46) (99,63) (101,36) (101,73) (102,22) (102,87) (103,34) (103,75) (104,22) (104,87) (105,0) (108,45) (108,64)
17	y2 = x3 + 105	107	(0,43) (0,66) (1,18) (1,91) (2,2) (2,107) (4,13) (4,96) (5,11) (5,98) (7,11) (7,98) (9,17) (9,92) (10,48) (10,61) (12,31) (12,78) (14,48) (14,61) (17,2) (17,107) (19,36) (19,73) (22,17) (22,92) (23,8) (23,101) (25,19) (25,90) (29,29) (29,80) (30,20) (30,89) (32,8) (32,101) (34,13) (34,96) (35,19) (35,90) (36,0) (37,20) (37,89) (41,47) (41,62) (42,20) (42,89) (45,18) (45,91) (46,39) (46,70) (49,19) (49,90) (50,54) (50,55) (53,52) (53,57) (54,8) (54,101) (63,18) (63,91) (64,39) (64,70) (67,30) (67,79) (69,52) (69,57) (70,54) (70,55) (71,13) (71,96) (72,30) (72,79) (76,47) (76,62) (78,17) (78,92) (79,30) (79,79) (83,29) (83,80) (85,48) (85,61) (88,0) (90,2) (90,107) (92,36) (92,73) (94,0) (96,52) (96,57) (97,11) (97,98) (98,54) (98,55) (101,47) (101,62) (102,31) (102,78) (104,31) (104,78) (106,29) (106,80) (107,36) (107,73) (108,39) (108,70)
18	y2 = x3 + 71	107	(0,17) (0,92) (4,35) (4,74) (5,14) (5,95) (7,14) (7,95) (8,16) (8,93) (11,51) (11,58) (13,52) (13,57) (16,5) (16,104) (19,45) (19,64) (20,21) (20,88) (25,0) (27,5) (27,104) (28,21) (28,88) (31,43) (31,66) (33,16) (33,93) (34,35) (34,74) (35,0) (36,27) (36,82) (38,15) (38,94) (39,51) (39,58) (40,52) (40,57) (41,39) (41,70) (48,30) (48,79) (49,0) (50,22) (50,87) (55,49) (55,60) (56,52) (56,57) (57,20) (57,89) (58,20) (58,89) (59,51) (59,58) (61,21) (61,88) (62,4) (62,105) (65,4) (65,105) (66,5) (66,104) (68,16) (68,93) (70,22) (70,87) (71,35) (71,74) (75,15) (75,94) (76,39) (76,70) (77,49) (77,60) (81,30) (81,79) (86,49) (86,60) (87,43) (87,66) (88,27) (88,82) (89,30) (89,79) (91,4) (91,105) (92,45) (92,64) (94,27) (94,82) (97,14) (97,95) (98,22) (98,87) (100,43) (100,66) (101,39) (101,70) (103,20) (103,89) (105,15) (105,94) (107,45) (107,64)