class leader: y² = x³ + 100x + 6

Sr no.	class members	# points	points
1	y2 = x3 + 100x + 6	110	(5,6) (5,57) (5,62) (5,113) (8,3) (8,31) (8,88) (8,116) (10,51) (10,68) (15,11) (15,45) (15,74) (15,108) (22,11) (22,45) (22,74) (22,108) (25,20) (25,48) (25,71) (25,99) (30,16) (30,33) (30,86) (30,103) (31,23) (31,40) (31,79) (31,96) (32,6) (32,57) (32,62) (32,113) (39,6) (39,57) (39,62) (39,113) (44,51) (44,68) (47,1) (47,50) (47,69) (47,118) (59,37) (59,54) (59,65) (59,82) (61,34) (61,85) (64,18) (64,52) (64,67) (64,101) (65,23) (65,40) (65,79) (65,96) (66,23) (66,40) (66,79) (66,96) (73,23) (73,40) (73,79) (73,96) (78,17) (78,102) (81,1) (81,50) (81,69) (81,118) (82,6) (82,57) (82,62) (82,113) (93,37) (93,54) (93,65) (93,82) (95,34) (95,85) (99,11) (99,45) (99,74) (99,108) (100,23) (100,40) (100,79) (100,96) (107,23) (107,40) (107,79) (107,96) (110,20) (110,48) (110,71) (110,99) (115,16) (115,33) (115,86) (115,103) (116,6) (116,57) (116,62) (116,113) (117,6) (117,57) (117,62) (117,113)
2	y2 = x3 + 36x + 41	110	(2,11) (2,45) (2,74) (2,108) (8,22) (8,29) (8,90) (8,97) (11,51) (11,68) (16,32) (16,53) (16,66) (16,87) (25,5) (25,12) (25,107) (25,114) (29,22) (29,29) (29,90) (29,97) (31,22) (31,29) (31,90) (31,97) (36,6) (36,57) (36,62) (36,113) (45,34) (45,85) (46,5) (46,12) (46,107) (46,114) (48,5) (48,12) (48,107) (48,114) (50,15) (50,36) (50,83) (50,104) (53,23) (53,40) (53,79) (53,96) (59,22) (59,29) (59,90) (59,97) (62,51) (62,68) (65,39) (65,46) (65,73) (65,80) (67,2) (67,19) (67,100) (67,117) (76,5) (76,12) (76,107) (76,114) (79,17) (79,102) (80,22) (80,29) (80,90) (80,97) (87,6) (87,57) (87,62) (87,113) (93,39) (93,46) (93,73) (93,80) (97,5) (97,12) (97,107) (97,114) (99,22) (99,29) (99,90) (99,97) (101,15) (101,36) (101,83) (101,104) (104,23) (104,40) (104,79) (104,96) (113,34) (113,85) (114,39) (114,46) (114,73) (114,80) (116,5) (116,12) (116,107) (116,114) (118,2) (118,19) (118,100) (118,117)
3	y2 = x3 + 60x + 48	110	(9,22) (9,29) (9,90) (9,97) (11,4) (11,38) (11,81) (11,115) (13,13) (13,55) (13,64) (13,106) (16,15) (16,36) (16,83) (16,104) (20,34) (20,85) (26,5) (26,12) (26,107) (26,114) (27,13) (27,55) (27,64) (27,106) (30,13) (30,55) (30,64) (30,106) (33,2) (33,19) (33,100) (33,117) (37,34) (37,85) (43,5) (43,12) (43,107) (43,114) (44,13) (44,55) (44,64) (44,106) (47,30) (47,47) (47,72) (47,89) (50,2) (50,19) (50,100) (50,117) (54,51) (54,68) (60,39) (60,46) (60,73) (60,80) (61,30) (61,47) (61,72) (61,89) (62,13) (62,55) (62,64) (62,106) (64,30) (64,47) (64,72) (64,89) (67,32) (67,53) (67,66) (67,87) (71,51) (71,68) (78,30) (78,47) (78,72) (78,89) (79,13) (79,55) (79,64) (79,106) (81,4) (81,38) (81,81) (81,115) (88,17) (88,102) (95,4) (95,38) (95,81) (95,115) (96,30) (96,47) (96,72) (96,89) (111,22) (111,29) (111,90) (111,97) (113,30) (113,47) (113,72) (113,89) (118,15) (118,36) (118,83) (118,104)
4	y2 = x3 + 32x + 62	110	(2,27) (2,41) (2,78) (2,92) (4,4) (4,38) (4,81) (4,115) (9,22) (9,29) (9,90) (9,97) (12,44) (12,58) (12,61) (12,75) (19,44) (19,58) (19,61) (19,75) (20,27) (20,41) (20,78) (20,92) (26,5) (26,12) (26,107) (26,114) (29,44) (29,58) (29,61) (29,75) (36,44) (36,58) (36,61) (36,75) (37,27) (37,41) (37,78) (37,92) (41,34) (41,85) (43,5) (43,12) (43,107) (43,114) (46,10) (46,24) (46,95) (46,109) (53,10) (53,24) (53,95) (53,109) (54,44) (54,58) (54,61) (54,75) (55,13) (55,55) (55,64) (55,106) (58,34) (58,85) (60,39) (60,46) (60,73) (60,80) (71,44) (71,58) (71,61) (71,75) (72,13) (72,55) (72,64) (72,106) (75,51) (75,68) (88,10) (88,24) (88,95) (88,109) (89,30) (89,47) (89,72) (89,89) (92,51) (92,68) (97,27) (97,41) (97,78) (97,92) (104,27) (104,41) (104,78) (104,92) (106,30) (106,47) (106,72) (106,89) (109,17) (109,102) (111,22) (111,29) (111,90) (111,97) (114,27) (114,41) (114,78) (114,92)
5	y2 = x3 + 43x + 20	110	(1,8) (1,43) (1,76) (1,111) (4,16) (4,33) (4,86) (4,103) (6,16) (6,33) (6,86) (6,103) (8,20) (8,48) (8,71) (8,99) (18,9) (18,26) (18,93) (18,110) (23,18) (23,52) (23,67) (23,101) (24,1) (24,50) (24,69) (24,118) (25,37) (25,54) (25,65) (25,82) (31,34) (31,85) (38,1) (38,50) (38,69) (38,118) (41,16) (41,33) (41,86) (41,103) (48,51) (48,68) (52,8) (52,43) (52,76) (52,111) (55,16) (55,33) (55,86) (55,103) (57,1) (57,50) (57,69) (57,118) (58,18) (58,52) (58,67) (58,101) (59,20) (59,48) (59,71) (59,99) (65,17) (65,102) (69,9) (69,26) (69,93) (69,110) (72,18) (72,52) (72,67) (72,101) (74,16) (74,33) (74,86) (74,103) (76,37) (76,54) (76,65) (76,82) (86,25) (86,59) (86,60) (86,94) (92,1) (92,50) (92,69) (92,118) (93,3) (93,31) (93,88) (93,116) (99,34) (99,85) (106,1) (106,50) (106,69) (106,118) (108,1) (108,50) (108,69) (108,118) (109,16) (109,33) (109,86) (109,103) (116,51) (116,68)
6	y2 = x3 + 93x + 90	110	(4,13) (4,55) (4,64) (4,106) (5,34) (5,85) (11,8) (11,43) (11,76) (11,111) (15,10) (15,24) (15,95) (15,109) (16,9) (16,26) (16,93) (16,110) (22,17) (22,102) (24,9) (24,26) (24,93) (24,110) (32,27) (32,41) (32,78) (32,92) (33,8) (33,43) (33,76) (33,111) (38,30) (38,47) (38,72) (38,89) (39,34) (39,85) (45,9) (45,26) (45,93) (45,110) (50,25) (50,59) (50,60) (50,94) (58,9) (58,26) (58,93) (58,110) (66,44) (66,58) (66,61) (66,75) (67,8) (67,43) (67,76) (67,111) (72,30) (72,47) (72,72) (72,89) (73,51) (73,68) (75,8) (75,43) (75,76) (75,111) (79,9) (79,26) (79,93) (79,110) (89,13) (89,55) (89,64) (89,106) (92,25) (92,59) (92,60) (92,94) (96,8) (96,43) (96,76) (96,111) (100,44) (100,58) (100,61) (100,75) (101,9) (101,26) (101,93) (101,110) (106,4) (106,38) (106,81) (106,115) (107,51) (107,68) (109,8) (109,43) (109,76) (109,111) (113,25) (113,59) (113,60) (113,94) (117,27) (117,41) (117,78) (117,92)
7	y2 = x3 + 2x + 27	110	(1,25) (1,59) (1,60) (1,94) (3,37) (3,54) (3,65) (3,82) (5,20) (5,48) (5,71) (5,99) (9,37) (9,54) (9,65) (9,82) (15,10) (15,24) (15,95) (15,109) (18,8) (18,43) (18,76) (18,111) (22,3) (22,31) (22,88) (22,116) (23,51) (23,68) (26,20) (26,48) (26,71) (26,99) (32,27) (32,41) (32,78) (32,92) (37,37) (37,54) (37,65) (37,82) (39,20) (39,48) (39,71) (39,99) (40,34) (40,85) (43,3) (43,31) (43,88) (43,116) (52,9) (52,26) (52,93) (52,110) (54,20) (54,48) (54,71) (54,99) (57,17) (57,102) (60,20) (60,48) (60,71) (60,99) (66,44) (66,58) (66,61) (66,75) (71,3) (71,31) (71,88) (71,116) (73,37) (73,54) (73,65) (73,82) (74,34) (74,85) (86,9) (86,26) (86,93) (86,110) (88,20) (88,48) (88,71) (88,99) (94,37) (94,54) (94,65) (94,82) (100,44) (100,58) (100,61) (100,75) (103,8) (103,43) (103,76) (103,111) (107,37) (107,54) (107,65) (107,82) (108,51) (108,68) (117,27) (117,41) (117,78) (117,92)
8	y2 = x3 + 36x + 27	110	(1,8) (1,43) (1,76) (1,111) (3,20) (3,48) (3,71) (3,99) (6,51) (6,68) (9,3) (9,31) (9,88) (9,116) (15,27) (15,41) (15,78) (15,92) (18,9) (18,26) (18,93) (18,110) (20,37) (20,54) (20,65) (20,82) (22,20) (22,48) (22,71) (22,99) (23,17) (23,102) (32,44) (32,58) (32,61) (32,75) (37,3) (37,31) (37,88) (37,116) (39,37) (39,54) (39,65) (39,82) (43,20) (43,48) (43,71) (43,99) (52,8) (52,43) (52,76) (52,111) (57,34) (57,85) (60,37) (60,54) (60,65) (60,82) (66,27) (66,41) (66,78) (66,92) (69,9) (69,26) (69,93) (69,110) (71,20) (71,48) (71,71) (71,99) (73,20) (73,48) (73,71) (73,99) (74,51) (74,68) (83,44) (83,58) (83,61) (83,75) (86,25) (86,59) (86,60) (86,94) (88,37) (88,54) (88,65) (88,82) (90,37) (90,54) (90,65) (90,82) (94,20) (94,48) (94,71) (94,99) (100,10) (100,24) (100,95) (100,109) (107,3) (107,31) (107,88) (107,116) (108,34) (108,85) (111,37) (111,54) (111,65) (111,82)
9	y2 = x3 + 25x + 97	110	(1,2) (1,19) (1,100) (1,117) (2,6) (2,57) (2,62) (2,113) (6,15) (6,36) (6,83) (6,104) (12,51) (12,68) (13,1) (13,50) (13,69) (13,118) (18,32) (18,53) (18,66) (18,87) (19,23) (19,40) (19,79) (19,96) (23,15) (23,36) (23,83) (23,104) (27,15) (27,36) (27,83) (27,104) (29,51) (29,68) (30,1) (30,50) (30,69) (30,118) (36,23) (36,40) (36,79) (36,96) (40,2) (40,19) (40,100) (40,117) (44,15) (44,36) (44,83) (44,104) (46,17) (46,102) (47,16) (47,33) (47,86) (47,103) (53,11) (53,45) (53,74) (53,108) (57,2) (57,19) (57,100) (57,117) (61,2) (61,19) (61,100) (61,117) (64,16) (64,33) (64,86) (64,103) (69,15) (69,36) (69,83) (69,104) (74,32) (74,53) (74,66) (74,87) (78,2) (78,19) (78,100) (78,117) (81,18) (81,52) (81,67) (81,101) (86,15) (86,36) (86,83) (86,104) (95,32) (95,53) (95,66) (95,87) (97,34) (97,85) (103,2) (103,19) (103,100) (103,117) (104,6) (104,57) (104,62) (104,113) (114,34) (114,85)
10	y2 = x3 + 25x + 90	110	(4,4) (4,38) (4,81) (4,115) (5,51) (5,68) (11,25) (11,59) (11,60) (11,94) (15,44) (15,58) (15,61) (15,75) (16,8) (16,43) (16,76) (16,111) (22,51) (22,68) (32,10) (32,24) (32,95) (32,109) (33,9) (33,26) (33,93) (33,110) (39,17) (39,102) (41,8) (41,43) (41,76) (41,111) (50,9) (50,26) (50,93) (50,110) (55,13) (55,55) (55,64) (55,106) (58,8) (58,43) (58,76) (58,111) (62,8) (62,43) (62,76) (62,111) (67,25) (67,59) (67,60) (67,94) (72,13) (72,55) (72,64) (72,106) (75,9) (75,26) (75,93) (75,110) (79,8) (79,43) (79,76) (79,111) (83,27) (83,41) (83,78) (83,92) (89,30) (89,47) (89,72) (89,89) (90,34) (90,85) (92,9) (92,26) (92,93) (92,110) (96,9) (96,26) (96,93) (96,110) (100,27) (100,41) (100,78) (100,92) (106,30) (106,47) (106,72) (106,89) (107,34) (107,85) (109,25) (109,59) (109,60) (109,94) (113,9) (113,26) (113,93) (113,110) (117,44) (117,58) (117,61) (117,75) (118,8) (118,43) (118,76) (118,111)
11	y2 = x3 + 100x + 62	110	(2,44) (2,58) (2,61) (2,75) (3,44) (3,58) (3,61) (3,75) (4,13) (4,55) (4,64) (4,106) (9,5) (9,12) (9,107) (9,114) (12,27) (12,41) (12,78) (12,92) (19,27) (19,41) (19,78) (19,92) (24,51) (24,68) (26,22) (26,29) (26,90) (26,97) (29,10) (29,24) (29,95) (29,109) (36,10) (36,24) (36,95) (36,109) (37,44) (37,58) (37,61) (37,75) (38,30) (38,47) (38,72) (38,89) (43,39) (43,46) (43,73) (43,80) (46,27) (46,41) (46,78) (46,92) (53,27) (53,41) (53,78) (53,92) (54,27) (54,41) (54,78) (54,92) (58,51) (58,68) (60,22) (60,29) (60,90) (60,97) (71,10) (71,24) (71,95) (71,109) (72,30) (72,47) (72,72) (72,89) (75,34) (75,85) (80,44) (80,58) (80,61) (80,75) (87,44) (87,58) (87,61) (87,75) (88,27) (88,41) (88,78) (88,92) (89,13) (89,55) (89,64) (89,106) (92,17) (92,102) (94,5) (94,12) (94,107) (94,114) (106,4) (106,38) (106,81) (106,115) (109,34) (109,85) (114,44) (114,58) (114,61) (114,75)
12	y2 = x3 + 2x + 41	110	(2,23) (2,40) (2,79) (2,96) (8,39) (8,46) (8,73) (8,80) (11,34) (11,85) (12,22) (12,29) (12,90) (12,97) (16,2) (16,19) (16,100) (16,117) (19,6) (19,57) (19,62) (19,113) (25,22) (25,29) (25,90) (25,97) (29,39) (29,46) (29,73) (29,80) (31,5) (31,12) (31,107) (31,114) (33,15) (33,36) (33,83) (33,104) (36,11) (36,45) (36,74) (36,108) (45,51) (45,68) (46,22) (46,29) (46,90) (46,97) (50,32) (50,53) (50,66) (50,87) (53,6) (53,57) (53,62) (53,113) (59,5) (59,12) (59,107) (59,114) (65,5) (65,12) (65,107) (65,114) (67,15) (67,36) (67,83) (67,104) (79,51) (79,68) (80,5) (80,12) (80,107) (80,114) (82,22) (82,29) (82,90) (82,97) (87,23) (87,40) (87,79) (87,96) (93,5) (93,12) (93,107) (93,114) (96,34) (96,85) (99,39) (99,46) (99,73) (99,80) (101,2) (101,19) (101,100) (101,117) (110,22) (110,29) (110,90) (110,97) (113,17) (113,102) (114,5) (114,12) (114,107) (114,114) (116,22) (116,29) (116,90) (116,97)
13	y2 = x3 + 15x + 6	110	(8,20) (8,48) (8,71) (8,99) (10,34) (10,85) (13,16) (13,33) (13,86) (13,103) (15,6) (15,57) (15,62) (15,113) (22,6) (22,57) (22,62) (22,113) (25,37) (25,54) (25,65) (25,82) (27,51) (27,68) (30,18) (30,52) (30,67) (30,101) (31,6) (31,57) (31,62) (31,113) (32,23) (32,40) (32,79) (32,96) (39,23) (39,40) (39,79) (39,96) (44,17) (44,102) (48,23) (48,40) (48,79) (48,96) (59,20) (59,48) (59,71) (59,99) (64,1) (64,50) (64,69) (64,118) (65,11) (65,45) (65,74) (65,108) (66,6) (66,57) (66,62) (66,113) (73,6) (73,57) (73,62) (73,113) (76,37) (76,54) (76,65) (76,82) (78,34) (78,85) (81,16) (81,33) (81,86) (81,103) (83,23) (83,40) (83,79) (83,96) (90,23) (90,40) (90,79) (90,96) (93,3) (93,31) (93,88) (93,116) (95,51) (95,68) (99,6) (99,57) (99,62) (99,113) (100,11) (100,45) (100,74) (100,108) (107,11) (107,45) (107,74) (107,108) (115,1) (115,50) (115,69) (115,118) (116,23) (116,40) (116,79) (116,96)
14	y2 = x3 + 32x + 6	110	(5,23) (5,40) (5,79) (5,96) (8,37) (8,54) (8,65) (8,82) (13,1) (13,50) (13,69) (13,118) (15,23) (15,40) (15,79) (15,96) (22,23) (22,40) (22,79) (22,96) (25,3) (25,31) (25,88) (25,116) (27,34) (27,85) (30,1) (30,50) (30,69) (30,118) (32,11) (32,45) (32,74) (32,108) (39,11) (39,45) (39,74) (39,108) (44,34) (44,85) (47,16) (47,33) (47,86) (47,103) (48,6) (48,57) (48,62) (48,113) (61,51) (61,68) (64,16) (64,33) (64,86) (64,103) (65,6) (65,57) (65,62) (65,113) (76,20) (76,48) (76,71) (76,99) (78,51) (78,68) (81,18) (81,52) (81,67) (81,101) (82,23) (82,40) (82,79) (82,96) (83,6) (83,57) (83,62) (83,113) (90,6) (90,57) (90,62) (90,113) (93,20) (93,48) (93,71) (93,99) (95,17) (95,102) (99,23) (99,40) (99,79) (99,96) (100,6) (100,57) (100,62) (100,113) (107,6) (107,57) (107,62) (107,113) (110,37) (110,54) (110,65) (110,82) (116,11) (116,45) (116,74) (116,108) (117,23) (117,40) (117,79) (117,96)
15	y2 = x3 + 9x + 48	110	(3,51) (3,68) (9,5) (9,12) (9,107) (9,114) (10,30) (10,47) (10,72) (10,89) (11,13) (11,55) (11,64) (11,106) (16,2) (16,19) (16,100) (16,117) (26,22) (26,29) (26,90) (26,97) (30,30) (30,47) (30,72) (30,89) (33,15) (33,36) (33,83) (33,104) (37,51) (37,68) (43,39) (43,46) (43,73) (43,80) (44,30) (44,47) (44,72) (44,89) (45,30) (45,47) (45,72) (45,89) (47,13) (47,55) (47,64) (47,106) (50,32) (50,53) (50,66) (50,87) (54,34) (54,85) (60,22) (60,29) (60,90) (60,97) (61,13) (61,55) (61,64) (61,106) (64,4) (64,38) (64,81) (64,115) (67,15) (67,36) (67,83) (67,104) (71,17) (71,102) (78,4) (78,38) (78,81) (78,115) (79,30) (79,47) (79,72) (79,89) (81,13) (81,55) (81,64) (81,106) (88,34) (88,85) (94,5) (94,12) (94,107) (94,114) (95,13) (95,55) (95,64) (95,106) (96,13) (96,55) (96,64) (96,106) (101,2) (101,19) (101,100) (101,117) (113,4) (113,38) (113,81) (113,115) (115,30) (115,47) (115,72) (115,89)
16	y2 = x3 + 9x + 20	110	(1,25) (1,59) (1,60) (1,94) (4,1) (4,50) (4,69) (4,118) (8,3) (8,31) (8,88) (8,116) (18,8) (18,43) (18,76) (18,111) (23,16) (23,33) (23,86) (23,103) (24,16) (24,33) (24,86) (24,103) (25,20) (25,48) (25,71) (25,99) (31,51) (31,68) (38,16) (38,33) (38,86) (38,103) (40,1) (40,50) (40,69) (40,118) (52,9) (52,26) (52,93) (52,110) (57,18) (57,52) (57,67) (57,101) (58,16) (58,33) (58,86) (58,103) (59,37) (59,54) (59,65) (59,82) (65,51) (65,68) (72,16) (72,33) (72,86) (72,103) (74,1) (74,50) (74,69) (74,118) (75,1) (75,50) (75,69) (75,118) (82,34) (82,85) (86,9) (86,26) (86,93) (86,110) (89,1) (89,50) (89,69) (89,118) (92,18) (92,52) (92,67) (92,101) (93,37) (93,54) (93,65) (93,82) (99,17) (99,102) (103,8) (103,43) (103,76) (103,111) (106,18) (106,52) (106,67) (106,101) (108,16) (108,33) (108,86) (108,103) (109,1) (109,50) (109,69) (109,118) (110,20) (110,48) (110,71) (110,99) (116,34) (116,85)
17	y2 = x3 + 8x + 90	110	(4,30) (4,47) (4,72) (4,89) (11,9) (11,26) (11,93) (11,110) (15,27) (15,41) (15,78) (15,92) (16,25) (16,59) (16,60) (16,94) (22,34) (22,85) (24,8) (24,43) (24,76) (24,111) (32,44) (32,58) (32,61) (32,75) (38,13) (38,55) (38,64) (38,106) (39,51) (39,68) (41,9) (41,26) (41,93) (41,110) (45,8) (45,43) (45,76) (45,111) (50,8) (50,43) (50,76) (50,111) (55,30) (55,47) (55,72) (55,89) (58,25) (58,59) (58,60) (58,94) (62,9) (62,26) (62,93) (62,110) (66,27) (66,41) (66,78) (66,92) (67,9) (67,26) (67,93) (67,110) (72,4) (72,38) (72,81) (72,115) (73,34) (73,85) (79,25) (79,59) (79,60) (79,94) (83,44) (83,58) (83,61) (83,75) (90,51) (90,68) (92,8) (92,43) (92,76) (92,111) (100,10) (100,24) (100,95) (100,109) (101,8) (101,43) (101,76) (101,111) (106,13) (106,55) (106,64) (106,106) (107,17) (107,102) (109,9) (109,26) (109,93) (109,110) (113,8) (113,43) (113,76) (113,111) (118,9) (118,26) (118,93) (118,110)
18	y2 = x3 + 53x + 27	110	(1,9) (1,26) (1,93) (1,110) (5,37) (5,54) (5,65) (5,82) (6,34) (6,85) (9,20) (9,48) (9,71) (9,99) (15,44) (15,58) (15,61) (15,75) (18,25) (18,59) (18,60) (18,94) (20,20) (20,48) (20,71) (20,99) (22,37) (22,54) (22,65) (22,82) (23,34) (23,85) (26,37) (26,54) (26,65) (26,82) (32,10) (32,24) (32,95) (32,109) (37,20) (37,48) (37,71) (37,99) (39,3) (39,31) (39,88) (39,116) (40,51) (40,68) (43,37) (43,54) (43,65) (43,82) (54,37) (54,54) (54,65) (54,82) (57,51) (57,68) (60,3) (60,31) (60,88) (60,116) (69,8) (69,43) (69,76) (69,111) (71,37) (71,54) (71,65) (71,82) (74,17) (74,102) (83,27) (83,41) (83,78) (83,92) (86,8) (86,43) (86,76) (86,111) (88,3) (88,31) (88,88) (88,116) (90,20) (90,48) (90,71) (90,99) (100,27) (100,41) (100,78) (100,92) (103,9) (103,26) (103,93) (103,110) (107,20) (107,48) (107,71) (107,99) (111,20) (111,48) (111,71) (111,99) (117,44) (117,58) (117,61) (117,75)
19	y2 = x3 + 93x + 97	110	(1,32) (1,53) (1,66) (1,87) (2,23) (2,40) (2,79) (2,96) (10,2) (10,19) (10,100) (10,117) (12,34) (12,85) (18,15) (18,36) (18,83) (18,104) (19,6) (19,57) (19,62) (19,113) (23,2) (23,19) (23,100) (23,117) (29,17) (29,102) (30,16) (30,33) (30,86) (30,103) (36,11) (36,45) (36,74) (36,108) (40,15) (40,36) (40,83) (40,104) (44,2) (44,19) (44,100) (44,117) (46,34) (46,85) (47,1) (47,50) (47,69) (47,118) (52,2) (52,19) (52,100) (52,117) (53,6) (53,57) (53,62) (53,113) (57,32) (57,53) (57,66) (57,87) (61,15) (61,36) (61,83) (61,104) (64,18) (64,52) (64,67) (64,101) (74,15) (74,36) (74,83) (74,104) (78,32) (78,53) (78,66) (78,87) (80,51) (80,68) (81,1) (81,50) (81,69) (81,118) (86,2) (86,19) (86,100) (86,117) (87,23) (87,40) (87,79) (87,96) (95,15) (95,36) (95,83) (95,104) (103,15) (103,36) (103,83) (103,104) (108,2) (108,19) (108,100) (108,117) (114,51) (114,68) (115,16) (115,33) (115,86) (115,103)
20	y2 = x3 + 15x + 62	110	(2,10) (2,24) (2,95) (2,109) (3,27) (3,41) (3,78) (3,92) (4,30) (4,47) (4,72) (4,89) (9,39) (9,46) (9,73) (9,80) (20,44) (20,58) (20,61) (20,75) (24,34) (24,85) (29,27) (29,41) (29,78) (29,92) (36,27) (36,41) (36,78) (36,92) (37,10) (37,24) (37,95) (37,109) (38,13) (38,55) (38,64) (38,106) (41,51) (41,68) (43,22) (43,29) (43,90) (43,97) (46,44) (46,58) (46,61) (46,75) (53,44) (53,58) (53,61) (53,75) (55,30) (55,47) (55,72) (55,89) (58,17) (58,102) (60,5) (60,12) (60,107) (60,114) (71,27) (71,41) (71,78) (71,92) (72,4) (72,38) (72,81) (72,115) (80,27) (80,41) (80,78) (80,92) (87,27) (87,41) (87,78) (87,92) (88,44) (88,58) (88,61) (88,75) (92,34) (92,85) (94,22) (94,29) (94,90) (94,97) (97,44) (97,58) (97,61) (97,75) (104,44) (104,58) (104,61) (104,75) (106,13) (106,55) (106,64) (106,106) (109,51) (109,68) (111,5) (111,12) (111,107) (111,114) (114,10) (114,24) (114,95) (114,109)
21	y2 = x3 + 53x + 41	110	(2,6) (2,57) (2,62) (2,113) (8,5) (8,12) (8,107) (8,114) (11,17) (11,102) (12,5) (12,12) (12,107) (12,114) (16,15) (16,36) (16,83) (16,104) (19,23) (19,40) (19,79) (19,96) (25,39) (25,46) (25,73) (25,80) (29,5) (29,12) (29,107) (29,114) (33,2) (33,19) (33,100) (33,117) (36,23) (36,40) (36,79) (36,96) (46,39) (46,46) (46,73) (46,80) (48,22) (48,29) (48,90) (48,97) (50,2) (50,19) (50,100) (50,117) (53,11) (53,45) (53,74) (53,108) (62,34) (62,85) (65,22) (65,29) (65,90) (65,97) (67,32) (67,53) (67,66) (67,87) (76,22) (76,29) (76,90) (76,97) (79,34) (79,85) (82,5) (82,12) (82,107) (82,114) (93,22) (93,29) (93,90) (93,97) (96,51) (96,68) (97,22) (97,29) (97,90) (97,97) (99,5) (99,12) (99,107) (99,114) (104,6) (104,57) (104,62) (104,113) (110,5) (110,12) (110,107) (110,114) (113,51) (113,68) (114,22) (114,29) (114,90) (114,97) (116,39) (116,46) (116,73) (116,80) (118,15) (118,36) (118,83) (118,104)
22	y2 = x3 + 43x + 48	110	(3,34) (3,85) (9,39) (9,46) (9,73) (9,80) (10,13) (10,55) (10,64) (10,106) (11,30) (11,47) (11,72) (11,89) (13,30) (13,47) (13,72) (13,89) (16,32) (16,53) (16,66) (16,87) (20,51) (20,68) (27,30) (27,47) (27,72) (27,89) (30,4) (30,38) (30,81) (30,115) (37,17) (37,102) (43,22) (43,29) (43,90) (43,97) (44,4) (44,38) (44,81) (44,115) (45,13) (45,55) (45,64) (45,106) (50,15) (50,36) (50,83) (50,104) (60,5) (60,12) (60,107) (60,114) (62,30) (62,47) (62,72) (62,89) (64,13) (64,55) (64,64) (64,106) (67,2) (67,19) (67,100) (67,117) (71,34) (71,85) (78,13) (78,55) (78,64) (78,106) (79,4) (79,38) (79,81) (79,115) (81,30) (81,47) (81,72) (81,89) (88,51) (88,68) (94,22) (94,29) (94,90) (94,97) (95,30) (95,47) (95,72) (95,89) (101,15) (101,36) (101,83) (101,104) (111,5) (111,12) (111,107) (111,114) (113,13) (113,55) (113,64) (113,106) (115,13) (115,55) (115,64) (115,106) (118,2) (118,19) (118,100) (118,117)
23	y2 = x3 + 60x + 20	110	(1,9) (1,26) (1,93) (1,110) (4,18) (4,52) (4,67) (4,101) (6,1) (6,50) (6,69) (6,118) (8,37) (8,54) (8,65) (8,82) (18,25) (18,59) (18,60) (18,94) (23,1) (23,50) (23,69) (23,118) (25,3) (25,31) (25,88) (25,116) (40,16) (40,33) (40,86) (40,103) (41,1) (41,50) (41,69) (41,118) (48,34) (48,85) (55,1) (55,50) (55,69) (55,118) (57,16) (57,33) (57,86) (57,103) (58,1) (58,50) (58,69) (58,118) (65,34) (65,85) (69,8) (69,43) (69,76) (69,111) (72,1) (72,50) (72,69) (72,118) (74,18) (74,52) (74,67) (74,101) (75,16) (75,33) (75,86) (75,103) (76,20) (76,48) (76,71) (76,99) (82,51) (82,68) (86,8) (86,43) (86,76) (86,111) (89,16) (89,33) (89,86) (89,103) (92,16) (92,33) (92,86) (92,103) (93,20) (93,48) (93,71) (93,99) (99,51) (99,68) (103,9) (103,26) (103,93) (103,110) (106,16) (106,33) (106,86) (106,103) (109,18) (109,52) (109,67) (109,101) (110,37) (110,54) (110,65) (110,82) (116,17) (116,102)
24	y2 = x3 + 8x + 97	110	(1,15) (1,36) (1,83) (1,104) (2,11) (2,45) (2,74) (2,108) (6,2) (6,19) (6,100) (6,117) (10,15) (10,36) (10,83) (10,104) (13,16) (13,33) (13,86) (13,103) (18,2) (18,19) (18,100) (18,117) (23,32) (23,53) (23,66) (23,87) (27,2) (27,19) (27,100) (27,117) (29,34) (29,85) (30,18) (30,52) (30,67) (30,101) (36,6) (36,57) (36,62) (36,113) (44,32) (44,53) (44,66) (44,87) (46,51) (46,68) (52,15) (52,36) (52,83) (52,104) (53,23) (53,40) (53,79) (53,96) (57,15) (57,36) (57,83) (57,104) (64,1) (64,50) (64,69) (64,118) (69,2) (69,19) (69,100) (69,117) (74,2) (74,19) (74,100) (74,117) (78,15) (78,36) (78,83) (78,104) (80,34) (80,85) (81,16) (81,33) (81,86) (81,103) (86,32) (86,53) (86,66) (86,87) (87,6) (87,57) (87,62) (87,113) (95,2) (95,19) (95,100) (95,117) (97,51) (97,68) (104,23) (104,40) (104,79) (104,96) (108,15) (108,36) (108,83) (108,104) (114,17) (114,102) (115,1) (115,50) (115,69) (115,118)