class leader: y² = x³ + 107x + 6

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