class leader: y² = x³ + 104x + 12

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