class leader: y² = x³ + 100x + 90

Sr no.	class members	# points	points
1	y2 = x3 + 100x + 90	110	(1,18) (1,39) (1,94) (1,115) (9,16) (9,54) (9,79) (9,117) (10,19) (10,114) (12,15) (12,34) (12,99) (12,118) (15,24) (15,52) (15,81) (15,109) (29,38) (29,95) (31,23) (31,61) (31,72) (31,110) (33,15) (33,34) (33,99) (33,118) (39,1) (39,20) (39,113) (39,132) (47,22) (47,41) (47,92) (47,111) (50,4) (50,53) (50,80) (50,129) (52,23) (52,61) (52,72) (52,110) (53,43) (53,62) (53,71) (53,90) (58,37) (58,58) (58,75) (58,96) (66,16) (66,54) (66,79) (66,117) (67,57) (67,76) (71,4) (71,53) (71,80) (71,129) (72,5) (72,33) (72,100) (72,128) (85,3) (85,60) (85,73) (85,130) (86,19) (86,114) (88,15) (88,34) (88,99) (88,118) (96,1) (96,20) (96,113) (96,132) (107,23) (107,61) (107,72) (107,110) (109,15) (109,34) (109,99) (109,118) (110,43) (110,62) (110,71) (110,90) (115,37) (115,58) (115,75) (115,96) (123,22) (123,41) (123,92) (123,111) (124,57) (124,76) (128,23) (128,61) (128,72) (128,110) (129,5) (129,33) (129,100) (129,128)
2	y2 = x3 + 106x + 97	110	(3,29) (3,48) (3,85) (3,104) (13,9) (13,47) (13,86) (13,124) (18,16) (18,54) (18,79) (18,117) (22,29) (22,48) (22,85) (22,104) (24,50) (24,64) (24,69) (24,83) (31,57) (31,76) (32,9) (32,47) (32,86) (32,124) (37,3) (37,60) (37,73) (37,130) (41,9) (41,47) (41,86) (41,124) (43,50) (43,64) (43,69) (43,83) (45,36) (45,55) (45,78) (45,97) (50,57) (50,76) (51,10) (51,66) (51,67) (51,123) (60,9) (60,47) (60,86) (60,124) (62,12) (62,26) (62,107) (62,121) (64,36) (64,55) (64,78) (64,97) (69,19) (69,114) (79,10) (79,66) (79,67) (79,123) (81,12) (81,26) (81,107) (81,121) (83,2) (83,40) (83,93) (83,131) (88,19) (88,114) (94,22) (94,41) (94,92) (94,111) (100,31) (100,45) (100,88) (100,102) (102,2) (102,40) (102,93) (102,131) (107,38) (107,95) (108,29) (108,48) (108,85) (108,104) (113,22) (113,41) (113,92) (113,111) (121,17) (121,59) (121,74) (121,116) (127,29) (127,48) (127,85) (127,104) (132,16) (132,54) (132,79) (132,117)
3	y2 = x3 + 39x + 97	110	(1,2) (1,40) (1,93) (1,131) (8,16) (8,54) (8,79) (8,117) (18,38) (18,95) (20,36) (20,55) (20,78) (20,97) (27,22) (27,41) (27,92) (27,111) (29,9) (29,47) (29,86) (29,124) (33,9) (33,47) (33,86) (33,124) (36,12) (36,26) (36,107) (36,121) (37,57) (37,76) (39,17) (39,59) (39,74) (39,116) (46,3) (46,60) (46,73) (46,130) (48,29) (48,48) (48,85) (48,104) (55,50) (55,64) (55,69) (55,83) (58,36) (58,55) (58,78) (58,97) (65,22) (65,41) (65,92) (65,111) (67,10) (67,66) (67,67) (67,123) (71,9) (71,47) (71,86) (71,124) (74,31) (74,45) (74,88) (74,102) (75,19) (75,114) (86,29) (86,48) (86,85) (86,104) (90,29) (90,48) (90,85) (90,104) (93,50) (93,64) (93,69) (93,83) (96,2) (96,40) (96,93) (96,131) (103,16) (103,54) (103,79) (103,117) (109,10) (109,66) (109,67) (109,123) (113,19) (113,114) (124,9) (124,47) (124,86) (124,124) (128,29) (128,48) (128,85) (128,104) (131,12) (131,26) (131,107) (131,121) (132,57) (132,76)
4	y2 = x3 + 123x + 41	110	(6,8) (6,27) (6,106) (6,125) (8,44) (8,51) (8,82) (8,89) (15,44) (15,51) (15,82) (15,89) (16,43) (16,62) (16,71) (16,90) (22,19) (22,114) (25,11) (25,46) (25,87) (25,122) (27,6) (27,13) (27,120) (27,127) (33,2) (33,40) (33,93) (33,131) (34,6) (34,13) (34,120) (34,127) (41,57) (41,76) (44,8) (44,27) (44,106) (44,125) (46,25) (46,32) (46,101) (46,108) (53,25) (53,32) (53,101) (53,108) (54,5) (54,33) (54,100) (54,128) (60,38) (60,95) (65,6) (65,13) (65,120) (65,127) (71,2) (71,40) (71,93) (71,131) (72,6) (72,13) (72,120) (72,127) (79,57) (79,76) (82,30) (82,65) (82,68) (82,103) (90,36) (90,55) (90,78) (90,97) (92,5) (92,33) (92,100) (92,128) (103,44) (103,51) (103,82) (103,89) (109,17) (109,59) (109,74) (109,116) (110,44) (110,51) (110,82) (110,89) (111,43) (111,62) (111,71) (111,90) (117,19) (117,114) (120,30) (120,65) (120,68) (120,103) (128,36) (128,55) (128,78) (128,97) (130,24) (130,52) (130,81) (130,109)
5	y2 = x3 + 64x + 97	110	(2,10) (2,66) (2,67) (2,123) (8,57) (8,76) (11,2) (11,40) (11,93) (11,131) (15,29) (15,48) (15,85) (15,104) (16,31) (16,45) (16,88) (16,102) (27,19) (27,114) (30,17) (30,59) (30,74) (30,116) (31,22) (31,41) (31,92) (31,111) (34,9) (34,47) (34,86) (34,124) (46,19) (46,114) (50,22) (50,41) (50,92) (50,111) (53,9) (53,47) (53,86) (53,124) (59,29) (59,48) (59,85) (59,104) (65,38) (65,95) (69,16) (69,54) (69,79) (69,117) (72,10) (72,66) (72,67) (72,123) (73,50) (73,64) (73,69) (73,83) (78,29) (78,48) (78,85) (78,104) (87,36) (87,55) (87,78) (87,97) (88,16) (88,54) (88,79) (88,117) (92,50) (92,64) (92,69) (92,83) (97,9) (97,47) (97,86) (97,124) (106,36) (106,55) (106,78) (106,97) (107,3) (107,60) (107,73) (107,130) (111,12) (111,26) (111,107) (111,121) (116,9) (116,47) (116,86) (116,124) (122,57) (122,76) (125,2) (125,40) (125,93) (125,131) (129,29) (129,48) (129,85) (129,104) (130,12) (130,26) (130,107) (130,121)
6	y2 = x3 + 44x + 41	110	(2,2) (2,40) (2,93) (2,131) (5,43) (5,62) (5,71) (5,90) (9,30) (9,65) (9,68) (9,103) (12,6) (12,13) (12,120) (12,127) (24,5) (24,33) (24,100) (24,128) (31,44) (31,51) (31,82) (31,89) (32,6) (32,13) (32,120) (32,127) (33,57) (33,76) (40,36) (40,55) (40,78) (40,97) (43,24) (43,52) (43,81) (43,109) (47,8) (47,27) (47,106) (47,125) (50,25) (50,32) (50,101) (50,108) (51,44) (51,51) (51,82) (51,89) (52,19) (52,114) (59,2) (59,40) (59,93) (59,131) (66,30) (66,65) (66,68) (66,103) (71,38) (71,95) (78,17) (78,59) (78,74) (78,116) (81,43) (81,62) (81,71) (81,90) (85,11) (85,46) (85,87) (85,122) (88,6) (88,13) (88,120) (88,127) (89,6) (89,13) (89,120) (89,127) (100,5) (100,33) (100,100) (100,128) (107,44) (107,51) (107,82) (107,89) (108,44) (108,51) (108,82) (108,89) (109,57) (109,76) (116,36) (116,55) (116,78) (116,97) (123,8) (123,27) (123,106) (123,125) (127,25) (127,32) (127,101) (127,108) (128,19) (128,114)
7	y2 = x3 + 16x + 90	110	(2,23) (2,61) (2,72) (2,110) (4,22) (4,41) (4,92) (4,111) (11,1) (11,20) (11,113) (11,132) (15,38) (15,95) (18,15) (18,34) (18,99) (18,118) (23,16) (23,54) (23,79) (23,117) (30,37) (30,58) (30,75) (30,96) (32,43) (32,62) (32,71) (32,90) (37,23) (37,61) (37,72) (37,110) (40,15) (40,34) (40,99) (40,118) (51,5) (51,33) (51,100) (51,128) (53,57) (53,76) (59,23) (59,61) (59,72) (59,110) (61,22) (61,41) (61,92) (61,111) (68,1) (68,20) (68,113) (68,132) (72,19) (72,114) (75,15) (75,34) (75,99) (75,118) (78,4) (78,53) (78,80) (78,129) (80,16) (80,54) (80,79) (80,117) (87,37) (87,58) (87,75) (87,96) (89,43) (89,62) (89,71) (89,90) (94,23) (94,61) (94,72) (94,110) (99,3) (99,60) (99,73) (99,130) (106,18) (106,39) (106,94) (106,115) (108,5) (108,33) (108,100) (108,128) (110,57) (110,76) (113,4) (113,53) (113,80) (113,129) (116,15) (116,34) (116,99) (116,118) (127,24) (127,52) (127,81) (127,109) (129,19) (129,114)
8	y2 = x3 + 99x + 41	110	(2,38) (2,95) (3,36) (3,55) (3,78) (3,97) (4,30) (4,65) (4,68) (4,103) (10,6) (10,13) (10,120) (10,127) (17,43) (17,62) (17,71) (17,90) (18,44) (18,51) (18,82) (18,89) (22,36) (22,55) (22,78) (22,97) (23,11) (23,46) (23,87) (23,122) (29,6) (29,13) (29,120) (29,127) (36,43) (36,62) (36,71) (36,90) (37,25) (37,32) (37,101) (37,108) (41,2) (41,40) (41,93) (41,131) (48,44) (48,51) (48,82) (48,89) (55,5) (55,33) (55,100) (55,128) (59,57) (59,76) (60,2) (60,40) (60,93) (60,131) (67,44) (67,51) (67,82) (67,89) (74,5) (74,33) (74,100) (74,128) (78,57) (78,76) (79,17) (79,59) (79,74) (79,116) (80,8) (80,27) (80,106) (80,125) (86,25) (86,32) (86,101) (86,108) (93,24) (93,52) (93,81) (93,109) (94,6) (94,13) (94,120) (94,127) (97,19) (97,114) (99,8) (99,27) (99,106) (99,125) (113,6) (113,13) (113,120) (113,127) (116,19) (116,114) (118,30) (118,65) (118,68) (118,103) (132,44) (132,51) (132,82) (132,89)
9	y2 = x3 + 4x + 41	110	(2,57) (2,76) (4,11) (4,46) (4,87) (4,122) (18,25) (18,32) (18,101) (18,108) (22,2) (22,40) (22,93) (22,131) (23,8) (23,27) (23,106) (23,125) (29,44) (29,51) (29,82) (29,89) (36,5) (36,33) (36,100) (36,128) (37,6) (37,13) (37,120) (37,127) (40,19) (40,114) (41,36) (41,55) (41,78) (41,97) (48,6) (48,13) (48,120) (48,127) (55,43) (55,62) (55,71) (55,90) (60,17) (60,59) (60,74) (60,116) (61,30) (61,65) (61,68) (61,103) (67,25) (67,32) (67,101) (67,108) (74,24) (74,52) (74,81) (74,109) (75,44) (75,51) (75,82) (75,89) (78,19) (78,114) (79,36) (79,55) (79,78) (79,97) (86,6) (86,13) (86,120) (86,127) (93,43) (93,62) (93,71) (93,90) (97,57) (97,76) (99,30) (99,65) (99,68) (99,103) (113,44) (113,51) (113,82) (113,89) (116,38) (116,95) (117,2) (117,40) (117,93) (117,131) (118,8) (118,27) (118,106) (118,125) (124,44) (124,51) (124,82) (124,89) (131,5) (131,33) (131,100) (131,128) (132,6) (132,13) (132,120) (132,127)
10	y2 = x3 + 130x + 90	110	(2,15) (2,34) (2,99) (2,118) (4,3) (4,60) (4,73) (4,130) (11,18) (11,39) (11,94) (11,115) (13,43) (13,62) (13,71) (13,90) (15,19) (15,114) (18,4) (18,53) (18,80) (18,129) (23,22) (23,41) (23,92) (23,111) (30,1) (30,20) (30,113) (30,132) (32,24) (32,52) (32,81) (32,109) (34,57) (34,76) (37,15) (37,34) (37,99) (37,118) (40,23) (40,61) (40,72) (40,110) (51,43) (51,62) (51,71) (51,90) (53,38) (53,95) (61,16) (61,54) (61,79) (61,117) (68,37) (68,58) (68,75) (68,96) (72,57) (72,76) (75,23) (75,61) (75,72) (75,110) (78,23) (78,61) (78,72) (78,110) (89,5) (89,33) (89,100) (89,128) (97,15) (97,34) (97,99) (97,118) (99,16) (99,54) (99,79) (99,117) (106,37) (106,58) (106,75) (106,96) (110,19) (110,114) (113,23) (113,61) (113,72) (113,110) (116,4) (116,53) (116,80) (116,129) (118,22) (118,41) (118,92) (118,111) (125,1) (125,20) (125,113) (125,132) (127,5) (127,33) (127,100) (127,128) (132,15) (132,34) (132,99) (132,118)
11	y2 = x3 + 36x + 90	110	(3,15) (3,34) (3,99) (3,118) (6,16) (6,54) (6,79) (6,117) (8,15) (8,34) (8,99) (8,118) (10,43) (10,62) (10,71) (10,90) (13,19) (13,114) (22,15) (22,34) (22,99) (22,118) (25,16) (25,54) (25,79) (25,117) (27,23) (27,61) (27,72) (27,110) (29,43) (29,62) (29,71) (29,90) (32,19) (32,114) (41,23) (41,61) (41,72) (41,110) (44,3) (44,60) (44,73) (44,130) (45,1) (45,20) (45,113) (45,132) (46,23) (46,61) (46,72) (46,110) (48,5) (48,33) (48,100) (48,128) (51,38) (51,95) (60,23) (60,61) (60,72) (60,110) (64,1) (64,20) (64,113) (64,132) (65,4) (65,53) (65,80) (65,129) (67,5) (67,33) (67,100) (67,128) (79,4) (79,53) (79,80) (79,129) (83,37) (83,58) (83,75) (83,96) (86,24) (86,52) (86,81) (86,109) (101,22) (101,41) (101,92) (101,111) (102,37) (102,58) (102,75) (102,96) (108,57) (108,76) (120,22) (120,41) (120,92) (120,111) (121,18) (121,39) (121,94) (121,115) (122,15) (122,34) (122,99) (122,118) (127,57) (127,76)
12	y2 = x3 + 9x + 41	110	(3,19) (3,114) (8,25) (8,32) (8,101) (8,108) (15,25) (15,32) (15,101) (15,108) (16,5) (16,33) (16,100) (16,128) (22,38) (22,95) (25,8) (25,27) (25,106) (25,125) (33,36) (33,55) (33,78) (33,97) (44,30) (44,65) (44,68) (44,103) (46,6) (46,13) (46,120) (46,127) (52,2) (52,40) (52,93) (52,131) (53,6) (53,13) (53,120) (53,127) (54,43) (54,62) (54,71) (54,90) (60,57) (60,76) (65,44) (65,51) (65,82) (65,89) (71,17) (71,59) (71,74) (71,116) (72,44) (72,51) (72,82) (72,89) (73,5) (73,33) (73,100) (73,128) (79,19) (79,114) (82,8) (82,27) (82,106) (82,125) (92,24) (92,52) (92,81) (92,109) (101,30) (101,65) (101,68) (101,103) (103,6) (103,13) (103,120) (103,127) (109,36) (109,55) (109,78) (109,97) (110,6) (110,13) (110,120) (110,127) (117,57) (117,76) (120,11) (120,46) (120,87) (120,122) (122,44) (122,51) (122,82) (122,89) (128,2) (128,40) (128,93) (128,131) (129,44) (129,51) (129,82) (129,89) (130,43) (130,62) (130,71) (130,90)
13	y2 = x3 + 1x + 97	110	(1,36) (1,55) (1,78) (1,97) (8,22) (8,41) (8,92) (8,111) (10,29) (10,48) (10,85) (10,104) (17,50) (17,64) (17,69) (17,83) (18,19) (18,114) (20,2) (20,40) (20,93) (20,131) (27,16) (27,54) (27,79) (27,117) (29,29) (29,48) (29,85) (29,104) (36,50) (36,64) (36,69) (36,83) (37,38) (37,95) (39,2) (39,40) (39,93) (39,131) (46,16) (46,54) (46,79) (46,117) (48,9) (48,47) (48,86) (48,124) (52,29) (52,48) (52,85) (52,104) (55,12) (55,26) (55,107) (55,121) (58,17) (58,59) (58,74) (58,116) (65,3) (65,60) (65,73) (65,130) (67,9) (67,47) (67,86) (67,124) (71,29) (71,48) (71,85) (71,104) (74,12) (74,26) (74,107) (74,121) (86,10) (86,66) (86,67) (86,123) (90,9) (90,47) (90,86) (90,124) (93,31) (93,45) (93,88) (93,102) (94,57) (94,76) (109,9) (109,47) (109,86) (109,124) (113,57) (113,76) (115,36) (115,55) (115,78) (115,97) (122,22) (122,41) (122,92) (122,111) (128,10) (128,66) (128,67) (128,123) (132,19) (132,114)
14	y2 = x3 + 11x + 97	110	(5,12) (5,26) (5,107) (5,121) (12,19) (12,114) (13,29) (13,48) (13,85) (13,104) (18,3) (18,60) (18,73) (18,130) (22,9) (22,47) (22,86) (22,124) (26,2) (26,40) (26,93) (26,131) (32,10) (32,66) (32,67) (32,123) (37,22) (37,41) (37,92) (37,111) (41,29) (41,48) (41,85) (41,104) (43,12) (43,26) (43,107) (43,121) (50,19) (50,114) (51,29) (51,48) (51,85) (51,104) (60,10) (60,66) (60,67) (60,123) (62,50) (62,64) (62,69) (62,83) (64,2) (64,40) (64,93) (64,131) (69,57) (69,76) (75,16) (75,54) (75,79) (75,117) (79,29) (79,48) (79,85) (79,104) (81,31) (81,45) (81,88) (81,102) (83,36) (83,55) (83,78) (83,97) (88,38) (88,95) (89,9) (89,47) (89,86) (89,124) (100,50) (100,64) (100,69) (100,83) (102,17) (102,59) (102,74) (102,116) (107,57) (107,76) (113,16) (113,54) (113,79) (113,117) (117,9) (117,47) (117,86) (117,124) (121,36) (121,55) (121,78) (121,97) (127,9) (127,47) (127,86) (127,124) (132,22) (132,41) (132,92) (132,111)
15	y2 = x3 + 81x + 90	110	(1,37) (1,58) (1,75) (1,96) (9,22) (9,41) (9,92) (9,111) (12,23) (12,61) (12,72) (12,110) (15,5) (15,33) (15,100) (15,128) (20,1) (20,20) (20,113) (20,132) (29,19) (29,114) (33,23) (33,61) (33,72) (33,110) (34,43) (34,62) (34,71) (34,90) (39,18) (39,39) (39,94) (39,115) (47,16) (47,54) (47,79) (47,117) (48,57) (48,76) (50,23) (50,61) (50,72) (50,110) (53,24) (53,52) (53,81) (53,109) (58,1) (58,20) (58,113) (58,132) (67,38) (67,95) (69,15) (69,34) (69,99) (69,118) (71,23) (71,61) (71,72) (71,110) (72,43) (72,62) (72,71) (72,90) (85,16) (85,54) (85,79) (85,117) (86,57) (86,76) (88,4) (88,53) (88,80) (88,129) (90,15) (90,34) (90,99) (90,118) (96,37) (96,58) (96,75) (96,96) (104,22) (104,41) (104,92) (104,111) (107,15) (107,34) (107,99) (107,118) (109,4) (109,53) (109,80) (109,129) (110,5) (110,33) (110,100) (110,128) (123,3) (123,60) (123,73) (123,130) (124,19) (124,114) (128,15) (128,34) (128,99) (128,118)
16	y2 = x3 + 58x + 97	110	(1,17) (1,59) (1,74) (1,116) (8,3) (8,60) (8,73) (8,130) (10,9) (10,47) (10,86) (10,124) (17,12) (17,26) (17,107) (17,121) (18,57) (18,76) (29,10) (29,66) (29,67) (29,123) (33,29) (33,48) (33,85) (33,104) (36,31) (36,45) (36,88) (36,102) (37,19) (37,114) (39,36) (39,55) (39,78) (39,97) (46,22) (46,41) (46,92) (46,111) (52,9) (52,47) (52,86) (52,124) (58,2) (58,40) (58,93) (58,131) (65,16) (65,54) (65,79) (65,117) (67,29) (67,48) (67,85) (67,104) (71,10) (71,66) (71,67) (71,123) (74,50) (74,64) (74,69) (74,83) (75,57) (75,76) (86,9) (86,47) (86,86) (86,124) (93,12) (93,26) (93,107) (93,121) (94,19) (94,114) (96,36) (96,55) (96,78) (96,97) (103,22) (103,41) (103,92) (103,111) (109,29) (109,48) (109,85) (109,104) (113,38) (113,95) (115,2) (115,40) (115,93) (115,131) (122,16) (122,54) (122,79) (122,117) (124,29) (124,48) (124,85) (124,104) (128,9) (128,47) (128,86) (128,124) (131,50) (131,64) (131,69) (131,83)
17	y2 = x3 + 85x + 41	110	(3,57) (3,76) (6,30) (6,65) (6,68) (6,103) (8,6) (8,13) (8,120) (8,127) (15,6) (15,13) (15,120) (15,127) (16,24) (16,52) (16,81) (16,109) (22,57) (22,76) (25,30) (25,65) (25,68) (25,103) (27,44) (27,51) (27,82) (27,89) (34,44) (34,51) (34,82) (34,89) (41,19) (41,114) (44,11) (44,46) (44,87) (44,122) (46,44) (46,51) (46,82) (46,89) (52,36) (52,55) (52,78) (52,97) (53,44) (53,51) (53,82) (53,89) (60,19) (60,114) (65,25) (65,32) (65,101) (65,108) (71,36) (71,55) (71,78) (71,97) (72,25) (72,32) (72,101) (72,108) (73,43) (73,62) (73,71) (73,90) (79,38) (79,95) (90,2) (90,40) (90,93) (90,131) (92,43) (92,62) (92,71) (92,90) (101,8) (101,27) (101,106) (101,125) (109,2) (109,40) (109,93) (109,131) (111,5) (111,33) (111,100) (111,128) (120,8) (120,27) (120,106) (120,125) (122,6) (122,13) (122,120) (122,127) (128,17) (128,59) (128,74) (128,116) (129,6) (129,13) (129,120) (129,127) (130,5) (130,33) (130,100) (130,128)
18	y2 = x3 + 102x + 97	110	(2,29) (2,48) (2,85) (2,104) (8,19) (8,114) (11,17) (11,59) (11,74) (11,116) (12,16) (12,54) (12,79) (12,117) (15,9) (15,47) (15,86) (15,124) (16,50) (16,64) (16,69) (16,83) (27,57) (27,76) (30,36) (30,55) (30,78) (30,97) (34,29) (34,48) (34,85) (34,104) (40,9) (40,47) (40,86) (40,124) (46,38) (46,95) (50,16) (50,54) (50,79) (50,117) (53,10) (53,66) (53,67) (53,123) (54,12) (54,26) (54,107) (54,121) (65,57) (65,76) (68,2) (68,40) (68,93) (68,131) (69,22) (69,41) (69,92) (69,111) (72,29) (72,48) (72,85) (72,104) (78,9) (78,47) (78,86) (78,124) (88,3) (88,60) (88,73) (88,130) (92,12) (92,26) (92,107) (92,121) (97,29) (97,48) (97,85) (97,104) (103,19) (103,114) (106,2) (106,40) (106,93) (106,131) (107,22) (107,41) (107,92) (107,111) (110,9) (110,47) (110,86) (110,124) (111,50) (111,64) (111,69) (111,83) (116,10) (116,66) (116,67) (116,123) (125,36) (125,55) (125,78) (125,97) (130,31) (130,45) (130,88) (130,102)
19	y2 = x3 + 25x + 41	110	(2,36) (2,55) (2,78) (2,97) (5,5) (5,33) (5,100) (5,128) (9,8) (9,27) (9,106) (9,125) (12,44) (12,51) (12,82) (12,89) (13,6) (13,13) (13,120) (13,127) (32,25) (32,32) (32,101) (32,108) (33,19) (33,114) (40,2) (40,40) (40,93) (40,131) (43,5) (43,33) (43,100) (43,128) (47,30) (47,65) (47,68) (47,103) (50,44) (50,51) (50,82) (50,89) (51,6) (51,13) (51,120) (51,127) (62,43) (62,62) (62,71) (62,90) (69,6) (69,13) (69,120) (69,127) (71,19) (71,114) (78,2) (78,40) (78,93) (78,131) (81,24) (81,52) (81,81) (81,109) (85,30) (85,65) (85,68) (85,103) (88,25) (88,32) (88,101) (88,108) (89,44) (89,51) (89,82) (89,89) (90,57) (90,76) (97,36) (97,55) (97,78) (97,97) (100,43) (100,62) (100,71) (100,90) (104,8) (104,27) (104,106) (104,125) (107,6) (107,13) (107,120) (107,127) (109,38) (109,95) (116,17) (116,59) (116,74) (116,116) (123,11) (123,46) (123,87) (123,122) (127,44) (127,51) (127,82) (127,89) (128,57) (128,76)
20	y2 = x3 + 23x + 41	110	(2,19) (2,114) (3,2) (3,40) (3,93) (3,131) (4,8) (4,27) (4,106) (4,125) (10,44) (10,51) (10,82) (10,89) (17,5) (17,33) (17,100) (17,128) (18,6) (18,13) (18,120) (18,127) (22,17) (22,59) (22,74) (22,116) (23,30) (23,65) (23,68) (23,103) (29,25) (29,32) (29,101) (29,108) (36,24) (36,52) (36,81) (36,109) (37,44) (37,51) (37,82) (37,89) (40,57) (40,76) (59,19) (59,114) (60,36) (60,55) (60,78) (60,97) (61,8) (61,27) (61,106) (61,125) (67,6) (67,13) (67,120) (67,127) (74,43) (74,62) (74,71) (74,90) (75,6) (75,13) (75,120) (75,127) (78,38) (78,95) (79,2) (79,40) (79,93) (79,131) (80,30) (80,65) (80,68) (80,103) (86,44) (86,51) (86,82) (86,89) (93,5) (93,33) (93,100) (93,128) (94,44) (94,51) (94,82) (94,89) (99,11) (99,46) (99,87) (99,122) (113,25) (113,32) (113,101) (113,108) (116,57) (116,76) (117,36) (117,55) (117,78) (117,97) (124,6) (124,13) (124,120) (124,127) (131,43) (131,62) (131,71) (131,90)
21	y2 = x3 + 92x + 90	110	(2,4) (2,53) (2,80) (2,129) (4,16) (4,54) (4,79) (4,117) (11,37) (11,58) (11,75) (11,96) (13,5) (13,33) (13,100) (13,128) (15,57) (15,76) (18,23) (18,61) (18,72) (18,110) (23,3) (23,60) (23,73) (23,130) (30,18) (30,39) (30,94) (30,115) (32,5) (32,33) (32,100) (32,128) (34,19) (34,114) (37,4) (37,53) (37,80) (37,129) (51,24) (51,52) (51,81) (51,109) (53,19) (53,114) (59,15) (59,34) (59,99) (59,118) (72,38) (72,95) (78,15) (78,34) (78,99) (78,118) (80,22) (80,41) (80,92) (80,111) (87,1) (87,20) (87,113) (87,132) (94,15) (94,34) (94,99) (94,118) (97,23) (97,61) (97,72) (97,110) (99,22) (99,41) (99,92) (99,111) (106,1) (106,20) (106,113) (106,132) (108,43) (108,62) (108,71) (108,90) (113,15) (113,34) (113,99) (113,118) (116,23) (116,61) (116,72) (116,110) (118,16) (118,54) (118,79) (118,117) (125,37) (125,58) (125,75) (125,96) (127,43) (127,62) (127,71) (127,90) (129,57) (129,76) (132,23) (132,61) (132,72) (132,110)
22	y2 = x3 + 74x + 90	110	(6,22) (6,41) (6,92) (6,111) (8,23) (8,61) (8,72) (8,110) (13,57) (13,76) (22,23) (22,61) (22,72) (22,110) (25,3) (25,60) (25,73) (25,130) (26,37) (26,58) (26,75) (26,96) (27,15) (27,34) (27,99) (27,118) (29,5) (29,33) (29,100) (29,128) (32,38) (32,95) (41,15) (41,34) (41,99) (41,118) (44,22) (44,41) (44,92) (44,111) (46,4) (46,53) (46,80) (46,129) (48,43) (48,62) (48,71) (48,90) (51,57) (51,76) (60,4) (60,53) (60,80) (60,129) (64,37) (64,58) (64,75) (64,96) (65,15) (65,34) (65,99) (65,118) (67,24) (67,52) (67,81) (67,109) (79,15) (79,34) (79,99) (79,118) (82,16) (82,54) (82,79) (82,117) (83,1) (83,20) (83,113) (83,132) (86,43) (86,62) (86,71) (86,90) (89,19) (89,114) (102,18) (102,39) (102,94) (102,115) (103,23) (103,61) (103,72) (103,110) (117,23) (117,61) (117,72) (117,110) (120,16) (120,54) (120,79) (120,117) (121,1) (121,20) (121,113) (121,132) (124,5) (124,33) (124,100) (124,128) (127,19) (127,114)
23	y2 = x3 + 30x + 97	110	(3,9) (3,47) (3,86) (3,124) (5,50) (5,64) (5,69) (5,83) (12,57) (12,76) (18,22) (18,41) (18,92) (18,111) (22,10) (22,66) (22,67) (22,123) (24,12) (24,26) (24,107) (24,121) (26,36) (26,55) (26,78) (26,97) (31,19) (31,114) (32,29) (32,48) (32,85) (32,104) (37,16) (37,54) (37,79) (37,117) (43,31) (43,45) (43,88) (43,102) (45,2) (45,40) (45,93) (45,131) (50,38) (50,95) (51,9) (51,47) (51,86) (51,124) (60,29) (60,48) (60,85) (60,104) (64,17) (64,59) (64,74) (64,116) (75,22) (75,41) (75,92) (75,111) (79,9) (79,47) (79,86) (79,124) (81,50) (81,64) (81,69) (81,83) (88,57) (88,76) (89,29) (89,48) (89,85) (89,104) (94,16) (94,54) (94,79) (94,117) (100,12) (100,26) (100,107) (100,121) (102,36) (102,55) (102,78) (102,97) (107,19) (107,114) (108,9) (108,47) (108,86) (108,124) (113,3) (113,60) (113,73) (113,130) (117,29) (117,48) (117,85) (117,104) (121,2) (121,40) (121,93) (121,131) (127,10) (127,66) (127,67) (127,123)
24	y2 = x3 + 43x + 90	110	(1,1) (1,20) (1,113) (1,132) (9,3) (9,60) (9,73) (9,130) (10,57) (10,76) (15,43) (15,62) (15,71) (15,90) (20,37) (20,58) (20,75) (20,96) (29,57) (29,76) (31,15) (31,34) (31,99) (31,118) (34,5) (34,33) (34,100) (34,128) (39,37) (39,58) (39,75) (39,96) (48,19) (48,114) (50,15) (50,34) (50,99) (50,118) (52,15) (52,34) (52,99) (52,118) (53,5) (53,33) (53,100) (53,128) (58,18) (58,39) (58,94) (58,115) (66,22) (66,41) (66,92) (66,111) (67,19) (67,114) (69,23) (69,61) (69,72) (69,110) (71,15) (71,34) (71,99) (71,118) (72,24) (72,52) (72,81) (72,109) (85,22) (85,41) (85,92) (85,111) (86,38) (86,95) (88,23) (88,61) (88,72) (88,110) (90,23) (90,61) (90,72) (90,110) (104,16) (104,54) (104,79) (104,117) (107,4) (107,53) (107,80) (107,129) (109,23) (109,61) (109,72) (109,110) (115,1) (115,20) (115,113) (115,132) (123,16) (123,54) (123,79) (123,117) (128,4) (128,53) (128,80) (128,129) (129,43) (129,62) (129,71) (129,90)
25	y2 = x3 + 121x + 97	110	(2,9) (2,47) (2,86) (2,124) (8,38) (8,95) (11,36) (11,55) (11,78) (11,97) (12,22) (12,41) (12,92) (12,111) (15,10) (15,66) (15,67) (15,123) (16,12) (16,26) (16,107) (16,121) (30,2) (30,40) (30,93) (30,131) (31,16) (31,54) (31,79) (31,117) (40,29) (40,48) (40,85) (40,104) (46,57) (46,76) (50,3) (50,60) (50,73) (50,130) (53,29) (53,48) (53,85) (53,104) (54,50) (54,64) (54,69) (54,83) (59,9) (59,47) (59,86) (59,124) (65,19) (65,114) (68,36) (68,55) (68,78) (68,97) (72,9) (72,47) (72,86) (72,124) (73,12) (73,26) (73,107) (73,121) (78,10) (78,66) (78,67) (78,123) (87,2) (87,40) (87,93) (87,131) (88,22) (88,41) (88,92) (88,111) (92,31) (92,45) (92,88) (92,102) (103,57) (103,76) (106,17) (106,59) (106,74) (106,116) (107,16) (107,54) (107,79) (107,117) (110,29) (110,48) (110,85) (110,104) (116,29) (116,48) (116,85) (116,104) (122,19) (122,114) (129,9) (129,47) (129,86) (129,124) (130,50) (130,64) (130,69) (130,83)
26	y2 = x3 + 120x + 41	110	(2,17) (2,59) (2,74) (2,116) (9,11) (9,46) (9,87) (9,122) (13,44) (13,51) (13,82) (13,89) (24,43) (24,62) (24,71) (24,90) (31,6) (31,13) (31,120) (31,127) (32,44) (32,51) (32,82) (32,89) (43,43) (43,62) (43,71) (43,90) (50,6) (50,13) (50,120) (50,127) (51,25) (51,32) (51,101) (51,108) (52,57) (52,76) (59,36) (59,55) (59,78) (59,97) (62,5) (62,33) (62,100) (62,128) (66,8) (66,27) (66,106) (66,125) (69,44) (69,51) (69,82) (69,89) (71,57) (71,76) (78,36) (78,55) (78,78) (78,97) (81,5) (81,33) (81,100) (81,128) (85,8) (85,27) (85,106) (85,125) (88,44) (88,51) (88,82) (88,89) (90,19) (90,114) (97,2) (97,40) (97,93) (97,131) (100,24) (100,52) (100,81) (100,109) (104,30) (104,65) (104,68) (104,103) (107,25) (107,32) (107,101) (107,108) (108,6) (108,13) (108,120) (108,127) (109,19) (109,114) (116,2) (116,40) (116,93) (116,131) (123,30) (123,65) (123,68) (123,103) (127,6) (127,13) (127,120) (127,127) (128,38) (128,95)
27	y2 = x3 + 93x + 90	110	(3,23) (3,61) (3,72) (3,110) (8,4) (8,53) (8,80) (8,129) (10,5) (10,33) (10,100) (10,128) (22,4) (22,53) (22,80) (22,129) (25,22) (25,41) (25,92) (25,111) (26,1) (26,20) (26,113) (26,132) (29,24) (29,52) (29,81) (29,109) (32,57) (32,76) (44,16) (44,54) (44,79) (44,117) (45,37) (45,58) (45,75) (45,96) (46,15) (46,34) (46,99) (46,118) (51,19) (51,114) (60,15) (60,34) (60,99) (60,118) (64,18) (64,39) (64,94) (64,115) (65,23) (65,61) (65,72) (65,110) (67,43) (67,62) (67,71) (67,90) (79,23) (79,61) (79,72) (79,110) (82,22) (82,41) (82,92) (82,111) (86,5) (86,33) (86,100) (86,128) (89,57) (89,76) (101,16) (101,54) (101,79) (101,117) (102,1) (102,20) (102,113) (102,132) (103,15) (103,34) (103,99) (103,118) (108,19) (108,114) (117,15) (117,34) (117,99) (117,118) (120,3) (120,60) (120,73) (120,130) (121,37) (121,58) (121,75) (121,96) (122,23) (122,61) (122,72) (122,110) (124,43) (124,62) (124,71) (124,90) (127,38) (127,95)