class leader: y² = x³ + 104x + 39

Sr no.	class members	# points	points
1	y2 = x3 + 104x + 39	153	(1,5) (1,12) (1,107) (1,114) (3,49) (3,70) (4,20) (4,48) (4,71) (4,99) (11,27) (11,41) (11,78) (11,92) (13,16) (13,33) (13,86) (13,103) (18,22) (18,29) (18,90) (18,97) (20,2) (20,19) (20,100) (20,117) (21,37) (21,54) (21,65) (21,82) (22,2) (22,19) (22,100) (22,117) (28,44) (28,58) (28,61) (28,75) (35,5) (35,12) (35,107) (35,114) (36,51) (36,68) (38,14) (38,105) (39,15) (39,36) (39,83) (39,104) (43,2) (43,19) (43,100) (43,117) (45,7) (45,112) (50,23) (50,40) (50,79) (50,96) (52,56) (52,63) (53,34) (53,85) (55,37) (55,54) (55,65) (55,82) (56,2) (56,19) (56,100) (56,117) (60,15) (60,36) (60,83) (60,104) (62,44) (62,58) (62,61) (62,75) (64,16) (64,33) (64,86) (64,103) (67,6) (67,57) (67,62) (67,113) (69,5) (69,12) (69,107) (69,114) (70,51) (70,68) (71,2) (71,19) (71,100) (71,117) (73,49) (73,70) (77,2) (77,19) (77,100) (77,117) (81,1) (81,50) (81,69) (81,118) (84,23) (84,40) (84,79) (84,96) (87,0) (88,15) (88,36) (88,83) (88,104) (90,2) (90,19) (90,100) (90,117) (94,49) (94,70) (98,16) (98,33) (98,86) (98,103) (101,28) (101,91) (104,51) (104,68) (105,2) (105,19) (105,100) (105,117) (106,37) (106,54) (106,65) (106,82) (111,2) (111,19) (111,100) (111,117) (113,44) (113,58) (113,61) (113,75) (115,35) (115,84) (118,23) (118,40) (118,79) (118,96)
2	y2 = x3 + 66x + 88	153	(1,6) (1,57) (1,62) (1,113) (5,30) (5,47) (5,72) (5,89) (7,37) (7,54) (7,65) (7,82) (9,51) (9,68) (13,7) (13,112) (14,30) (14,47) (14,72) (14,89) (15,13) (15,55) (15,64) (15,106) (16,2) (16,19) (16,100) (16,117) (21,5) (21,12) (21,107) (21,114) (22,13) (22,55) (22,64) (22,106) (26,51) (26,68) (30,44) (30,58) (30,61) (30,75) (33,2) (33,19) (33,100) (33,117) (35,23) (35,40) (35,79) (35,96) (41,14) (41,105) (43,34) (43,85) (47,44) (47,58) (47,61) (47,75) (48,21) (48,98) (49,30) (49,47) (49,72) (49,89) (50,15) (50,36) (50,83) (50,104) (55,56) (55,63) (56,30) (56,47) (56,72) (56,89) (58,37) (58,54) (58,65) (58,82) (64,27) (64,41) (64,78) (64,92) (65,30) (65,47) (65,72) (65,89) (69,28) (69,91) (72,5) (72,12) (72,107) (72,114) (75,37) (75,54) (75,65) (75,82) (77,51) (77,68) (82,30) (82,47) (82,72) (82,89) (83,21) (83,98) (84,2) (84,19) (84,100) (84,117) (86,23) (86,40) (86,79) (86,96) (89,5) (89,12) (89,107) (89,114) (90,21) (90,98) (92,20) (92,48) (92,71) (92,99) (98,44) (98,58) (98,61) (98,75) (99,13) (99,55) (99,64) (99,106) (100,30) (100,47) (100,72) (100,89) (103,23) (103,40) (103,79) (103,96) (106,22) (106,29) (106,90) (106,97) (107,30) (107,47) (107,72) (107,89) (111,0) (117,30) (117,47) (117,72) (117,89) (118,49) (118,70)
3	y2 = x3 + 110x + 74	153	(2,8) (2,43) (2,76) (2,111) (4,51) (4,68) (5,35) (5,84) (9,22) (9,29) (9,90) (9,97) (10,44) (10,58) (10,61) (10,75) (18,44) (18,58) (18,61) (18,75) (19,42) (19,77) (21,51) (21,68) (23,27) (23,41) (23,78) (23,92) (25,2) (25,19) (25,100) (25,117) (26,56) (26,63) (32,30) (32,47) (32,72) (32,89) (35,44) (35,58) (35,61) (35,75) (38,51) (38,68) (39,16) (39,33) (39,86) (39,103) (40,7) (40,112) (42,2) (42,19) (42,100) (42,117) (44,27) (44,41) (44,78) (44,92) (49,30) (49,47) (49,72) (49,89) (52,44) (52,58) (52,61) (52,75) (53,9) (53,26) (53,93) (53,110) (56,16) (56,33) (56,86) (56,103) (59,2) (59,19) (59,100) (59,117) (60,5) (60,12) (60,107) (60,114) (61,7) (61,112) (66,30) (66,47) (66,72) (66,89) (70,9) (70,26) (70,93) (70,110) (72,34) (72,85) (73,16) (73,33) (73,86) (73,103) (74,44) (74,58) (74,61) (74,75) (77,5) (77,12) (77,107) (77,114) (86,27) (86,41) (86,78) (86,92) (87,9) (87,26) (87,93) (87,110) (89,0) (91,44) (91,58) (91,61) (91,75) (93,15) (93,36) (93,83) (93,104) (94,5) (94,12) (94,107) (94,114) (95,44) (95,58) (95,61) (95,75) (100,13) (100,55) (100,64) (100,106) (103,7) (103,112) (107,1) (107,50) (107,69) (107,118) (108,44) (108,58) (108,61) (108,75) (110,49) (110,70) (112,44) (112,58) (112,61) (112,75) (117,21) (117,98)
4	y2 = x3 + 19x + 46	153	(4,30) (4,47) (4,72) (4,89) (12,42) (12,77) (14,9) (14,26) (14,93) (14,110) (16,20) (16,48) (16,71) (16,99) (18,44) (18,58) (18,61) (18,75) (21,30) (21,47) (21,72) (21,89) (23,6) (23,57) (23,62) (23,113) (25,9) (25,26) (25,93) (25,110) (30,22) (30,29) (30,90) (30,97) (31,9) (31,26) (31,93) (31,110) (32,51) (32,68) (33,14) (33,105) (35,44) (35,58) (35,61) (35,75) (38,30) (38,47) (38,72) (38,89) (40,28) (40,91) (42,9) (42,26) (42,93) (42,110) (46,9) (46,26) (46,93) (46,110) (47,56) (47,63) (49,51) (49,68) (52,44) (52,58) (52,61) (52,75) (59,9) (59,26) (59,93) (59,110) (63,9) (63,26) (63,93) (63,110) (65,8) (65,43) (65,76) (65,111) (66,51) (66,68) (67,37) (67,54) (67,65) (67,82) (72,13) (72,55) (72,64) (72,106) (74,23) (74,40) (74,79) (74,96) (80,9) (80,26) (80,93) (80,110) (81,5) (81,12) (81,107) (81,114) (82,42) (82,77) (84,37) (84,54) (84,65) (84,82) (86,27) (86,41) (86,78) (86,92) (89,21) (89,98) (91,23) (91,40) (91,79) (91,96) (93,8) (93,43) (93,76) (93,111) (98,5) (98,12) (98,107) (98,114) (100,34) (100,85) (101,37) (101,54) (101,65) (101,82) (103,7) (103,112) (108,23) (108,40) (108,79) (108,96) (110,42) (110,77) (114,8) (114,43) (114,76) (114,111) (115,5) (115,12) (115,107) (115,114) (116,9) (116,26) (116,93) (116,110) (117,0)
5	y2 = x3 + 59x + 11	153	(2,16) (2,33) (2,86) (2,103) (7,23) (7,40) (7,79) (7,96) (8,20) (8,48) (8,71) (8,99) (9,9) (9,26) (9,93) (9,110) (12,30) (12,47) (12,72) (12,89) (13,0) (15,15) (15,36) (15,83) (15,104) (16,23) (16,40) (16,79) (16,96) (19,16) (19,33) (19,86) (19,103) (26,9) (26,26) (26,93) (26,110) (28,23) (28,40) (28,79) (28,96) (29,13) (29,55) (29,64) (29,106) (30,51) (30,68) (33,23) (33,40) (33,79) (33,96) (36,1) (36,50) (36,69) (36,118) (41,28) (41,91) (42,37) (42,54) (42,65) (42,82) (43,8) (43,43) (43,76) (43,111) (47,51) (47,68) (49,2) (49,19) (49,100) (49,117) (50,6) (50,57) (50,62) (50,113) (58,23) (58,40) (58,79) (58,96) (62,28) (62,91) (63,30) (63,47) (63,72) (63,89) (64,34) (64,85) (70,16) (70,33) (70,86) (70,103) (75,23) (75,40) (75,79) (75,96) (76,14) (76,105) (77,9) (77,26) (77,93) (77,110) (79,23) (79,40) (79,79) (79,96) (83,49) (83,70) (84,23) (84,40) (84,79) (84,96) (92,6) (92,57) (92,62) (92,113) (93,37) (93,54) (93,65) (93,82) (96,23) (96,40) (96,79) (96,96) (97,21) (97,98) (98,51) (98,68) (100,2) (100,19) (100,100) (100,117) (104,35) (104,84) (110,37) (110,54) (110,65) (110,82) (111,42) (111,77) (113,6) (113,57) (113,62) (113,113) (114,30) (114,47) (114,72) (114,89) (117,2) (117,19) (117,100) (117,117) (118,28) (118,91)
6	y2 = x3 + 111x + 109	153	(1,51) (1,68) (8,9) (8,26) (8,93) (8,110) (10,14) (10,105) (11,20) (11,48) (11,71) (11,99) (13,37) (13,54) (13,65) (13,82) (14,2) (14,19) (14,100) (14,117) (15,44) (15,58) (15,61) (15,75) (18,34) (18,85) (25,8) (25,43) (25,76) (25,111) (27,37) (27,54) (27,65) (27,82) (28,37) (28,54) (28,65) (28,82) (31,49) (31,70) (32,27) (32,41) (32,78) (32,92) (35,51) (35,68) (36,30) (36,47) (36,72) (36,89) (42,9) (42,26) (42,93) (42,110) (43,16) (43,33) (43,86) (43,103) (45,14) (45,105) (48,2) (48,19) (48,100) (48,117) (49,44) (49,58) (49,61) (49,75) (52,0) (53,13) (53,55) (53,64) (53,106) (59,42) (59,77) (60,1) (60,50) (60,69) (60,118) (62,37) (62,54) (62,65) (62,82) (64,37) (64,54) (64,65) (64,82) (66,7) (66,112) (69,51) (69,68) (70,30) (70,47) (70,72) (70,89) (76,9) (76,26) (76,93) (76,110) (77,16) (77,33) (77,86) (77,103) (78,37) (78,54) (78,65) (78,82) (81,20) (81,48) (81,71) (81,99) (83,44) (83,58) (83,61) (83,75) (87,21) (87,98) (94,35) (94,84) (95,20) (95,48) (95,71) (95,99) (98,37) (98,54) (98,65) (98,82) (99,2) (99,19) (99,100) (99,117) (104,30) (104,47) (104,72) (104,89) (111,16) (111,33) (111,86) (111,103) (112,37) (112,54) (112,65) (112,82) (113,37) (113,54) (113,65) (113,82) (115,14) (115,105) (116,15) (116,36) (116,83) (116,104)
7	y2 = x3 + 83x + 116	153	(1,9) (1,26) (1,93) (1,110) (3,35) (3,84) (4,6) (4,57) (4,62) (4,113) (8,51) (8,68) (10,56) (10,63) (13,37) (13,54) (13,65) (13,82) (18,8) (18,43) (18,76) (18,111) (20,16) (20,33) (20,86) (20,103) (21,23) (21,40) (21,79) (21,96) (25,34) (25,85) (27,5) (27,12) (27,107) (27,114) (29,16) (29,33) (29,86) (29,103) (35,9) (35,26) (35,93) (35,110) (36,16) (36,33) (36,86) (36,103) (38,28) (38,91) (42,51) (42,68) (46,1) (46,50) (46,69) (46,118) (50,44) (50,58) (50,61) (50,75) (52,42) (52,77) (53,1) (53,50) (53,69) (53,118) (55,23) (55,40) (55,79) (55,96) (59,0) (63,16) (63,33) (63,86) (63,103) (64,37) (64,54) (64,65) (64,82) (67,27) (67,41) (67,78) (67,92) (69,9) (69,26) (69,93) (69,110) (70,16) (70,33) (70,86) (70,103) (71,16) (71,33) (71,86) (71,103) (76,51) (76,68) (78,5) (78,12) (78,107) (78,114) (80,35) (80,84) (81,20) (81,48) (81,71) (81,99) (84,44) (84,58) (84,61) (84,75) (87,35) (87,84) (88,1) (88,50) (88,69) (88,118) (95,22) (95,29) (95,90) (95,97) (97,16) (97,33) (97,86) (97,103) (98,37) (98,54) (98,65) (98,82) (101,7) (101,112) (104,16) (104,33) (104,86) (104,103) (105,16) (105,33) (105,86) (105,103) (106,23) (106,40) (106,79) (106,96) (112,5) (112,12) (112,107) (112,114) (115,14) (115,105) (118,44) (118,58) (118,61) (118,75)
8	y2 = x3 + 66x + 116	153	(1,8) (1,43) (1,76) (1,111) (2,16) (2,33) (2,86) (2,103) (8,34) (8,85) (12,16) (12,33) (12,86) (12,103) (13,14) (13,105) (16,44) (16,58) (16,61) (16,75) (19,16) (19,33) (19,86) (19,103) (20,35) (20,84) (21,23) (21,40) (21,79) (21,96) (27,56) (27,63) (29,1) (29,50) (29,69) (29,118) (30,37) (30,54) (30,65) (30,82) (33,44) (33,58) (33,61) (33,75) (35,9) (35,26) (35,93) (35,110) (36,1) (36,50) (36,69) (36,118) (37,16) (37,33) (37,86) (37,103) (42,51) (42,68) (44,5) (44,12) (44,107) (44,114) (47,37) (47,54) (47,65) (47,82) (50,27) (50,41) (50,78) (50,92) (54,16) (54,33) (54,86) (54,103) (55,28) (55,91) (61,5) (61,12) (61,107) (61,114) (63,16) (63,33) (63,86) (63,103) (64,20) (64,48) (64,71) (64,99) (69,42) (69,77) (70,16) (70,33) (70,86) (70,103) (71,1) (71,50) (71,69) (71,118) (72,23) (72,40) (72,79) (72,96) (76,0) (78,22) (78,29) (78,90) (78,97) (84,44) (84,58) (84,61) (84,75) (86,9) (86,26) (86,93) (86,110) (89,23) (89,40) (89,79) (89,96) (93,51) (93,68) (97,35) (97,84) (98,37) (98,54) (98,65) (98,82) (103,9) (103,26) (103,93) (103,110) (104,35) (104,84) (105,16) (105,33) (105,86) (105,103) (106,6) (106,57) (106,62) (106,113) (110,51) (110,68) (112,5) (112,12) (112,107) (112,114) (114,16) (114,33) (114,86) (114,103) (118,7) (118,112)
9	y2 = x3 + 26x + 95	153	(2,6) (2,57) (2,62) (2,113) (3,9) (3,26) (3,93) (3,110) (4,5) (4,12) (4,107) (4,114) (7,5) (7,12) (7,107) (7,114) (9,15) (9,36) (9,83) (9,104) (16,34) (16,85) (19,28) (19,91) (21,5) (21,12) (21,107) (21,114) (23,22) (23,29) (23,90) (23,97) (24,5) (24,12) (24,107) (24,114) (25,30) (25,47) (25,72) (25,89) (26,49) (26,70) (32,16) (32,33) (32,86) (32,103) (33,0) (37,8) (37,43) (37,76) (37,111) (38,5) (38,12) (38,107) (38,114) (40,56) (40,63) (42,30) (42,47) (42,72) (42,89) (49,16) (49,33) (49,86) (49,103) (53,23) (53,40) (53,79) (53,96) (54,42) (54,77) (58,22) (58,29) (58,90) (58,97) (59,30) (59,47) (59,72) (59,89) (60,2) (60,19) (60,100) (60,117) (66,16) (66,33) (66,86) (66,103) (67,51) (67,68) (70,23) (70,40) (70,79) (70,96) (72,22) (72,29) (72,90) (72,97) (74,5) (74,12) (74,107) (74,114) (75,56) (75,63) (77,2) (77,19) (77,100) (77,117) (84,51) (84,68) (87,23) (87,40) (87,79) (87,96) (88,9) (88,26) (88,93) (88,110) (89,56) (89,63) (91,5) (91,12) (91,107) (91,114) (93,13) (93,55) (93,64) (93,106) (94,2) (94,19) (94,100) (94,117) (100,1) (100,50) (100,69) (100,118) (101,51) (101,68) (105,9) (105,26) (105,93) (105,110) (108,5) (108,12) (108,107) (108,114) (109,5) (109,12) (109,107) (109,114) (110,21) (110,98) (117,35) (117,84)
10	y2 = x3 + 26x + 109	153	(2,13) (2,55) (2,64) (2,106) (9,1) (9,50) (9,69) (9,118) (10,37) (10,54) (10,65) (10,82) (11,37) (11,54) (11,65) (11,82) (14,2) (14,19) (14,100) (14,117) (18,51) (18,68) (19,21) (19,98) (25,9) (25,26) (25,93) (25,110) (26,35) (26,84) (28,37) (28,54) (28,65) (28,82) (30,20) (30,48) (30,71) (30,99) (31,2) (31,19) (31,100) (31,117) (32,44) (32,58) (32,61) (32,75) (35,51) (35,68) (42,9) (42,26) (42,93) (42,110) (44,20) (44,48) (44,71) (44,99) (45,37) (45,54) (45,65) (45,82) (47,14) (47,105) (49,44) (49,58) (49,61) (49,75) (52,51) (52,68) (53,30) (53,47) (53,72) (53,89) (59,9) (59,26) (59,93) (59,110) (60,16) (60,33) (60,86) (60,103) (61,14) (61,105) (65,15) (65,36) (65,83) (65,104) (66,44) (66,58) (66,61) (66,75) (70,30) (70,47) (70,72) (70,89) (77,16) (77,33) (77,86) (77,103) (79,20) (79,48) (79,71) (79,99) (81,37) (81,54) (81,65) (81,82) (82,49) (82,70) (86,34) (86,85) (87,30) (87,47) (87,72) (87,89) (93,8) (93,43) (93,76) (93,111) (94,16) (94,33) (94,86) (94,103) (95,37) (95,54) (95,65) (95,82) (96,14) (96,105) (98,37) (98,54) (98,65) (98,82) (100,27) (100,41) (100,78) (100,92) (103,0) (110,42) (110,77) (112,37) (112,54) (112,65) (112,82) (115,37) (115,54) (115,65) (115,82) (116,2) (116,19) (116,100) (116,117) (117,7) (117,112)
11	y2 = x3 + 104x + 46	153	(1,44) (1,58) (1,61) (1,75) (4,13) (4,55) (4,64) (4,106) (6,23) (6,40) (6,79) (6,96) (8,9) (8,26) (8,93) (8,110) (13,5) (13,12) (13,107) (13,114) (14,9) (14,26) (14,93) (14,110) (15,51) (15,68) (18,27) (18,41) (18,78) (18,92) (21,30) (21,47) (21,72) (21,89) (25,8) (25,43) (25,76) (25,111) (29,9) (29,26) (29,93) (29,110) (31,42) (31,77) (32,34) (32,85) (35,44) (35,58) (35,61) (35,75) (38,21) (38,98) (42,9) (42,26) (42,93) (42,110) (46,8) (46,43) (46,76) (46,111) (48,9) (48,26) (48,93) (48,110) (49,51) (49,68) (50,37) (50,54) (50,65) (50,82) (52,7) (52,112) (55,30) (55,47) (55,72) (55,89) (57,23) (57,40) (57,79) (57,96) (59,42) (59,77) (63,9) (63,26) (63,93) (63,110) (64,5) (64,12) (64,107) (64,114) (66,0) (67,20) (67,48) (67,71) (67,99) (69,44) (69,58) (69,61) (69,75) (74,6) (74,57) (74,62) (74,113) (76,9) (76,26) (76,93) (76,110) (80,42) (80,77) (81,22) (81,29) (81,90) (81,97) (83,51) (83,68) (84,37) (84,54) (84,65) (84,82) (91,23) (91,40) (91,79) (91,96) (97,9) (97,26) (97,93) (97,110) (98,5) (98,12) (98,107) (98,114) (99,9) (99,26) (99,93) (99,110) (101,14) (101,105) (106,30) (106,47) (106,72) (106,89) (108,28) (108,91) (115,56) (115,63) (116,8) (116,43) (116,76) (116,111) (118,37) (118,54) (118,65) (118,82)
12	y2 = x3 + 83x + 88	153	(1,23) (1,40) (1,79) (1,96) (4,22) (4,29) (4,90) (4,97) (7,37) (7,54) (7,65) (7,82) (13,44) (13,58) (13,61) (13,75) (14,30) (14,47) (14,72) (14,89) (15,30) (15,47) (15,72) (15,89) (18,6) (18,57) (18,62) (18,113) (21,5) (21,12) (21,107) (21,114) (22,30) (22,47) (22,72) (22,89) (24,14) (24,105) (31,21) (31,98) (32,13) (32,55) (32,64) (32,106) (35,23) (35,40) (35,79) (35,96) (38,56) (38,63) (39,13) (39,55) (39,64) (39,106) (41,37) (41,54) (41,65) (41,82) (43,51) (43,68) (48,30) (48,47) (48,72) (48,89) (49,30) (49,47) (49,72) (49,89) (50,2) (50,19) (50,100) (50,117) (52,28) (52,91) (55,5) (55,12) (55,107) (55,114) (56,30) (56,47) (56,72) (56,89) (60,34) (60,85) (64,44) (64,58) (64,61) (64,75) (66,21) (66,98) (67,15) (67,36) (67,83) (67,104) (69,23) (69,40) (69,79) (69,96) (73,21) (73,98) (77,51) (77,68) (81,27) (81,41) (81,78) (81,92) (83,30) (83,47) (83,72) (83,89) (84,2) (84,19) (84,100) (84,117) (90,30) (90,47) (90,72) (90,89) (92,37) (92,54) (92,65) (92,82) (94,0) (98,44) (98,58) (98,61) (98,75) (99,30) (99,47) (99,72) (99,89) (101,49) (101,70) (106,5) (106,12) (106,107) (106,114) (109,20) (109,48) (109,71) (109,99) (111,51) (111,68) (115,7) (115,112) (116,13) (116,55) (116,64) (116,106) (118,2) (118,19) (118,100) (118,117)
13	y2 = x3 + 87x + 39	153	(1,22) (1,29) (1,90) (1,97) (2,51) (2,68) (5,2) (5,19) (5,100) (5,117) (9,2) (9,19) (9,100) (9,117) (13,35) (13,84) (16,23) (16,40) (16,79) (16,96) (19,51) (19,68) (20,49) (20,70) (21,37) (21,54) (21,65) (21,82) (22,15) (22,36) (22,83) (22,104) (26,2) (26,19) (26,100) (26,117) (28,44) (28,58) (28,61) (28,75) (30,16) (30,33) (30,86) (30,103) (33,23) (33,40) (33,79) (33,96) (35,5) (35,12) (35,107) (35,114) (36,34) (36,85) (37,2) (37,19) (37,100) (37,117) (43,15) (43,36) (43,83) (43,104) (47,16) (47,33) (47,86) (47,103) (50,6) (50,57) (50,62) (50,113) (54,2) (54,19) (54,100) (54,117) (55,14) (55,105) (56,2) (56,19) (56,100) (56,117) (62,7) (62,112) (64,1) (64,50) (64,69) (64,118) (69,56) (69,63) (70,51) (70,68) (71,15) (71,36) (71,83) (71,104) (72,37) (72,54) (72,65) (72,82) (77,2) (77,19) (77,100) (77,117) (79,44) (79,58) (79,61) (79,75) (84,23) (84,40) (84,79) (84,96) (86,5) (86,12) (86,107) (86,114) (89,37) (89,54) (89,65) (89,82) (90,49) (90,70) (96,44) (96,58) (96,61) (96,75) (98,16) (98,33) (98,86) (98,103) (103,5) (103,12) (103,107) (103,114) (104,0) (105,2) (105,19) (105,100) (105,117) (106,20) (106,48) (106,71) (106,99) (107,2) (107,19) (107,100) (107,117) (111,49) (111,70) (113,27) (113,41) (113,78) (113,92) (118,28) (118,91)
14	y2 = x3 + 19x + 39	153	(2,34) (2,85) (3,2) (3,19) (3,100) (3,117) (4,37) (4,54) (4,65) (4,82) (5,49) (5,70) (9,15) (9,36) (9,83) (9,104) (11,44) (11,58) (11,61) (11,75) (16,6) (16,57) (16,62) (16,113) (18,5) (18,12) (18,107) (18,114) (19,0) (21,37) (21,54) (21,65) (21,82) (26,49) (26,70) (28,44) (28,58) (28,61) (28,75) (30,1) (30,50) (30,69) (30,118) (33,28) (33,91) (35,5) (35,12) (35,107) (35,114) (37,15) (37,36) (37,83) (37,104) (38,37) (38,54) (38,65) (38,82) (39,2) (39,19) (39,100) (39,117) (45,44) (45,58) (45,61) (45,75) (47,35) (47,84) (52,5) (52,12) (52,107) (52,114) (53,51) (53,68) (54,49) (54,70) (56,2) (56,19) (56,100) (56,117) (60,2) (60,19) (60,100) (60,117) (67,23) (67,40) (67,79) (67,96) (70,51) (70,68) (72,20) (72,48) (72,71) (72,99) (73,2) (73,19) (73,100) (73,117) (77,2) (77,19) (77,100) (77,117) (79,27) (79,41) (79,78) (79,92) (81,16) (81,33) (81,86) (81,103) (84,23) (84,40) (84,79) (84,96) (86,22) (86,29) (86,90) (86,97) (87,51) (87,68) (88,2) (88,19) (88,100) (88,117) (89,14) (89,105) (94,2) (94,19) (94,100) (94,117) (96,7) (96,112) (98,16) (98,33) (98,86) (98,103) (101,23) (101,40) (101,79) (101,96) (103,56) (103,63) (105,2) (105,19) (105,100) (105,117) (107,15) (107,36) (107,83) (107,104) (115,16) (115,33) (115,86) (115,103)
15	y2 = x3 + 76x + 74	153	(1,44) (1,58) (1,61) (1,75) (4,34) (4,85) (6,44) (6,58) (6,61) (6,75) (8,2) (8,19) (8,100) (8,117) (10,7) (10,112) (15,30) (15,47) (15,72) (15,89) (18,27) (18,41) (18,78) (18,92) (21,51) (21,68) (22,16) (22,33) (22,86) (22,103) (25,15) (25,36) (25,83) (25,104) (27,44) (27,58) (27,61) (27,75) (32,13) (32,55) (32,64) (32,106) (35,44) (35,58) (35,61) (35,75) (36,9) (36,26) (36,93) (36,110) (38,0) (39,1) (39,50) (39,69) (39,118) (42,2) (42,19) (42,100) (42,117) (43,5) (43,12) (43,107) (43,114) (49,30) (49,47) (49,72) (49,89) (52,7) (52,112) (53,8) (53,43) (53,76) (53,111) (55,51) (55,68) (56,16) (56,33) (56,86) (56,103) (57,44) (57,58) (57,61) (57,75) (59,49) (59,70) (60,22) (60,29) (60,90) (60,97) (66,21) (66,98) (69,44) (69,58) (69,61) (69,75) (70,9) (70,26) (70,93) (70,110) (73,35) (73,84) (74,27) (74,41) (74,78) (74,92) (76,2) (76,19) (76,100) (76,117) (77,5) (77,12) (77,107) (77,114) (78,44) (78,58) (78,61) (78,75) (83,30) (83,47) (83,72) (83,89) (87,42) (87,77) (90,16) (90,33) (90,86) (90,103) (91,44) (91,58) (91,61) (91,75) (94,56) (94,63) (95,27) (95,41) (95,78) (95,92) (104,9) (104,26) (104,93) (104,110) (106,51) (106,68) (108,7) (108,112) (111,5) (111,12) (111,107) (111,114) (112,44) (112,58) (112,61) (112,75)
16	y2 = x3 + 76x + 11	153	(7,23) (7,40) (7,79) (7,96) (8,37) (8,54) (8,65) (8,82) (11,6) (11,57) (11,62) (11,113) (13,51) (13,68) (15,2) (15,19) (15,100) (15,117) (24,28) (24,91) (25,20) (25,48) (25,71) (25,99) (28,23) (28,40) (28,79) (28,96) (29,30) (29,47) (29,72) (29,89) (32,15) (32,36) (32,83) (32,104) (36,16) (36,33) (36,86) (36,103) (41,23) (41,40) (41,79) (41,96) (42,37) (42,54) (42,65) (42,82) (43,9) (43,26) (43,93) (43,110) (45,28) (45,91) (46,13) (46,55) (46,64) (46,106) (49,2) (49,19) (49,100) (49,117) (50,23) (50,40) (50,79) (50,96) (53,1) (53,50) (53,69) (53,118) (59,14) (59,105) (60,8) (60,43) (60,76) (60,111) (62,23) (62,40) (62,79) (62,96) (63,30) (63,47) (63,72) (63,89) (64,51) (64,68) (66,49) (66,70) (67,6) (67,57) (67,62) (67,113) (70,16) (70,33) (70,86) (70,103) (76,37) (76,54) (76,65) (76,82) (77,9) (77,26) (77,93) (77,110) (80,21) (80,98) (81,34) (81,85) (83,2) (83,19) (83,100) (83,117) (84,23) (84,40) (84,79) (84,96) (87,35) (87,84) (92,23) (92,40) (92,79) (92,96) (94,42) (94,77) (97,30) (97,47) (97,72) (97,89) (98,51) (98,68) (101,28) (101,91) (104,16) (104,33) (104,86) (104,103) (109,6) (109,57) (109,62) (109,113) (111,9) (111,26) (111,93) (111,110) (113,23) (113,40) (113,79) (113,96) (115,0) (118,23) (118,40) (118,79) (118,96)
17	y2 = x3 + 94x + 109	153	(1,34) (1,85) (2,30) (2,47) (2,72) (2,89) (8,8) (8,43) (8,76) (8,111) (9,16) (9,33) (9,86) (9,103) (13,14) (13,105) (14,2) (14,19) (14,100) (14,117) (15,27) (15,41) (15,78) (15,92) (19,30) (19,47) (19,72) (19,89) (26,16) (26,33) (26,86) (26,103) (27,14) (27,105) (28,37) (28,54) (28,65) (28,82) (30,37) (30,54) (30,65) (30,82) (35,51) (35,68) (36,13) (36,55) (36,64) (36,106) (42,9) (42,26) (42,93) (42,110) (43,1) (43,50) (43,69) (43,118) (44,37) (44,54) (44,65) (44,82) (47,37) (47,54) (47,65) (47,82) (48,49) (48,70) (49,44) (49,58) (49,61) (49,75) (61,37) (61,54) (61,65) (61,82) (62,14) (62,105) (64,20) (64,48) (64,71) (64,99) (65,2) (65,19) (65,100) (65,117) (69,0) (70,30) (70,47) (70,72) (70,89) (76,42) (76,77) (77,16) (77,33) (77,86) (77,103) (78,20) (78,48) (78,71) (78,99) (79,37) (79,54) (79,65) (79,82) (82,2) (82,19) (82,100) (82,117) (83,7) (83,112) (86,51) (86,68) (93,9) (93,26) (93,93) (93,110) (96,37) (96,54) (96,65) (96,82) (98,37) (98,54) (98,65) (98,82) (99,15) (99,36) (99,83) (99,104) (100,44) (100,58) (100,61) (100,75) (103,51) (103,68) (104,21) (104,98) (110,9) (110,26) (110,93) (110,110) (111,35) (111,84) (112,37) (112,54) (112,65) (112,82) (113,20) (113,48) (113,71) (113,99) (117,44) (117,58) (117,61) (117,75)
18	y2 = x3 + 117x + 116	153	(2,1) (2,50) (2,69) (2,118) (3,16) (3,33) (3,86) (3,103) (4,23) (4,40) (4,79) (4,96) (10,5) (10,12) (10,107) (10,114) (12,35) (12,84) (16,27) (16,41) (16,78) (16,92) (18,9) (18,26) (18,93) (18,110) (19,35) (19,84) (21,23) (21,40) (21,79) (21,96) (25,51) (25,68) (30,20) (30,48) (30,71) (30,99) (33,7) (33,112) (35,9) (35,26) (35,93) (35,110) (37,1) (37,50) (37,69) (37,118) (38,23) (38,40) (38,79) (38,96) (42,51) (42,68) (44,22) (44,29) (44,90) (44,97) (46,16) (46,33) (46,86) (46,103) (47,14) (47,105) (52,9) (52,26) (52,93) (52,110) (53,16) (53,33) (53,86) (53,103) (54,35) (54,84) (59,51) (59,68) (61,56) (61,63) (63,16) (63,33) (63,86) (63,103) (67,44) (67,58) (67,61) (67,75) (70,16) (70,33) (70,86) (70,103) (72,6) (72,57) (72,62) (72,113) (80,16) (80,33) (80,86) (80,103) (81,37) (81,54) (81,65) (81,82) (84,44) (84,58) (84,61) (84,75) (86,8) (86,43) (86,76) (86,111) (87,16) (87,33) (87,86) (87,103) (88,16) (88,33) (88,86) (88,103) (89,28) (89,91) (93,34) (93,85) (95,5) (95,12) (95,107) (95,114) (98,37) (98,54) (98,65) (98,82) (101,44) (101,58) (101,61) (101,75) (103,42) (103,77) (105,16) (105,33) (105,86) (105,103) (110,0) (112,5) (112,12) (112,107) (112,114) (114,1) (114,50) (114,69) (114,118) (115,37) (115,54) (115,65) (115,82)
19	y2 = x3 + 111x + 95	153	(3,42) (3,77) (4,22) (4,29) (4,90) (4,97) (6,5) (6,12) (6,107) (6,114) (7,5) (7,12) (7,107) (7,114) (8,30) (8,47) (8,72) (8,89) (15,16) (15,33) (15,86) (15,103) (20,9) (20,26) (20,93) (20,110) (21,5) (21,12) (21,107) (21,114) (24,56) (24,63) (25,13) (25,55) (25,64) (25,106) (32,1) (32,50) (32,69) (32,118) (36,23) (36,40) (36,79) (36,96) (38,56) (38,63) (41,5) (41,12) (41,107) (41,114) (42,30) (42,47) (42,72) (42,89) (43,2) (43,19) (43,100) (43,117) (49,16) (49,33) (49,86) (49,103) (50,51) (50,68) (53,6) (53,57) (53,62) (53,113) (55,5) (55,12) (55,107) (55,114) (57,5) (57,12) (57,107) (57,114) (59,21) (59,98) (60,15) (60,36) (60,83) (60,104) (66,35) (66,84) (67,34) (67,85) (70,23) (70,40) (70,79) (70,96) (71,9) (71,26) (71,93) (71,110) (74,22) (74,29) (74,90) (74,97) (76,30) (76,47) (76,72) (76,89) (77,2) (77,19) (77,100) (77,117) (83,16) (83,33) (83,86) (83,103) (84,51) (84,68) (87,28) (87,91) (88,8) (88,43) (88,76) (88,111) (91,5) (91,12) (91,107) (91,114) (92,5) (92,12) (92,107) (92,114) (94,49) (94,70) (101,0) (104,23) (104,40) (104,79) (104,96) (105,9) (105,26) (105,93) (105,110) (106,5) (106,12) (106,107) (106,114) (108,56) (108,63) (109,22) (109,29) (109,90) (109,97) (111,2) (111,19) (111,100) (111,117) (118,51) (118,68)
20	y2 = x3 + 87x + 46	153	(1,27) (1,41) (1,78) (1,92) (6,28) (6,91) (8,8) (8,43) (8,76) (8,111) (12,9) (12,26) (12,93) (12,110) (13,56) (13,63) (14,9) (14,26) (14,93) (14,110) (15,34) (15,85) (16,37) (16,54) (16,65) (16,82) (21,30) (21,47) (21,72) (21,89) (23,23) (23,40) (23,79) (23,96) (29,8) (29,43) (29,76) (29,111) (30,5) (30,12) (30,107) (30,114) (33,37) (33,54) (33,65) (33,82) (35,44) (35,58) (35,61) (35,75) (40,23) (40,40) (40,79) (40,96) (42,9) (42,26) (42,93) (42,110) (47,5) (47,12) (47,107) (47,114) (48,42) (48,77) (49,51) (49,68) (50,20) (50,48) (50,71) (50,99) (55,21) (55,98) (57,6) (57,57) (57,62) (57,113) (63,9) (63,26) (63,93) (63,110) (64,22) (64,29) (64,90) (64,97) (65,9) (65,26) (65,93) (65,110) (69,7) (69,112) (72,30) (72,47) (72,72) (72,89) (76,42) (76,77) (82,9) (82,26) (82,93) (82,110) (83,0) (84,37) (84,54) (84,65) (84,82) (86,44) (86,58) (86,61) (86,75) (89,30) (89,47) (89,72) (89,89) (91,23) (91,40) (91,79) (91,96) (93,9) (93,26) (93,93) (93,110) (97,42) (97,77) (98,5) (98,12) (98,107) (98,114) (99,8) (99,43) (99,76) (99,111) (100,51) (100,68) (103,44) (103,58) (103,61) (103,75) (106,13) (106,55) (106,64) (106,106) (110,9) (110,26) (110,93) (110,110) (114,9) (114,26) (114,93) (114,110) (117,51) (117,68) (118,14) (118,105)
21	y2 = x3 + 117x + 88	153	(4,5) (4,12) (4,107) (4,114) (5,21) (5,98) (7,37) (7,54) (7,65) (7,82) (9,34) (9,85) (14,30) (14,47) (14,72) (14,89) (16,15) (16,36) (16,83) (16,104) (18,23) (18,40) (18,79) (18,96) (21,5) (21,12) (21,107) (21,114) (24,37) (24,54) (24,65) (24,82) (26,0) (30,27) (30,41) (30,78) (30,92) (31,30) (31,47) (31,72) (31,89) (32,30) (32,47) (32,72) (32,89) (33,49) (33,70) (35,23) (35,40) (35,79) (35,96) (38,5) (38,12) (38,107) (38,114) (39,30) (39,47) (39,72) (39,89) (47,7) (47,112) (49,30) (49,47) (49,72) (49,89) (52,23) (52,40) (52,79) (52,96) (56,30) (56,47) (56,72) (56,89) (58,20) (58,48) (58,71) (58,99) (60,51) (60,68) (65,13) (65,55) (65,64) (65,106) (66,30) (66,47) (66,72) (66,89) (67,2) (67,19) (67,100) (67,117) (72,22) (72,29) (72,90) (72,97) (73,30) (73,47) (73,72) (73,89) (75,14) (75,105) (77,51) (77,68) (81,44) (81,58) (81,61) (81,75) (82,21) (82,98) (84,2) (84,19) (84,100) (84,117) (86,6) (86,57) (86,62) (86,113) (89,56) (89,63) (94,51) (94,68) (98,44) (98,58) (98,61) (98,75) (100,13) (100,55) (100,64) (100,106) (101,2) (101,19) (101,100) (101,117) (103,28) (103,91) (107,13) (107,55) (107,64) (107,106) (109,37) (109,54) (109,65) (109,82) (115,44) (115,58) (115,61) (115,75) (116,30) (116,47) (116,72) (116,89) (117,21) (117,98)
22	y2 = x3 + 59x + 74	153	(1,27) (1,41) (1,78) (1,92) (2,9) (2,26) (2,93) (2,110) (5,16) (5,33) (5,86) (5,103) (6,7) (6,112) (8,15) (8,36) (8,83) (8,104) (9,5) (9,12) (9,107) (9,114) (15,13) (15,55) (15,64) (15,106) (19,9) (19,26) (19,93) (19,110) (21,51) (21,68) (22,1) (22,50) (22,69) (22,118) (23,44) (23,58) (23,61) (23,75) (26,5) (26,12) (26,107) (26,114) (27,7) (27,112) (35,44) (35,58) (35,61) (35,75) (36,8) (36,43) (36,76) (36,111) (40,44) (40,58) (40,61) (40,75) (42,2) (42,19) (42,100) (42,117) (43,22) (43,29) (43,90) (43,97) (44,44) (44,58) (44,61) (44,75) (49,30) (49,47) (49,72) (49,89) (55,0) (56,16) (56,33) (56,86) (56,103) (57,27) (57,41) (57,78) (57,92) (61,44) (61,58) (61,61) (61,75) (69,7) (69,112) (70,9) (70,26) (70,93) (70,110) (72,51) (72,68) (76,49) (76,70) (77,5) (77,12) (77,107) (77,114) (78,27) (78,41) (78,78) (78,92) (83,21) (83,98) (86,44) (86,58) (86,61) (86,75) (89,51) (89,68) (90,35) (90,84) (91,44) (91,58) (91,61) (91,75) (93,2) (93,19) (93,100) (93,117) (100,30) (100,47) (100,72) (100,89) (103,44) (103,58) (103,61) (103,75) (104,42) (104,77) (106,34) (106,85) (107,16) (107,33) (107,86) (107,103) (110,2) (110,19) (110,100) (110,117) (111,56) (111,63) (112,44) (112,58) (112,61) (112,75) (117,30) (117,47) (117,72) (117,89)
23	y2 = x3 + 110x + 11	153	(2,1) (2,50) (2,69) (2,118) (7,23) (7,40) (7,79) (7,96) (9,8) (9,43) (9,76) (9,111) (11,23) (11,40) (11,79) (11,96) (12,21) (12,98) (16,6) (16,57) (16,62) (16,113) (19,35) (19,84) (24,23) (24,40) (24,79) (24,96) (25,37) (25,54) (25,65) (25,82) (26,42) (26,77) (28,23) (28,40) (28,79) (28,96) (30,34) (30,85) (32,2) (32,19) (32,100) (32,117) (33,28) (33,91) (42,37) (42,54) (42,65) (42,82) (45,23) (45,40) (45,79) (45,96) (46,30) (46,47) (46,72) (46,89) (47,0) (49,2) (49,19) (49,100) (49,117) (53,16) (53,33) (53,86) (53,103) (58,6) (58,57) (58,62) (58,113) (59,37) (59,54) (59,65) (59,82) (60,9) (60,26) (60,93) (60,110) (63,30) (63,47) (63,72) (63,89) (66,2) (66,19) (66,100) (66,117) (67,23) (67,40) (67,79) (67,96) (70,16) (70,33) (70,86) (70,103) (75,28) (75,91) (77,9) (77,26) (77,93) (77,110) (79,6) (79,57) (79,62) (79,113) (80,30) (80,47) (80,72) (80,89) (81,51) (81,68) (84,23) (84,40) (84,79) (84,96) (87,16) (87,33) (87,86) (87,103) (93,20) (93,48) (93,71) (93,99) (94,9) (94,26) (94,93) (94,110) (96,28) (96,91) (98,51) (98,68) (100,15) (100,36) (100,83) (100,104) (101,23) (101,40) (101,79) (101,96) (109,23) (109,40) (109,79) (109,96) (110,14) (110,105) (114,13) (114,55) (114,64) (114,106) (115,51) (115,68) (117,49) (117,70)
24	y2 = x3 + 94x + 95	153	(2,23) (2,40) (2,79) (2,96) (6,56) (6,63) (7,5) (7,12) (7,107) (7,114) (8,13) (8,55) (8,64) (8,106) (9,2) (9,19) (9,100) (9,117) (15,1) (15,50) (15,69) (15,118) (16,51) (16,68) (19,23) (19,40) (19,79) (19,96) (20,42) (20,77) (21,5) (21,12) (21,107) (21,114) (23,5) (23,12) (23,107) (23,114) (26,2) (26,19) (26,100) (26,117) (33,51) (33,68) (36,6) (36,57) (36,62) (36,113) (37,9) (37,26) (37,93) (37,110) (40,5) (40,12) (40,107) (40,114) (41,56) (41,63) (42,30) (42,47) (42,72) (42,89) (43,15) (43,36) (43,83) (43,104) (49,16) (49,33) (49,86) (49,103) (50,34) (50,85) (54,9) (54,26) (54,93) (54,110) (55,56) (55,63) (57,22) (57,29) (57,90) (57,97) (58,5) (58,12) (58,107) (58,114) (70,23) (70,40) (70,79) (70,96) (71,8) (71,43) (71,76) (71,111) (72,5) (72,12) (72,107) (72,114) (75,5) (75,12) (75,107) (75,114) (76,21) (76,98) (77,2) (77,19) (77,100) (77,117) (83,35) (83,84) (84,51) (84,68) (89,5) (89,12) (89,107) (89,114) (91,5) (91,12) (91,107) (91,114) (92,22) (92,29) (92,90) (92,97) (93,30) (93,47) (93,72) (93,89) (100,16) (100,33) (100,86) (100,103) (104,28) (104,91) (105,9) (105,26) (105,93) (105,110) (106,22) (106,29) (106,90) (106,97) (110,30) (110,47) (110,72) (110,89) (111,49) (111,70) (117,16) (117,33) (117,86) (117,103) (118,0)