class leader: y² = x³ + 107x + 101

Sr no.	class members	# points	points
1	y2 = x3 + 107x + 101	115	(2,57) (2,76) (6,35) (6,98) (9,8) (9,27) (9,106) (9,125) (10,29) (10,48) (10,85) (10,104) (16,57) (16,76) (20,0) (23,36) (23,55) (23,78) (23,97) (24,1) (24,20) (24,113) (24,132) (27,14) (27,119) (30,43) (30,62) (30,71) (30,90) (31,15) (31,34) (31,99) (31,118) (38,43) (38,62) (38,71) (38,90) (44,22) (44,41) (44,92) (44,111) (48,28) (48,105) (52,50) (52,64) (52,69) (52,83) (58,57) (58,76) (59,57) (59,76) (62,56) (62,77) (65,43) (65,62) (65,71) (65,90) (66,8) (66,27) (66,106) (66,125) (69,42) (69,91) (73,57) (73,76) (76,14) (76,119) (80,36) (80,55) (80,78) (80,97) (86,29) (86,48) (86,85) (86,104) (87,43) (87,62) (87,71) (87,90) (90,7) (90,126) (97,0) (100,1) (100,20) (100,113) (100,132) (101,22) (101,41) (101,92) (101,111) (104,49) (104,84) (107,15) (107,34) (107,99) (107,118) (111,0) (114,43) (114,62) (114,71) (114,90) (115,57) (115,76) (118,21) (118,112) (122,43) (122,62) (122,71) (122,90) (125,14) (125,119) (128,50) (128,64) (128,69) (128,83)
2	y2 = x3 + 15x + 66	115	(4,57) (4,76) (5,0) (6,50) (6,64) (6,69) (6,83) (11,36) (11,55) (11,78) (11,97) (12,63) (12,70) (13,8) (13,27) (13,106) (13,125) (19,35) (19,98) (20,43) (20,62) (20,71) (20,90) (25,50) (25,64) (25,69) (25,83) (26,56) (26,77) (32,8) (32,27) (32,106) (32,125) (39,43) (39,62) (39,71) (39,90) (40,35) (40,98) (41,29) (41,48) (41,85) (41,104) (48,57) (48,76) (55,22) (55,41) (55,92) (55,111) (60,29) (60,48) (60,85) (60,104) (61,0) (62,57) (62,76) (67,57) (67,76) (68,21) (68,112) (69,6) (69,13) (69,120) (69,127) (74,22) (74,41) (74,92) (74,111) (76,22) (76,41) (76,92) (76,111) (81,57) (81,76) (82,7) (82,126) (83,1) (83,20) (83,113) (83,132) (88,6) (88,13) (88,120) (88,127) (89,49) (89,84) (95,22) (95,41) (95,92) (95,111) (96,14) (96,119) (97,22) (97,41) (97,92) (97,111) (102,1) (102,20) (102,113) (102,132) (116,22) (116,41) (116,92) (116,111) (117,28) (117,105) (118,57) (118,76) (124,0) (125,36) (125,55) (125,78) (125,97) (131,35) (131,98)
3	y2 = x3 + 67x + 66	115	(1,1) (1,20) (1,113) (1,132) (3,35) (3,98) (10,49) (10,84) (15,57) (15,76) (17,0) (19,22) (19,41) (19,92) (19,111) (22,22) (22,41) (22,92) (22,111) (26,36) (26,55) (26,78) (26,97) (29,8) (29,27) (29,106) (29,125) (33,29) (33,48) (33,85) (33,104) (36,57) (36,76) (38,35) (38,98) (45,21) (45,112) (47,50) (47,64) (47,69) (47,83) (52,28) (52,105) (54,22) (54,41) (54,92) (54,111) (57,22) (57,41) (57,92) (57,111) (64,36) (64,55) (64,78) (64,97) (66,7) (66,126) (68,43) (68,62) (68,71) (68,90) (71,29) (71,48) (71,85) (71,104) (73,35) (73,98) (75,6) (75,13) (75,120) (75,127) (82,57) (82,76) (85,50) (85,64) (85,69) (85,83) (87,14) (87,119) (92,22) (92,41) (92,92) (92,111) (94,63) (94,70) (96,1) (96,20) (96,113) (96,132) (101,0) (106,43) (106,62) (106,71) (106,90) (110,57) (110,76) (113,6) (113,13) (113,120) (113,127) (115,56) (115,77) (117,22) (117,41) (117,92) (117,111) (120,57) (120,76) (124,8) (124,27) (124,106) (124,125) (129,0) (131,57) (131,76)
4	y2 = x3 + 109x + 80	115	(1,57) (1,76) (3,42) (3,91) (5,22) (5,41) (5,92) (5,111) (8,1) (8,20) (8,113) (8,132) (10,21) (10,112) (12,57) (12,76) (15,6) (15,13) (15,120) (15,127) (17,14) (17,119) (19,36) (19,55) (19,78) (19,97) (22,15) (22,34) (22,99) (22,118) (24,35) (24,98) (29,36) (29,55) (29,78) (29,97) (31,0) (36,43) (36,62) (36,71) (36,90) (38,21) (38,112) (43,22) (43,41) (43,92) (43,111) (47,36) (47,55) (47,78) (47,97) (50,57) (50,76) (54,50) (54,64) (54,69) (54,83) (57,36) (57,55) (57,78) (57,97) (66,21) (66,112) (68,8) (68,27) (68,106) (68,125) (73,7) (73,126) (82,57) (82,76) (85,36) (85,55) (85,78) (85,97) (87,49) (87,84) (92,50) (92,64) (92,69) (92,83) (96,57) (96,76) (101,0) (103,1) (103,20) (103,113) (103,132) (106,8) (106,27) (106,106) (106,125) (110,6) (110,13) (110,120) (110,127) (115,0) (117,15) (117,34) (117,99) (117,118) (120,57) (120,76) (122,56) (122,77) (124,36) (124,55) (124,78) (124,97) (129,63) (129,70) (131,43) (131,62) (131,71) (131,90)
5	y2 = x3 + 127x + 66	115	(4,50) (4,64) (4,69) (4,83) (5,35) (5,98) (11,1) (11,20) (11,113) (11,132) (13,57) (13,76) (19,35) (19,98) (20,36) (20,55) (20,78) (20,97) (26,14) (26,119) (27,6) (27,13) (27,120) (27,127) (32,57) (32,76) (33,35) (33,98) (34,8) (34,27) (34,106) (34,125) (39,36) (39,55) (39,78) (39,97) (40,28) (40,105) (46,6) (46,13) (46,120) (46,127) (47,0) (53,8) (53,27) (53,106) (53,125) (54,0) (61,7) (61,126) (62,22) (62,41) (62,92) (62,111) (68,56) (68,77) (76,22) (76,41) (76,92) (76,111) (81,22) (81,41) (81,92) (81,111) (83,43) (83,62) (83,71) (83,90) (89,0) (90,22) (90,41) (90,92) (90,111) (95,22) (95,41) (95,92) (95,111) (96,21) (96,112) (97,29) (97,48) (97,85) (97,104) (102,43) (102,62) (102,71) (102,90) (103,63) (103,70) (104,57) (104,76) (109,22) (109,41) (109,92) (109,111) (110,49) (110,84) (111,57) (111,76) (116,29) (116,48) (116,85) (116,104) (118,50) (118,64) (118,69) (118,83) (123,57) (123,76) (125,1) (125,20) (125,113) (125,132) (130,57) (130,76)
6	y2 = x3 + 79x + 80	115	(9,57) (9,76) (13,63) (13,70) (16,43) (16,62) (16,71) (16,90) (17,22) (17,41) (17,92) (17,111) (23,36) (23,55) (23,78) (23,97) (24,50) (24,64) (24,69) (24,83) (30,57) (30,76) (31,1) (31,20) (31,113) (31,132) (34,21) (34,112) (37,57) (37,76) (38,36) (38,55) (38,78) (38,97) (45,8) (45,27) (45,106) (45,125) (51,6) (51,13) (51,120) (51,127) (52,15) (52,34) (52,99) (52,118) (55,35) (55,98) (62,7) (62,126) (66,57) (66,76) (69,56) (69,77) (72,36) (72,55) (72,78) (72,97) (73,43) (73,62) (73,71) (73,90) (76,21) (76,112) (80,36) (80,55) (80,78) (80,97) (83,49) (83,84) (87,57) (87,76) (90,42) (90,91) (93,22) (93,41) (93,92) (93,111) (94,57) (94,76) (100,50) (100,64) (100,69) (100,83) (104,0) (107,1) (107,20) (107,113) (107,132) (108,6) (108,13) (108,120) (108,127) (111,14) (111,119) (114,36) (114,55) (114,78) (114,97) (118,21) (118,112) (121,8) (121,27) (121,106) (121,125) (125,0) (128,15) (128,34) (128,99) (128,118) (129,36) (129,55) (129,78) (129,97) (132,0)
7	y2 = x3 + 65x + 101	115	(2,50) (2,64) (2,69) (2,83) (3,57) (3,76) (6,21) (6,112) (9,22) (9,41) (9,92) (9,111) (17,1) (17,20) (17,113) (17,132) (23,8) (23,27) (23,106) (23,125) (24,57) (24,76) (30,57) (30,76) (31,43) (31,62) (31,71) (31,90) (34,28) (34,105) (37,15) (37,34) (37,99) (37,118) (38,43) (38,62) (38,71) (38,90) (41,0) (44,36) (44,55) (44,78) (44,97) (45,43) (45,62) (45,71) (45,90) (55,56) (55,77) (59,50) (59,64) (59,69) (59,83) (62,0) (66,22) (66,41) (66,92) (66,111) (69,14) (69,119) (72,29) (72,48) (72,85) (72,104) (76,14) (76,119) (79,57) (79,76) (80,8) (80,27) (80,106) (80,125) (83,14) (83,119) (87,57) (87,76) (93,1) (93,20) (93,113) (93,132) (94,15) (94,34) (94,99) (94,118) (97,7) (97,126) (100,57) (100,76) (101,36) (101,55) (101,78) (101,97) (104,35) (104,98) (107,43) (107,62) (107,71) (107,90) (114,43) (114,62) (114,71) (114,90) (118,49) (118,84) (121,43) (121,62) (121,71) (121,90) (125,0) (129,29) (129,48) (129,85) (129,104) (132,42) (132,91)
8	y2 = x3 + 78x + 80	115	(4,57) (4,76) (5,14) (5,119) (6,36) (6,55) (6,78) (6,97) (13,36) (13,55) (13,78) (13,97) (18,1) (18,20) (18,113) (18,132) (19,21) (19,112) (20,8) (20,27) (20,106) (20,125) (25,36) (25,55) (25,78) (25,97) (26,0) (27,57) (27,76) (32,36) (32,55) (32,78) (32,97) (39,8) (39,27) (39,106) (39,125) (40,42) (40,91) (46,57) (46,76) (48,6) (48,13) (48,120) (48,127) (54,35) (54,98) (55,50) (55,64) (55,69) (55,83) (61,0) (62,43) (62,62) (62,71) (62,90) (67,6) (67,13) (67,120) (67,127) (74,50) (74,64) (74,69) (74,83) (75,56) (75,77) (76,36) (76,55) (76,78) (76,97) (81,43) (81,62) (81,71) (81,90) (82,21) (82,112) (83,57) (83,76) (89,21) (89,112) (95,36) (95,55) (95,78) (95,97) (96,49) (96,84) (97,15) (97,34) (97,99) (97,118) (102,57) (102,76) (103,0) (111,22) (111,41) (111,92) (111,111) (116,15) (116,34) (116,99) (116,118) (118,57) (118,76) (124,63) (124,70) (130,22) (130,41) (130,92) (130,111) (131,7) (131,126) (132,1) (132,20) (132,113) (132,132)
9	y2 = x3 + 116x + 80	115	(1,8) (1,27) (1,106) (1,125) (5,43) (5,62) (5,71) (5,90) (8,57) (8,76) (10,63) (10,70) (17,7) (17,126) (19,36) (19,55) (19,78) (19,97) (24,14) (24,119) (26,57) (26,76) (29,6) (29,13) (29,120) (29,127) (36,50) (36,64) (36,69) (36,83) (38,21) (38,112) (40,15) (40,34) (40,99) (40,118) (43,43) (43,62) (43,71) (43,90) (45,0) (54,22) (54,41) (54,92) (54,111) (57,36) (57,55) (57,78) (57,97) (59,42) (59,91) (61,57) (61,76) (64,57) (64,76) (73,35) (73,98) (75,1) (75,20) (75,113) (75,132) (78,15) (78,34) (78,99) (78,118) (80,0) (82,36) (82,55) (82,78) (82,97) (89,36) (89,55) (89,78) (89,97) (92,22) (92,41) (92,92) (92,111) (94,56) (94,77) (96,8) (96,27) (96,106) (96,125) (99,57) (99,76) (101,21) (101,112) (103,57) (103,76) (108,21) (108,112) (113,1) (113,20) (113,113) (113,132) (115,49) (115,84) (120,36) (120,55) (120,78) (120,97) (122,0) (124,6) (124,13) (124,120) (124,127) (127,36) (127,55) (127,78) (127,97) (131,50) (131,64) (131,69) (131,83)
10	y2 = x3 + 46x + 101	115	(3,0) (5,57) (5,76) (12,43) (12,62) (12,71) (12,90) (15,29) (15,48) (15,85) (15,104) (17,56) (17,77) (19,43) (19,62) (19,71) (19,90) (22,57) (22,76) (24,0) (26,43) (26,62) (26,71) (26,90) (31,14) (31,119) (36,1) (36,20) (36,113) (36,132) (38,14) (38,119) (40,50) (40,64) (40,69) (40,83) (43,57) (43,76) (45,14) (45,119) (47,22) (47,41) (47,92) (47,111) (50,43) (50,62) (50,71) (50,90) (57,43) (57,62) (57,71) (57,90) (59,7) (59,126) (61,8) (61,27) (61,106) (61,125) (64,43) (64,62) (64,71) (64,90) (66,35) (66,98) (68,57) (68,76) (75,15) (75,34) (75,99) (75,118) (78,50) (78,64) (78,69) (78,83) (80,49) (80,84) (82,36) (82,55) (82,78) (82,97) (85,22) (85,41) (85,92) (85,111) (87,0) (94,42) (94,91) (99,8) (99,27) (99,106) (99,125) (101,21) (101,112) (106,57) (106,76) (110,29) (110,48) (110,85) (110,104) (113,15) (113,34) (113,99) (113,118) (117,57) (117,76) (120,36) (120,55) (120,78) (120,97) (129,28) (129,105) (131,1) (131,20) (131,113) (131,132)
11	y2 = x3 + 113x + 101	115	(4,22) (4,41) (4,92) (4,111) (6,8) (6,27) (6,106) (6,125) (13,29) (13,48) (13,85) (13,104) (18,43) (18,62) (18,71) (18,90) (19,14) (19,119) (20,43) (20,62) (20,71) (20,90) (25,8) (25,27) (25,106) (25,125) (26,0) (27,15) (27,34) (27,99) (27,118) (32,29) (32,48) (32,85) (32,104) (33,0) (39,43) (39,62) (39,71) (39,90) (41,50) (41,64) (41,69) (41,83) (46,15) (46,34) (46,99) (46,118) (47,21) (47,112) (54,56) (54,77) (55,57) (55,76) (60,50) (60,64) (60,69) (60,83) (61,35) (61,98) (74,57) (74,76) (75,14) (75,119) (76,43) (76,62) (76,71) (76,90) (82,49) (82,84) (83,57) (83,76) (89,28) (89,105) (90,57) (90,76) (95,43) (95,62) (95,71) (95,90) (96,14) (96,119) (102,57) (102,76) (103,42) (103,91) (104,36) (104,55) (104,78) (104,97) (109,57) (109,76) (111,1) (111,20) (111,113) (111,132) (117,7) (117,126) (118,22) (118,41) (118,92) (118,111) (123,36) (123,55) (123,78) (123,97) (130,1) (130,20) (130,113) (130,132) (131,0) (132,43) (132,62) (132,71) (132,90)
12	y2 = x3 + 128x + 80	115	(3,15) (3,34) (3,99) (3,118) (6,0) (9,36) (9,55) (9,78) (9,97) (10,36) (10,55) (10,78) (10,97) (16,50) (16,64) (16,69) (16,83) (17,43) (17,62) (17,71) (17,90) (20,0) (24,22) (24,41) (24,92) (24,111) (27,56) (27,77) (30,8) (30,27) (30,106) (30,125) (31,57) (31,76) (34,63) (34,70) (38,36) (38,55) (38,78) (38,97) (41,42) (41,91) (44,57) (44,76) (48,21) (48,112) (55,14) (55,119) (58,57) (58,76) (62,35) (62,98) (65,1) (65,20) (65,113) (65,132) (66,36) (66,55) (66,78) (66,97) (69,0) (72,6) (72,13) (72,120) (72,127) (73,50) (73,64) (73,69) (73,83) (76,21) (76,112) (79,15) (79,34) (79,99) (79,118) (86,36) (86,55) (86,78) (86,97) (87,8) (87,27) (87,106) (87,125) (93,43) (93,62) (93,71) (93,90) (100,22) (100,41) (100,92) (100,111) (101,57) (101,76) (104,21) (104,112) (107,57) (107,76) (111,7) (111,126) (114,36) (114,55) (114,78) (114,97) (115,57) (115,76) (122,1) (122,20) (122,113) (122,132) (125,49) (125,84) (129,6) (129,13) (129,120) (129,127)
13	y2 = x3 + 29x + 66	115	(6,57) (6,76) (11,43) (11,62) (11,71) (11,90) (18,6) (18,13) (18,120) (18,127) (19,35) (19,98) (20,1) (20,20) (20,113) (20,132) (25,57) (25,76) (26,21) (26,112) (33,28) (33,105) (34,57) (34,76) (39,1) (39,20) (39,113) (39,132) (41,22) (41,41) (41,92) (41,111) (47,7) (47,126) (48,8) (48,27) (48,106) (48,125) (53,57) (53,76) (54,35) (54,98) (55,57) (55,76) (60,22) (60,41) (60,92) (60,111) (67,8) (67,27) (67,106) (67,125) (68,14) (68,119) (74,57) (74,76) (75,63) (75,70) (76,22) (76,41) (76,92) (76,111) (82,0) (83,36) (83,55) (83,78) (83,97) (90,29) (90,48) (90,85) (90,104) (95,22) (95,41) (95,92) (95,111) (96,56) (96,77) (102,36) (102,55) (102,78) (102,97) (104,50) (104,64) (104,69) (104,83) (109,29) (109,48) (109,85) (109,104) (110,0) (111,22) (111,41) (111,92) (111,111) (117,35) (117,98) (123,50) (123,64) (123,69) (123,83) (124,49) (124,84) (125,43) (125,62) (125,71) (125,90) (130,22) (130,41) (130,92) (130,111) (131,0) (132,6) (132,13) (132,120) (132,127)
14	y2 = x3 + 53x + 66	115	(1,43) (1,62) (1,71) (1,90) (3,28) (3,105) (5,57) (5,76) (10,0) (12,6) (12,13) (12,120) (12,127) (17,35) (17,98) (19,22) (19,41) (19,92) (19,111) (22,29) (22,48) (22,85) (22,104) (24,0) (26,1) (26,20) (26,113) (26,132) (29,57) (29,76) (31,63) (31,70) (36,22) (36,41) (36,92) (36,111) (38,35) (38,98) (40,22) (40,41) (40,92) (40,111) (43,57) (43,76) (45,56) (45,77) (50,6) (50,13) (50,120) (50,127) (57,22) (57,41) (57,92) (57,111) (59,35) (59,98) (61,57) (61,76) (64,1) (64,20) (64,113) (64,132) (68,36) (68,55) (68,78) (68,97) (78,22) (78,41) (78,92) (78,111) (80,0) (82,50) (82,64) (82,69) (82,83) (87,21) (87,112) (89,8) (89,27) (89,106) (89,125) (96,43) (96,62) (96,71) (96,90) (99,57) (99,76) (101,7) (101,126) (106,36) (106,55) (106,78) (106,97) (108,49) (108,84) (115,14) (115,119) (117,29) (117,48) (117,85) (117,104) (120,50) (120,64) (120,69) (120,83) (124,57) (124,76) (127,8) (127,27) (127,106) (127,125) (131,22) (131,41) (131,92) (131,111)
15	y2 = x3 + 88x + 101	115	(1,57) (1,76) (5,1) (5,20) (5,113) (5,132) (8,43) (8,62) (8,71) (8,90) (10,28) (10,105) (12,15) (12,34) (12,99) (12,118) (19,43) (19,62) (19,71) (19,90) (24,56) (24,77) (29,29) (29,48) (29,85) (29,104) (31,42) (31,91) (33,50) (33,64) (33,69) (33,83) (38,14) (38,119) (40,57) (40,76) (43,1) (43,20) (43,113) (43,132) (47,8) (47,27) (47,106) (47,125) (50,15) (50,34) (50,99) (50,118) (52,7) (52,126) (54,57) (54,76) (57,43) (57,62) (57,71) (57,90) (59,0) (61,36) (61,55) (61,78) (61,97) (66,49) (66,84) (68,43) (68,62) (68,71) (68,90) (71,50) (71,64) (71,69) (71,83) (73,0) (78,57) (78,76) (80,21) (80,112) (82,22) (82,41) (82,92) (82,111) (85,8) (85,27) (85,106) (85,125) (87,14) (87,119) (92,57) (92,76) (96,57) (96,76) (99,36) (99,55) (99,78) (99,97) (101,35) (101,98) (103,43) (103,62) (103,71) (103,90) (106,43) (106,62) (106,71) (106,90) (115,0) (120,22) (120,41) (120,92) (120,111) (122,14) (122,119) (124,29) (124,48) (124,85) (124,104)
16	y2 = x3 + 86x + 66	115	(3,22) (3,41) (3,92) (3,111) (6,0) (9,50) (9,64) (9,69) (9,83) (10,8) (10,27) (10,106) (10,125) (16,22) (16,41) (16,92) (16,111) (17,57) (17,76) (20,56) (20,77) (30,43) (30,62) (30,71) (30,90) (34,0) (37,6) (37,13) (37,120) (37,127) (38,22) (38,41) (38,92) (38,111) (41,35) (41,98) (44,57) (44,76) (45,36) (45,55) (45,78) (45,97) (48,49) (48,84) (52,29) (52,48) (52,85) (52,104) (55,0) (58,1) (58,20) (58,113) (58,132) (66,50) (66,64) (66,69) (66,83) (72,57) (72,76) (73,22) (73,41) (73,92) (73,111) (76,35) (76,98) (79,22) (79,41) (79,92) (79,111) (83,21) (83,112) (86,8) (86,27) (86,106) (86,125) (87,43) (87,62) (87,71) (87,90) (90,28) (90,105) (93,57) (93,76) (94,6) (94,13) (94,120) (94,127) (101,57) (101,76) (104,7) (104,126) (111,35) (111,98) (114,22) (114,41) (114,92) (114,111) (115,1) (115,20) (115,113) (115,132) (121,36) (121,55) (121,78) (121,97) (125,14) (125,119) (128,29) (128,48) (128,85) (128,104) (129,57) (129,76) (132,63) (132,70)
17	y2 = x3 + 71x + 80	115	(5,35) (5,98) (6,57) (6,76) (11,8) (11,27) (11,106) (11,125) (12,0) (19,21) (19,112) (20,57) (20,76) (25,57) (25,76) (27,1) (27,20) (27,113) (27,132) (34,6) (34,13) (34,120) (34,127) (39,57) (39,76) (41,15) (41,34) (41,99) (41,118) (46,1) (46,20) (46,113) (46,132) (47,21) (47,112) (48,36) (48,55) (48,78) (48,97) (53,6) (53,13) (53,120) (53,127) (54,7) (54,126) (55,43) (55,62) (55,71) (55,90) (60,15) (60,34) (60,99) (60,118) (62,22) (62,41) (62,92) (62,111) (67,36) (67,55) (67,78) (67,97) (68,49) (68,84) (69,57) (69,76) (74,43) (74,62) (74,71) (74,90) (76,36) (76,55) (76,78) (76,97) (81,22) (81,41) (81,92) (81,111) (82,0) (88,57) (88,76) (95,36) (95,55) (95,78) (95,97) (96,0) (103,56) (103,77) (104,36) (104,55) (104,78) (104,97) (110,63) (110,70) (111,50) (111,64) (111,69) (111,83) (117,42) (117,91) (123,36) (123,55) (123,78) (123,97) (124,21) (124,112) (125,8) (125,27) (125,106) (125,125) (130,50) (130,64) (130,69) (130,83) (131,14) (131,119)
18	y2 = x3 + 32x + 66	115	(1,36) (1,55) (1,78) (1,97) (5,22) (5,41) (5,92) (5,111) (8,6) (8,13) (8,120) (8,127) (15,8) (15,27) (15,106) (15,125) (19,22) (19,41) (19,92) (19,111) (24,35) (24,98) (26,43) (26,62) (26,71) (26,90) (33,22) (33,41) (33,92) (33,111) (38,35) (38,98) (40,29) (40,48) (40,85) (40,104) (43,22) (43,41) (43,92) (43,111) (45,14) (45,119) (47,57) (47,76) (52,35) (52,98) (54,57) (54,76) (57,22) (57,41) (57,92) (57,111) (59,28) (59,105) (61,50) (61,64) (61,69) (61,83) (64,43) (64,62) (64,71) (64,90) (66,0) (68,1) (68,20) (68,113) (68,132) (71,22) (71,41) (71,92) (71,111) (73,0) (78,29) (78,48) (78,85) (78,104) (80,7) (80,126) (85,57) (85,76) (87,56) (87,77) (89,57) (89,76) (92,57) (92,76) (96,36) (96,55) (96,78) (96,97) (99,50) (99,64) (99,69) (99,83) (103,6) (103,13) (103,120) (103,127) (106,1) (106,20) (106,113) (106,132) (108,0) (110,8) (110,27) (110,106) (110,125) (115,21) (115,112) (122,63) (122,70) (127,57) (127,76) (129,49) (129,84)
19	y2 = x3 + 60x + 80	115	(5,50) (5,64) (5,69) (5,83) (12,1) (12,20) (12,113) (12,132) (15,36) (15,55) (15,78) (15,97) (17,35) (17,98) (19,36) (19,55) (19,78) (19,97) (24,7) (24,126) (26,8) (26,27) (26,106) (26,125) (31,56) (31,77) (33,15) (33,34) (33,99) (33,118) (36,22) (36,41) (36,92) (36,111) (38,21) (38,112) (43,50) (43,64) (43,69) (43,83) (45,49) (45,84) (47,57) (47,76) (50,1) (50,20) (50,113) (50,132) (52,42) (52,91) (54,43) (54,62) (54,71) (54,90) (57,36) (57,55) (57,78) (57,97) (61,36) (61,55) (61,78) (61,97) (64,8) (64,27) (64,106) (64,125) (66,0) (68,57) (68,76) (71,15) (71,34) (71,99) (71,118) (73,14) (73,119) (75,57) (75,76) (80,21) (80,112) (85,57) (85,76) (87,0) (89,6) (89,13) (89,120) (89,127) (92,43) (92,62) (92,71) (92,90) (94,0) (99,36) (99,55) (99,78) (99,97) (106,57) (106,76) (108,63) (108,70) (110,36) (110,55) (110,78) (110,97) (113,57) (113,76) (127,6) (127,13) (127,120) (127,127) (129,21) (129,112) (131,22) (131,41) (131,92) (131,111)
20	y2 = x3 + 2x + 80	115	(2,15) (2,34) (2,99) (2,118) (6,21) (6,112) (10,6) (10,13) (10,120) (10,127) (13,21) (13,112) (16,22) (16,41) (16,92) (16,111) (17,50) (17,64) (17,69) (17,83) (20,49) (20,84) (23,57) (23,76) (24,43) (24,62) (24,71) (24,90) (27,0) (37,1) (37,20) (37,113) (37,132) (38,36) (38,55) (38,78) (38,97) (44,36) (44,55) (44,78) (44,97) (45,57) (45,76) (48,63) (48,70) (51,36) (51,55) (51,78) (51,97) (55,7) (55,126) (58,8) (58,27) (58,106) (58,125) (59,15) (59,34) (59,99) (59,118) (62,14) (62,119) (65,57) (65,76) (73,22) (73,41) (73,92) (73,111) (76,21) (76,112) (80,57) (80,76) (83,0) (86,6) (86,13) (86,120) (86,127) (93,50) (93,64) (93,69) (93,83) (94,1) (94,20) (94,113) (94,132) (97,42) (97,91) (100,43) (100,62) (100,71) (100,90) (101,36) (101,55) (101,78) (101,97) (108,36) (108,55) (108,78) (108,97) (111,35) (111,98) (114,36) (114,55) (114,78) (114,97) (115,8) (115,27) (115,106) (115,125) (118,0) (121,57) (121,76) (122,57) (122,76) (132,56) (132,77)
21	y2 = x3 + 8x + 101	115	(4,8) (4,27) (4,106) (4,125) (5,0) (6,36) (6,55) (6,78) (6,97) (11,57) (11,76) (12,14) (12,119) (18,15) (18,34) (18,99) (18,118) (19,14) (19,119) (25,36) (25,55) (25,78) (25,97) (26,14) (26,119) (34,29) (34,48) (34,85) (34,104) (40,7) (40,126) (41,57) (41,76) (47,35) (47,98) (53,29) (53,48) (53,85) (53,104) (55,1) (55,20) (55,113) (55,132) (60,57) (60,76) (61,49) (61,84) (62,57) (62,76) (68,0) (69,43) (69,62) (69,71) (69,90) (74,1) (74,20) (74,113) (74,132) (75,42) (75,91) (76,43) (76,62) (76,71) (76,90) (81,57) (81,76) (82,21) (82,112) (83,43) (83,62) (83,71) (83,90) (88,43) (88,62) (88,71) (88,90) (95,43) (95,62) (95,71) (95,90) (97,50) (97,64) (97,69) (97,83) (102,43) (102,62) (102,71) (102,90) (104,22) (104,41) (104,92) (104,111) (110,28) (110,105) (116,50) (116,64) (116,69) (116,83) (117,0) (118,8) (118,27) (118,106) (118,125) (123,22) (123,41) (123,92) (123,111) (125,57) (125,76) (131,56) (131,77) (132,15) (132,34) (132,99) (132,118)
22	y2 = x3 + 18x + 101	115	(1,43) (1,62) (1,71) (1,90) (3,7) (3,126) (8,15) (8,34) (8,99) (8,118) (17,0) (19,43) (19,62) (19,71) (19,90) (22,50) (22,64) (22,69) (22,83) (26,57) (26,76) (33,57) (33,76) (36,57) (36,76) (38,14) (38,119) (45,0) (47,36) (47,55) (47,78) (47,97) (52,0) (54,1) (54,20) (54,113) (54,132) (57,43) (57,62) (57,71) (57,90) (61,22) (61,41) (61,92) (61,111) (64,57) (64,76) (66,21) (66,112) (71,57) (71,76) (73,56) (73,77) (75,43) (75,62) (75,71) (75,90) (80,35) (80,98) (82,8) (82,27) (82,106) (82,125) (85,36) (85,55) (85,78) (85,97) (89,29) (89,48) (89,85) (89,104) (92,1) (92,20) (92,113) (92,132) (94,14) (94,119) (96,43) (96,62) (96,71) (96,90) (99,22) (99,41) (99,92) (99,111) (101,49) (101,84) (103,15) (103,34) (103,99) (103,118) (108,28) (108,105) (113,43) (113,62) (113,71) (113,90) (115,14) (115,119) (117,50) (117,64) (117,69) (117,83) (120,8) (120,27) (120,106) (120,125) (122,42) (122,91) (127,29) (127,48) (127,85) (127,104) (131,57) (131,76)
23	y2 = x3 + 72x + 66	115	(2,22) (2,41) (2,92) (2,111) (3,29) (3,48) (3,85) (3,104) (6,7) (6,126) (10,57) (10,76) (13,49) (13,84) (17,22) (17,41) (17,92) (17,111) (20,14) (20,119) (23,57) (23,76) (24,57) (24,76) (30,36) (30,55) (30,78) (30,97) (31,6) (31,13) (31,120) (31,127) (38,22) (38,41) (38,92) (38,111) (41,28) (41,105) (44,50) (44,64) (44,69) (44,83) (45,1) (45,20) (45,113) (45,132) (48,0) (51,8) (51,27) (51,106) (51,125) (55,35) (55,98) (58,43) (58,62) (58,71) (58,90) (59,22) (59,41) (59,92) (59,111) (62,0) (69,63) (69,70) (76,35) (76,98) (79,29) (79,48) (79,85) (79,104) (80,57) (80,76) (83,56) (83,77) (86,57) (86,76) (87,36) (87,55) (87,78) (87,97) (93,22) (93,41) (93,92) (93,111) (97,35) (97,98) (100,57) (100,76) (101,50) (101,64) (101,69) (101,83) (107,6) (107,13) (107,120) (107,127) (108,8) (108,27) (108,106) (108,125) (114,22) (114,41) (114,92) (114,111) (115,43) (115,62) (115,71) (115,90) (118,0) (121,1) (121,20) (121,113) (121,132) (125,21) (125,112)
24	y2 = x3 + 50x + 101	115	(4,36) (4,55) (4,78) (4,97) (5,56) (5,77) (6,22) (6,41) (6,92) (6,111) (11,43) (11,62) (11,71) (11,90) (12,42) (12,91) (19,14) (19,119) (20,57) (20,76) (25,22) (25,41) (25,92) (25,111) (27,43) (27,62) (27,71) (27,90) (33,7) (33,126) (39,57) (39,76) (40,0) (46,43) (46,62) (46,71) (46,90) (47,49) (47,84) (48,29) (48,48) (48,85) (48,104) (54,0) (61,21) (61,112) (62,1) (62,20) (62,113) (62,132) (67,29) (67,48) (67,85) (67,104) (68,14) (68,119) (69,15) (69,34) (69,99) (69,118) (76,43) (76,62) (76,71) (76,90) (81,1) (81,20) (81,113) (81,132) (82,35) (82,98) (88,15) (88,34) (88,99) (88,118) (90,50) (90,64) (90,69) (90,83) (95,43) (95,62) (95,71) (95,90) (96,0) (97,57) (97,76) (103,14) (103,119) (104,8) (104,27) (104,106) (104,125) (109,50) (109,64) (109,69) (109,83) (111,57) (111,76) (116,57) (116,76) (118,36) (118,55) (118,78) (118,97) (123,8) (123,27) (123,106) (123,125) (124,28) (124,105) (125,43) (125,62) (125,71) (125,90) (130,57) (130,76)
25	y2 = x3 + 51x + 66	115	(2,29) (2,48) (2,85) (2,104) (9,57) (9,76) (13,0) (16,57) (16,76) (20,21) (20,112) (23,50) (23,64) (23,69) (23,83) (24,22) (24,41) (24,92) (24,111) (27,63) (27,70) (30,1) (30,20) (30,113) (30,132) (34,49) (34,84) (38,22) (38,41) (38,92) (38,111) (45,43) (45,62) (45,71) (45,90) (51,57) (51,76) (52,22) (52,41) (52,92) (52,111) (58,36) (58,55) (58,78) (58,97) (59,29) (59,48) (59,85) (59,104) (62,35) (62,98) (65,6) (65,13) (65,120) (65,127) (66,57) (66,76) (72,8) (72,27) (72,106) (72,125) (73,57) (73,76) (76,35) (76,98) (80,50) (80,64) (80,69) (80,83) (83,14) (83,119) (87,1) (87,20) (87,113) (87,132) (90,35) (90,98) (97,28) (97,105) (100,22) (100,41) (100,92) (100,111) (104,0) (108,57) (108,76) (111,0) (114,22) (114,41) (114,92) (114,111) (115,36) (115,55) (115,78) (115,97) (118,7) (118,126) (121,43) (121,62) (121,71) (121,90) (122,6) (122,13) (122,120) (122,127) (125,56) (125,77) (128,22) (128,41) (128,92) (128,111) (129,8) (129,27) (129,106) (129,125)
26	y2 = x3 + 22x + 80	115	(4,36) (4,55) (4,78) (4,97) (5,7) (5,126) (11,57) (11,76) (12,56) (12,77) (13,6) (13,13) (13,120) (13,127) (18,57) (18,76) (19,21) (19,112) (26,49) (26,84) (32,6) (32,13) (32,120) (32,127) (33,42) (33,91) (34,36) (34,55) (34,78) (34,97) (47,0) (53,36) (53,55) (53,78) (53,97) (54,14) (54,119) (55,22) (55,41) (55,92) (55,111) (61,21) (61,112) (62,50) (62,64) (62,69) (62,83) (68,0) (69,1) (69,20) (69,113) (69,132) (74,22) (74,41) (74,92) (74,111) (75,0) (76,36) (76,55) (76,78) (76,97) (81,50) (81,64) (81,69) (81,83) (83,8) (83,27) (83,106) (83,125) (88,1) (88,20) (88,113) (88,132) (89,63) (89,70) (90,15) (90,34) (90,99) (90,118) (95,36) (95,55) (95,78) (95,97) (102,8) (102,27) (102,106) (102,125) (104,57) (104,76) (109,15) (109,34) (109,99) (109,118) (110,21) (110,112) (111,43) (111,62) (111,71) (111,90) (118,36) (118,55) (118,78) (118,97) (123,57) (123,76) (125,57) (125,76) (130,43) (130,62) (130,71) (130,90) (131,35) (131,98) (132,57) (132,76)
27	y2 = x3 + 37x + 101	115	(3,50) (3,64) (3,69) (3,83) (6,49) (6,84) (9,36) (9,55) (9,78) (9,97) (13,28) (13,105) (16,1) (16,20) (16,113) (16,132) (17,57) (17,76) (20,14) (20,119) (23,22) (23,41) (23,92) (23,111) (27,42) (27,91) (37,43) (37,62) (37,71) (37,90) (38,43) (38,62) (38,71) (38,90) (41,7) (41,126) (44,8) (44,27) (44,106) (44,125) (45,57) (45,76) (51,29) (51,48) (51,85) (51,104) (52,57) (52,76) (55,0) (58,43) (58,62) (58,71) (58,90) (65,15) (65,34) (65,99) (65,118) (66,36) (66,55) (66,78) (66,97) (73,1) (73,20) (73,113) (73,132) (76,14) (76,119) (79,50) (79,64) (79,69) (79,83) (80,22) (80,41) (80,92) (80,111) (83,0) (90,0) (93,57) (93,76) (94,43) (94,62) (94,71) (94,90) (101,8) (101,27) (101,106) (101,125) (104,21) (104,112) (108,29) (108,48) (108,85) (108,104) (111,56) (111,77) (114,43) (114,62) (114,71) (114,90) (115,43) (115,62) (115,71) (115,90) (118,35) (118,98) (121,57) (121,76) (122,15) (122,34) (122,99) (122,118) (128,57) (128,76) (132,14) (132,119)