class leader: y² = x³ + 100x + 122

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