class leader: y² = x³ + 103x + 91

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