class leader: y² = x³ + 106x + 55

Sr no.	class members	# points	points
1	y2 = x3 + 106x + 55	187	(0,22) (0,121) (3,20) (3,46) (3,97) (3,123) (4,20) (4,46) (4,97) (4,123) (6,7) (6,59) (6,84) (6,136) (9,55) (9,88) (10,16) (10,49) (10,94) (10,127) (11,11) (11,132) (13,22) (13,121) (17,7) (17,59) (17,84) (17,136) (20,55) (20,88) (22,55) (22,88) (24,11) (24,132) (25,13) (25,130) (26,9) (26,35) (26,108) (26,134) (32,6) (32,71) (32,72) (32,137) (33,55) (33,88) (35,55) (35,88) (36,42) (36,68) (36,75) (36,101) (37,2) (37,24) (37,119) (37,141) (39,4) (39,48) (39,95) (39,139) (42,33) (42,110) (43,6) (43,71) (43,72) (43,137) (46,55) (46,88) (48,42) (48,68) (48,75) (48,101) (50,15) (50,37) (50,106) (50,128) (55,33) (55,110) (58,20) (58,46) (58,97) (58,123) (59,42) (59,68) (59,75) (59,101) (61,29) (61,62) (61,81) (61,114) (64,0) (65,17) (65,61) (65,82) (65,126) (68,33) (68,110) (69,20) (69,46) (69,97) (69,123) (72,29) (72,62) (72,81) (72,114) (75,55) (75,88) (76,28) (76,50) (76,93) (76,115) (77,0) (81,20) (81,46) (81,97) (81,123) (87,16) (87,49) (87,94) (87,127) (88,55) (88,88) (90,0) (91,9) (91,35) (91,108) (91,134) (94,7) (94,59) (94,84) (94,136) (97,33) (97,110) (98,16) (98,49) (98,94) (98,127) (101,55) (101,88) (102,2) (102,24) (102,119) (102,141) (103,13) (103,130) (108,33) (108,110) (110,33) (110,110) (113,42) (113,68) (113,75) (113,101) (114,42) (114,68) (114,75) (114,101) (116,26) (116,117) (120,6) (120,71) (120,72) (120,137) (121,33) (121,110) (123,33) (123,110) (124,42) (124,68) (124,75) (124,101) (127,29) (127,62) (127,81) (127,114) (130,22) (130,121) (134,33) (134,110) (136,20) (136,46) (136,97) (136,123) (141,11) (141,132) (142,39) (142,104)
2	y2 = x3 + 96x + 88	187	(0,33) (0,110) (1,30) (1,69) (1,74) (1,113) (5,11) (5,132) (6,55) (6,88) (8,9) (8,35) (8,108) (8,134) (9,41) (9,63) (9,80) (9,102) (12,41) (12,63) (12,80) (12,102) (16,0) (17,22) (17,121) (18,28) (18,50) (18,93) (18,115) (19,42) (19,68) (19,75) (19,101) (22,11) (22,132) (27,22) (27,121) (29,39) (29,104) (30,9) (30,35) (30,108) (30,134) (31,41) (31,63) (31,80) (31,102) (34,30) (34,69) (34,74) (34,113) (38,11) (38,132) (39,33) (39,110) (40,17) (40,61) (40,82) (40,126) (42,52) (42,91) (44,11) (44,132) (45,3) (45,36) (45,107) (45,140) (51,28) (51,50) (51,93) (51,115) (52,20) (52,46) (52,97) (52,123) (53,30) (53,69) (53,74) (53,113) (55,0) (56,30) (56,69) (56,74) (56,113) (60,22) (60,121) (61,11) (61,132) (64,41) (64,63) (64,80) (64,102) (66,22) (66,121) (71,55) (71,88) (73,17) (73,61) (73,82) (73,126) (74,2) (74,24) (74,119) (74,141) (77,11) (77,132) (78,19) (78,58) (78,85) (78,124) (82,22) (82,121) (83,11) (83,132) (84,16) (84,49) (84,94) (84,127) (86,30) (86,69) (86,74) (86,113) (94,0) (95,17) (95,61) (95,82) (95,126) (96,2) (96,24) (96,119) (96,141) (97,3) (97,36) (97,107) (97,140) (99,22) (99,121) (100,41) (100,63) (100,80) (100,102) (104,33) (104,110) (105,22) (105,121) (107,13) (107,130) (108,30) (108,69) (108,74) (108,113) (110,55) (110,88) (116,11) (116,132) (117,6) (117,71) (117,72) (117,137) (118,9) (118,35) (118,108) (118,134) (121,22) (121,121) (122,41) (122,63) (122,80) (122,102) (126,11) (126,132) (129,2) (129,24) (129,119) (129,141) (130,19) (130,58) (130,85) (130,124) (133,52) (133,91) (138,22) (138,121) (139,28) (139,50) (139,93) (139,115)
3	y2 = x3 + 109x + 55	187	(0,22) (0,121) (1,55) (1,88) (4,29) (4,62) (4,81) (4,114) (8,3) (8,36) (8,107) (8,140) (9,7) (9,59) (9,84) (9,136) (10,0) (12,33) (12,110) (17,10) (17,23) (17,120) (17,133) (20,15) (20,37) (20,106) (20,128) (21,55) (21,88) (22,33) (22,110) (23,0) (26,4) (26,48) (26,95) (26,139) (30,3) (30,36) (30,107) (30,140) (31,7) (31,59) (31,84) (31,136) (33,11) (33,132) (34,55) (34,88) (39,43) (39,56) (39,87) (39,100) (43,55) (43,88) (44,33) (44,110) (48,7) (48,59) (48,84) (48,136) (52,30) (52,69) (52,74) (52,113) (53,29) (53,62) (53,81) (53,114) (56,55) (56,88) (59,15) (59,37) (59,106) (59,128) (61,32) (61,45) (61,98) (61,111) (64,7) (64,59) (64,84) (64,136) (65,22) (65,121) (66,55) (66,88) (70,7) (70,59) (70,84) (70,136) (72,54) (72,67) (72,76) (72,89) (74,19) (74,58) (74,85) (74,124) (75,26) (75,117) (77,33) (77,110) (78,22) (78,121) (83,32) (83,45) (83,98) (83,111) (85,41) (85,63) (85,80) (85,102) (86,29) (86,62) (86,81) (86,114) (87,33) (87,110) (88,0) (92,29) (92,62) (92,81) (92,114) (96,19) (96,58) (96,85) (96,124) (98,11) (98,132) (99,55) (99,88) (100,33) (100,110) (103,7) (103,59) (103,84) (103,136) (105,10) (105,23) (105,120) (105,133) (108,29) (108,62) (108,81) (108,114) (109,33) (109,110) (111,11) (111,132) (114,26) (114,117) (116,32) (116,45) (116,98) (116,111) (118,3) (118,36) (118,107) (118,140) (121,55) (121,88) (122,33) (122,110) (125,29) (125,62) (125,81) (125,114) (127,65) (127,78) (129,19) (129,58) (129,85) (129,124) (130,4) (130,48) (130,95) (130,139) (131,55) (131,88) (138,10) (138,23) (138,120) (138,133) (140,52) (140,91) (142,33) (142,110)
4	y2 = x3 + 6x + 55	187	(0,22) (0,121) (2,19) (2,58) (2,85) (2,124) (3,10) (3,23) (3,120) (3,133) (4,0) (10,20) (10,46) (10,97) (10,123) (11,55) (11,88) (13,30) (13,69) (13,74) (13,113) (14,32) (14,45) (14,98) (14,111) (15,33) (15,110) (16,10) (16,23) (16,120) (16,133) (21,2) (21,24) (21,119) (21,141) (24,3) (24,36) (24,107) (24,140) (25,10) (25,23) (25,120) (25,133) (26,22) (26,121) (27,32) (27,45) (27,98) (27,111) (29,55) (29,88) (36,32) (36,45) (36,98) (36,111) (37,55) (37,88) (38,10) (38,23) (38,120) (38,133) (40,33) (40,110) (43,13) (43,130) (47,54) (47,67) (47,76) (47,89) (49,32) (49,45) (49,98) (49,111) (51,55) (51,88) (54,20) (54,46) (54,97) (54,123) (55,55) (55,88) (60,54) (60,67) (60,76) (60,89) (62,33) (62,110) (65,9) (65,35) (65,108) (65,134) (66,33) (66,110) (68,3) (68,36) (68,107) (68,140) (69,65) (69,78) (73,11) (73,132) (76,42) (76,68) (76,75) (76,101) (77,55) (77,88) (79,19) (79,58) (79,85) (79,124) (80,32) (80,45) (80,98) (80,111) (81,55) (81,88) (82,65) (82,78) (88,33) (88,110) (90,3) (90,36) (90,107) (90,140) (91,43) (91,56) (91,87) (91,100) (92,33) (92,110) (93,32) (93,45) (93,98) (93,111) (95,0) (99,11) (99,132) (101,19) (101,58) (101,85) (101,124) (102,10) (102,23) (102,120) (102,133) (103,55) (103,88) (104,43) (104,56) (104,87) (104,100) (106,33) (106,110) (112,41) (112,63) (112,80) (112,102) (114,33) (114,110) (115,10) (115,23) (115,120) (115,133) (117,22) (117,121) (120,42) (120,68) (120,75) (120,101) (121,0) (125,11) (125,132) (128,55) (128,88) (131,20) (131,46) (131,97) (131,123) (132,33) (132,110) (134,52) (134,91) (142,42) (142,68) (142,75) (142,101)
5	y2 = x3 + 2x + 88	187	(0,33) (0,110) (1,39) (1,104) (2,10) (2,23) (2,120) (2,133) (3,11) (3,132) (7,4) (7,48) (7,95) (7,139) (13,32) (13,45) (13,98) (13,111) (14,0) (16,28) (16,50) (16,93) (16,115) (19,11) (19,132) (22,22) (22,121) (23,17) (23,61) (23,82) (23,126) (27,39) (27,104) (29,15) (29,37) (29,106) (29,128) (30,11) (30,132) (33,22) (33,121) (35,43) (35,56) (35,87) (35,100) (36,22) (36,121) (40,26) (40,117) (41,55) (41,88) (45,28) (45,50) (45,93) (45,115) (46,43) (46,56) (46,87) (46,100) (49,17) (49,61) (49,82) (49,126) (52,33) (52,110) (55,11) (55,132) (56,28) (56,50) (56,93) (56,115) (58,11) (58,132) (62,4) (62,48) (62,95) (62,139) (66,0) (67,16) (67,49) (67,94) (67,127) (68,54) (68,67) (68,76) (68,89) (69,11) (69,132) (71,28) (71,50) (71,93) (71,115) (74,22) (74,121) (78,6) (78,71) (78,72) (78,137) (79,65) (79,78) (80,55) (80,88) (82,28) (82,50) (82,93) (82,115) (84,15) (84,37) (84,106) (84,128) (85,22) (85,121) (88,22) (88,121) (91,33) (91,110) (93,16) (93,49) (93,94) (93,127) (95,15) (95,37) (95,106) (95,128) (100,17) (100,61) (100,82) (100,126) (101,43) (101,56) (101,87) (101,100) (104,6) (104,71) (104,72) (104,137) (106,29) (106,62) (106,81) (106,114) (107,11) (107,132) (110,11) (110,132) (111,17) (111,61) (111,82) (111,126) (113,22) (113,121) (117,7) (117,59) (117,84) (117,136) (118,0) (121,11) (121,132) (123,54) (123,67) (123,76) (123,89) (124,22) (124,121) (126,17) (126,61) (126,82) (126,126) (132,55) (132,88) (133,28) (133,50) (133,93) (133,115) (134,54) (134,67) (134,76) (134,89) (137,17) (137,61) (137,82) (137,126) (139,4) (139,48) (139,95) (139,139) (140,22) (140,121)
6	y2 = x3 + 123x + 88	187	(0,33) (0,110) (1,28) (1,50) (1,93) (1,115) (2,54) (2,67) (2,76) (2,89) (3,22) (3,121) (5,16) (5,49) (5,94) (5,127) (11,22) (11,121) (12,17) (12,61) (12,82) (12,126) (13,32) (13,45) (13,98) (13,111) (14,11) (14,132) (16,17) (16,61) (16,82) (16,126) (18,29) (18,62) (18,81) (18,114) (22,0) (23,28) (23,50) (23,93) (23,115) (24,43) (24,56) (24,87) (24,100) (25,22) (25,121) (27,28) (27,50) (27,93) (27,115) (29,4) (29,48) (29,95) (29,139) (35,65) (35,78) (36,11) (36,132) (38,17) (38,61) (38,82) (38,126) (40,15) (40,37) (40,106) (40,128) (41,11) (41,132) (44,55) (44,88) (49,28) (49,50) (49,93) (49,115) (51,4) (51,48) (51,95) (51,139) (52,33) (52,110) (55,22) (55,121) (57,10) (57,23) (57,120) (57,133) (62,15) (62,37) (62,106) (62,128) (63,22) (63,121) (66,11) (66,132) (67,28) (67,50) (67,93) (67,115) (68,43) (68,56) (68,87) (68,100) (74,0) (77,22) (77,121) (78,6) (78,71) (78,72) (78,137) (79,54) (79,67) (79,76) (79,89) (80,11) (80,132) (88,11) (88,132) (89,17) (89,61) (89,82) (89,126) (90,43) (90,56) (90,87) (90,100) (91,33) (91,110) (93,28) (93,50) (93,93) (93,115) (96,55) (96,88) (100,39) (100,104) (101,54) (101,67) (101,76) (101,89) (102,22) (102,121) (104,6) (104,71) (104,72) (104,137) (106,15) (106,37) (106,106) (106,128) (107,22) (107,121) (113,0) (115,17) (115,61) (115,82) (115,126) (117,7) (117,59) (117,84) (117,136) (118,11) (118,132) (122,16) (122,49) (122,94) (122,127) (126,39) (126,104) (128,4) (128,48) (128,95) (128,139) (129,22) (129,121) (132,11) (132,132) (133,17) (133,61) (133,82) (133,126) (135,55) (135,88) (139,26) (139,117) (140,11) (140,132)
7	y2 = x3 + 6x + 88	187	(0,33) (0,110) (2,41) (2,63) (2,80) (2,102) (3,43) (3,56) (3,87) (3,100) (5,10) (5,23) (5,120) (5,133) (10,2) (10,24) (10,119) (10,141) (11,22) (11,121) (13,19) (13,58) (13,85) (13,124) (14,54) (14,67) (14,76) (14,89) (15,11) (15,132) (16,43) (16,56) (16,87) (16,100) (18,55) (18,88) (22,0) (24,30) (24,69) (24,74) (24,113) (25,43) (25,56) (25,87) (25,100) (26,33) (26,110) (27,54) (27,67) (27,76) (27,89) (29,22) (29,121) (35,52) (35,91) (36,54) (36,67) (36,76) (36,89) (37,22) (37,121) (38,43) (38,56) (38,87) (38,100) (40,11) (40,132) (44,55) (44,88) (48,0) (49,54) (49,67) (49,76) (49,89) (51,22) (51,121) (54,2) (54,24) (54,119) (54,141) (55,22) (55,121) (57,3) (57,36) (57,107) (57,140) (62,11) (62,132) (65,20) (65,46) (65,97) (65,123) (66,11) (66,132) (68,30) (68,69) (68,74) (68,113) (70,55) (70,88) (76,9) (76,35) (76,108) (76,134) (77,22) (77,121) (79,41) (79,63) (79,80) (79,102) (80,54) (80,67) (80,76) (80,89) (81,22) (81,121) (87,13) (87,130) (88,11) (88,132) (90,30) (90,69) (90,74) (90,113) (91,32) (91,45) (91,98) (91,111) (92,11) (92,132) (93,54) (93,67) (93,76) (93,89) (101,41) (101,63) (101,80) (101,102) (102,43) (102,56) (102,87) (102,100) (103,22) (103,121) (104,32) (104,45) (104,98) (104,111) (106,11) (106,132) (109,42) (109,68) (109,75) (109,101) (113,65) (113,78) (114,11) (114,132) (115,43) (115,56) (115,87) (115,100) (117,33) (117,110) (120,9) (120,35) (120,108) (120,134) (126,65) (126,78) (128,22) (128,121) (131,2) (131,24) (131,119) (131,141) (132,11) (132,132) (135,10) (135,23) (135,120) (135,133) (139,0) (142,9) (142,35) (142,108) (142,134)
8	y2 = x3 + 54x + 88	187	(0,33) (0,110) (1,0) (4,15) (4,37) (4,106) (4,128) (6,54) (6,67) (6,76) (6,89) (9,4) (9,48) (9,95) (9,139) (10,22) (10,121) (15,29) (15,62) (15,81) (15,114) (17,54) (17,67) (17,76) (17,89) (19,41) (19,63) (19,80) (19,102) (20,4) (20,48) (20,95) (20,139) (22,22) (22,121) (23,22) (23,121) (26,7) (26,59) (26,84) (26,136) (28,10) (28,23) (28,120) (28,133) (30,41) (30,63) (30,80) (30,102) (32,11) (32,132) (33,22) (33,121) (39,32) (39,45) (39,98) (39,111) (41,3) (41,36) (41,107) (41,140) (42,15) (42,37) (42,106) (42,128) (43,11) (43,132) (45,11) (45,132) (48,4) (48,48) (48,95) (48,139) (52,19) (52,58) (52,85) (52,124) (53,26) (53,117) (54,55) (54,88) (55,11) (55,132) (56,11) (56,132) (59,4) (59,48) (59,95) (59,139) (61,43) (61,56) (61,87) (61,100) (65,33) (65,110) (66,0) (67,55) (67,88) (72,43) (72,56) (72,87) (72,100) (74,30) (74,69) (74,74) (74,113) (75,4) (75,48) (75,95) (75,139) (78,33) (78,110) (81,15) (81,37) (81,106) (81,128) (85,30) (85,69) (85,74) (85,113) (87,22) (87,121) (88,22) (88,121) (92,26) (92,117) (94,54) (94,67) (94,76) (94,89) (97,15) (97,37) (97,106) (97,128) (98,22) (98,121) (100,22) (100,121) (105,65) (105,78) (107,41) (107,63) (107,80) (107,102) (108,15) (108,37) (108,106) (108,128) (110,11) (110,132) (111,22) (111,121) (114,4) (114,48) (114,95) (114,139) (118,52) (118,91) (119,29) (119,62) (119,81) (119,114) (120,11) (120,132) (121,11) (121,132) (127,43) (127,56) (127,87) (127,100) (130,7) (130,59) (130,84) (130,136) (131,0) (132,55) (132,88) (133,11) (133,132) (136,15) (136,37) (136,106) (136,128) (140,30) (140,69) (140,74) (140,113)
9	y2 = x3 + 19x + 55	187	(0,22) (0,121) (1,19) (1,58) (1,85) (1,124) (8,2) (8,24) (8,119) (8,141) (11,55) (11,88) (12,3) (12,36) (12,107) (12,140) (16,55) (16,88) (17,0) (23,19) (23,58) (23,85) (23,124) (27,33) (27,110) (28,33) (28,110) (29,16) (29,49) (29,94) (29,127) (30,13) (30,130) (34,41) (34,63) (34,80) (34,102) (38,55) (38,88) (39,22) (39,121) (40,6) (40,71) (40,72) (40,137) (41,20) (41,46) (41,97) (41,123) (42,3) (42,36) (42,107) (42,140) (49,33) (49,110) (50,55) (50,88) (51,16) (51,49) (51,94) (51,127) (52,9) (52,35) (52,108) (52,134) (53,19) (53,58) (53,85) (53,124) (55,55) (55,88) (56,52) (56,91) (60,11) (60,132) (62,6) (62,71) (62,72) (62,137) (63,42) (63,68) (63,75) (63,101) (64,3) (64,36) (64,107) (64,140) (66,33) (66,110) (67,19) (67,58) (67,85) (67,124) (73,28) (73,50) (73,93) (73,115) (75,19) (75,58) (75,85) (75,124) (77,55) (77,88) (78,30) (78,69) (78,74) (78,113) (82,0) (86,41) (86,63) (86,80) (86,102) (88,33) (88,110) (89,3) (89,36) (89,107) (89,140) (93,33) (93,110) (94,55) (94,88) (95,39) (95,104) (99,11) (99,132) (104,22) (104,121) (105,33) (105,110) (106,6) (106,71) (106,72) (106,137) (107,42) (107,68) (107,75) (107,101) (108,52) (108,91) (115,55) (115,88) (116,55) (116,88) (117,17) (117,61) (117,82) (117,126) (118,20) (118,46) (118,97) (118,123) (119,19) (119,58) (119,85) (119,124) (121,0) (127,33) (127,110) (128,16) (128,49) (128,94) (128,127) (129,42) (129,68) (129,75) (129,101) (130,30) (130,69) (130,74) (130,113) (132,33) (132,110) (133,3) (133,36) (133,107) (133,140) (138,11) (138,132) (140,20) (140,46) (140,97) (140,123) (141,3) (141,36) (141,107) (141,140)
10	y2 = x3 + 18x + 55	187	(0,22) (0,121) (4,42) (4,68) (4,75) (4,101) (9,33) (9,110) (10,39) (10,104) (13,22) (13,121) (14,42) (14,68) (14,75) (14,101) (17,29) (17,62) (17,81) (17,114) (20,11) (20,132) (21,16) (21,49) (21,94) (21,127) (22,33) (22,110) (25,20) (25,46) (25,97) (25,123) (26,9) (26,35) (26,108) (26,134) (31,33) (31,110) (33,11) (33,132) (35,33) (35,110) (36,13) (36,130) (39,4) (39,48) (39,95) (39,139) (43,16) (43,49) (43,94) (43,127) (44,33) (44,110) (46,11) (46,132) (47,42) (47,68) (47,75) (47,101) (48,20) (48,46) (48,97) (48,123) (53,55) (53,88) (57,33) (57,110) (59,2) (59,24) (59,119) (59,141) (61,7) (61,59) (61,84) (61,136) (64,33) (64,110) (65,17) (65,61) (65,82) (65,126) (66,55) (66,88) (69,42) (69,68) (69,75) (69,101) (70,20) (70,46) (70,97) (70,123) (72,15) (72,37) (72,106) (72,128) (75,0) (77,33) (77,110) (79,55) (79,88) (83,7) (83,59) (83,84) (83,136) (86,55) (86,88) (87,6) (87,71) (87,72) (87,137) (88,0) (90,33) (90,110) (91,9) (91,35) (91,108) (91,134) (92,42) (92,68) (92,75) (92,101) (98,28) (98,50) (98,93) (98,115) (99,55) (99,88) (101,0) (103,20) (103,46) (103,97) (103,123) (105,29) (105,62) (105,81) (105,114) (108,55) (108,88) (109,6) (109,71) (109,72) (109,137) (112,55) (112,88) (113,20) (113,46) (113,97) (113,123) (114,13) (114,130) (116,7) (116,59) (116,84) (116,136) (121,55) (121,88) (124,2) (124,24) (124,119) (124,141) (125,42) (125,68) (125,75) (125,101) (127,26) (127,117) (130,22) (130,121) (131,16) (131,49) (131,94) (131,127) (134,55) (134,88) (135,20) (135,46) (135,97) (135,123) (138,29) (138,62) (138,81) (138,114) (142,6) (142,71) (142,72) (142,137)
11	y2 = x3 + 54x + 55	187	(0,22) (0,121) (4,7) (4,59) (4,84) (4,136) (6,32) (6,45) (6,98) (6,111) (9,29) (9,62) (9,81) (9,114) (10,55) (10,88) (11,11) (11,132) (12,0) (17,32) (17,45) (17,98) (17,111) (19,19) (19,58) (19,85) (19,124) (20,29) (20,62) (20,81) (20,114) (22,55) (22,88) (23,55) (23,88) (26,4) (26,48) (26,95) (26,139) (30,19) (30,58) (30,85) (30,124) (32,33) (32,110) (33,55) (33,88) (37,15) (37,37) (37,106) (37,128) (39,43) (39,56) (39,87) (39,100) (42,7) (42,59) (42,84) (42,136) (43,33) (43,110) (45,33) (45,110) (48,29) (48,62) (48,81) (48,114) (50,54) (50,67) (50,76) (50,89) (52,30) (52,69) (52,74) (52,113) (55,33) (55,110) (56,33) (56,110) (59,29) (59,62) (59,81) (59,114) (61,10) (61,23) (61,120) (61,133) (63,41) (63,63) (63,80) (63,102) (64,26) (64,117) (65,22) (65,121) (72,10) (72,23) (72,120) (72,133) (74,3) (74,36) (74,107) (74,140) (75,29) (75,62) (75,81) (75,114) (76,11) (76,132) (77,0) (78,22) (78,121) (81,7) (81,59) (81,84) (81,136) (85,3) (85,36) (85,107) (85,140) (87,55) (87,88) (88,55) (88,88) (89,11) (89,132) (94,32) (94,45) (94,98) (94,111) (97,7) (97,59) (97,84) (97,136) (98,55) (98,88) (100,55) (100,88) (103,26) (103,117) (107,19) (107,58) (107,85) (107,124) (108,7) (108,59) (108,84) (108,136) (110,33) (110,110) (111,55) (111,88) (114,29) (114,62) (114,81) (114,114) (116,65) (116,78) (120,33) (120,110) (121,33) (121,110) (127,10) (127,23) (127,120) (127,133) (129,52) (129,91) (130,4) (130,48) (130,95) (130,139) (133,33) (133,110) (136,7) (136,59) (136,84) (136,136) (140,3) (140,36) (140,107) (140,140) (141,15) (141,37) (141,106) (141,128) (142,0)
12	y2 = x3 + 83x + 88	187	(0,33) (0,110) (3,65) (3,78) (4,22) (4,121) (5,54) (5,67) (5,76) (5,89) (13,19) (13,58) (13,85) (13,124) (14,43) (14,56) (14,87) (14,100) (16,65) (16,78) (18,11) (18,132) (21,9) (21,35) (21,108) (21,134) (22,11) (22,132) (25,54) (25,67) (25,76) (25,89) (26,33) (26,110) (27,43) (27,56) (27,87) (27,100) (29,0) (32,42) (32,68) (32,75) (32,101) (35,41) (35,63) (35,80) (35,102) (38,54) (38,67) (38,76) (38,89) (40,22) (40,121) (43,9) (43,35) (43,108) (43,134) (44,11) (44,132) (47,43) (47,56) (47,87) (47,100) (48,11) (48,132) (51,11) (51,132) (55,0) (57,41) (57,63) (57,80) (57,102) (58,10) (58,23) (58,120) (58,133) (60,43) (60,56) (60,87) (60,100) (65,20) (65,46) (65,97) (65,123) (66,22) (66,121) (68,52) (68,91) (69,43) (69,56) (69,87) (69,100) (70,11) (70,132) (71,10) (71,23) (71,120) (71,133) (73,22) (73,121) (77,11) (77,132) (79,30) (79,69) (79,74) (79,113) (81,0) (82,43) (82,56) (82,87) (82,100) (84,55) (84,88) (87,2) (87,24) (87,119) (87,141) (90,41) (90,63) (90,80) (90,102) (91,32) (91,45) (91,98) (91,111) (92,22) (92,121) (95,22) (95,121) (99,22) (99,121) (103,11) (103,132) (104,32) (104,45) (104,98) (104,111) (109,2) (109,24) (109,119) (109,141) (110,55) (110,88) (112,30) (112,69) (112,74) (112,113) (113,54) (113,67) (113,76) (113,89) (117,33) (117,110) (120,13) (120,130) (121,22) (121,121) (123,3) (123,36) (123,107) (123,140) (125,22) (125,121) (126,54) (126,67) (126,76) (126,89) (131,9) (131,35) (131,108) (131,134) (134,30) (134,69) (134,74) (134,113) (135,54) (135,67) (135,76) (135,89) (136,55) (136,88) (139,11) (139,132) (142,2) (142,24) (142,119) (142,141)
13	y2 = x3 + 57x + 55	187	(0,22) (0,121) (1,16) (1,49) (1,94) (1,127) (5,6) (5,71) (5,72) (5,137) (7,15) (7,37) (7,106) (7,128) (8,55) (8,88) (12,6) (12,71) (12,72) (12,137) (13,43) (13,56) (13,87) (13,100) (14,55) (14,88) (18,7) (18,59) (18,84) (18,136) (22,33) (22,110) (23,39) (23,104) (25,33) (25,110) (27,16) (27,49) (27,94) (27,127) (30,55) (30,88) (33,11) (33,132) (34,16) (34,49) (34,94) (34,127) (35,32) (35,45) (35,98) (35,111) (36,0) (38,6) (38,71) (38,72) (38,137) (40,29) (40,62) (40,81) (40,114) (44,33) (44,110) (46,54) (46,67) (46,76) (46,89) (47,55) (47,88) (49,39) (49,104) (51,7) (51,59) (51,84) (51,136) (52,22) (52,121) (56,16) (56,49) (56,94) (56,127) (57,32) (57,45) (57,98) (57,111) (60,16) (60,49) (60,94) (60,127) (62,26) (62,117) (66,55) (66,88) (69,55) (69,88) (73,29) (73,62) (73,81) (73,114) (74,33) (74,110) (77,33) (77,110) (78,17) (78,61) (78,82) (78,126) (79,10) (79,23) (79,120) (79,133) (82,16) (82,49) (82,94) (82,127) (85,11) (85,132) (88,0) (90,32) (90,45) (90,98) (90,111) (91,22) (91,121) (95,29) (95,62) (95,81) (95,114) (96,33) (96,110) (99,55) (99,88) (100,6) (100,71) (100,72) (100,137) (101,65) (101,78) (104,17) (104,61) (104,82) (104,126) (111,28) (111,50) (111,93) (111,115) (112,10) (112,23) (112,120) (112,133) (113,33) (113,110) (117,4) (117,48) (117,95) (117,139) (118,55) (118,88) (121,55) (121,88) (122,6) (122,71) (122,72) (122,137) (124,11) (124,132) (126,6) (126,71) (126,72) (126,137) (129,33) (129,110) (134,10) (134,23) (134,120) (134,133) (135,33) (135,110) (137,28) (137,50) (137,93) (137,115) (139,7) (139,59) (139,84) (139,136) (140,0)
14	y2 = x3 + 123x + 55	187	(0,22) (0,121) (1,6) (1,71) (1,72) (1,137) (2,32) (2,45) (2,98) (2,111) (3,55) (3,88) (8,11) (8,132) (11,55) (11,88) (12,16) (12,49) (12,94) (12,127) (13,43) (13,56) (13,87) (13,100) (14,33) (14,110) (16,16) (16,49) (16,94) (16,127) (23,6) (23,71) (23,72) (23,137) (24,10) (24,23) (24,120) (24,133) (25,55) (25,88) (27,6) (27,71) (27,72) (27,137) (29,29) (29,62) (29,81) (29,114) (30,0) (34,28) (34,50) (34,93) (34,115) (36,33) (36,110) (38,16) (38,49) (38,94) (38,127) (40,7) (40,59) (40,84) (40,136) (41,33) (41,110) (47,11) (47,132) (49,6) (49,71) (49,72) (49,137) (51,29) (51,62) (51,81) (51,114) (52,22) (52,121) (55,55) (55,88) (56,39) (56,104) (60,28) (60,50) (60,93) (60,115) (62,7) (62,59) (62,84) (62,136) (63,55) (63,88) (66,33) (66,110) (67,6) (67,71) (67,72) (67,137) (68,10) (68,23) (68,120) (68,133) (69,0) (73,15) (73,37) (73,106) (73,128) (77,55) (77,88) (78,17) (78,61) (78,82) (78,126) (79,32) (79,45) (79,98) (79,111) (80,33) (80,110) (82,39) (82,104) (88,33) (88,110) (89,16) (89,49) (89,94) (89,127) (90,10) (90,23) (90,120) (90,133) (91,22) (91,121) (93,6) (93,71) (93,72) (93,137) (95,26) (95,117) (99,11) (99,132) (101,32) (101,45) (101,98) (101,111) (102,55) (102,88) (104,17) (104,61) (104,82) (104,126) (106,7) (106,59) (106,84) (106,136) (107,55) (107,88) (112,54) (112,67) (112,76) (112,89) (115,16) (115,49) (115,94) (115,127) (117,4) (117,48) (117,95) (117,139) (118,33) (118,110) (121,0) (128,29) (128,62) (128,81) (128,114) (129,55) (129,88) (132,33) (132,110) (133,16) (133,49) (133,94) (133,127) (134,65) (134,78) (140,33) (140,110)
15	y2 = x3 + 28x + 88	187	(0,33) (0,110) (2,3) (2,36) (2,107) (2,140) (3,54) (3,67) (3,76) (3,89) (4,11) (4,132) (7,22) (7,121) (10,9) (10,35) (10,108) (10,134) (13,19) (13,58) (13,85) (13,124) (14,65) (14,78) (15,55) (15,88) (16,54) (16,67) (16,76) (16,89) (22,22) (22,121) (26,33) (26,110) (27,65) (27,78) (29,11) (29,132) (32,2) (32,24) (32,119) (32,141) (33,22) (33,121) (35,30) (35,69) (35,74) (35,113) (36,43) (36,56) (36,87) (36,100) (40,0) (43,2) (43,24) (43,119) (43,141) (46,30) (46,69) (46,74) (46,113) (48,22) (48,121) (49,43) (49,56) (49,87) (49,100) (54,42) (54,68) (54,75) (54,101) (55,11) (55,132) (58,54) (58,67) (58,76) (58,89) (59,22) (59,121) (62,22) (62,121) (65,20) (65,46) (65,97) (65,123) (66,0) (68,41) (68,63) (68,80) (68,102) (69,54) (69,67) (69,76) (69,89) (71,54) (71,67) (71,76) (71,89) (79,52) (79,91) (80,10) (80,23) (80,120) (80,133) (81,11) (81,132) (82,54) (82,67) (82,76) (82,89) (84,11) (84,132) (87,9) (87,35) (87,108) (87,134) (88,22) (88,121) (91,32) (91,45) (91,98) (91,111) (92,0) (93,10) (93,23) (93,120) (93,133) (95,11) (95,132) (98,9) (98,35) (98,108) (98,134) (101,30) (101,69) (101,74) (101,113) (104,32) (104,45) (104,98) (104,111) (106,55) (106,88) (110,11) (110,132) (113,43) (113,56) (113,87) (113,100) (114,22) (114,121) (117,33) (117,110) (120,2) (120,24) (120,119) (120,141) (121,11) (121,132) (123,41) (123,63) (123,80) (123,102) (124,43) (124,56) (124,87) (124,100) (126,43) (126,56) (126,87) (126,100) (131,13) (131,130) (132,55) (132,88) (134,41) (134,63) (134,80) (134,102) (136,11) (136,132) (137,43) (137,56) (137,87) (137,100) (139,22) (139,121)
16	y2 = x3 + 32x + 88	187	(0,33) (0,110) (1,11) (1,132) (9,26) (9,117) (10,11) (10,132) (11,22) (11,121) (12,22) (12,121) (15,15) (15,37) (15,106) (15,128) (22,0) (23,11) (23,132) (26,7) (26,59) (26,84) (26,136) (28,54) (28,67) (28,76) (28,89) (31,29) (31,62) (31,81) (31,114) (37,4) (37,48) (37,95) (37,139) (39,32) (39,45) (39,98) (39,111) (41,41) (41,63) (41,80) (41,102) (42,4) (42,48) (42,95) (42,139) (44,55) (44,88) (48,26) (48,117) (50,43) (50,56) (50,87) (50,100) (52,19) (52,58) (52,85) (52,124) (53,15) (53,37) (53,106) (53,128) (54,11) (54,132) (55,22) (55,121) (61,65) (61,78) (63,30) (63,69) (63,74) (63,113) (64,4) (64,48) (64,95) (64,139) (65,33) (65,110) (66,11) (66,132) (67,11) (67,132) (70,29) (70,62) (70,81) (70,114) (74,52) (74,91) (75,15) (75,37) (75,106) (75,128) (76,22) (76,121) (77,22) (77,121) (78,33) (78,110) (81,4) (81,48) (81,95) (81,139) (83,10) (83,23) (83,120) (83,133) (87,0) (88,11) (88,132) (89,22) (89,121) (92,15) (92,37) (92,106) (92,128) (94,43) (94,56) (94,87) (94,100) (96,3) (96,36) (96,107) (96,140) (100,0) (103,4) (103,48) (103,95) (103,139) (105,54) (105,67) (105,76) (105,89) (107,30) (107,69) (107,74) (107,113) (109,55) (109,88) (114,15) (114,37) (114,106) (114,128) (116,43) (116,56) (116,87) (116,100) (118,41) (118,63) (118,80) (118,102) (119,15) (119,37) (119,106) (119,128) (120,22) (120,121) (122,55) (122,88) (127,54) (127,67) (127,76) (127,89) (129,30) (129,69) (129,74) (129,113) (130,7) (130,59) (130,84) (130,136) (131,11) (131,132) (132,11) (132,132) (133,22) (133,121) (140,41) (140,63) (140,80) (140,102) (141,4) (141,48) (141,95) (141,139) (142,22) (142,121)
17	y2 = x3 + 19x + 88	187	(0,33) (0,110) (1,41) (1,63) (1,80) (1,102) (5,55) (5,88) (9,52) (9,91) (11,22) (11,121) (12,30) (12,69) (12,74) (12,113) (16,22) (16,121) (18,16) (18,49) (18,94) (18,127) (22,0) (23,41) (23,63) (23,80) (23,102) (27,11) (27,132) (28,11) (28,132) (29,17) (29,61) (29,82) (29,126) (31,3) (31,36) (31,107) (31,140) (38,22) (38,121) (39,33) (39,110) (40,28) (40,50) (40,93) (40,115) (41,2) (41,24) (41,119) (41,141) (42,30) (42,69) (42,74) (42,113) (44,55) (44,88) (49,11) (49,132) (50,22) (50,121) (51,17) (51,61) (51,82) (51,126) (52,20) (52,46) (52,97) (52,123) (53,41) (53,63) (53,80) (53,102) (55,22) (55,121) (61,0) (62,28) (62,50) (62,93) (62,115) (63,9) (63,35) (63,108) (63,134) (64,30) (64,69) (64,74) (64,113) (66,11) (66,132) (67,41) (67,63) (67,80) (67,102) (74,13) (74,130) (75,41) (75,63) (75,80) (75,102) (77,22) (77,121) (78,19) (78,58) (78,85) (78,124) (83,55) (83,88) (88,11) (88,132) (89,30) (89,69) (89,74) (89,113) (93,11) (93,132) (94,22) (94,121) (96,42) (96,68) (96,75) (96,101) (100,52) (100,91) (104,33) (104,110) (105,11) (105,132) (106,28) (106,50) (106,93) (106,115) (107,9) (107,35) (107,108) (107,134) (115,22) (115,121) (116,22) (116,121) (117,6) (117,71) (117,72) (117,137) (118,2) (118,24) (118,119) (118,141) (119,41) (119,63) (119,80) (119,102) (122,3) (122,36) (122,107) (122,140) (126,0) (127,11) (127,132) (128,17) (128,61) (128,82) (128,126) (129,9) (129,35) (129,108) (129,134) (130,19) (130,58) (130,85) (130,124) (132,11) (132,132) (133,30) (133,69) (133,74) (133,113) (139,39) (139,104) (140,2) (140,24) (140,119) (140,141) (141,30) (141,69) (141,74) (141,113)
18	y2 = x3 + 106x + 88	187	(0,33) (0,110) (2,55) (2,88) (3,2) (3,24) (3,119) (3,141) (4,2) (4,24) (4,119) (4,141) (6,15) (6,37) (6,106) (6,128) (9,22) (9,121) (10,17) (10,61) (10,82) (10,126) (13,33) (13,110) (14,13) (14,130) (15,42) (15,68) (15,75) (15,101) (17,15) (17,37) (17,106) (17,128) (20,22) (20,121) (22,22) (22,121) (26,20) (26,46) (26,97) (26,123) (28,29) (28,62) (28,81) (28,114) (32,28) (32,50) (32,93) (32,115) (33,22) (33,121) (35,22) (35,121) (36,9) (36,35) (36,108) (36,134) (39,7) (39,59) (39,84) (39,136) (42,11) (42,132) (43,28) (43,50) (43,93) (43,115) (46,22) (46,121) (48,9) (48,35) (48,108) (48,134) (53,0) (54,16) (54,49) (54,94) (54,127) (55,11) (55,132) (58,2) (58,24) (58,119) (58,141) (59,9) (59,35) (59,108) (59,134) (61,4) (61,48) (61,95) (61,139) (65,6) (65,71) (65,72) (65,137) (66,0) (68,11) (68,132) (69,2) (69,24) (69,119) (69,141) (72,4) (72,48) (72,95) (72,139) (75,22) (75,121) (79,0) (80,42) (80,68) (80,75) (80,101) (81,2) (81,24) (81,119) (81,141) (87,17) (87,61) (87,82) (87,126) (88,22) (88,121) (91,20) (91,46) (91,97) (91,123) (92,13) (92,130) (94,15) (94,37) (94,106) (94,128) (97,11) (97,132) (98,17) (98,61) (98,82) (98,126) (101,22) (101,121) (105,26) (105,117) (108,11) (108,132) (110,11) (110,132) (113,9) (113,35) (113,108) (113,134) (114,9) (114,35) (114,108) (114,134) (119,55) (119,88) (120,28) (120,50) (120,93) (120,115) (121,11) (121,132) (123,11) (123,132) (124,9) (124,35) (124,108) (124,134) (127,4) (127,48) (127,95) (127,139) (130,33) (130,110) (131,39) (131,104) (132,55) (132,88) (134,11) (134,132) (136,2) (136,24) (136,119) (136,141)
19	y2 = x3 + 2x + 55	187	(0,22) (0,121) (3,33) (3,110) (7,29) (7,62) (7,81) (7,114) (11,11) (11,132) (12,39) (12,104) (13,43) (13,56) (13,87) (13,100) (16,6) (16,71) (16,72) (16,137) (19,33) (19,110) (22,55) (22,88) (23,16) (23,49) (23,94) (23,127) (24,54) (24,67) (24,76) (24,89) (25,0) (29,7) (29,59) (29,84) (29,136) (30,33) (30,110) (33,55) (33,88) (35,10) (35,23) (35,120) (35,133) (36,55) (36,88) (38,39) (38,104) (45,6) (45,71) (45,72) (45,137) (46,10) (46,23) (46,120) (46,133) (49,16) (49,49) (49,94) (49,127) (51,26) (51,117) (52,22) (52,121) (55,33) (55,110) (56,6) (56,71) (56,72) (56,137) (58,33) (58,110) (62,29) (62,62) (62,81) (62,114) (63,11) (63,132) (68,32) (68,45) (68,98) (68,111) (69,33) (69,110) (71,6) (71,71) (71,72) (71,137) (74,55) (74,88) (77,0) (78,17) (78,61) (78,82) (78,126) (82,6) (82,71) (82,72) (82,137) (84,7) (84,59) (84,84) (84,136) (85,55) (85,88) (88,55) (88,88) (89,28) (89,50) (89,93) (89,115) (90,65) (90,78) (91,22) (91,121) (95,7) (95,59) (95,84) (95,136) (100,16) (100,49) (100,94) (100,127) (101,10) (101,23) (101,120) (101,133) (102,11) (102,132) (104,17) (104,61) (104,82) (104,126) (107,33) (107,110) (110,33) (110,110) (111,16) (111,49) (111,94) (111,127) (113,55) (113,88) (115,28) (115,50) (115,93) (115,115) (117,4) (117,48) (117,95) (117,139) (121,33) (121,110) (123,32) (123,45) (123,98) (123,111) (124,55) (124,88) (126,16) (126,49) (126,94) (126,127) (128,15) (128,37) (128,106) (128,128) (129,0) (133,6) (133,71) (133,72) (133,137) (134,32) (134,45) (134,98) (134,111) (137,16) (137,49) (137,94) (137,127) (139,29) (139,62) (139,81) (139,114) (140,55) (140,88)
20	y2 = x3 + 57x + 88	187	(0,33) (0,110) (1,17) (1,61) (1,82) (1,126) (3,0) (5,28) (5,50) (5,93) (5,115) (8,22) (8,121) (12,28) (12,50) (12,93) (12,115) (13,32) (13,45) (13,98) (13,111) (14,22) (14,121) (16,39) (16,104) (18,15) (18,37) (18,106) (18,128) (19,55) (19,88) (22,11) (22,132) (25,11) (25,132) (27,17) (27,61) (27,82) (27,126) (29,26) (29,117) (30,22) (30,121) (34,17) (34,61) (34,82) (34,126) (35,54) (35,67) (35,76) (35,89) (38,28) (38,50) (38,93) (38,115) (40,4) (40,48) (40,95) (40,139) (44,11) (44,132) (45,16) (45,49) (45,94) (45,127) (47,22) (47,121) (51,15) (51,37) (51,106) (51,128) (52,33) (52,110) (55,0) (56,17) (56,61) (56,82) (56,126) (57,54) (57,67) (57,76) (57,89) (58,55) (58,88) (60,17) (60,61) (60,82) (60,126) (66,22) (66,121) (68,65) (68,78) (69,22) (69,121) (71,16) (71,49) (71,94) (71,127) (73,4) (73,48) (73,95) (73,139) (74,11) (74,132) (77,11) (77,132) (78,6) (78,71) (78,72) (78,137) (79,43) (79,56) (79,87) (79,100) (82,17) (82,61) (82,82) (82,126) (84,29) (84,62) (84,81) (84,114) (90,54) (90,67) (90,76) (90,89) (91,33) (91,110) (95,4) (95,48) (95,95) (95,139) (96,11) (96,132) (99,22) (99,121) (100,28) (100,50) (100,93) (100,115) (104,6) (104,71) (104,72) (104,137) (107,0) (110,55) (110,88) (112,43) (112,56) (112,87) (112,100) (113,11) (113,132) (117,7) (117,59) (117,84) (117,136) (118,22) (118,121) (121,22) (121,121) (122,28) (122,50) (122,93) (122,115) (123,10) (123,23) (123,120) (123,133) (126,28) (126,50) (126,93) (126,115) (129,11) (129,132) (133,39) (133,104) (134,43) (134,56) (134,87) (134,100) (135,11) (135,132) (139,15) (139,37) (139,106) (139,128)
21	y2 = x3 + 83x + 55	187	(0,22) (0,121) (4,55) (4,88) (5,32) (5,45) (5,98) (5,111) (7,11) (7,132) (10,13) (10,130) (13,30) (13,69) (13,74) (13,113) (14,10) (14,23) (14,120) (14,133) (18,33) (18,110) (21,42) (21,68) (21,75) (21,101) (22,33) (22,110) (25,32) (25,45) (25,98) (25,111) (26,22) (26,121) (27,10) (27,23) (27,120) (27,133) (33,11) (33,132) (35,19) (35,58) (35,85) (35,124) (36,65) (36,78) (38,32) (38,45) (38,98) (38,111) (40,55) (40,88) (43,42) (43,68) (43,75) (43,101) (44,33) (44,110) (46,41) (46,63) (46,80) (46,102) (47,10) (47,23) (47,120) (47,133) (48,33) (48,110) (49,65) (49,78) (51,33) (51,110) (57,19) (57,58) (57,85) (57,124) (59,11) (59,132) (60,10) (60,23) (60,120) (60,133) (62,0) (65,9) (65,35) (65,108) (65,134) (66,55) (66,88) (69,10) (69,23) (69,120) (69,133) (70,33) (70,110) (73,55) (73,88) (77,33) (77,110) (79,3) (79,36) (79,107) (79,140) (82,10) (82,23) (82,120) (82,133) (87,20) (87,46) (87,97) (87,123) (88,0) (90,19) (90,58) (90,85) (90,124) (91,43) (91,56) (91,87) (91,100) (92,55) (92,88) (95,55) (95,88) (98,2) (98,24) (98,119) (98,141) (99,55) (99,88) (101,52) (101,91) (103,33) (103,110) (104,43) (104,56) (104,87) (104,100) (109,20) (109,46) (109,97) (109,123) (112,3) (112,36) (112,107) (112,140) (113,32) (113,45) (113,98) (113,111) (114,0) (117,22) (117,121) (121,55) (121,88) (124,54) (124,67) (124,76) (124,89) (125,55) (125,88) (126,32) (126,45) (126,98) (126,111) (131,42) (131,68) (131,75) (131,101) (134,3) (134,36) (134,107) (134,140) (135,32) (135,45) (135,98) (135,111) (137,54) (137,67) (137,76) (137,89) (139,33) (139,110) (142,20) (142,46) (142,97) (142,123)
22	y2 = x3 + 32x + 55	187	(0,22) (0,121) (1,33) (1,110) (4,26) (4,117) (8,41) (8,63) (8,80) (8,102) (10,33) (10,110) (11,55) (11,88) (12,55) (12,88) (15,7) (15,59) (15,84) (15,136) (17,65) (17,78) (21,11) (21,132) (23,33) (23,110) (26,4) (26,48) (26,95) (26,139) (28,32) (28,45) (28,98) (28,111) (30,52) (30,91) (34,11) (34,132) (37,29) (37,62) (37,81) (37,114) (39,43) (39,56) (39,87) (39,100) (41,19) (41,58) (41,85) (41,124) (42,29) (42,62) (42,81) (42,114) (43,0) (50,10) (50,23) (50,120) (50,133) (52,30) (52,69) (52,74) (52,113) (53,7) (53,59) (53,84) (53,136) (54,33) (54,110) (55,55) (55,88) (56,0) (63,3) (63,36) (63,107) (63,140) (64,29) (64,62) (64,81) (64,114) (65,22) (65,121) (66,33) (66,110) (67,33) (67,110) (75,7) (75,59) (75,84) (75,136) (76,55) (76,88) (77,55) (77,88) (78,22) (78,121) (81,29) (81,62) (81,81) (81,114) (86,15) (86,37) (86,106) (86,128) (88,33) (88,110) (89,55) (89,88) (92,7) (92,59) (92,84) (92,136) (94,10) (94,23) (94,120) (94,133) (99,11) (99,132) (103,29) (103,62) (103,81) (103,114) (105,32) (105,45) (105,98) (105,111) (107,3) (107,36) (107,107) (107,140) (108,26) (108,117) (114,7) (114,59) (114,84) (114,136) (116,10) (116,23) (116,120) (116,133) (118,19) (118,58) (118,85) (118,124) (119,7) (119,59) (119,84) (119,136) (120,55) (120,88) (121,0) (125,15) (125,37) (125,106) (125,128) (127,32) (127,45) (127,98) (127,111) (129,3) (129,36) (129,107) (129,140) (130,4) (130,48) (130,95) (130,139) (131,33) (131,110) (132,33) (132,110) (133,55) (133,88) (138,54) (138,67) (138,76) (138,89) (140,19) (140,58) (140,85) (140,124) (141,29) (141,62) (141,81) (141,114) (142,55) (142,88)
23	y2 = x3 + 41x + 88	187	(0,33) (0,110) (1,52) (1,91) (6,11) (6,132) (7,17) (7,61) (7,82) (7,126) (9,30) (9,69) (9,74) (9,113) (16,11) (16,132) (17,11) (17,132) (19,2) (19,24) (19,119) (19,141) (20,30) (20,69) (20,74) (20,113) (22,22) (22,121) (23,30) (23,69) (23,74) (23,113) (27,0) (28,55) (28,88) (29,28) (29,50) (29,93) (29,115) (30,2) (30,24) (30,119) (30,141) (33,22) (33,121) (39,33) (39,110) (40,39) (40,104) (41,42) (41,68) (41,75) (41,101) (42,41) (42,63) (42,80) (42,102) (45,41) (45,63) (45,80) (45,102) (49,22) (49,121) (52,20) (52,46) (52,97) (52,123) (53,52) (53,91) (55,11) (55,132) (56,41) (56,63) (56,80) (56,102) (61,22) (61,121) (62,17) (62,61) (62,82) (62,126) (66,0) (67,3) (67,36) (67,107) (67,140) (71,11) (71,132) (72,22) (72,121) (74,9) (74,35) (74,108) (74,134) (75,30) (75,69) (75,74) (75,113) (78,19) (78,58) (78,85) (78,124) (82,11) (82,132) (84,28) (84,50) (84,93) (84,115) (85,9) (85,35) (85,108) (85,134) (88,22) (88,121) (93,55) (93,88) (94,11) (94,132) (95,28) (95,50) (95,93) (95,115) (97,41) (97,63) (97,80) (97,102) (100,30) (100,69) (100,74) (100,113) (104,33) (104,110) (105,0) (106,16) (106,49) (106,94) (106,127) (107,2) (107,24) (107,119) (107,141) (108,41) (108,63) (108,80) (108,102) (110,11) (110,132) (111,30) (111,69) (111,74) (111,113) (117,6) (117,71) (117,72) (117,137) (118,13) (118,130) (119,3) (119,36) (119,107) (119,140) (121,11) (121,132) (126,22) (126,121) (127,22) (127,121) (130,19) (130,58) (130,85) (130,124) (132,55) (132,88) (133,41) (133,63) (133,80) (133,102) (137,22) (137,121) (139,17) (139,61) (139,82) (139,126) (140,9) (140,35) (140,108) (140,134)
24	y2 = x3 + 84x + 88	187	(0,33) (0,110) (2,11) (2,132) (3,9) (3,35) (3,108) (3,134) (9,0) (10,28) (10,50) (10,93) (10,115) (11,22) (11,121) (13,33) (13,110) (14,2) (14,24) (14,119) (14,141) (15,2) (15,24) (15,119) (15,141) (22,0) (24,22) (24,121) (25,9) (25,35) (25,108) (25,134) (26,20) (26,46) (26,97) (26,123) (28,15) (28,37) (28,106) (28,128) (31,55) (31,88) (35,0) (36,2) (36,24) (36,119) (36,141) (37,9) (37,35) (37,108) (37,134) (39,7) (39,59) (39,84) (39,136) (42,22) (42,121) (44,55) (44,88) (48,13) (48,130) (50,4) (50,48) (50,95) (50,139) (53,11) (53,132) (54,28) (54,50) (54,93) (54,115) (55,22) (55,121) (57,55) (57,88) (61,26) (61,117) (64,22) (64,121) (65,6) (65,71) (65,72) (65,137) (66,11) (66,132) (68,22) (68,121) (70,42) (70,68) (70,75) (70,101) (75,11) (75,132) (76,17) (76,61) (76,82) (76,126) (77,22) (77,121) (79,11) (79,132) (80,2) (80,24) (80,119) (80,141) (81,9) (81,35) (81,108) (81,134) (83,29) (83,62) (83,81) (83,114) (87,39) (87,104) (88,11) (88,132) (90,22) (90,121) (91,20) (91,46) (91,97) (91,123) (92,2) (92,24) (92,119) (92,141) (94,4) (94,48) (94,95) (94,139) (101,11) (101,132) (102,9) (102,35) (102,108) (102,134) (103,9) (103,35) (103,108) (103,134) (105,15) (105,37) (105,106) (105,128) (109,16) (109,49) (109,94) (109,127) (113,13) (113,130) (114,2) (114,24) (114,119) (114,141) (116,4) (116,48) (116,95) (116,139) (119,11) (119,132) (120,17) (120,61) (120,82) (120,126) (127,15) (127,37) (127,106) (127,128) (130,33) (130,110) (131,28) (131,50) (131,93) (131,115) (132,11) (132,132) (135,42) (135,68) (135,75) (135,101) (141,22) (141,121) (142,17) (142,61) (142,82) (142,126)
25	y2 = x3 + 28x + 55	187	(0,22) (0,121) (3,32) (3,45) (3,98) (3,111) (4,33) (4,110) (7,55) (7,88) (10,42) (10,68) (10,75) (10,101) (11,11) (11,132) (13,30) (13,69) (13,74) (13,113) (16,32) (16,45) (16,98) (16,111) (22,55) (22,88) (24,41) (24,63) (24,80) (24,102) (25,65) (25,78) (26,22) (26,121) (29,33) (29,110) (32,20) (32,46) (32,97) (32,123) (33,55) (33,88) (35,3) (35,36) (35,107) (35,140) (36,10) (36,23) (36,120) (36,133) (37,11) (37,132) (38,65) (38,78) (43,20) (43,46) (43,97) (43,123) (46,3) (46,36) (46,107) (46,140) (48,55) (48,88) (49,10) (49,23) (49,120) (49,133) (51,0) (55,33) (55,110) (58,32) (58,45) (58,98) (58,111) (59,55) (59,88) (62,55) (62,88) (65,9) (65,35) (65,108) (65,134) (68,19) (68,58) (68,85) (68,124) (69,32) (69,45) (69,98) (69,111) (71,32) (71,45) (71,98) (71,111) (76,2) (76,24) (76,119) (76,141) (77,0) (81,33) (81,110) (82,32) (82,45) (82,98) (82,111) (84,33) (84,110) (87,42) (87,68) (87,75) (87,101) (88,55) (88,88) (90,52) (90,91) (91,43) (91,56) (91,87) (91,100) (95,33) (95,110) (98,42) (98,68) (98,75) (98,101) (101,3) (101,36) (101,107) (101,140) (102,54) (102,67) (102,76) (102,89) (103,0) (104,43) (104,56) (104,87) (104,100) (110,33) (110,110) (113,10) (113,23) (113,120) (113,133) (114,55) (114,88) (115,54) (115,67) (115,76) (115,89) (117,22) (117,121) (120,20) (120,46) (120,97) (120,123) (121,33) (121,110) (123,19) (123,58) (123,85) (123,124) (124,10) (124,23) (124,120) (124,133) (126,10) (126,23) (126,120) (126,133) (128,11) (128,132) (134,19) (134,58) (134,85) (134,124) (136,33) (136,110) (137,10) (137,23) (137,120) (137,133) (139,55) (139,88) (142,13) (142,130)
26	y2 = x3 + 109x + 88	187	(0,33) (0,110) (1,22) (1,121) (4,4) (4,48) (4,95) (4,139) (6,10) (6,23) (6,120) (6,133) (8,30) (8,69) (8,74) (8,113) (9,15) (9,37) (9,106) (9,128) (12,11) (12,132) (17,43) (17,56) (17,87) (17,100) (19,3) (19,36) (19,107) (19,140) (21,22) (21,121) (22,11) (22,132) (26,7) (26,59) (26,84) (26,136) (30,30) (30,69) (30,74) (30,113) (31,15) (31,37) (31,106) (31,128) (32,55) (32,88) (34,22) (34,121) (39,32) (39,45) (39,98) (39,111) (42,26) (42,117) (43,22) (43,121) (44,11) (44,132) (45,55) (45,88) (48,15) (48,37) (48,106) (48,128) (52,19) (52,58) (52,85) (52,124) (53,4) (53,48) (53,95) (53,139) (55,0) (56,22) (56,121) (61,54) (61,67) (61,76) (61,89) (64,15) (64,37) (64,106) (64,128) (65,33) (65,110) (66,22) (66,121) (70,15) (70,37) (70,106) (70,128) (74,41) (74,63) (74,80) (74,102) (77,11) (77,132) (78,33) (78,110) (81,26) (81,117) (83,54) (83,67) (83,76) (83,89) (86,4) (86,48) (86,95) (86,139) (87,11) (87,132) (92,4) (92,48) (92,95) (92,139) (94,65) (94,78) (96,41) (96,63) (96,80) (96,102) (97,29) (97,62) (97,81) (97,114) (99,22) (99,121) (100,11) (100,132) (103,15) (103,37) (103,106) (103,128) (105,43) (105,56) (105,87) (105,100) (107,52) (107,91) (108,4) (108,48) (108,95) (108,139) (109,11) (109,132) (110,55) (110,88) (116,54) (116,67) (116,76) (116,89) (118,30) (118,69) (118,74) (118,113) (120,0) (121,22) (121,121) (122,11) (122,132) (125,4) (125,48) (125,95) (125,139) (129,41) (129,63) (129,80) (129,102) (130,7) (130,59) (130,84) (130,136) (131,22) (131,121) (133,0) (136,29) (136,62) (136,81) (136,114) (138,43) (138,56) (138,87) (138,100) (142,11) (142,132)
27	y2 = x3 + 96x + 55	187	(0,22) (0,121) (1,3) (1,36) (1,107) (1,140) (5,33) (5,110) (7,28) (7,50) (7,93) (7,115) (8,42) (8,68) (8,75) (8,101) (9,19) (9,58) (9,85) (9,124) (12,19) (12,58) (12,85) (12,124) (17,55) (17,88) (18,6) (18,71) (18,72) (18,137) (20,41) (20,63) (20,80) (20,102) (22,33) (22,110) (23,52) (23,91) (27,55) (27,88) (30,42) (30,68) (30,75) (30,101) (31,19) (31,58) (31,85) (31,124) (33,11) (33,132) (34,3) (34,36) (34,107) (34,140) (38,33) (38,110) (39,22) (39,121) (40,16) (40,49) (40,94) (40,127) (44,33) (44,110) (49,0) (51,6) (51,71) (51,72) (51,137) (52,9) (52,35) (52,108) (52,134) (53,3) (53,36) (53,107) (53,140) (56,3) (56,36) (56,107) (56,140) (60,55) (60,88) (61,33) (61,110) (62,39) (62,104) (64,19) (64,58) (64,85) (64,124) (66,55) (66,88) (72,11) (72,132) (73,16) (73,49) (73,94) (73,127) (74,20) (74,46) (74,97) (74,123) (75,52) (75,91) (77,33) (77,110) (78,30) (78,69) (78,74) (78,113) (82,55) (82,88) (83,33) (83,110) (85,2) (85,24) (85,119) (85,141) (86,3) (86,36) (86,107) (86,140) (88,0) (95,16) (95,49) (95,94) (95,127) (96,20) (96,46) (96,97) (96,123) (99,55) (99,88) (100,19) (100,58) (100,85) (100,124) (104,22) (104,121) (105,55) (105,88) (108,3) (108,36) (108,107) (108,140) (111,41) (111,63) (111,80) (111,102) (116,33) (116,110) (117,17) (117,61) (117,82) (117,126) (118,42) (118,68) (118,75) (118,101) (121,55) (121,88) (122,19) (122,58) (122,85) (122,124) (126,33) (126,110) (127,0) (129,20) (129,46) (129,97) (129,123) (130,30) (130,69) (130,74) (130,113) (137,11) (137,132) (138,55) (138,88) (139,6) (139,71) (139,72) (139,137) (140,13) (140,130)
28	y2 = x3 + 84x + 55	187	(0,22) (0,121) (2,33) (2,110) (3,42) (3,68) (3,75) (3,101) (4,13) (4,130) (10,6) (10,71) (10,72) (10,137) (11,55) (11,88) (13,22) (13,121) (14,20) (14,46) (14,97) (14,123) (15,20) (15,46) (15,97) (15,123) (17,26) (17,117) (21,28) (21,50) (21,93) (21,115) (24,55) (24,88) (25,42) (25,68) (25,75) (25,101) (26,9) (26,35) (26,108) (26,134) (28,7) (28,59) (28,84) (28,136) (36,20) (36,46) (36,97) (36,123) (37,42) (37,68) (37,75) (37,101) (39,4) (39,48) (39,95) (39,139) (42,55) (42,88) (43,39) (43,104) (47,2) (47,24) (47,119) (47,141) (50,29) (50,62) (50,81) (50,114) (53,33) (53,110) (54,6) (54,71) (54,72) (54,137) (55,55) (55,88) (64,55) (64,88) (65,17) (65,61) (65,82) (65,126) (66,33) (66,110) (68,55) (68,88) (69,13) (69,130) (75,33) (75,110) (76,16) (76,49) (76,94) (76,127) (77,55) (77,88) (79,33) (79,110) (80,20) (80,46) (80,97) (80,123) (81,42) (81,68) (81,75) (81,101) (86,11) (86,132) (88,33) (88,110) (90,55) (90,88) (91,9) (91,35) (91,108) (91,134) (92,20) (92,46) (92,97) (92,123) (94,29) (94,62) (94,81) (94,114) (99,11) (99,132) (101,33) (101,110) (102,42) (102,68) (102,75) (102,101) (103,42) (103,68) (103,75) (103,101) (105,7) (105,59) (105,84) (105,136) (108,0) (112,11) (112,132) (114,20) (114,46) (114,97) (114,123) (116,29) (116,62) (116,81) (116,114) (119,33) (119,110) (120,16) (120,49) (120,94) (120,127) (121,0) (125,2) (125,24) (125,119) (125,141) (127,7) (127,59) (127,84) (127,136) (130,22) (130,121) (131,6) (131,71) (131,72) (131,137) (132,33) (132,110) (134,0) (138,15) (138,37) (138,106) (138,128) (141,55) (141,88) (142,16) (142,49) (142,94) (142,127)
29	y2 = x3 + 41x + 55	187	(0,22) (0,121) (6,33) (6,110) (7,16) (7,49) (7,94) (7,127) (9,3) (9,36) (9,107) (9,140) (11,11) (11,132) (12,52) (12,91) (16,33) (16,110) (17,33) (17,110) (19,20) (19,46) (19,97) (19,123) (20,3) (20,36) (20,107) (20,140) (22,55) (22,88) (23,3) (23,36) (23,107) (23,140) (29,6) (29,71) (29,72) (29,137) (30,20) (30,46) (30,97) (30,123) (33,55) (33,88) (38,0) (39,22) (39,121) (42,19) (42,58) (42,85) (42,124) (45,19) (45,58) (45,85) (45,124) (49,55) (49,88) (50,11) (50,132) (51,39) (51,104) (52,9) (52,35) (52,108) (52,134) (55,33) (55,110) (56,19) (56,58) (56,85) (56,124) (61,55) (61,88) (62,16) (62,49) (62,94) (62,127) (63,2) (63,24) (63,119) (63,141) (64,52) (64,91) (71,33) (71,110) (72,55) (72,88) (74,42) (74,68) (74,75) (74,101) (75,3) (75,36) (75,107) (75,140) (77,0) (78,30) (78,69) (78,74) (78,113) (82,33) (82,110) (84,6) (84,71) (84,72) (84,137) (85,42) (85,68) (85,75) (85,101) (88,55) (88,88) (89,41) (89,63) (89,80) (89,102) (94,33) (94,110) (95,6) (95,71) (95,72) (95,137) (97,19) (97,58) (97,85) (97,124) (100,3) (100,36) (100,107) (100,140) (104,22) (104,121) (107,20) (107,46) (107,97) (107,123) (108,19) (108,58) (108,85) (108,124) (110,33) (110,110) (111,3) (111,36) (111,107) (111,140) (115,11) (115,132) (116,0) (117,17) (117,61) (117,82) (117,126) (121,33) (121,110) (126,55) (126,88) (127,55) (127,88) (128,28) (128,50) (128,93) (128,115) (129,13) (129,130) (130,30) (130,69) (130,74) (130,113) (133,19) (133,58) (133,85) (133,124) (137,55) (137,88) (139,16) (139,49) (139,94) (139,127) (140,42) (140,68) (140,75) (140,101) (141,41) (141,63) (141,80) (141,102)
30	y2 = x3 + 18x + 88	187	(0,33) (0,110) (3,13) (3,130) (4,9) (4,35) (4,108) (4,134) (6,29) (6,62) (6,81) (6,114) (9,11) (9,132) (13,33) (13,110) (14,9) (14,35) (14,108) (14,134) (17,4) (17,48) (17,95) (17,139) (21,17) (21,61) (21,82) (21,126) (22,11) (22,132) (25,2) (25,24) (25,119) (25,141) (26,20) (26,46) (26,97) (26,123) (31,11) (31,132) (32,16) (32,49) (32,94) (32,127) (35,11) (35,132) (39,7) (39,59) (39,84) (39,136) (42,0) (43,17) (43,61) (43,82) (43,126) (44,11) (44,132) (47,9) (47,35) (47,108) (47,134) (48,2) (48,24) (48,119) (48,141) (53,22) (53,121) (55,0) (57,11) (57,132) (58,42) (58,68) (58,75) (58,101) (61,15) (61,37) (61,106) (61,128) (64,11) (64,132) (65,6) (65,71) (65,72) (65,137) (66,22) (66,121) (68,0) (69,9) (69,35) (69,108) (69,134) (70,2) (70,24) (70,119) (70,141) (77,11) (77,132) (79,22) (79,121) (81,13) (81,130) (83,15) (83,37) (83,106) (83,128) (86,22) (86,121) (87,28) (87,50) (87,93) (87,115) (90,11) (90,132) (91,20) (91,46) (91,97) (91,123) (92,9) (92,35) (92,108) (92,134) (94,26) (94,117) (97,55) (97,88) (99,22) (99,121) (103,2) (103,24) (103,119) (103,141) (105,4) (105,48) (105,95) (105,139) (108,22) (108,121) (109,28) (109,50) (109,93) (109,115) (110,55) (110,88) (112,22) (112,121) (113,2) (113,24) (113,119) (113,141) (116,15) (116,37) (116,106) (116,128) (120,39) (120,104) (121,22) (121,121) (123,55) (123,88) (125,9) (125,35) (125,108) (125,134) (130,33) (130,110) (131,17) (131,61) (131,82) (131,126) (134,22) (134,121) (135,2) (135,24) (135,119) (135,141) (136,42) (136,68) (136,75) (136,101) (138,4) (138,48) (138,95) (138,139) (142,28) (142,50) (142,93) (142,115)