class leader: y² = x³ + 144x + 104

Sr no.	class members	# points	points
1	y2 = x3 + 144x + 104	189	(0,17) (0,57) (0,128) (0,168) (1,8) (1,82) (1,103) (1,177) (2,20) (2,165) (4,2) (4,72) (4,113) (4,183) (6,37) (6,148) (7,30) (7,155) (10,18) (10,92) (10,93) (10,167) (17,55) (17,130) (26,38) (26,73) (26,112) (26,147) (30,23) (30,88) (30,97) (30,162) (32,80) (32,105) (35,17) (35,57) (35,128) (35,168) (36,12) (36,62) (36,123) (36,173) (37,20) (37,165) (39,17) (39,57) (39,128) (39,168) (41,2) (41,72) (41,113) (41,183) (44,7) (44,67) (44,118) (44,178) (47,55) (47,130) (54,18) (54,92) (54,93) (54,167) (65,22) (65,52) (65,133) (65,163) (67,60) (67,125) (69,43) (69,68) (69,117) (69,142) (72,20) (72,165) (74,17) (74,57) (74,128) (74,168) (75,8) (75,82) (75,103) (75,177) (76,17) (76,57) (76,128) (76,168) (80,37) (80,148) (81,7) (81,67) (81,118) (81,178) (84,18) (84,92) (84,93) (84,167) (91,18) (91,92) (91,93) (91,167) (100,38) (100,73) (100,112) (100,147) (102,15) (102,170) (104,23) (104,88) (104,97) (104,162) (106,43) (106,68) (106,117) (106,142) (109,17) (109,57) (109,128) (109,168) (110,12) (110,62) (110,123) (110,173) (111,17) (111,57) (111,128) (111,168) (112,45) (112,140) (115,2) (115,72) (115,113) (115,183) (117,0) (121,18) (121,92) (121,93) (121,167) (137,75) (137,110) (139,22) (139,52) (139,133) (139,163) (141,23) (141,88) (141,97) (141,162) (146,17) (146,57) (146,128) (146,168) (147,25) (147,160) (149,8) (149,82) (149,103) (149,177) (150,17) (150,57) (150,128) (150,168) (152,35) (152,150) (154,37) (154,148) (155,7) (155,67) (155,118) (155,178) (165,18) (165,92) (165,93) (165,167) (174,38) (174,73) (174,112) (174,147) (176,22) (176,52) (176,133) (176,163) (180,43) (180,68) (180,117) (180,142) (184,12) (184,62) (184,123) (184,173)
2	y2 = x3 + 9x + 71	189	(0,16) (0,21) (0,164) (0,169) (1,9) (1,46) (1,139) (1,176) (8,10) (8,175) (9,54) (9,91) (9,94) (9,131) (11,24) (11,61) (11,124) (11,161) (18,90) (18,95) (19,16) (19,21) (19,164) (19,169) (20,74) (20,111) (21,44) (21,81) (21,104) (21,141) (25,14) (25,51) (25,134) (25,171) (26,11) (26,26) (26,159) (26,174) (28,75) (28,110) (38,65) (38,120) (44,49) (44,86) (44,99) (44,136) (45,64) (45,84) (45,101) (45,121) (46,54) (46,91) (46,94) (46,131) (48,50) (48,135) (55,16) (55,21) (55,164) (55,169) (56,16) (56,21) (56,164) (56,169) (58,30) (58,155) (63,85) (63,100) (65,1) (65,36) (65,149) (65,184) (69,44) (69,81) (69,104) (69,141) (74,16) (74,21) (74,164) (74,169) (75,9) (75,46) (75,139) (75,176) (81,49) (81,86) (81,99) (81,136) (83,20) (83,165) (85,24) (85,61) (85,124) (85,161) (93,90) (93,95) (94,74) (94,111) (95,44) (95,81) (95,104) (95,141) (99,14) (99,51) (99,134) (99,171) (100,11) (100,26) (100,159) (100,174) (106,44) (106,81) (106,104) (106,141) (111,16) (111,21) (111,164) (111,169) (118,25) (118,160) (119,64) (119,84) (119,101) (119,121) (120,54) (120,91) (120,94) (120,131) (129,16) (129,21) (129,164) (129,169) (130,16) (130,21) (130,164) (130,169) (131,74) (131,111) (136,14) (136,51) (136,134) (136,171) (139,1) (139,36) (139,149) (139,184) (143,30) (143,155) (148,90) (148,95) (149,9) (149,46) (149,139) (149,176) (155,49) (155,86) (155,99) (155,136) (156,64) (156,84) (156,101) (156,121) (159,24) (159,61) (159,124) (159,161) (166,16) (166,21) (166,164) (166,169) (168,0) (169,44) (169,81) (169,104) (169,141) (173,60) (173,125) (174,11) (174,26) (174,159) (174,174) (176,1) (176,36) (176,149) (176,184) (180,44) (180,81) (180,104) (180,141)
3	y2 = x3 + 84x + 41	189	(0,39) (0,76) (0,109) (0,146) (4,16) (4,21) (4,164) (4,169) (6,24) (6,61) (6,124) (6,161) (8,35) (8,150) (9,34) (9,71) (9,114) (9,151) (13,0) (20,29) (20,66) (20,119) (20,156) (21,59) (21,89) (21,96) (21,126) (28,80) (28,105) (29,39) (29,76) (29,109) (29,146) (33,60) (33,125) (34,24) (34,61) (34,124) (34,161) (36,54) (36,91) (36,94) (36,131) (41,16) (41,21) (41,164) (41,169) (43,50) (43,135) (44,11) (44,26) (44,159) (44,174) (45,39) (45,76) (45,109) (45,146) (46,34) (46,71) (46,114) (46,151) (50,74) (50,111) (58,15) (58,170) (65,6) (65,31) (65,154) (65,179) (66,39) (66,76) (66,109) (66,146) (70,14) (70,51) (70,134) (70,171) (71,24) (71,61) (71,124) (71,161) (73,20) (73,165) (74,39) (74,76) (74,109) (74,146) (78,90) (78,95) (80,24) (80,61) (80,124) (80,161) (81,11) (81,26) (81,159) (81,174) (83,40) (83,145) (94,29) (94,66) (94,119) (94,156) (95,59) (95,89) (95,96) (95,126) (103,35) (103,150) (108,50) (108,135) (110,54) (110,91) (110,94) (110,131) (111,39) (111,76) (111,109) (111,146) (115,16) (115,21) (115,164) (115,169) (118,85) (118,100) (119,39) (119,76) (119,109) (119,146) (120,34) (120,71) (120,114) (120,151) (124,74) (124,111) (131,29) (131,66) (131,119) (131,156) (139,6) (139,31) (139,154) (139,179) (140,39) (140,76) (140,109) (140,146) (144,14) (144,51) (144,134) (144,171) (145,24) (145,61) (145,124) (145,161) (148,35) (148,150) (154,24) (154,61) (154,124) (154,161) (155,11) (155,26) (155,159) (155,174) (156,39) (156,76) (156,109) (156,146) (161,74) (161,111) (168,45) (168,140) (169,59) (169,89) (169,96) (169,126) (176,6) (176,31) (176,154) (176,179) (181,14) (181,51) (181,134) (181,171) (184,54) (184,91) (184,94) (184,131)
4	y2 = x3 + 174x + 4	189	(0,2) (0,72) (0,113) (0,183) (2,45) (2,140) (5,37) (5,148) (7,60) (7,125) (11,17) (11,57) (11,128) (11,168) (12,40) (12,145) (14,2) (14,72) (14,113) (14,183) (25,43) (25,68) (25,117) (25,142) (30,53) (30,58) (30,127) (30,132) (34,48) (34,63) (34,122) (34,137) (37,35) (37,150) (39,8) (39,82) (39,103) (39,177) (42,0) (44,23) (44,88) (44,97) (44,162) (45,13) (45,87) (45,98) (45,172) (49,3) (49,77) (49,108) (49,182) (51,2) (51,72) (51,113) (51,183) (60,2) (60,72) (60,113) (60,183) (62,80) (62,105) (65,22) (65,52) (65,133) (65,163) (67,90) (67,95) (70,13) (70,87) (70,98) (70,172) (71,48) (71,63) (71,122) (71,137) (74,2) (74,72) (74,113) (74,183) (76,8) (76,82) (76,103) (76,177) (79,37) (79,148) (81,23) (81,88) (81,97) (81,162) (82,50) (82,135) (85,17) (85,57) (85,128) (85,168) (86,3) (86,77) (86,108) (86,182) (97,35) (97,150) (99,43) (99,68) (99,117) (99,142) (102,15) (102,170) (104,53) (104,58) (104,127) (104,132) (107,50) (107,135) (111,2) (111,72) (111,113) (111,183) (116,37) (116,148) (119,13) (119,87) (119,98) (119,172) (122,20) (122,165) (125,2) (125,72) (125,113) (125,183) (134,2) (134,72) (134,113) (134,183) (136,43) (136,68) (136,117) (136,142) (139,22) (139,52) (139,133) (139,163) (141,53) (141,58) (141,127) (141,132) (144,13) (144,87) (144,98) (144,172) (145,48) (145,63) (145,122) (145,137) (150,8) (150,82) (150,103) (150,177) (155,23) (155,88) (155,97) (155,162) (156,13) (156,87) (156,98) (156,172) (159,17) (159,57) (159,128) (159,168) (160,3) (160,77) (160,108) (160,182) (162,35) (162,150) (171,2) (171,72) (171,113) (171,183) (176,22) (176,52) (176,133) (176,163) (181,13) (181,87) (181,98) (181,172) (182,85) (182,100)
5	y2 = x3 + 144x + 44	189	(0,28) (0,83) (0,102) (0,157) (1,2) (1,72) (1,113) (1,183) (2,65) (2,120) (5,38) (5,73) (5,112) (5,147) (7,10) (7,175) (9,53) (9,58) (9,127) (9,132) (11,43) (11,68) (11,117) (11,142) (20,3) (20,77) (20,108) (20,182) (27,40) (27,145) (30,32) (30,42) (30,143) (30,153) (31,37) (31,148) (35,28) (35,83) (35,102) (35,157) (36,48) (36,63) (36,122) (36,137) (37,65) (37,120) (39,28) (39,83) (39,102) (39,157) (42,75) (42,110) (44,27) (44,47) (44,138) (44,158) (46,53) (46,58) (46,127) (46,132) (57,40) (57,145) (64,3) (64,77) (64,108) (64,182) (67,5) (67,180) (70,12) (70,62) (70,123) (70,173) (72,65) (72,120) (74,28) (74,83) (74,102) (74,157) (75,2) (75,72) (75,113) (75,183) (76,28) (76,83) (76,102) (76,157) (79,38) (79,73) (79,112) (79,147) (81,27) (81,47) (81,138) (81,158) (85,43) (85,68) (85,117) (85,142) (94,3) (94,77) (94,108) (94,182) (101,3) (101,77) (101,108) (101,182) (104,32) (104,42) (104,143) (104,153) (105,37) (105,148) (107,25) (107,160) (109,28) (109,83) (109,102) (109,157) (110,48) (110,63) (110,122) (110,137) (111,28) (111,83) (111,102) (111,157) (112,35) (112,150) (116,38) (116,73) (116,112) (116,147) (120,53) (120,58) (120,127) (120,132) (122,80) (122,105) (131,3) (131,77) (131,108) (131,182) (141,32) (141,42) (141,143) (141,153) (142,0) (144,12) (144,62) (144,123) (144,173) (146,28) (146,83) (146,102) (146,157) (147,85) (147,100) (149,2) (149,72) (149,113) (149,183) (150,28) (150,83) (150,102) (150,157) (155,27) (155,47) (155,138) (155,158) (157,90) (157,95) (159,43) (159,68) (159,117) (159,142) (175,3) (175,77) (175,108) (175,182) (179,37) (179,148) (181,12) (181,62) (181,123) (181,173) (184,48) (184,63) (184,122) (184,137)
6	y2 = x3 + 149x + 41	189	(0,39) (0,76) (0,109) (0,146) (3,90) (3,95) (6,39) (6,76) (6,109) (6,146) (15,29) (15,66) (15,119) (15,156) (16,34) (16,71) (16,114) (16,151) (19,74) (19,111) (21,6) (21,31) (21,154) (21,179) (23,50) (23,135) (25,59) (25,89) (25,96) (25,126) (31,39) (31,76) (31,109) (31,146) (33,85) (33,100) (34,14) (34,51) (34,134) (34,171) (40,16) (40,21) (40,164) (40,169) (43,35) (43,150) (44,24) (44,61) (44,124) (44,161) (53,40) (53,145) (56,74) (56,111) (58,80) (58,105) (60,24) (60,61) (60,124) (60,161) (64,54) (64,91) (64,94) (64,131) (68,35) (68,150) (70,11) (70,26) (70,159) (70,174) (71,14) (71,51) (71,134) (71,171) (74,39) (74,76) (74,109) (74,146) (80,39) (80,76) (80,109) (80,146) (81,24) (81,61) (81,124) (81,161) (89,29) (89,66) (89,119) (89,156) (90,34) (90,71) (90,114) (90,151) (93,0) (95,6) (95,31) (95,154) (95,179) (99,59) (99,89) (99,96) (99,126) (101,54) (101,91) (101,94) (101,131) (105,39) (105,76) (105,109) (105,146) (108,60) (108,125) (111,39) (111,76) (111,109) (111,146) (114,16) (114,21) (114,164) (114,169) (118,50) (118,135) (126,29) (126,66) (126,119) (126,156) (130,74) (130,111) (134,24) (134,61) (134,124) (134,161) (136,59) (136,89) (136,96) (136,126) (138,20) (138,165) (144,11) (144,26) (144,159) (144,174) (145,14) (145,51) (145,134) (145,171) (148,35) (148,150) (151,16) (151,21) (151,164) (151,169) (154,39) (154,76) (154,109) (154,146) (155,24) (155,61) (155,124) (155,161) (163,45) (163,140) (164,34) (164,71) (164,114) (164,151) (169,6) (169,31) (169,154) (169,179) (171,24) (171,61) (171,124) (171,161) (173,15) (173,170) (175,54) (175,91) (175,94) (175,131) (179,39) (179,76) (179,109) (179,146) (181,11) (181,26) (181,159) (181,174)
7	y2 = x3 + 34x + 81	189	(0,9) (0,46) (0,139) (0,176) (3,5) (3,180) (11,11) (11,26) (11,159) (11,174) (15,9) (15,46) (15,139) (15,176) (19,1) (19,36) (19,149) (19,184) (26,39) (26,76) (26,109) (26,146) (29,74) (29,111) (34,64) (34,84) (34,101) (34,121) (36,34) (36,71) (36,114) (36,151) (39,34) (39,71) (39,114) (39,151) (40,69) (40,79) (40,106) (40,116) (44,49) (44,86) (44,99) (44,136) (48,85) (48,100) (49,16) (49,21) (49,164) (49,169) (56,1) (56,36) (56,149) (56,184) (59,9) (59,46) (59,139) (59,176) (63,35) (63,150) (64,6) (64,31) (64,154) (64,179) (66,74) (66,111) (71,64) (71,84) (71,101) (71,121) (73,40) (73,145) (74,9) (74,46) (74,139) (74,176) (76,34) (76,71) (76,114) (76,151) (81,49) (81,86) (81,99) (81,136) (85,11) (85,26) (85,159) (85,174) (86,16) (86,21) (86,164) (86,169) (89,9) (89,46) (89,139) (89,176) (93,75) (93,110) (96,9) (96,46) (96,139) (96,176) (100,39) (100,76) (100,109) (100,146) (101,6) (101,31) (101,154) (101,179) (103,0) (108,10) (108,175) (110,34) (110,71) (110,114) (110,151) (111,9) (111,46) (111,139) (111,176) (113,40) (113,145) (114,69) (114,79) (114,106) (114,116) (118,25) (118,160) (123,90) (123,95) (126,9) (126,46) (126,139) (126,176) (130,1) (130,36) (130,149) (130,184) (133,65) (133,120) (138,80) (138,105) (140,74) (140,111) (145,64) (145,84) (145,101) (145,121) (148,65) (148,120) (150,34) (150,71) (150,114) (150,151) (151,69) (151,79) (151,106) (151,116) (155,49) (155,86) (155,99) (155,136) (159,11) (159,26) (159,159) (159,174) (160,16) (160,21) (160,164) (160,169) (163,65) (163,120) (170,9) (170,46) (170,139) (170,176) (174,39) (174,76) (174,109) (174,146) (175,6) (175,31) (175,154) (175,179) (184,34) (184,71) (184,114) (184,151)
8	y2 = x3 + 49x + 114	189	(0,22) (0,52) (0,133) (0,163) (1,33) (1,78) (1,107) (1,152) (4,2) (4,72) (4,113) (4,183) (5,22) (5,52) (5,133) (5,163) (9,27) (9,47) (9,138) (9,158) (12,5) (12,180) (16,43) (16,68) (16,117) (16,142) (21,28) (21,83) (21,102) (21,157) (22,0) (27,20) (27,165) (31,23) (31,88) (31,97) (31,162) (32,15) (32,170) (36,8) (36,82) (36,103) (36,177) (37,15) (37,170) (41,2) (41,72) (41,113) (41,183) (42,15) (42,170) (46,27) (46,47) (46,138) (46,158) (49,32) (49,42) (49,143) (49,153) (50,32) (50,42) (50,143) (50,153) (59,37) (59,148) (64,17) (64,57) (64,128) (64,168) (69,22) (69,52) (69,133) (69,163) (74,22) (74,52) (74,133) (74,163) (75,33) (75,78) (75,107) (75,152) (79,22) (79,52) (79,133) (79,163) (86,32) (86,42) (86,143) (86,153) (87,5) (87,180) (90,43) (90,68) (90,117) (90,142) (95,28) (95,83) (95,102) (95,157) (96,37) (96,148) (101,17) (101,57) (101,128) (101,168) (105,23) (105,88) (105,97) (105,162) (106,22) (106,52) (106,133) (106,163) (110,8) (110,82) (110,103) (110,177) (111,22) (111,52) (111,133) (111,163) (112,70) (112,115) (115,2) (115,72) (115,113) (115,183) (116,22) (116,52) (116,133) (116,163) (120,27) (120,47) (120,138) (120,158) (124,32) (124,42) (124,143) (124,153) (127,80) (127,105) (132,65) (132,120) (142,60) (142,125) (147,45) (147,140) (149,33) (149,78) (149,107) (149,152) (152,35) (152,150) (157,10) (157,175) (160,32) (160,42) (160,143) (160,153) (161,32) (161,42) (161,143) (161,153) (164,43) (164,68) (164,117) (164,142) (169,28) (169,83) (169,102) (169,157) (170,37) (170,148) (175,17) (175,57) (175,128) (175,168) (179,23) (179,88) (179,97) (179,162) (180,22) (180,52) (180,133) (180,163) (184,8) (184,82) (184,103) (184,177)
9	y2 = x3 + 34x + 104	189	(0,17) (0,57) (0,128) (0,168) (1,18) (1,92) (1,93) (1,167) (10,38) (10,73) (10,112) (10,147) (11,12) (11,62) (11,123) (11,173) (15,17) (15,57) (15,128) (15,168) (22,20) (22,165) (25,22) (25,52) (25,133) (25,163) (26,8) (26,82) (26,103) (26,177) (30,2) (30,72) (30,113) (30,183) (34,7) (34,67) (34,118) (34,178) (35,18) (35,92) (35,93) (35,167) (37,20) (37,165) (40,23) (40,88) (40,97) (40,162) (45,37) (45,148) (47,75) (47,110) (52,20) (52,165) (55,43) (55,68) (55,117) (55,142) (59,17) (59,57) (59,128) (59,168) (62,15) (62,170) (67,35) (67,150) (71,7) (71,67) (71,118) (71,178) (72,55) (72,130) (74,17) (74,57) (74,128) (74,168) (75,18) (75,92) (75,93) (75,167) (77,60) (77,125) (82,0) (84,38) (84,73) (84,112) (84,147) (85,12) (85,62) (85,123) (85,173) (89,17) (89,57) (89,128) (89,168) (92,80) (92,105) (96,17) (96,57) (96,128) (96,168) (99,22) (99,52) (99,133) (99,163) (100,8) (100,82) (100,103) (100,177) (104,2) (104,72) (104,113) (104,183) (109,18) (109,92) (109,93) (109,167) (111,17) (111,57) (111,128) (111,168) (112,55) (112,130) (114,23) (114,88) (114,97) (114,162) (119,37) (119,148) (121,38) (121,73) (121,112) (121,147) (122,25) (122,160) (126,17) (126,57) (126,128) (126,168) (129,43) (129,68) (129,117) (129,142) (136,22) (136,52) (136,133) (136,163) (137,45) (137,140) (141,2) (141,72) (141,113) (141,183) (145,7) (145,67) (145,118) (145,178) (146,18) (146,92) (146,93) (146,167) (149,18) (149,92) (149,93) (149,167) (151,23) (151,88) (151,97) (151,162) (156,37) (156,148) (159,12) (159,62) (159,123) (159,173) (166,43) (166,68) (166,117) (166,142) (170,17) (170,57) (170,128) (170,168) (174,8) (174,82) (174,103) (174,177) (182,30) (182,155)
10	y2 = x3 + 9x + 151	189	(0,59) (0,89) (0,96) (0,126) (5,69) (5,79) (5,106) (5,116) (9,6) (9,31) (9,154) (9,179) (11,29) (11,66) (11,119) (11,156) (16,69) (16,79) (16,106) (16,116) (18,15) (18,170) (19,59) (19,89) (19,96) (19,126) (26,4) (26,41) (26,144) (26,181) (28,65) (28,120) (29,14) (29,51) (29,134) (29,171) (30,39) (30,76) (30,109) (30,146) (36,54) (36,91) (36,94) (36,131) (46,6) (46,31) (46,154) (46,179) (48,45) (48,140) (49,64) (49,84) (49,101) (49,121) (53,5) (53,180) (54,74) (54,111) (55,59) (55,89) (55,96) (55,126) (56,59) (56,89) (56,96) (56,126) (63,70) (63,115) (65,9) (65,46) (65,139) (65,176) (66,14) (66,51) (66,134) (66,171) (73,20) (73,165) (74,59) (74,89) (74,96) (74,126) (79,69) (79,79) (79,106) (79,116) (83,80) (83,105) (85,29) (85,66) (85,119) (85,156) (86,64) (86,84) (86,101) (86,121) (90,69) (90,79) (90,106) (90,116) (91,74) (91,111) (93,15) (93,170) (100,4) (100,41) (100,144) (100,181) (103,60) (103,125) (104,39) (104,76) (104,109) (104,146) (110,54) (110,91) (110,94) (110,131) (111,59) (111,89) (111,96) (111,126) (116,69) (116,79) (116,106) (116,116) (120,6) (120,31) (120,154) (120,179) (123,10) (123,175) (128,0) (129,59) (129,89) (129,96) (129,126) (130,59) (130,89) (130,96) (130,126) (139,9) (139,46) (139,139) (139,176) (140,14) (140,51) (140,134) (140,171) (141,39) (141,76) (141,109) (141,146) (148,15) (148,170) (153,5) (153,180) (159,29) (159,66) (159,119) (159,156) (160,64) (160,84) (160,101) (160,121) (164,69) (164,79) (164,106) (164,116) (165,74) (165,111) (166,59) (166,89) (166,96) (166,126) (174,4) (174,41) (174,144) (174,181) (176,9) (176,46) (176,139) (176,176) (178,35) (178,150) (184,54) (184,91) (184,94) (184,131)
11	y2 = x3 + 174x + 181	189	(0,49) (0,86) (0,99) (0,136) (3,45) (3,140) (4,4) (4,41) (4,144) (4,181) (9,16) (9,21) (9,164) (9,169) (14,49) (14,86) (14,99) (14,136) (23,25) (23,160) (25,19) (25,56) (25,129) (25,166) (26,9) (26,46) (26,139) (26,176) (29,4) (29,41) (29,144) (29,181) (30,64) (30,84) (30,101) (30,121) (35,11) (35,26) (35,159) (35,174) (40,29) (40,66) (40,119) (40,156) (41,4) (41,41) (41,144) (41,181) (44,59) (44,89) (44,96) (44,126) (46,16) (46,21) (46,164) (46,169) (49,1) (49,36) (49,149) (49,184) (51,49) (51,86) (51,99) (51,136) (60,49) (60,86) (60,99) (60,136) (63,65) (63,120) (66,4) (66,41) (66,144) (66,181) (69,74) (69,111) (74,49) (74,86) (74,99) (74,136) (78,70) (78,115) (81,59) (81,89) (81,96) (81,126) (83,90) (83,95) (86,1) (86,36) (86,149) (86,184) (88,25) (88,160) (99,19) (99,56) (99,129) (99,166) (100,9) (100,46) (100,139) (100,176) (103,70) (103,115) (104,64) (104,84) (104,101) (104,121) (106,74) (106,111) (109,11) (109,26) (109,159) (109,174) (111,49) (111,86) (111,99) (111,136) (114,29) (114,66) (114,119) (114,156) (115,4) (115,41) (115,144) (115,181) (118,15) (118,170) (120,16) (120,21) (120,164) (120,169) (123,75) (123,110) (125,49) (125,86) (125,99) (125,136) (134,49) (134,86) (134,99) (134,136) (136,19) (136,56) (136,129) (136,166) (140,4) (140,41) (140,144) (140,181) (141,64) (141,84) (141,101) (141,121) (143,0) (146,11) (146,26) (146,159) (146,174) (148,25) (148,160) (151,29) (151,66) (151,119) (151,156) (155,59) (155,89) (155,96) (155,126) (160,1) (160,36) (160,149) (160,184) (171,49) (171,86) (171,99) (171,136) (173,55) (173,130) (174,9) (174,46) (174,139) (174,176) (178,10) (178,175) (180,74) (180,111) (183,85) (183,100)
12	y2 = x3 + 44x + 44	189	(0,28) (0,83) (0,102) (0,157) (4,32) (4,42) (4,143) (4,153) (10,2) (10,72) (10,113) (10,183) (11,3) (11,77) (11,108) (11,182) (14,37) (14,148) (15,3) (15,77) (15,108) (15,182) (16,53) (16,58) (16,127) (16,132) (17,65) (17,120) (20,28) (20,83) (20,102) (20,157) (27,85) (27,100) (34,12) (34,62) (34,123) (34,173) (36,43) (36,68) (36,117) (36,142) (37,65) (37,120) (41,32) (41,42) (41,143) (41,153) (47,35) (47,150) (50,38) (50,73) (50,112) (50,147) (51,37) (51,148) (52,40) (52,145) (54,28) (54,83) (54,102) (54,157) (57,65) (57,120) (64,48) (64,63) (64,122) (64,137) (70,27) (70,47) (70,138) (70,158) (71,12) (71,62) (71,123) (71,173) (74,28) (74,83) (74,102) (74,157) (84,2) (84,72) (84,113) (84,183) (85,3) (85,77) (85,108) (85,182) (87,75) (87,110) (89,3) (89,77) (89,108) (89,182) (90,53) (90,58) (90,127) (90,132) (91,28) (91,83) (91,102) (91,157) (94,28) (94,83) (94,102) (94,157) (101,48) (101,63) (101,122) (101,137) (107,10) (107,175) (110,43) (110,68) (110,117) (110,142) (111,28) (111,83) (111,102) (111,157) (115,32) (115,42) (115,143) (115,153) (121,2) (121,72) (121,113) (121,183) (122,40) (122,145) (124,38) (124,73) (124,112) (124,147) (125,37) (125,148) (126,3) (126,77) (126,108) (126,182) (127,90) (127,95) (131,28) (131,83) (131,102) (131,157) (144,27) (144,47) (144,138) (144,158) (145,12) (145,62) (145,123) (145,173) (147,80) (147,105) (152,5) (152,180) (159,3) (159,77) (159,108) (159,182) (161,38) (161,73) (161,112) (161,147) (162,0) (164,53) (164,58) (164,127) (164,132) (165,28) (165,83) (165,102) (165,157) (175,48) (175,63) (175,122) (175,137) (181,27) (181,47) (181,138) (181,158) (182,25) (182,160) (184,43) (184,68) (184,117) (184,142)
13	y2 = x3 + 164x + 114	189	(0,22) (0,52) (0,133) (0,163) (9,32) (9,42) (9,143) (9,153) (10,33) (10,78) (10,107) (10,152) (11,17) (11,57) (11,128) (11,168) (12,80) (12,105) (14,23) (14,88) (14,97) (14,162) (16,27) (16,47) (16,138) (16,158) (19,32) (19,42) (19,143) (19,153) (24,22) (24,52) (24,133) (24,163) (25,28) (25,83) (25,102) (25,157) (27,45) (27,140) (35,37) (35,148) (37,15) (37,170) (40,2) (40,72) (40,113) (40,183) (46,32) (46,42) (46,143) (46,153) (47,70) (47,115) (49,43) (49,68) (49,117) (49,142) (50,22) (50,52) (50,133) (50,163) (51,23) (51,88) (51,97) (51,162) (56,32) (56,42) (56,143) (56,153) (61,22) (61,52) (61,133) (61,163) (62,65) (62,120) (64,8) (64,82) (64,103) (64,177) (72,0) (74,22) (74,52) (74,133) (74,163) (77,35) (77,150) (84,33) (84,78) (84,107) (84,152) (85,17) (85,57) (85,128) (85,168) (86,43) (86,68) (86,117) (86,142) (87,15) (87,170) (90,27) (90,47) (90,138) (90,158) (99,28) (99,83) (99,102) (99,157) (101,8) (101,82) (101,103) (101,177) (109,37) (109,148) (111,22) (111,52) (111,133) (111,163) (114,2) (114,72) (114,113) (114,183) (120,32) (120,42) (120,143) (120,153) (121,33) (121,78) (121,107) (121,152) (122,20) (122,165) (124,22) (124,52) (124,133) (124,163) (125,23) (125,88) (125,97) (125,162) (127,10) (127,175) (130,32) (130,42) (130,143) (130,153) (135,22) (135,52) (135,133) (135,163) (136,28) (136,83) (136,102) (136,157) (146,37) (146,148) (151,2) (151,72) (151,113) (151,183) (157,5) (157,180) (159,17) (159,57) (159,128) (159,168) (160,43) (160,68) (160,117) (160,142) (161,22) (161,52) (161,133) (161,163) (162,60) (162,125) (164,27) (164,47) (164,138) (164,158) (167,5) (167,180) (172,15) (172,170) (175,8) (175,82) (175,103) (175,177)
14	y2 = x3 + 49x + 71	189	(0,16) (0,21) (0,164) (0,169) (1,11) (1,26) (1,159) (1,174) (5,16) (5,21) (5,164) (5,169) (6,64) (6,84) (6,101) (6,121) (10,9) (10,46) (10,139) (10,176) (15,74) (15,111) (16,54) (16,91) (16,94) (16,131) (21,1) (21,36) (21,149) (21,184) (24,44) (24,81) (24,104) (24,141) (25,44) (25,81) (25,104) (25,141) (28,60) (28,125) (33,25) (33,160) (36,24) (36,61) (36,124) (36,161) (38,85) (38,100) (43,10) (43,175) (53,20) (53,165) (58,75) (58,110) (61,44) (61,81) (61,104) (61,141) (65,14) (65,51) (65,134) (65,171) (69,16) (69,21) (69,164) (69,169) (70,49) (70,86) (70,99) (70,136) (73,50) (73,135) (74,16) (74,21) (74,164) (74,169) (75,11) (75,26) (75,159) (75,174) (79,16) (79,21) (79,164) (79,169) (80,64) (80,84) (80,101) (80,121) (84,9) (84,46) (84,139) (84,176) (89,74) (89,111) (90,54) (90,91) (90,94) (90,131) (95,1) (95,36) (95,149) (95,184) (98,30) (98,155) (99,44) (99,81) (99,104) (99,141) (106,16) (106,21) (106,164) (106,169) (110,24) (110,61) (110,124) (110,161) (111,16) (111,21) (111,164) (111,169) (116,16) (116,21) (116,164) (116,169) (121,9) (121,46) (121,139) (121,176) (126,74) (126,111) (135,44) (135,81) (135,104) (135,141) (136,44) (136,81) (136,104) (136,141) (139,14) (139,51) (139,134) (139,171) (143,90) (143,95) (144,49) (144,86) (144,99) (144,136) (148,90) (148,95) (149,11) (149,26) (149,159) (149,174) (153,90) (153,95) (154,64) (154,84) (154,101) (154,121) (158,65) (158,120) (163,0) (164,54) (164,91) (164,94) (164,131) (169,1) (169,36) (169,149) (169,184) (173,30) (173,155) (176,14) (176,51) (176,134) (176,171) (180,16) (180,21) (180,164) (180,169) (181,49) (181,86) (181,99) (181,136) (184,24) (184,61) (184,124) (184,161)
15	y2 = x3 + 84x + 181	189	(0,49) (0,86) (0,99) (0,136) (1,9) (1,46) (1,139) (1,176) (3,70) (3,115) (4,64) (4,84) (4,101) (4,121) (8,25) (8,160) (9,1) (9,36) (9,149) (9,184) (16,16) (16,21) (16,164) (16,169) (24,74) (24,111) (28,55) (28,130) (29,49) (29,86) (29,99) (29,136) (30,29) (30,66) (30,119) (30,156) (31,4) (31,41) (31,144) (31,181) (33,15) (33,170) (38,65) (38,120) (40,4) (40,41) (40,144) (40,181) (41,64) (41,84) (41,101) (41,121) (45,49) (45,86) (45,99) (45,136) (46,1) (46,36) (46,149) (46,184) (53,90) (53,95) (54,11) (54,26) (54,159) (54,174) (61,74) (61,111) (65,19) (65,56) (65,129) (65,166) (66,49) (66,86) (66,99) (66,136) (68,70) (68,115) (70,59) (70,89) (70,96) (70,126) (74,49) (74,86) (74,99) (74,136) (75,9) (75,46) (75,139) (75,176) (78,10) (78,175) (83,75) (83,110) (90,16) (90,21) (90,164) (90,169) (91,11) (91,26) (91,159) (91,174) (98,0) (103,25) (103,160) (104,29) (104,66) (104,119) (104,156) (105,4) (105,41) (105,144) (105,181) (111,49) (111,86) (111,99) (111,136) (114,4) (114,41) (114,144) (114,181) (115,64) (115,84) (115,101) (115,121) (119,49) (119,86) (119,99) (119,136) (120,1) (120,36) (120,149) (120,184) (128,85) (128,100) (135,74) (135,111) (139,19) (139,56) (139,129) (139,166) (140,49) (140,86) (140,99) (140,136) (141,29) (141,66) (141,119) (141,156) (144,59) (144,89) (144,96) (144,126) (148,25) (148,160) (149,9) (149,46) (149,139) (149,176) (151,4) (151,41) (151,144) (151,181) (156,49) (156,86) (156,99) (156,136) (164,16) (164,21) (164,164) (164,169) (165,11) (165,26) (165,159) (165,174) (176,19) (176,56) (176,129) (176,166) (178,45) (178,140) (179,4) (179,41) (179,144) (179,181) (181,59) (181,89) (181,96) (181,126)
16	y2 = x3 + 84x + 144	189	(0,12) (0,62) (0,123) (0,173) (1,28) (1,83) (1,102) (1,157) (4,27) (4,47) (4,138) (4,158) (9,38) (9,73) (9,112) (9,147) (16,53) (16,58) (16,127) (16,132) (17,85) (17,100) (24,37) (24,148) (29,12) (29,62) (29,123) (29,173) (30,8) (30,82) (30,103) (30,177) (31,33) (31,78) (31,107) (31,152) (37,25) (37,160) (40,33) (40,78) (40,107) (40,152) (41,27) (41,47) (41,138) (41,158) (45,12) (45,62) (45,123) (45,173) (46,38) (46,73) (46,112) (46,147) (54,48) (54,63) (54,122) (54,137) (61,37) (61,148) (65,18) (65,92) (65,93) (65,167) (66,12) (66,62) (66,123) (66,173) (67,45) (67,140) (70,22) (70,52) (70,133) (70,163) (74,12) (74,62) (74,123) (74,173) (75,28) (75,83) (75,102) (75,157) (77,70) (77,115) (82,25) (82,160) (90,53) (90,58) (90,127) (90,132) (91,48) (91,63) (91,122) (91,137) (102,55) (102,130) (104,8) (104,82) (104,103) (104,177) (105,33) (105,78) (105,107) (105,152) (107,15) (107,170) (111,12) (111,62) (111,123) (111,173) (112,65) (112,120) (114,33) (114,78) (114,107) (114,152) (115,27) (115,47) (115,138) (115,158) (119,12) (119,62) (119,123) (119,173) (120,38) (120,73) (120,112) (120,147) (127,90) (127,95) (135,37) (135,148) (139,18) (139,92) (139,93) (139,167) (140,12) (140,62) (140,123) (140,173) (141,8) (141,82) (141,103) (141,177) (142,70) (142,115) (144,22) (144,52) (144,133) (144,163) (149,28) (149,83) (149,102) (149,157) (151,33) (151,78) (151,107) (151,152) (152,10) (152,175) (156,12) (156,62) (156,123) (156,173) (157,75) (157,110) (164,53) (164,58) (164,127) (164,132) (165,48) (165,63) (165,122) (165,137) (172,0) (176,18) (176,92) (176,93) (176,167) (177,25) (177,160) (179,33) (179,78) (179,107) (179,152) (181,22) (181,52) (181,133) (181,163)
17	y2 = x3 + 164x + 71	189	(0,16) (0,21) (0,164) (0,169) (10,11) (10,26) (10,159) (10,174) (13,90) (13,95) (18,30) (18,155) (21,14) (21,51) (21,134) (21,171) (23,10) (23,175) (24,16) (24,21) (24,164) (24,169) (25,1) (25,36) (25,149) (25,184) (26,9) (26,46) (26,139) (26,176) (28,30) (28,155) (34,49) (34,86) (34,99) (34,136) (39,74) (39,111) (49,54) (49,91) (49,94) (49,131) (50,16) (50,21) (50,164) (50,169) (55,44) (55,81) (55,104) (55,141) (58,60) (58,125) (60,64) (60,84) (60,101) (60,121) (61,16) (61,21) (61,164) (61,169) (63,65) (63,120) (64,24) (64,61) (64,124) (64,161) (65,44) (65,81) (65,104) (65,141) (71,49) (71,86) (71,99) (71,136) (74,16) (74,21) (74,164) (74,169) (76,74) (76,111) (84,11) (84,26) (84,159) (84,174) (86,54) (86,91) (86,94) (86,131) (95,14) (95,51) (95,134) (95,171) (98,90) (98,95) (99,1) (99,36) (99,149) (99,184) (100,9) (100,46) (100,139) (100,176) (101,24) (101,61) (101,124) (101,161) (108,25) (108,160) (111,16) (111,21) (111,164) (111,169) (113,0) (121,11) (121,26) (121,159) (121,174) (123,20) (123,165) (124,16) (124,21) (124,164) (124,169) (129,44) (129,81) (129,104) (129,141) (134,64) (134,84) (134,101) (134,121) (135,16) (135,21) (135,164) (135,169) (136,1) (136,36) (136,149) (136,184) (138,50) (138,135) (139,44) (139,81) (139,104) (139,141) (145,49) (145,86) (145,99) (145,136) (148,90) (148,95) (150,74) (150,111) (158,85) (158,100) (160,54) (160,91) (160,94) (160,131) (161,16) (161,21) (161,164) (161,169) (166,44) (166,81) (166,104) (166,141) (169,14) (169,51) (169,134) (169,171) (171,64) (171,84) (171,101) (171,121) (173,75) (173,110) (174,9) (174,46) (174,139) (174,176) (175,24) (175,61) (175,124) (175,161) (176,44) (176,81) (176,104) (176,141)
18	y2 = x3 + 44x + 81	189	(0,9) (0,46) (0,139) (0,176) (4,69) (4,79) (4,106) (4,116) (10,39) (10,76) (10,109) (10,146) (11,34) (11,71) (11,114) (11,151) (13,75) (13,110) (14,74) (14,111) (15,34) (15,71) (15,114) (15,151) (16,16) (16,21) (16,164) (16,169) (20,9) (20,46) (20,139) (20,176) (33,10) (33,175) (34,49) (34,86) (34,99) (34,136) (36,6) (36,31) (36,154) (36,179) (41,69) (41,79) (41,106) (41,116) (48,40) (48,145) (50,1) (50,36) (50,149) (50,184) (51,74) (51,111) (53,90) (53,95) (54,9) (54,46) (54,139) (54,176) (64,11) (64,26) (64,159) (64,174) (70,64) (70,84) (70,101) (70,121) (71,49) (71,86) (71,99) (71,136) (73,80) (73,105) (74,9) (74,46) (74,139) (74,176) (78,5) (78,180) (84,39) (84,76) (84,109) (84,146) (85,34) (85,71) (85,114) (85,151) (88,0) (89,34) (89,71) (89,114) (89,151) (90,16) (90,21) (90,164) (90,169) (91,9) (91,46) (91,139) (91,176) (94,9) (94,46) (94,139) (94,176) (101,11) (101,26) (101,159) (101,174) (108,25) (108,160) (110,6) (110,31) (110,154) (110,179) (111,9) (111,46) (111,139) (111,176) (115,69) (115,79) (115,106) (115,116) (121,39) (121,76) (121,109) (121,146) (124,1) (124,36) (124,149) (124,184) (125,74) (125,111) (126,34) (126,71) (126,114) (126,151) (128,65) (128,120) (131,9) (131,46) (131,139) (131,176) (138,85) (138,100) (144,64) (144,84) (144,101) (144,121) (145,49) (145,86) (145,99) (145,136) (148,65) (148,120) (158,35) (158,150) (159,34) (159,71) (159,114) (159,151) (161,1) (161,36) (161,149) (161,184) (163,40) (163,145) (164,16) (164,21) (164,164) (164,169) (165,9) (165,46) (165,139) (165,176) (168,65) (168,120) (175,11) (175,26) (175,159) (175,174) (181,64) (181,84) (181,101) (181,121) (184,6) (184,31) (184,154) (184,179)
19	y2 = x3 + 174x + 144	189	(0,12) (0,62) (0,123) (0,173) (4,33) (4,78) (4,107) (4,152) (7,15) (7,170) (9,53) (9,58) (9,127) (9,132) (12,75) (12,110) (14,12) (14,62) (14,123) (14,173) (25,18) (25,92) (25,93) (25,167) (26,28) (26,83) (26,102) (26,157) (29,33) (29,78) (29,107) (29,152) (30,27) (30,47) (30,138) (30,158) (32,0) (35,48) (35,63) (35,122) (35,137) (37,25) (37,160) (40,8) (40,82) (40,103) (40,177) (41,33) (41,78) (41,107) (41,152) (44,22) (44,52) (44,133) (44,163) (46,53) (46,58) (46,127) (46,132) (49,38) (49,73) (49,112) (49,147) (51,12) (51,62) (51,123) (51,173) (60,12) (60,62) (60,123) (60,173) (62,55) (62,130) (66,33) (66,78) (66,107) (66,152) (67,10) (67,175) (69,37) (69,148) (72,85) (72,100) (74,12) (74,62) (74,123) (74,173) (77,45) (77,140) (81,22) (81,52) (81,133) (81,163) (86,38) (86,73) (86,112) (86,147) (97,25) (97,160) (99,18) (99,92) (99,93) (99,167) (100,28) (100,83) (100,102) (100,157) (104,27) (104,47) (104,138) (104,158) (106,37) (106,148) (109,48) (109,63) (109,122) (109,137) (111,12) (111,62) (111,123) (111,173) (114,8) (114,82) (114,103) (114,177) (115,33) (115,78) (115,107) (115,152) (120,53) (120,58) (120,127) (120,132) (125,12) (125,62) (125,123) (125,173) (134,12) (134,62) (134,123) (134,173) (136,18) (136,92) (136,93) (136,167) (137,65) (137,120) (140,33) (140,78) (140,107) (140,152) (141,27) (141,47) (141,138) (141,158) (146,48) (146,63) (146,122) (146,137) (151,8) (151,82) (151,103) (151,177) (152,70) (152,115) (155,22) (155,52) (155,133) (155,163) (157,90) (157,95) (160,38) (160,73) (160,112) (160,147) (162,25) (162,160) (171,12) (171,62) (171,123) (171,173) (174,28) (174,83) (174,102) (174,157) (177,70) (177,115) (180,37) (180,148)
20	y2 = x3 + 44x + 141	189	(0,54) (0,91) (0,94) (0,131) (1,1) (1,36) (1,149) (1,184) (3,35) (3,150) (4,14) (4,51) (4,134) (4,171) (10,29) (10,66) (10,119) (10,156) (20,54) (20,91) (20,94) (20,131) (21,59) (21,89) (21,96) (21,126) (23,0) (24,6) (24,31) (24,154) (24,179) (26,19) (26,56) (26,129) (26,166) (33,30) (33,155) (38,75) (38,110) (40,39) (40,76) (40,109) (40,146) (41,14) (41,51) (41,134) (41,171) (54,54) (54,91) (54,94) (54,131) (58,15) (58,170) (59,19) (59,56) (59,129) (59,166) (60,74) (60,111) (61,6) (61,31) (61,154) (61,179) (63,55) (63,130) (64,49) (64,86) (64,99) (64,136) (70,44) (70,81) (70,104) (70,141) (74,54) (74,91) (74,94) (74,131) (75,1) (75,36) (75,149) (75,184) (78,60) (78,125) (84,29) (84,66) (84,119) (84,156) (91,54) (91,91) (91,94) (91,131) (94,54) (94,91) (94,94) (94,131) (95,59) (95,89) (95,96) (95,126) (96,19) (96,56) (96,129) (96,166) (98,80) (98,105) (100,19) (100,56) (100,129) (100,166) (101,49) (101,86) (101,99) (101,136) (111,54) (111,91) (111,94) (111,131) (114,39) (114,76) (114,109) (114,146) (115,14) (115,51) (115,134) (115,171) (121,29) (121,66) (121,119) (121,156) (128,20) (128,165) (131,54) (131,91) (131,94) (131,131) (133,55) (133,130) (134,74) (134,111) (135,6) (135,31) (135,154) (135,179) (138,25) (138,160) (144,44) (144,81) (144,104) (144,141) (148,20) (148,165) (149,1) (149,36) (149,149) (149,184) (151,39) (151,76) (151,109) (151,146) (158,45) (158,140) (165,54) (165,91) (165,94) (165,131) (168,20) (168,165) (169,59) (169,89) (169,96) (169,126) (170,19) (170,56) (170,129) (170,166) (171,74) (171,111) (174,19) (174,56) (174,129) (174,166) (175,49) (175,86) (175,99) (175,136) (181,44) (181,81) (181,104) (181,141)
21	y2 = x3 + 49x + 151	189	(0,59) (0,89) (0,96) (0,126) (1,4) (1,41) (1,144) (1,181) (4,39) (4,76) (4,109) (4,146) (5,59) (5,89) (5,96) (5,126) (9,64) (9,84) (9,101) (9,121) (13,5) (13,180) (16,6) (16,31) (16,154) (16,179) (21,9) (21,46) (21,139) (21,176) (31,14) (31,51) (31,134) (31,171) (36,29) (36,66) (36,119) (36,156) (38,70) (38,115) (41,39) (41,76) (41,109) (41,146) (46,64) (46,84) (46,101) (46,121) (49,69) (49,79) (49,106) (49,116) (50,69) (50,79) (50,106) (50,116) (53,80) (53,105) (58,65) (58,120) (59,74) (59,111) (64,54) (64,91) (64,94) (64,131) (68,60) (68,125) (69,59) (69,89) (69,96) (69,126) (73,45) (73,140) (74,59) (74,89) (74,96) (74,126) (75,4) (75,41) (75,144) (75,181) (78,35) (78,150) (79,59) (79,89) (79,96) (79,126) (83,10) (83,175) (86,69) (86,79) (86,106) (86,116) (90,6) (90,31) (90,154) (90,179) (95,9) (95,46) (95,139) (95,176) (96,74) (96,111) (101,54) (101,91) (101,94) (101,131) (105,14) (105,51) (105,134) (105,171) (106,59) (106,89) (106,96) (106,126) (110,29) (110,66) (110,119) (110,156) (111,59) (111,89) (111,96) (111,126) (115,39) (115,76) (115,109) (115,146) (116,59) (116,89) (116,96) (116,126) (120,64) (120,84) (120,101) (120,121) (123,5) (123,180) (124,69) (124,79) (124,106) (124,116) (133,0) (138,20) (138,165) (143,15) (143,170) (148,15) (148,170) (149,4) (149,41) (149,144) (149,181) (153,15) (153,170) (160,69) (160,79) (160,106) (160,116) (161,69) (161,79) (161,106) (161,116) (164,6) (164,31) (164,154) (164,179) (169,9) (169,46) (169,139) (169,176) (170,74) (170,111) (175,54) (175,91) (175,94) (175,131) (179,14) (179,51) (179,134) (179,171) (180,59) (180,89) (180,96) (180,126) (184,29) (184,66) (184,119) (184,156)
22	y2 = x3 + 34x + 44	189	(0,28) (0,83) (0,102) (0,157) (2,40) (2,145) (7,25) (7,160) (11,48) (11,63) (11,122) (11,137) (12,90) (12,95) (15,28) (15,83) (15,102) (15,157) (19,38) (19,73) (19,112) (19,147) (22,65) (22,120) (26,2) (26,72) (26,113) (26,183) (27,80) (27,105) (29,37) (29,148) (34,27) (34,47) (34,138) (34,158) (36,3) (36,77) (36,108) (36,182) (37,65) (37,120) (39,3) (39,77) (39,108) (39,182) (40,32) (40,42) (40,143) (40,153) (44,12) (44,62) (44,123) (44,173) (49,53) (49,58) (49,127) (49,132) (52,65) (52,120) (56,38) (56,73) (56,112) (56,147) (59,28) (59,83) (59,102) (59,157) (64,43) (64,68) (64,117) (64,142) (66,37) (66,148) (71,27) (71,47) (71,138) (71,158) (74,28) (74,83) (74,102) (74,157) (76,3) (76,77) (76,108) (76,182) (77,5) (77,180) (81,12) (81,62) (81,123) (81,173) (85,48) (85,63) (85,122) (85,137) (86,53) (86,58) (86,127) (86,132) (89,28) (89,83) (89,102) (89,157) (96,28) (96,83) (96,102) (96,157) (100,2) (100,72) (100,113) (100,183) (101,43) (101,68) (101,117) (101,142) (110,3) (110,77) (110,108) (110,182) (111,28) (111,83) (111,102) (111,157) (114,32) (114,42) (114,143) (114,153) (122,85) (122,100) (126,28) (126,83) (126,102) (126,157) (130,38) (130,73) (130,112) (130,147) (137,35) (137,150) (140,37) (140,148) (145,27) (145,47) (145,138) (145,158) (147,40) (147,145) (150,3) (150,77) (150,108) (150,182) (151,32) (151,42) (151,143) (151,153) (155,12) (155,62) (155,123) (155,173) (159,48) (159,63) (159,122) (159,137) (160,53) (160,58) (160,127) (160,132) (167,75) (167,110) (170,28) (170,83) (170,102) (170,157) (174,2) (174,72) (174,113) (174,183) (175,43) (175,68) (175,117) (175,142) (177,0) (182,10) (182,175) (184,3) (184,77) (184,108) (184,182)
23	y2 = x3 + 149x + 181	189	(0,49) (0,86) (0,99) (0,136) (3,10) (3,175) (4,29) (4,66) (4,119) (4,156) (6,49) (6,86) (6,99) (6,136) (10,9) (10,46) (10,139) (10,176) (14,4) (14,41) (14,144) (14,181) (16,1) (16,36) (16,149) (16,184) (18,0) (21,19) (21,56) (21,129) (21,166) (30,4) (30,41) (30,144) (30,181) (31,49) (31,86) (31,99) (31,136) (34,59) (34,89) (34,96) (34,126) (40,64) (40,84) (40,101) (40,121) (41,29) (41,66) (41,119) (41,156) (43,25) (43,160) (49,16) (49,21) (49,164) (49,169) (51,4) (51,41) (51,144) (51,181) (53,75) (53,110) (55,74) (55,111) (58,55) (58,130) (59,11) (59,26) (59,159) (59,174) (68,25) (68,160) (71,59) (71,89) (71,96) (71,126) (74,49) (74,86) (74,99) (74,136) (78,45) (78,140) (80,49) (80,86) (80,99) (80,136) (84,9) (84,46) (84,139) (84,176) (86,16) (86,21) (86,164) (86,169) (88,70) (88,115) (90,1) (90,36) (90,149) (90,184) (95,19) (95,56) (95,129) (95,166) (96,11) (96,26) (96,159) (96,174) (104,4) (104,41) (104,144) (104,181) (105,49) (105,86) (105,99) (105,136) (108,15) (108,170) (111,49) (111,86) (111,99) (111,136) (114,64) (114,84) (114,101) (114,121) (115,29) (115,66) (115,119) (115,156) (121,9) (121,46) (121,139) (121,176) (123,90) (123,95) (125,4) (125,41) (125,144) (125,181) (129,74) (129,111) (133,85) (133,100) (141,4) (141,41) (141,144) (141,181) (145,59) (145,89) (145,96) (145,126) (148,25) (148,160) (151,64) (151,84) (151,101) (151,121) (154,49) (154,86) (154,99) (154,136) (158,65) (158,120) (160,16) (160,21) (160,164) (160,169) (164,1) (164,36) (164,149) (164,184) (166,74) (166,111) (169,19) (169,56) (169,129) (169,166) (170,11) (170,26) (170,159) (170,174) (178,70) (178,115) (179,49) (179,86) (179,99) (179,136)
24	y2 = x3 + 174x + 41	189	(0,39) (0,76) (0,109) (0,146) (5,74) (5,111) (8,50) (8,135) (11,54) (11,91) (11,94) (11,131) (14,39) (14,76) (14,109) (14,146) (23,35) (23,150) (25,6) (25,31) (25,154) (25,179) (28,15) (28,170) (30,16) (30,21) (30,164) (30,169) (33,50) (33,135) (34,11) (34,26) (34,159) (34,174) (39,29) (39,66) (39,119) (39,156) (44,14) (44,51) (44,134) (44,171) (45,24) (45,61) (45,124) (45,161) (48,20) (48,165) (49,34) (49,71) (49,114) (49,151) (51,39) (51,76) (51,109) (51,146) (60,39) (60,76) (60,109) (60,146) (65,59) (65,89) (65,96) (65,126) (70,24) (70,61) (70,124) (70,161) (71,11) (71,26) (71,159) (71,174) (74,39) (74,76) (74,109) (74,146) (76,29) (76,66) (76,119) (76,156) (79,74) (79,111) (81,14) (81,51) (81,134) (81,171) (85,54) (85,91) (85,94) (85,131) (86,34) (86,71) (86,114) (86,151) (88,35) (88,150) (99,6) (99,31) (99,154) (99,179) (104,16) (104,21) (104,164) (104,169) (108,85) (108,100) (111,39) (111,76) (111,109) (111,146) (113,45) (113,140) (116,74) (116,111) (118,60) (118,125) (119,24) (119,61) (119,124) (119,161) (123,40) (123,145) (125,39) (125,76) (125,109) (125,146) (134,39) (134,76) (134,109) (134,146) (136,6) (136,31) (136,154) (136,179) (139,59) (139,89) (139,96) (139,126) (141,16) (141,21) (141,164) (141,169) (144,24) (144,61) (144,124) (144,161) (145,11) (145,26) (145,159) (145,174) (148,35) (148,150) (150,29) (150,66) (150,119) (150,156) (153,0) (155,14) (155,51) (155,134) (155,171) (156,24) (156,61) (156,124) (156,161) (159,54) (159,91) (159,94) (159,131) (160,34) (160,71) (160,114) (160,151) (171,39) (171,76) (171,109) (171,146) (173,80) (173,105) (176,59) (176,89) (176,96) (176,126) (178,90) (178,95) (181,24) (181,61) (181,124) (181,161)
25	y2 = x3 + 84x + 4	189	(0,2) (0,72) (0,113) (0,183) (4,53) (4,58) (4,127) (4,132) (6,13) (6,87) (6,98) (6,172) (7,85) (7,100) (9,3) (9,77) (9,108) (9,182) (20,8) (20,82) (20,103) (20,177) (21,22) (21,52) (21,133) (21,163) (29,2) (29,72) (29,113) (29,183) (34,13) (34,87) (34,98) (34,172) (36,17) (36,57) (36,128) (36,168) (37,35) (37,150) (41,53) (41,58) (41,127) (41,132) (44,48) (44,63) (44,122) (44,137) (45,2) (45,72) (45,113) (45,183) (46,3) (46,77) (46,108) (46,182) (50,37) (50,148) (57,45) (57,140) (65,43) (65,68) (65,117) (65,142) (66,2) (66,72) (66,113) (66,183) (70,23) (70,88) (70,97) (70,162) (71,13) (71,87) (71,98) (71,172) (74,2) (74,72) (74,113) (74,183) (80,13) (80,87) (80,98) (80,172) (81,48) (81,63) (81,122) (81,137) (82,35) (82,150) (87,0) (94,8) (94,82) (94,103) (94,177) (95,22) (95,52) (95,133) (95,163) (102,80) (102,105) (107,60) (107,125) (110,17) (110,57) (110,128) (110,168) (111,2) (111,72) (111,113) (111,183) (115,53) (115,58) (115,127) (115,132) (117,50) (117,135) (119,2) (119,72) (119,113) (119,183) (120,3) (120,77) (120,108) (120,182) (124,37) (124,148) (131,8) (131,82) (131,103) (131,177) (132,15) (132,170) (139,43) (139,68) (139,117) (139,142) (140,2) (140,72) (140,113) (140,183) (144,23) (144,88) (144,97) (144,162) (145,13) (145,87) (145,98) (145,172) (147,20) (147,165) (152,90) (152,95) (154,13) (154,87) (154,98) (154,172) (155,48) (155,63) (155,122) (155,137) (156,2) (156,72) (156,113) (156,183) (157,40) (157,145) (161,37) (161,148) (169,22) (169,52) (169,133) (169,163) (176,43) (176,68) (176,117) (176,142) (177,35) (177,150) (181,23) (181,88) (181,97) (181,162) (182,50) (182,135) (184,17) (184,57) (184,128) (184,168)
26	y2 = x3 + 144x + 141	189	(0,54) (0,91) (0,94) (0,131) (1,29) (1,66) (1,119) (1,156) (4,39) (4,76) (4,109) (4,146) (6,74) (6,111) (10,19) (10,56) (10,129) (10,166) (26,1) (26,36) (26,149) (26,184) (28,15) (28,170) (30,14) (30,51) (30,134) (30,171) (35,54) (35,91) (35,94) (35,131) (36,49) (36,86) (36,99) (36,136) (38,45) (38,140) (39,54) (39,91) (39,94) (39,131) (41,39) (41,76) (41,109) (41,146) (43,0) (44,44) (44,81) (44,104) (44,141) (54,19) (54,56) (54,129) (54,166) (63,75) (63,110) (65,59) (65,89) (65,96) (65,126) (69,6) (69,31) (69,154) (69,179) (73,25) (73,160) (74,54) (74,91) (74,94) (74,131) (75,29) (75,66) (75,119) (75,156) (76,54) (76,91) (76,94) (76,131) (78,35) (78,150) (80,74) (80,111) (81,44) (81,81) (81,104) (81,141) (84,19) (84,56) (84,129) (84,166) (91,19) (91,56) (91,129) (91,166) (100,1) (100,36) (100,149) (100,184) (104,14) (104,51) (104,134) (104,171) (106,6) (106,31) (106,154) (106,179) (109,54) (109,91) (109,94) (109,131) (110,49) (110,86) (110,99) (110,136) (111,54) (111,91) (111,94) (111,131) (113,20) (113,165) (115,39) (115,76) (115,109) (115,146) (118,30) (118,155) (121,19) (121,56) (121,129) (121,166) (128,55) (128,130) (139,59) (139,89) (139,96) (139,126) (141,14) (141,51) (141,134) (141,171) (143,80) (143,105) (146,54) (146,91) (146,94) (146,131) (148,20) (148,165) (149,29) (149,66) (149,119) (149,156) (150,54) (150,91) (150,94) (150,131) (154,74) (154,111) (155,44) (155,81) (155,104) (155,141) (158,55) (158,130) (165,19) (165,56) (165,129) (165,166) (174,1) (174,36) (174,149) (174,184) (176,59) (176,89) (176,96) (176,126) (178,60) (178,125) (180,6) (180,31) (180,154) (180,179) (183,20) (183,165) (184,49) (184,86) (184,99) (184,136)
27	y2 = x3 + 9x + 34	189	(0,53) (0,58) (0,127) (0,132) (1,28) (1,83) (1,102) (1,157) (7,25) (7,160) (9,17) (9,57) (9,128) (9,168) (11,13) (11,87) (11,98) (11,172) (19,53) (19,58) (19,127) (19,132) (20,37) (20,148) (21,7) (21,67) (21,118) (21,178) (25,23) (25,88) (25,97) (25,162) (26,48) (26,63) (26,122) (26,137) (32,30) (32,155) (37,90) (37,95) (44,12) (44,62) (44,123) (44,173) (45,27) (45,47) (45,138) (45,158) (46,17) (46,57) (46,128) (46,168) (55,53) (55,58) (55,127) (55,132) (56,53) (56,58) (56,127) (56,132) (57,0) (62,60) (62,125) (65,38) (65,73) (65,112) (65,147) (69,7) (69,67) (69,118) (69,178) (74,53) (74,58) (74,127) (74,132) (75,28) (75,83) (75,102) (75,157) (81,12) (81,62) (81,123) (81,173) (82,10) (82,175) (85,13) (85,87) (85,98) (85,172) (92,90) (92,95) (94,37) (94,148) (95,7) (95,67) (95,118) (95,178) (99,23) (99,88) (99,97) (99,162) (100,48) (100,63) (100,122) (100,137) (102,75) (102,110) (106,7) (106,67) (106,118) (106,178) (111,53) (111,58) (111,127) (111,132) (112,65) (112,120) (119,27) (119,47) (119,138) (119,158) (120,17) (120,57) (120,128) (120,168) (122,50) (122,135) (129,53) (129,58) (129,127) (129,132) (130,53) (130,58) (130,127) (130,132) (131,37) (131,148) (132,30) (132,155) (136,23) (136,88) (136,97) (136,162) (137,85) (137,100) (139,38) (139,73) (139,112) (139,147) (149,28) (149,83) (149,102) (149,157) (155,12) (155,62) (155,123) (155,173) (156,27) (156,47) (156,138) (156,158) (157,20) (157,165) (159,13) (159,87) (159,98) (159,172) (166,53) (166,58) (166,127) (166,132) (167,90) (167,95) (169,7) (169,67) (169,118) (169,178) (174,48) (174,63) (174,122) (174,137) (176,38) (176,73) (176,112) (176,147) (180,7) (180,67) (180,118) (180,178)
28	y2 = x3 + 144x + 81	189	(0,9) (0,46) (0,139) (0,176) (1,39) (1,76) (1,109) (1,146) (5,1) (5,36) (5,149) (5,184) (9,16) (9,21) (9,164) (9,169) (11,6) (11,31) (11,154) (11,179) (20,34) (20,71) (20,114) (20,151) (30,69) (30,79) (30,106) (30,116) (31,74) (31,111) (33,25) (33,160) (35,9) (35,46) (35,139) (35,176) (36,11) (36,26) (36,159) (36,174) (38,35) (38,150) (39,9) (39,46) (39,139) (39,176) (44,64) (44,84) (44,101) (44,121) (46,16) (46,21) (46,164) (46,169) (48,80) (48,105) (64,34) (64,71) (64,114) (64,151) (68,0) (70,49) (70,86) (70,99) (70,136) (73,85) (73,100) (74,9) (74,46) (74,139) (74,176) (75,39) (75,76) (75,109) (75,146) (76,9) (76,46) (76,139) (76,176) (79,1) (79,36) (79,149) (79,184) (81,64) (81,84) (81,101) (81,121) (83,90) (83,95) (85,6) (85,31) (85,154) (85,179) (94,34) (94,71) (94,114) (94,151) (101,34) (101,71) (101,114) (101,151) (104,69) (104,79) (104,106) (104,116) (105,74) (105,111) (109,9) (109,46) (109,139) (109,176) (110,11) (110,26) (110,159) (110,174) (111,9) (111,46) (111,139) (111,176) (113,65) (113,120) (116,1) (116,36) (116,149) (116,184) (118,10) (118,175) (120,16) (120,21) (120,164) (120,169) (131,34) (131,71) (131,114) (131,151) (138,40) (138,145) (141,69) (141,79) (141,106) (141,116) (144,49) (144,86) (144,99) (144,136) (146,9) (146,46) (146,139) (146,176) (148,65) (148,120) (149,39) (149,76) (149,109) (149,146) (150,9) (150,46) (150,139) (150,176) (153,75) (153,110) (155,64) (155,84) (155,101) (155,121) (159,6) (159,31) (159,154) (159,179) (168,40) (168,145) (175,34) (175,71) (175,114) (175,151) (178,5) (178,180) (179,74) (179,111) (181,49) (181,86) (181,99) (181,136) (183,65) (183,120) (184,11) (184,26) (184,159) (184,174)
29	y2 = x3 + 149x + 4	189	(0,2) (0,72) (0,113) (0,183) (6,2) (6,72) (6,113) (6,183) (7,50) (7,135) (15,8) (15,82) (15,103) (15,177) (16,3) (16,77) (16,108) (16,182) (19,37) (19,148) (21,43) (21,68) (21,117) (21,142) (25,22) (25,52) (25,133) (25,163) (27,20) (27,165) (31,2) (31,72) (31,113) (31,183) (34,23) (34,88) (34,97) (34,162) (37,35) (37,150) (40,53) (40,58) (40,127) (40,132) (44,13) (44,87) (44,98) (44,172) (52,45) (52,140) (56,37) (56,148) (60,13) (60,87) (60,98) (60,172) (62,15) (62,170) (64,17) (64,57) (64,128) (64,168) (70,48) (70,63) (70,122) (70,137) (71,23) (71,88) (71,97) (71,162) (74,2) (74,72) (74,113) (74,183) (77,90) (77,95) (80,2) (80,72) (80,113) (80,183) (81,13) (81,87) (81,98) (81,172) (89,8) (89,82) (89,103) (89,177) (90,3) (90,77) (90,108) (90,182) (95,43) (95,68) (95,117) (95,142) (97,50) (97,135) (99,22) (99,52) (99,133) (99,163) (101,17) (101,57) (101,128) (101,168) (105,2) (105,72) (105,113) (105,183) (107,85) (107,100) (111,2) (111,72) (111,113) (111,183) (114,53) (114,58) (114,127) (114,132) (117,35) (117,150) (126,8) (126,82) (126,103) (126,177) (127,40) (127,145) (130,37) (130,148) (132,80) (132,105) (134,13) (134,87) (134,98) (134,172) (136,22) (136,52) (136,133) (136,163) (142,35) (142,150) (144,48) (144,63) (144,122) (144,137) (145,23) (145,88) (145,97) (145,162) (151,53) (151,58) (151,127) (151,132) (154,2) (154,72) (154,113) (154,183) (155,13) (155,87) (155,98) (155,172) (164,3) (164,77) (164,108) (164,182) (167,0) (169,43) (169,68) (169,117) (169,142) (171,13) (171,87) (171,98) (171,172) (175,17) (175,57) (175,128) (175,168) (179,2) (179,72) (179,113) (179,183) (181,48) (181,63) (181,122) (181,137) (182,60) (182,125)
30	y2 = x3 + 34x + 141	189	(0,54) (0,91) (0,94) (0,131) (1,19) (1,56) (1,129) (1,166) (3,60) (3,125) (8,0) (10,1) (10,36) (10,149) (10,184) (11,49) (11,86) (11,99) (11,136) (15,54) (15,91) (15,94) (15,131) (18,80) (18,105) (25,59) (25,89) (25,96) (25,126) (26,29) (26,66) (26,119) (26,156) (30,39) (30,76) (30,109) (30,146) (34,44) (34,81) (34,104) (34,141) (35,19) (35,56) (35,129) (35,166) (38,55) (38,130) (40,14) (40,51) (40,134) (40,171) (45,74) (45,111) (48,25) (48,160) (55,6) (55,31) (55,154) (55,179) (59,54) (59,91) (59,94) (59,131) (63,45) (63,140) (71,44) (71,81) (71,104) (71,141) (74,54) (74,91) (74,94) (74,131) (75,19) (75,56) (75,129) (75,166) (84,1) (84,36) (84,149) (84,184) (85,49) (85,86) (85,99) (85,136) (89,54) (89,91) (89,94) (89,131) (96,54) (96,91) (96,94) (96,131) (99,59) (99,89) (99,96) (99,126) (100,29) (100,66) (100,119) (100,156) (104,39) (104,76) (104,109) (104,146) (108,30) (108,155) (109,19) (109,56) (109,129) (109,166) (111,54) (111,91) (111,94) (111,131) (114,14) (114,51) (114,134) (114,171) (119,74) (119,111) (121,1) (121,36) (121,149) (121,184) (126,54) (126,91) (126,94) (126,131) (129,6) (129,31) (129,154) (129,179) (133,20) (133,165) (136,59) (136,89) (136,96) (136,126) (141,39) (141,76) (141,109) (141,146) (145,44) (145,81) (145,104) (145,141) (146,19) (146,56) (146,129) (146,166) (148,20) (148,165) (149,19) (149,56) (149,129) (149,166) (151,14) (151,51) (151,134) (151,171) (156,74) (156,111) (158,75) (158,110) (159,49) (159,86) (159,99) (159,136) (163,20) (163,165) (166,6) (166,31) (166,154) (166,179) (170,54) (170,91) (170,94) (170,131) (173,15) (173,170) (174,29) (174,66) (174,119) (174,156) (178,35) (178,150) (183,55) (183,130)
31	y2 = x3 + 9x + 114	189	(0,22) (0,52) (0,133) (0,163) (5,32) (5,42) (5,143) (5,153) (9,43) (9,68) (9,117) (9,142) (11,8) (11,82) (11,103) (11,177) (12,10) (12,175) (16,32) (16,42) (16,143) (16,153) (17,0) (19,22) (19,52) (19,133) (19,163) (26,33) (26,78) (26,107) (26,152) (29,23) (29,88) (29,97) (29,162) (30,2) (30,72) (30,113) (30,183) (36,17) (36,57) (36,128) (36,168) (37,15) (37,170) (42,5) (42,180) (46,43) (46,68) (46,117) (46,142) (49,27) (49,47) (49,138) (49,158) (54,37) (54,148) (55,22) (55,52) (55,133) (55,163) (56,22) (56,52) (56,133) (56,163) (65,28) (65,83) (65,102) (65,157) (66,23) (66,88) (66,97) (66,162) (67,35) (67,150) (74,22) (74,52) (74,133) (74,163) (79,32) (79,42) (79,143) (79,153) (85,8) (85,82) (85,103) (85,177) (86,27) (86,47) (86,138) (86,158) (90,32) (90,42) (90,143) (90,153) (91,37) (91,148) (92,15) (92,170) (100,33) (100,78) (100,107) (100,152) (102,65) (102,120) (104,2) (104,72) (104,113) (104,183) (110,17) (110,57) (110,128) (110,168) (111,22) (111,52) (111,133) (111,163) (116,32) (116,42) (116,143) (116,153) (120,43) (120,68) (120,117) (120,142) (122,45) (122,140) (127,5) (127,180) (129,22) (129,52) (129,133) (129,163) (130,22) (130,52) (130,133) (130,163) (137,70) (137,115) (139,28) (139,83) (139,102) (139,157) (140,23) (140,88) (140,97) (140,162) (141,2) (141,72) (141,113) (141,183) (147,20) (147,165) (157,80) (157,105) (159,8) (159,82) (159,103) (159,177) (160,27) (160,47) (160,138) (160,158) (164,32) (164,42) (164,143) (164,153) (165,37) (165,148) (166,22) (166,52) (166,133) (166,163) (167,15) (167,170) (174,33) (174,78) (174,107) (174,152) (176,28) (176,83) (176,102) (176,157) (177,60) (177,125) (184,17) (184,57) (184,128) (184,168)
32	y2 = x3 + 164x + 151	189	(0,59) (0,89) (0,96) (0,126) (3,35) (3,150) (9,69) (9,79) (9,106) (9,116) (10,4) (10,41) (10,144) (10,181) (11,54) (11,91) (11,94) (11,131) (13,15) (13,170) (14,14) (14,51) (14,134) (14,171) (16,64) (16,84) (16,101) (16,121) (19,69) (19,79) (19,106) (19,116) (24,59) (24,89) (24,96) (24,126) (25,9) (25,46) (25,139) (25,176) (35,74) (35,111) (40,39) (40,76) (40,109) (40,146) (46,69) (46,79) (46,106) (46,116) (48,20) (48,165) (49,6) (49,31) (49,154) (49,179) (50,59) (50,89) (50,96) (50,126) (51,14) (51,51) (51,134) (51,171) (53,10) (53,175) (56,69) (56,79) (56,106) (56,116) (61,59) (61,89) (61,96) (61,126) (64,29) (64,66) (64,119) (64,156) (74,59) (74,89) (74,96) (74,126) (83,5) (83,180) (84,4) (84,41) (84,144) (84,181) (85,54) (85,91) (85,94) (85,131) (86,6) (86,31) (86,154) (86,179) (88,60) (88,125) (90,64) (90,84) (90,101) (90,121) (93,5) (93,180) (98,15) (98,170) (99,9) (99,46) (99,139) (99,176) (101,29) (101,66) (101,119) (101,156) (109,74) (109,111) (111,59) (111,89) (111,96) (111,126) (114,39) (114,76) (114,109) (114,146) (120,69) (120,79) (120,106) (120,116) (121,4) (121,41) (121,144) (121,181) (123,80) (123,105) (124,59) (124,89) (124,96) (124,126) (125,14) (125,51) (125,134) (125,171) (130,69) (130,79) (130,106) (130,116) (135,59) (135,89) (135,96) (135,126) (136,9) (136,46) (136,139) (136,176) (138,45) (138,140) (146,74) (146,111) (148,15) (148,170) (151,39) (151,76) (151,109) (151,146) (158,70) (158,115) (159,54) (159,91) (159,94) (159,131) (160,6) (160,31) (160,154) (160,179) (161,59) (161,89) (161,96) (161,126) (164,64) (164,84) (164,101) (164,121) (173,65) (173,120) (175,29) (175,66) (175,119) (175,156) (183,0)
33	y2 = x3 + 49x + 34	189	(0,53) (0,58) (0,127) (0,132) (1,48) (1,63) (1,122) (1,137) (5,53) (5,58) (5,127) (5,132) (6,27) (6,47) (6,138) (6,158) (10,28) (10,83) (10,102) (10,157) (15,37) (15,148) (16,17) (16,57) (16,128) (16,168) (21,38) (21,73) (21,112) (21,147) (24,7) (24,67) (24,118) (24,178) (25,7) (25,67) (25,118) (25,178) (32,90) (32,95) (36,13) (36,87) (36,98) (36,172) (37,90) (37,95) (42,90) (42,95) (47,65) (47,120) (52,0) (61,7) (61,67) (61,118) (61,178) (62,30) (62,155) (65,23) (65,88) (65,97) (65,162) (69,53) (69,58) (69,127) (69,132) (70,12) (70,62) (70,123) (70,173) (74,53) (74,58) (74,127) (74,132) (75,48) (75,63) (75,122) (75,137) (79,53) (79,58) (79,127) (79,132) (80,27) (80,47) (80,138) (80,158) (84,28) (84,83) (84,102) (84,157) (89,37) (89,148) (90,17) (90,57) (90,128) (90,168) (95,38) (95,73) (95,112) (95,147) (99,7) (99,67) (99,118) (99,178) (102,60) (102,125) (106,53) (106,58) (106,127) (106,132) (107,25) (107,160) (110,13) (110,87) (110,98) (110,172) (111,53) (111,58) (111,127) (111,132) (112,85) (112,100) (116,53) (116,58) (116,127) (116,132) (117,10) (117,175) (121,28) (121,83) (121,102) (121,157) (126,37) (126,148) (127,20) (127,165) (132,75) (132,110) (135,7) (135,67) (135,118) (135,178) (136,7) (136,67) (136,118) (136,178) (139,23) (139,88) (139,97) (139,162) (144,12) (144,62) (144,123) (144,173) (147,50) (147,135) (149,48) (149,63) (149,122) (149,137) (154,27) (154,47) (154,138) (154,158) (164,17) (164,57) (164,128) (164,168) (169,38) (169,73) (169,112) (169,147) (172,30) (172,155) (176,23) (176,88) (176,97) (176,162) (180,53) (180,58) (180,127) (180,132) (181,12) (181,62) (181,123) (181,173) (184,13) (184,87) (184,98) (184,172)
34	y2 = x3 + 164x + 34	189	(0,53) (0,58) (0,127) (0,132) (2,0) (10,48) (10,63) (10,122) (10,137) (12,20) (12,165) (21,23) (21,88) (21,97) (21,162) (24,53) (24,58) (24,127) (24,132) (25,38) (25,73) (25,112) (25,147) (26,28) (26,83) (26,102) (26,157) (27,50) (27,135) (34,12) (34,62) (34,123) (34,173) (37,90) (37,95) (39,37) (39,148) (47,85) (47,100) (49,17) (49,57) (49,128) (49,168) (50,53) (50,58) (50,127) (50,132) (55,7) (55,67) (55,118) (55,178) (60,27) (60,47) (60,138) (60,158) (61,53) (61,58) (61,127) (61,132) (62,75) (62,110) (64,13) (64,87) (64,98) (64,172) (65,7) (65,67) (65,118) (65,178) (71,12) (71,62) (71,123) (71,173) (74,53) (74,58) (74,127) (74,132) (76,37) (76,148) (84,48) (84,63) (84,122) (84,137) (86,17) (86,57) (86,128) (86,168) (87,90) (87,95) (92,30) (92,155) (95,23) (95,88) (95,97) (95,162) (97,10) (97,175) (99,38) (99,73) (99,112) (99,147) (100,28) (100,83) (100,102) (100,157) (101,13) (101,87) (101,98) (101,172) (102,30) (102,155) (111,53) (111,58) (111,127) (111,132) (121,48) (121,63) (121,122) (121,137) (124,53) (124,58) (124,127) (124,132) (129,7) (129,67) (129,118) (129,178) (132,60) (132,125) (134,27) (134,47) (134,138) (134,158) (135,53) (135,58) (135,127) (135,132) (136,38) (136,73) (136,112) (136,147) (137,65) (137,120) (139,7) (139,67) (139,118) (139,178) (145,12) (145,62) (145,123) (145,173) (150,37) (150,148) (160,17) (160,57) (160,128) (160,168) (161,53) (161,58) (161,127) (161,132) (166,7) (166,67) (166,118) (166,178) (169,23) (169,88) (169,97) (169,162) (171,27) (171,47) (171,138) (171,158) (172,90) (172,95) (174,28) (174,83) (174,102) (174,157) (175,13) (175,87) (175,98) (175,172) (176,7) (176,67) (176,118) (176,178) (182,25) (182,160)
35	y2 = x3 + 44x + 104	189	(0,17) (0,57) (0,128) (0,168) (1,38) (1,73) (1,112) (1,147) (4,23) (4,88) (4,97) (4,162) (10,8) (10,82) (10,103) (10,177) (17,20) (17,165) (20,17) (20,57) (20,128) (20,168) (21,22) (21,52) (21,133) (21,163) (22,55) (22,130) (24,43) (24,68) (24,117) (24,142) (26,18) (26,92) (26,93) (26,167) (27,25) (27,160) (37,20) (37,165) (40,2) (40,72) (40,113) (40,183) (41,23) (41,88) (41,97) (41,162) (47,45) (47,140) (54,17) (54,57) (54,128) (54,168) (57,20) (57,165) (59,18) (59,92) (59,93) (59,167) (60,37) (60,148) (61,43) (61,68) (61,117) (61,142) (64,12) (64,62) (64,123) (64,173) (70,7) (70,67) (70,118) (70,178) (74,17) (74,57) (74,128) (74,168) (75,38) (75,73) (75,112) (75,147) (77,35) (77,150) (84,8) (84,82) (84,103) (84,177) (91,17) (91,57) (91,128) (91,168) (94,17) (94,57) (94,128) (94,168) (95,22) (95,52) (95,133) (95,163) (96,18) (96,92) (96,93) (96,167) (97,0) (100,18) (100,92) (100,93) (100,167) (101,12) (101,62) (101,123) (101,173) (107,30) (107,155) (111,17) (111,57) (111,128) (111,168) (112,75) (112,110) (114,2) (114,72) (114,113) (114,183) (115,23) (115,88) (115,97) (115,162) (121,8) (121,82) (121,103) (121,177) (131,17) (131,57) (131,128) (131,168) (132,15) (132,170) (134,37) (134,148) (135,43) (135,68) (135,117) (135,142) (137,55) (137,130) (144,7) (144,67) (144,118) (144,178) (149,38) (149,73) (149,112) (149,147) (151,2) (151,72) (151,113) (151,183) (152,60) (152,125) (165,17) (165,57) (165,128) (165,168) (169,22) (169,52) (169,133) (169,163) (170,18) (170,92) (170,93) (170,167) (171,37) (171,148) (172,80) (172,105) (174,18) (174,92) (174,93) (174,167) (175,12) (175,62) (175,123) (175,173) (181,7) (181,67) (181,118) (181,178)
36	y2 = x3 + 149x + 144	189	(0,12) (0,62) (0,123) (0,173) (4,8) (4,82) (4,103) (4,177) (6,12) (6,62) (6,123) (6,173) (10,28) (10,83) (10,102) (10,157) (12,90) (12,95) (14,33) (14,78) (14,107) (14,152) (16,38) (16,73) (16,112) (16,147) (21,18) (21,92) (21,93) (21,167) (22,85) (22,100) (30,33) (30,78) (30,107) (30,152) (31,12) (31,62) (31,123) (31,173) (34,22) (34,52) (34,133) (34,163) (37,25) (37,160) (40,27) (40,47) (40,138) (40,158) (41,8) (41,82) (41,103) (41,177) (47,65) (47,120) (49,53) (49,58) (49,127) (49,132) (51,33) (51,78) (51,107) (51,152) (55,37) (55,148) (59,48) (59,63) (59,122) (59,137) (67,70) (67,115) (71,22) (71,52) (71,133) (71,163) (74,12) (74,62) (74,123) (74,173) (77,10) (77,175) (80,12) (80,62) (80,123) (80,173) (84,28) (84,83) (84,102) (84,157) (86,53) (86,58) (86,127) (86,132) (90,38) (90,73) (90,112) (90,147) (92,0) (95,18) (95,92) (95,93) (95,167) (96,48) (96,63) (96,122) (96,137) (104,33) (104,78) (104,107) (104,152) (105,12) (105,62) (105,123) (105,173) (111,12) (111,62) (111,123) (111,173) (114,27) (114,47) (114,138) (114,158) (115,8) (115,82) (115,103) (115,177) (117,25) (117,160) (121,28) (121,83) (121,102) (121,157) (125,33) (125,78) (125,107) (125,152) (127,75) (127,110) (129,37) (129,148) (132,55) (132,130) (141,33) (141,78) (141,107) (141,152) (142,25) (142,160) (145,22) (145,52) (145,133) (145,163) (151,27) (151,47) (151,138) (151,158) (152,45) (152,140) (154,12) (154,62) (154,123) (154,173) (160,53) (160,58) (160,127) (160,132) (162,70) (162,115) (164,38) (164,73) (164,112) (164,147) (166,37) (166,148) (169,18) (169,92) (169,93) (169,167) (170,48) (170,63) (170,122) (170,137) (179,12) (179,62) (179,123) (179,173) (182,15) (182,170)