class leader: y² = x³ + 114x + 126

Sr no.	class members	# points	points
1	y2 = x3 + 114x + 126	77	(3,11) (3,176) (11,29) (11,73) (11,114) (11,158) (20,11) (20,176) (21,0) (28,5) (28,39) (28,148) (28,182) (32,88) (32,99) (54,11) (54,176) (55,51) (55,136) (58,88) (58,99) (66,37) (66,48) (66,139) (66,150) (72,17) (72,170) (75,88) (75,99) (80,88) (80,99) (83,71) (83,82) (83,105) (83,116) (88,40) (88,62) (88,125) (88,147) (97,88) (97,99) (105,6) (105,28) (105,159) (105,181) (109,88) (109,99) (113,22) (113,165) (130,22) (130,165) (131,88) (131,99) (143,37) (143,48) (143,139) (143,150) (157,0) (160,71) (160,82) (160,105) (160,116) (164,22) (164,165) (165,37) (165,48) (165,139) (165,150) (168,88) (168,99) (174,0) (182,71) (182,82) (182,105) (182,116) (185,88) (185,99)
2	y2 = x3 + 124x + 113	77	(5,22) (5,165) (7,24) (7,75) (7,112) (7,163) (8,11) (8,176) (18,68) (18,119) (20,11) (20,176) (22,5) (22,39) (22,148) (22,182) (40,57) (40,79) (40,108) (40,130) (41,44) (41,143) (42,11) (42,176) (52,0) (71,11) (71,176) (73,46) (73,90) (73,97) (73,141) (74,11) (74,176) (75,44) (75,143) (86,0) (88,6) (88,28) (88,159) (88,181) (93,11) (93,176) (107,22) (107,165) (108,11) (108,176) (110,6) (110,28) (110,159) (110,181) (126,44) (126,143) (137,0) (139,57) (139,79) (139,108) (139,130) (141,22) (141,165) (143,27) (143,61) (143,126) (143,160) (154,17) (154,170) (159,11) (159,176) (161,57) (161,79) (161,108) (161,130) (173,11) (173,176) (176,6) (176,28) (176,159) (176,181)
3	y2 = x3 + 133x + 141	77	(6,55) (6,132) (8,34) (8,153) (22,8) (22,25) (22,162) (22,179) (23,55) (23,132) (30,32) (30,87) (30,100) (30,155) (39,77) (39,110) (41,32) (41,87) (41,100) (41,155) (48,66) (48,121) (56,77) (56,110) (59,0) (74,21) (74,89) (74,98) (74,166) (81,66) (81,121) (92,66) (92,121) (99,19) (99,36) (99,151) (99,168) (107,43) (107,76) (107,111) (107,144) (110,85) (110,102) (116,66) (116,121) (125,55) (125,132) (127,0) (132,19) (132,36) (132,151) (132,168) (133,66) (133,121) (143,19) (143,36) (143,151) (143,168) (144,0) (149,66) (149,121) (158,77) (158,110) (160,66) (160,121) (166,66) (166,121) (176,30) (176,47) (176,140) (176,157) (177,66) (177,121) (184,32) (184,87) (184,100) (184,155)
4	y2 = x3 + 148x + 180	77	(2,22) (2,165) (5,22) (5,165) (10,63) (10,80) (10,107) (10,124) (13,0) (22,46) (22,90) (22,97) (22,141) (27,22) (27,165) (44,46) (44,90) (44,97) (44,141) (48,44) (48,143) (57,88) (57,99) (65,41) (65,58) (65,129) (65,146) (70,22) (70,165) (81,0) (82,44) (82,143) (87,63) (87,80) (87,107) (87,124) (90,22) (90,165) (98,85) (98,102) (99,24) (99,75) (99,112) (99,163) (104,22) (104,165) (112,22) (112,165) (115,0) (121,46) (121,90) (121,97) (121,141) (125,88) (125,99) (132,68) (132,119) (142,3) (142,14) (142,173) (142,184) (158,22) (158,165) (159,88) (159,99) (167,44) (167,143) (175,63) (175,80) (175,107) (175,124) (176,20) (176,31) (176,156) (176,167) (180,22) (180,165)
5	y2 = x3 + 31x + 12	77	(3,77) (3,110) (11,1) (11,67) (11,120) (11,186) (12,66) (12,121) (29,66) (29,121) (44,43) (44,76) (44,111) (44,144) (45,33) (45,154) (46,15) (46,70) (46,117) (46,172) (55,43) (55,76) (55,111) (55,144) (62,33) (62,154) (77,34) (77,153) (78,77) (78,110) (79,18) (79,84) (79,103) (79,169) (80,66) (80,121) (88,43) (88,76) (88,111) (88,144) (89,77) (89,110) (95,77) (95,110) (106,77) (106,110) (111,0) (112,26) (112,59) (112,128) (112,161) (113,33) (113,154) (122,77) (122,110) (123,26) (123,59) (123,128) (123,161) (128,0) (139,77) (139,110) (145,51) (145,136) (146,77) (146,110) (156,26) (156,59) (156,128) (156,161) (157,77) (157,110) (165,32) (165,87) (165,100) (165,155) (179,0)
6	y2 = x3 + 20x + 122	77	(2,51) (2,136) (12,55) (12,132) (14,33) (14,154) (23,55) (23,132) (29,55) (29,132) (33,21) (33,89) (33,98) (33,166) (36,0) (40,55) (40,132) (44,43) (44,76) (44,111) (44,144) (46,4) (46,81) (46,106) (46,183) (57,4) (57,81) (57,106) (57,183) (67,55) (67,132) (78,77) (78,110) (80,55) (80,132) (84,55) (84,132) (91,55) (91,132) (95,77) (95,110) (99,1) (99,67) (99,120) (99,186) (101,4) (101,81) (101,106) (101,183) (112,26) (112,59) (112,128) (112,161) (121,34) (121,153) (133,33) (133,154) (135,55) (135,132) (146,77) (146,110) (150,33) (150,154) (155,0) (165,21) (165,89) (165,98) (165,166) (167,18) (167,84) (167,103) (167,169) (172,0) (176,21) (176,89) (176,98) (176,166)
7	y2 = x3 + 71x + 48	77	(5,33) (5,154) (11,35) (11,86) (11,101) (11,152) (15,0) (22,35) (22,86) (22,101) (22,152) (24,66) (24,121) (32,85) (32,102) (35,33) (35,154) (37,55) (37,132) (49,0) (54,30) (54,47) (54,140) (54,157) (66,68) (66,119) (71,55) (71,132) (79,33) (79,154) (88,13) (88,64) (88,123) (88,174) (90,33) (90,154) (92,66) (92,121) (103,33) (103,154) (109,19) (109,36) (109,151) (109,168) (120,52) (120,69) (120,118) (120,135) (126,66) (126,121) (134,0) (137,33) (137,154) (143,2) (143,53) (143,134) (143,185) (147,33) (147,154) (154,35) (154,86) (154,101) (154,152) (156,55) (156,132) (158,33) (158,154) (164,52) (164,69) (164,118) (164,135) (175,52) (175,69) (175,118) (175,135) (181,33) (181,154)
8	y2 = x3 + 56x + 108	77	(11,41) (11,58) (11,129) (11,146) (12,88) (12,99) (26,44) (26,143) (28,44) (28,143) (33,85) (33,102) (44,74) (44,91) (44,96) (44,113) (45,44) (45,143) (48,44) (48,143) (50,0) (61,11) (61,176) (63,54) (63,65) (63,122) (63,133) (67,0) (77,41) (77,58) (77,129) (77,146) (78,11) (78,176) (94,44) (94,143) (96,10) (96,78) (96,109) (96,177) (99,41) (99,58) (99,129) (99,146) (111,44) (111,143) (114,88) (114,99) (116,44) (116,143) (118,34) (118,153) (129,23) (129,45) (129,142) (129,164) (133,44) (133,143) (147,44) (147,143) (162,10) (162,78) (162,109) (162,177) (165,3) (165,14) (165,173) (165,184) (169,0) (180,11) (180,176) (182,88) (182,99) (184,10) (184,78) (184,109) (184,177)
9	y2 = x3 + 124x + 91	77	(9,44) (9,143) (11,27) (11,61) (11,126) (11,160) (16,0) (27,11) (27,176) (29,20) (29,31) (29,156) (29,167) (31,44) (31,143) (33,17) (33,170) (44,6) (44,28) (44,159) (44,181) (60,44) (60,143) (62,24) (62,75) (62,112) (62,163) (63,88) (63,99) (77,27) (77,61) (77,126) (77,160) (82,44) (82,143) (84,68) (84,119) (95,57) (95,79) (95,108) (95,130) (96,44) (96,143) (97,88) (97,99) (99,27) (99,61) (99,126) (99,160) (118,0) (128,24) (128,75) (128,112) (128,163) (129,11) (129,176) (130,44) (130,143) (148,88) (148,99) (150,24) (150,75) (150,112) (150,163) (152,0) (162,44) (162,143) (163,11) (163,176) (165,71) (165,82) (165,105) (165,116) (181,44) (181,143) (184,44) (184,143)
10	y2 = x3 + 37x + 82	77	(3,55) (3,132) (11,18) (11,84) (11,103) (11,169) (20,55) (20,132) (22,18) (22,84) (22,103) (22,169) (28,16) (28,50) (28,137) (28,171) (32,0) (39,16) (39,50) (39,137) (39,171) (54,55) (54,132) (58,66) (58,121) (66,51) (66,136) (69,33) (69,154) (75,66) (75,121) (83,17) (83,170) (86,33) (86,154) (88,4) (88,81) (88,106) (88,183) (105,38) (105,72) (105,115) (105,149) (109,66) (109,121) (113,33) (113,154) (120,33) (120,154) (124,33) (124,154) (130,33) (130,154) (141,33) (141,154) (143,15) (143,70) (143,117) (143,172) (154,18) (154,84) (154,103) (154,169) (160,49) (160,83) (160,104) (160,138) (164,33) (164,154) (168,0) (171,16) (171,50) (171,137) (171,171) (175,33) (175,154) (185,0)
11	y2 = x3 + 48x + 148	77	(3,77) (3,110) (9,0) (10,77) (10,110) (11,18) (11,84) (11,103) (11,169) (20,77) (20,110) (21,77) (21,110) (28,16) (28,50) (28,137) (28,171) (43,0) (44,26) (44,59) (44,128) (44,161) (54,77) (54,110) (55,26) (55,59) (55,128) (55,161) (61,60) (61,93) (61,94) (61,127) (72,60) (72,93) (72,94) (72,127) (77,51) (77,136) (80,66) (80,121) (88,26) (88,59) (88,128) (88,161) (94,17) (94,170) (97,66) (97,121) (105,60) (105,93) (105,94) (105,127) (113,33) (113,154) (130,33) (130,154) (131,66) (131,121) (146,77) (146,110) (157,77) (157,110) (163,77) (163,110) (164,33) (164,154) (165,15) (165,70) (165,117) (165,172) (174,77) (174,110) (179,0) (182,49) (182,83) (182,104) (182,138)
12	y2 = x3 + 80x + 146	77	(5,22) (5,165) (19,22) (19,165) (22,5) (22,39) (22,148) (22,182) (27,22) (27,165) (30,0) (31,44) (31,143) (40,20) (40,31) (40,156) (40,167) (44,5) (44,39) (44,148) (44,182) (53,22) (53,165) (64,0) (73,46) (73,90) (73,97) (73,141) (74,88) (74,99) (82,44) (82,143) (95,46) (95,90) (95,97) (95,141) (99,27) (99,61) (99,126) (99,160) (104,22) (104,165) (107,22) (107,165) (108,88) (108,99) (115,0) (121,5) (121,39) (121,148) (121,182) (129,22) (129,165) (132,17) (132,170) (141,22) (141,165) (150,24) (150,75) (150,112) (150,163) (159,88) (159,99) (163,22) (163,165) (172,46) (172,90) (172,97) (172,141) (176,71) (176,82) (176,105) (176,116) (183,68) (183,119) (184,44) (184,143)
13	y2 = x3 + 5x + 147	77	(5,22) (5,165) (22,46) (22,90) (22,97) (22,141) (24,44) (24,143) (35,0) (37,11) (37,176) (54,74) (54,91) (54,96) (54,113) (57,11) (57,176) (59,11) (59,176) (71,11) (71,176) (76,74) (76,91) (76,96) (76,113) (88,57) (88,79) (88,108) (88,130) (90,22) (90,165) (92,44) (92,143) (93,11) (93,176) (103,0) (109,41) (109,58) (109,129) (109,146) (110,57) (110,79) (110,108) (110,130) (120,85) (120,102) (125,11) (125,176) (126,44) (126,143) (137,0) (142,74) (142,91) (142,96) (142,113) (143,24) (143,75) (143,112) (143,163) (154,68) (154,119) (156,11) (156,176) (158,22) (158,165) (159,11) (159,176) (175,63) (175,80) (175,107) (175,124) (176,57) (176,79) (176,108) (176,130) (178,11) (178,176)
14	y2 = x3 + 97x + 177	77	(3,11) (3,176) (7,88) (7,99) (11,12) (11,56) (11,131) (11,175) (12,88) (12,99) (24,37) (24,48) (24,139) (24,150) (29,88) (29,99) (45,22) (45,165) (46,37) (46,48) (46,139) (46,150) (55,34) (55,153) (58,88) (58,99) (62,22) (62,165) (66,54) (66,65) (66,122) (66,133) (79,29) (79,73) (79,114) (79,158) (80,88) (80,99) (88,23) (88,45) (88,142) (88,164) (89,0) (100,88) (100,99) (106,0) (113,22) (113,165) (117,88) (117,99) (122,11) (122,176) (123,51) (123,136) (134,37) (134,48) (134,139) (134,150) (139,11) (139,176) (143,54) (143,65) (143,122) (143,133) (156,40) (156,62) (156,125) (156,147) (157,0) (165,54) (165,65) (165,122) (165,133) (168,88) (168,99) (177,88) (177,99)
15	y2 = x3 + 148x + 92	77	(4,0) (11,46) (11,90) (11,97) (11,141) (15,88) (15,99) (21,85) (21,102) (24,88) (24,99) (32,3) (32,14) (32,173) (32,184) (37,11) (37,176) (38,0) (46,88) (46,99) (49,88) (49,99) (54,74) (54,91) (54,96) (54,113) (55,68) (55,119) (66,20) (66,31) (66,156) (66,167) (71,11) (71,176) (79,22) (79,165) (88,57) (88,79) (88,108) (88,130) (92,88) (92,99) (109,3) (109,14) (109,173) (109,184) (114,88) (114,99) (123,0) (126,88) (126,99) (131,3) (131,14) (131,173) (131,184) (134,88) (134,99) (143,20) (143,31) (143,156) (143,167) (147,22) (147,165) (148,88) (148,99) (156,11) (156,176) (164,63) (164,80) (164,107) (164,124) (165,20) (165,31) (165,156) (165,167) (181,22) (181,165)
16	y2 = x3 + 56x + 130	77	(1,0) (6,11) (6,176) (8,23) (8,45) (8,142) (8,164) (22,63) (22,80) (22,107) (22,124) (23,11) (23,176) (37,11) (37,176) (39,22) (39,165) (41,10) (41,78) (41,109) (41,177) (52,34) (52,153) (56,22) (56,165) (59,11) (59,176) (74,23) (74,45) (74,142) (74,164) (88,74) (88,91) (88,96) (88,113) (92,44) (92,143) (103,0) (105,11) (105,176) (107,12) (107,56) (107,131) (107,175) (110,74) (110,91) (110,96) (110,113) (122,11) (122,176) (125,11) (125,176) (127,11) (127,176) (143,41) (143,58) (143,129) (143,146) (144,11) (144,176) (154,85) (154,102) (158,22) (158,165) (160,44) (160,143) (171,0) (173,23) (173,45) (173,142) (173,164) (176,74) (176,91) (176,96) (176,113) (177,44) (177,143)
17	y2 = x3 + 14x + 124	77	(5,77) (5,110) (7,2) (7,53) (7,134) (7,185) (8,0) (22,60) (22,93) (22,94) (22,127) (30,66) (30,121) (31,66) (31,121) (40,13) (40,64) (40,123) (40,174) (41,66) (41,121) (42,0) (64,66) (64,121) (73,9) (73,42) (73,145) (73,178) (74,55) (74,132) (75,66) (75,121) (82,66) (82,121) (93,0) (99,49) (99,83) (99,104) (99,138) (107,77) (107,110) (108,55) (108,132) (110,17) (110,170) (115,66) (115,121) (126,66) (126,121) (132,49) (132,83) (132,104) (132,138) (141,77) (141,110) (143,49) (143,83) (143,104) (143,138) (150,2) (150,53) (150,134) (150,185) (159,55) (159,132) (161,68) (161,119) (176,38) (176,72) (176,115) (176,149) (183,2) (183,53) (183,134) (183,185) (184,66) (184,121)
18	y2 = x3 + 114x + 27	77	(6,71) (6,82) (6,105) (6,116) (10,22) (10,165) (14,44) (14,143) (22,29) (22,73) (22,114) (22,158) (31,44) (31,143) (36,22) (36,165) (39,5) (39,39) (39,148) (39,182) (44,29) (44,73) (44,114) (44,158) (47,0) (53,22) (53,165) (61,5) (61,39) (61,148) (61,182) (64,0) (65,44) (65,143) (87,22) (87,165) (91,88) (91,99) (98,0) (99,7) (99,92) (99,95) (99,180) (108,88) (108,99) (116,27) (116,61) (116,126) (116,160) (121,29) (121,73) (121,114) (121,158) (124,22) (124,165) (132,51) (132,136) (138,5) (138,39) (138,148) (138,182) (141,22) (141,165) (142,88) (142,99) (146,22) (146,165) (149,17) (149,170) (163,22) (163,165) (175,22) (175,165) (176,37) (176,48) (176,139) (176,150)
19	y2 = x3 + 37x + 71	77	(6,38) (6,72) (6,115) (6,149) (10,77) (10,110) (14,33) (14,154) (31,33) (31,154) (33,4) (33,81) (33,106) (33,183) (36,0) (44,26) (44,59) (44,128) (44,161) (50,38) (50,72) (50,115) (50,149) (53,0) (61,60) (61,93) (61,94) (61,127) (65,33) (65,154) (80,55) (80,132) (87,0) (91,55) (91,132) (97,55) (97,132) (99,18) (99,84) (99,103) (99,169) (108,55) (108,132) (116,16) (116,50) (116,137) (116,171) (121,51) (121,136) (131,55) (131,132) (135,55) (135,132) (138,17) (138,170) (142,55) (142,132) (146,77) (146,110) (152,55) (152,132) (163,77) (163,110) (165,4) (165,81) (165,106) (165,183) (176,4) (176,81) (176,106) (176,183) (182,38) (182,72) (182,115) (182,149) (186,55) (186,132)
20	y2 = x3 + 3x + 14	77	(5,33) (5,154) (7,2) (7,53) (7,134) (7,185) (11,16) (11,50) (11,137) (11,171) (18,35) (18,86) (18,101) (18,152) (20,55) (20,132) (22,16) (22,50) (22,137) (22,171) (41,66) (41,121) (49,0) (52,33) (52,154) (62,35) (62,86) (62,101) (62,152) (66,17) (66,170) (71,55) (71,132) (73,35) (73,86) (73,101) (73,152) (75,66) (75,121) (86,33) (86,154) (88,38) (88,72) (88,115) (88,149) (96,33) (96,154) (107,33) (107,154) (117,68) (117,119) (126,66) (126,121) (130,33) (130,154) (137,33) (137,154) (139,13) (139,64) (139,123) (139,174) (141,33) (141,154) (143,49) (143,83) (143,104) (143,138) (151,0) (154,16) (154,50) (154,137) (154,171) (173,55) (173,132) (181,33) (181,154) (185,0)
21	y2 = x3 + 5x + 125	77	(10,74) (10,91) (10,96) (10,113) (11,24) (11,75) (11,112) (11,163) (16,0) (26,44) (26,143) (27,11) (27,176) (33,68) (33,119) (43,41) (43,58) (43,129) (43,146) (44,57) (44,79) (44,108) (44,130) (46,88) (46,99) (48,44) (48,143) (60,44) (60,143) (65,41) (65,58) (65,129) (65,146) (77,24) (77,75) (77,112) (77,163) (79,44) (79,143) (82,44) (82,143) (99,24) (99,75) (99,112) (99,163) (101,0) (112,11) (112,176) (114,88) (114,99) (131,3) (131,14) (131,173) (131,184) (145,44) (145,143) (147,44) (147,143) (148,88) (148,99) (164,41) (164,58) (164,129) (164,146) (165,20) (165,31) (165,156) (165,167) (167,44) (167,143) (169,0) (180,11) (180,176) (181,44) (181,143) (186,85) (186,102)
22	y2 = x3 + 20x + 133	77	(1,33) (1,154) (3,55) (3,132) (7,66) (7,121) (11,1) (11,67) (11,120) (11,186) (18,33) (18,154) (22,1) (22,67) (22,120) (22,186) (24,15) (24,70) (24,117) (24,172) (35,18) (35,84) (35,103) (35,169) (45,33) (45,154) (56,33) (56,154) (58,66) (58,121) (62,33) (62,154) (66,34) (66,153) (69,33) (69,154) (73,33) (73,154) (79,18) (79,84) (79,103) (79,169) (88,21) (88,89) (88,98) (88,166) (90,18) (90,84) (90,103) (90,169) (100,0) (113,33) (113,154) (117,0) (122,55) (122,132) (124,33) (124,154) (134,51) (134,136) (139,55) (139,132) (143,32) (143,87) (143,100) (143,155) (154,1) (154,67) (154,120) (154,186) (156,4) (156,81) (156,106) (156,183) (168,0) (177,66) (177,121)
23	y2 = x3 + 82x + 114	77	(4,77) (4,110) (10,8) (10,25) (10,162) (10,179) (11,35) (11,86) (11,101) (11,152) (21,8) (21,25) (21,162) (21,179) (26,0) (27,77) (27,110) (37,77) (37,110) (38,77) (38,110) (43,85) (43,102) (44,9) (44,42) (44,145) (44,178) (46,66) (46,121) (54,8) (54,25) (54,162) (54,179) (55,9) (55,42) (55,145) (55,178) (60,0) (71,77) (71,110) (77,68) (77,119) (79,33) (79,154) (88,9) (88,42) (88,145) (88,178) (112,77) (112,110) (114,66) (114,121) (123,77) (123,110) (131,19) (131,36) (131,151) (131,168) (145,0) (147,33) (147,154) (148,66) (148,121) (156,77) (156,110) (164,52) (164,69) (164,118) (164,135) (165,2) (165,53) (165,134) (165,185) (180,77) (180,110) (181,33) (181,154)
24	y2 = x3 + 12x + 163	77	(6,88) (6,99) (19,12) (19,56) (19,131) (19,175) (22,63) (22,80) (22,107) (22,124) (23,88) (23,99) (30,34) (30,153) (39,22) (39,165) (44,63) (44,80) (44,107) (44,124) (48,44) (48,143) (56,22) (56,165) (61,22) (61,165) (70,22) (70,165) (74,54) (74,65) (74,122) (74,133) (78,22) (78,165) (81,0) (99,41) (99,58) (99,129) (99,146) (107,12) (107,56) (107,131) (107,175) (116,44) (116,143) (121,63) (121,80) (121,107) (121,124) (125,88) (125,99) (129,12) (129,56) (129,131) (129,175) (132,85) (132,102) (133,44) (133,143) (138,22) (138,165) (149,0) (155,22) (155,165) (158,22) (158,165) (166,0) (176,3) (176,14) (176,173) (176,184) (180,22) (180,165) (184,10) (184,78) (184,109) (184,177)
25	y2 = x3 + 158x + 181	77	(3,11) (3,176) (6,6) (6,28) (6,159) (6,181) (20,11) (20,176) (22,29) (22,73) (22,114) (22,158) (25,11) (25,176) (39,5) (39,39) (39,148) (39,182) (42,11) (42,176) (54,11) (54,176) (58,44) (58,143) (69,0) (75,44) (75,143) (76,11) (76,176) (86,0) (88,40) (88,62) (88,125) (88,147) (91,11) (91,176) (105,6) (105,28) (105,159) (105,181) (108,11) (108,176) (109,44) (109,143) (110,40) (110,62) (110,125) (110,147) (120,0) (124,22) (124,165) (127,6) (127,28) (127,159) (127,181) (141,22) (141,165) (142,11) (142,176) (143,7) (143,92) (143,95) (143,180) (154,51) (154,136) (160,27) (160,61) (160,126) (160,160) (171,17) (171,170) (175,22) (175,165) (176,40) (176,62) (176,125) (176,147)
26	y2 = x3 + 80x + 58	77	(7,20) (7,31) (7,156) (7,167) (11,5) (11,39) (11,148) (11,182) (20,11) (20,176) (29,20) (29,31) (29,156) (29,167) (38,0) (41,88) (41,99) (49,88) (49,99) (55,17) (55,170) (62,46) (62,90) (62,97) (62,141) (63,88) (63,99) (66,71) (66,82) (66,105) (66,116) (71,11) (71,176) (75,88) (75,99) (88,6) (88,28) (88,159) (88,181) (96,22) (96,165) (97,88) (97,99) (106,68) (106,119) (117,20) (117,31) (117,156) (117,167) (126,88) (126,99) (130,22) (130,165) (139,57) (139,79) (139,108) (139,130) (140,0) (143,71) (143,82) (143,105) (143,116) (148,88) (148,99) (151,88) (151,99) (165,71) (165,82) (165,105) (165,116) (173,11) (173,176) (174,0) (181,22) (181,165) (185,88) (185,99)
27	y2 = x3 + 82x + 158	77	(5,77) (5,110) (13,66) (13,121) (22,9) (22,42) (22,145) (22,178) (24,66) (24,121) (48,66) (48,121) (57,55) (57,132) (59,0) (65,19) (65,36) (65,151) (65,168) (76,85) (76,102) (81,66) (81,121) (82,66) (82,121) (90,77) (90,110) (92,66) (92,121) (93,0) (98,19) (98,36) (98,151) (98,168) (99,2) (99,53) (99,134) (99,185) (109,19) (109,36) (109,151) (109,168) (110,68) (110,119) (115,66) (115,121) (125,55) (125,132) (126,66) (126,121) (132,2) (132,53) (132,134) (132,185) (142,30) (142,47) (142,140) (142,157) (143,2) (143,53) (143,134) (143,185) (158,77) (158,110) (159,55) (159,132) (167,66) (167,121) (175,8) (175,25) (175,162) (175,179) (176,13) (176,64) (176,123) (176,174) (178,0)
28	y2 = x3 + 97x + 78	77	(2,29) (2,73) (2,114) (2,158) (13,51) (13,136) (14,44) (14,143) (22,12) (22,56) (22,131) (22,175) (23,88) (23,99) (36,22) (36,165) (40,88) (40,99) (44,12) (44,56) (44,131) (44,175) (47,0) (56,22) (56,165) (57,37) (57,48) (57,139) (57,150) (73,22) (73,165) (78,22) (78,165) (90,29) (90,73) (90,114) (90,158) (91,88) (91,99) (95,22) (95,165) (99,10) (99,78) (99,109) (99,177) (112,29) (112,73) (112,114) (112,158) (121,12) (121,56) (121,131) (121,175) (124,22) (124,165) (132,34) (132,153) (133,44) (133,143) (146,22) (146,165) (150,44) (150,143) (155,22) (155,165) (166,0) (167,7) (167,92) (167,95) (167,180) (172,22) (172,165) (176,54) (176,65) (176,122) (176,133) (183,0)
29	y2 = x3 + 71x + 37	77	(2,0) (10,8) (10,25) (10,162) (10,179) (16,55) (16,132) (27,77) (27,110) (33,13) (33,64) (33,123) (33,174) (44,9) (44,42) (44,145) (44,178) (46,55) (46,132) (48,33) (48,154) (57,55) (57,132) (65,52) (65,69) (65,118) (65,135) (70,0) (82,33) (82,154) (87,85) (87,102) (99,35) (99,86) (99,101) (99,152) (101,55) (101,132) (104,0) (112,77) (112,110) (114,55) (114,132) (121,68) (121,119) (125,55) (125,132) (131,30) (131,47) (131,140) (131,157) (142,30) (142,47) (142,140) (142,157) (148,55) (148,132) (159,55) (159,132) (165,13) (165,64) (165,123) (165,174) (167,33) (167,154) (169,55) (169,132) (176,13) (176,64) (176,123) (176,174) (180,77) (180,110) (186,30) (186,47) (186,140) (186,157)
30	y2 = x3 + 122x + 31	77	(1,33) (1,154) (11,52) (11,69) (11,118) (11,135) (15,0) (22,52) (22,69) (22,118) (22,135) (28,33) (28,154) (37,55) (37,132) (39,33) (39,154) (41,32) (41,87) (41,100) (41,155) (45,33) (45,154) (52,1) (52,67) (52,120) (52,186) (56,33) (56,154) (66,85) (66,102) (83,0) (88,30) (88,47) (88,140) (88,157) (92,66) (92,121) (96,1) (96,67) (96,120) (96,186) (100,0) (103,33) (103,154) (105,55) (105,132) (107,1) (107,67) (107,120) (107,186) (122,55) (122,132) (143,19) (143,36) (143,151) (143,168) (147,33) (147,154) (151,34) (151,153) (154,52) (154,69) (154,118) (154,135) (158,33) (158,154) (160,66) (160,121) (171,33) (171,154) (173,21) (173,89) (173,98) (173,166) (177,66) (177,121)
31	y2 = x3 + 158x + 159	77	(9,44) (9,143) (10,11) (10,176) (11,7) (11,92) (11,95) (11,180) (14,44) (14,143) (28,27) (28,61) (28,126) (28,160) (31,44) (31,143) (33,51) (33,136) (43,44) (43,143) (44,40) (44,62) (44,125) (44,147) (50,17) (50,170) (61,6) (61,28) (61,159) (61,181) (65,44) (65,143) (77,7) (77,92) (77,95) (77,180) (80,88) (80,99) (94,27) (94,61) (94,126) (94,160) (97,88) (97,99) (99,7) (99,92) (99,95) (99,180) (113,44) (113,143) (116,27) (116,61) (116,126) (116,160) (130,44) (130,143) (131,88) (131,99) (135,0) (146,11) (146,176) (152,0) (163,11) (163,176) (164,44) (164,143) (165,37) (165,48) (165,139) (165,150) (179,44) (179,143) (182,71) (182,82) (182,105) (182,116) (186,0)
32	y2 = x3 + 14x + 80	77	(9,0) (11,16) (11,50) (11,137) (11,171) (20,77) (20,110) (27,77) (27,110) (29,2) (29,53) (29,134) (29,185) (38,77) (38,110) (44,60) (44,93) (44,94) (44,127) (55,60) (55,93) (55,94) (55,127) (60,0) (62,35) (62,86) (62,101) (62,152) (63,66) (63,121) (71,77) (71,110) (77,17) (77,170) (88,60) (88,93) (88,94) (88,127) (95,9) (95,42) (95,145) (95,178) (96,33) (96,154) (97,66) (97,121) (106,9) (106,42) (106,145) (106,178) (128,68) (128,119) (129,77) (129,110) (130,33) (130,154) (139,9) (139,42) (139,145) (139,178) (140,77) (140,110) (148,66) (148,121) (162,0) (163,77) (163,110) (165,49) (165,83) (165,104) (165,138) (173,77) (173,110) (174,77) (174,110) (181,33) (181,154)
33	y2 = x3 + 141x + 45	77	(1,0) (3,11) (3,176) (7,44) (7,143) (18,0) (22,12) (22,56) (22,131) (22,175) (23,11) (23,176) (24,7) (24,92) (24,95) (24,180) (25,11) (25,176) (35,51) (35,136) (40,11) (40,176) (56,22) (56,165) (57,40) (57,62) (57,125) (57,147) (58,44) (58,143) (69,0) (73,22) (73,165) (88,23) (88,45) (88,142) (88,164) (90,29) (90,73) (90,114) (90,158) (91,11) (91,176) (110,23) (110,45) (110,142) (110,164) (122,11) (122,176) (124,22) (124,165) (139,11) (139,176) (143,10) (143,78) (143,109) (143,177) (144,11) (144,176) (154,34) (154,153) (156,40) (156,62) (156,125) (156,147) (161,11) (161,176) (176,23) (176,45) (176,142) (176,164) (177,44) (177,143) (178,40) (178,62) (178,125) (178,147)
34	y2 = x3 + 12x + 75	77	(4,0) (11,63) (11,80) (11,107) (11,124) (12,88) (12,99) (15,88) (15,99) (28,22) (28,165) (37,11) (37,176) (41,54) (41,65) (41,122) (41,133) (45,22) (45,165) (55,85) (55,102) (63,54) (63,65) (63,122) (63,133) (66,3) (66,14) (66,173) (66,184) (72,0) (83,88) (83,99) (88,74) (88,91) (88,96) (88,113) (89,0) (92,88) (92,99) (96,12) (96,56) (96,131) (96,175) (100,88) (100,99) (105,11) (105,176) (114,88) (114,99) (122,11) (122,176) (140,34) (140,153) (143,3) (143,14) (143,173) (143,184) (147,22) (147,165) (151,54) (151,65) (151,122) (151,133) (160,88) (160,99) (165,3) (165,14) (165,173) (165,184) (173,23) (173,45) (173,142) (173,164) (177,88) (177,99) (182,88) (182,99)
35	y2 = x3 + 48x + 5	77	(6,38) (6,72) (6,115) (6,149) (14,66) (14,121) (22,26) (22,59) (22,128) (22,161) (25,0) (31,66) (31,121) (39,60) (39,93) (39,94) (39,127) (42,0) (47,66) (47,121) (58,66) (58,121) (64,66) (64,121) (65,66) (65,121) (75,66) (75,121) (76,0) (91,55) (91,132) (98,66) (98,121) (99,15) (99,70) (99,117) (99,172) (108,55) (108,132) (109,66) (109,121) (110,51) (110,136) (116,49) (116,83) (116,104) (116,138) (124,77) (124,110) (127,17) (127,170) (132,15) (132,70) (132,117) (132,172) (141,77) (141,110) (142,55) (142,132) (143,15) (143,70) (143,117) (143,172) (149,49) (149,83) (149,104) (149,138) (160,49) (160,83) (160,104) (160,138) (175,77) (175,110) (176,4) (176,81) (176,106) (176,183)
36	y2 = x3 + 3x + 3	77	(16,55) (16,132) (19,0) (27,77) (27,110) (29,13) (29,64) (29,123) (29,174) (31,33) (31,154) (33,38) (33,72) (33,115) (33,149) (40,13) (40,64) (40,123) (40,174) (44,60) (44,93) (44,94) (44,127) (53,0) (63,55) (63,132) (74,55) (74,132) (82,33) (82,154) (84,13) (84,64) (84,123) (84,174) (95,9) (95,42) (95,145) (95,178) (97,55) (97,132) (99,16) (99,50) (99,137) (99,171) (104,0) (108,55) (108,132) (118,55) (118,132) (121,17) (121,170) (129,77) (129,110) (148,55) (148,132) (150,35) (150,86) (150,101) (150,152) (152,55) (152,132) (159,55) (159,132) (163,77) (163,110) (165,38) (165,72) (165,115) (165,149) (172,68) (172,119) (176,38) (176,72) (176,115) (176,149) (184,33) (184,154)
37	y2 = x3 + 141x + 23	77	(11,10) (11,78) (11,109) (11,177) (12,88) (12,99) (14,44) (14,143) (29,88) (29,99) (33,34) (33,153) (44,23) (44,45) (44,142) (44,164) (45,44) (45,143) (46,37) (46,48) (46,139) (46,150) (62,44) (62,143) (67,0) (77,10) (77,78) (77,109) (77,177) (78,11) (78,176) (79,7) (79,92) (79,95) (79,180) (80,88) (80,99) (84,0) (95,11) (95,176) (99,10) (99,78) (99,109) (99,177) (101,51) (101,136) (111,44) (111,143) (112,40) (112,62) (112,125) (112,147) (113,44) (113,143) (128,44) (128,143) (133,44) (133,143) (135,0) (145,7) (145,92) (145,95) (145,180) (146,11) (146,176) (150,44) (150,143) (165,54) (165,65) (165,122) (165,133) (167,7) (167,92) (167,95) (167,180) (179,44) (179,143)
38	y2 = x3 + 133x + 97	77	(4,77) (4,110) (11,52) (11,69) (11,118) (11,135) (12,66) (12,121) (26,0) (28,33) (28,154) (37,77) (37,110) (44,8) (44,25) (44,162) (44,179) (45,33) (45,154) (55,8) (55,25) (55,162) (55,179) (61,77) (61,110) (63,32) (63,87) (63,100) (63,155) (72,77) (72,110) (77,85) (77,102) (78,77) (78,110) (88,8) (88,25) (88,162) (88,179) (89,77) (89,110) (94,0) (96,1) (96,67) (96,120) (96,186) (105,77) (105,110) (111,0) (114,66) (114,121) (122,77) (122,110) (129,43) (129,76) (129,111) (129,144) (140,43) (140,76) (140,111) (140,144) (147,33) (147,154) (162,34) (162,153) (165,19) (165,36) (165,151) (165,168) (173,43) (173,76) (173,111) (173,144) (180,77) (180,110) (182,66) (182,121)
39	y2 = x3 + 31x + 56	77	(7,66) (7,121) (13,15) (13,70) (13,117) (13,172) (14,66) (14,121) (22,43) (22,76) (22,111) (22,144) (23,55) (23,132) (24,15) (24,70) (24,117) (24,172) (25,0) (40,55) (40,132) (47,66) (47,121) (56,77) (56,110) (57,4) (57,81) (57,106) (57,183) (58,66) (58,121) (73,77) (73,110) (90,26) (90,59) (90,128) (90,161) (91,55) (91,132) (99,32) (99,87) (99,100) (99,155) (110,34) (110,153) (124,77) (124,110) (132,32) (132,87) (132,100) (132,155) (133,66) (133,121) (143,32) (143,87) (143,100) (143,155) (144,0) (150,66) (150,121) (161,0) (166,66) (166,121) (167,15) (167,70) (167,117) (167,172) (176,21) (176,89) (176,98) (176,166) (177,66) (177,121) (178,51) (178,136) (183,66) (183,121)
40	y2 = x3 + 122x + 20	77	(6,55) (6,132) (12,55) (12,132) (19,34) (19,153) (23,55) (23,132) (33,30) (33,47) (33,140) (33,157) (44,8) (44,25) (44,162) (44,179) (48,33) (48,154) (50,55) (50,132) (61,77) (61,110) (63,21) (63,89) (63,98) (63,166) (67,55) (67,132) (70,0) (74,21) (74,89) (74,98) (74,166) (78,77) (78,110) (99,52) (99,69) (99,118) (99,135) (114,55) (114,132) (116,33) (116,154) (118,21) (118,89) (118,98) (118,166) (121,85) (121,102) (125,55) (125,132) (129,43) (129,76) (129,111) (129,144) (133,33) (133,154) (138,0) (155,0) (165,30) (165,47) (165,140) (165,157) (169,55) (169,132) (176,30) (176,47) (176,140) (176,157) (180,77) (180,110) (182,55) (182,132) (184,1) (184,67) (184,120) (184,186)