class leader: y² = x³ + 105x + 7

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