class leader: y² = x³ + 114x + 12

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