class leader: y² = x³ + 100x + 164

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