class leader: y² = x³ + 101x + 159

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