class leader: y² = x³ + 117x + 113

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