class leader: y² = x³ + 103x + 115

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