class leader: y² = x³ + 114x + 60

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