class leader: y² = x³ + 108x + 42

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