class leader: y² = x³ + 116x + 143

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