class leader: y² = x³ + 110x + 122

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