class leader: y² = x³ + 130x + 141

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