class leader: y² = x³ + 102x + 14

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