class leader: y² = x³ + 102x + 29

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