class leader: y² = x³ + 1

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