class leader: y² = x³ + 11

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