class leader: y² = x³ + 107

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