class leader: y² = x³ + 105x + 114

Sr no.	class members	# points	points
1	y2 = x3 + 105x + 114	155	(5,12) (5,43) (5,112) (5,143) (8,34) (8,59) (8,96) (8,121) (10,57) (10,67) (10,88) (10,98) (13,24) (13,69) (13,86) (13,131) (16,0) (23,39) (23,54) (23,101) (23,116) (28,19) (28,74) (28,81) (28,136) (30,47) (30,77) (30,78) (30,108) (35,3) (35,28) (35,127) (35,152) (36,50) (36,105) (38,44) (38,49) (38,106) (38,111) (41,5) (41,150) (43,39) (43,54) (43,101) (43,116) (45,22) (45,53) (45,102) (45,133) (50,3) (50,28) (50,127) (50,152) (55,42) (55,73) (55,82) (55,113) (58,39) (58,54) (58,101) (58,116) (60,12) (60,43) (60,112) (60,143) (61,15) (61,140) (66,65) (66,90) (70,3) (70,28) (70,127) (70,152) (75,7) (75,38) (75,117) (75,148) (76,40) (76,115) (78,31) (78,124) (81,65) (81,90) (85,8) (85,23) (85,132) (85,147) (86,20) (86,135) (90,12) (90,43) (90,112) (90,143) (91,50) (91,105) (98,19) (98,74) (98,81) (98,136) (100,13) (100,18) (100,137) (100,142) (101,65) (101,90) (103,26) (103,36) (103,119) (103,129) (105,8) (105,23) (105,132) (105,147) (106,55) (106,100) (116,70) (116,85) (120,8) (120,23) (120,132) (120,147) (121,50) (121,105) (123,16) (123,46) (123,109) (123,139) (128,34) (128,59) (128,96) (128,121) (131,75) (131,80) (136,70) (136,85) (138,9) (138,71) (138,84) (138,146) (140,62) (140,93) (143,34) (143,59) (143,96) (143,121) (148,11) (148,51) (148,104) (148,144) (151,70) (151,85) (153,19) (153,74) (153,81) (153,136)
2	y2 = x3 + 55x + 26	155	(2,12) (2,43) (2,112) (2,143) (4,0) (7,17) (7,48) (7,107) (7,138) (9,45) (9,110) (15,14) (15,76) (15,79) (15,141) (19,5) (19,150) (25,21) (25,41) (25,114) (25,134) (29,30) (29,125) (30,1) (30,61) (30,94) (30,154) (32,12) (32,43) (32,112) (32,143) (34,30) (34,125) (35,31) (35,124) (37,13) (37,18) (37,137) (37,142) (40,14) (40,76) (40,79) (40,141) (42,3) (42,28) (42,127) (42,152) (49,20) (49,135) (50,26) (50,36) (50,119) (50,129) (54,60) (54,95) (59,50) (59,105) (60,1) (60,61) (60,94) (60,154) (64,50) (64,105) (65,1) (65,61) (65,94) (65,154) (69,45) (69,110) (77,17) (77,48) (77,107) (77,138) (80,11) (80,51) (80,104) (80,144) (85,29) (85,64) (85,91) (85,126) (87,52) (87,72) (87,83) (87,103) (90,19) (90,74) (90,81) (90,136) (92,32) (92,63) (92,92) (92,123) (94,50) (94,105) (95,19) (95,74) (95,81) (95,136) (97,62) (97,93) (99,75) (99,80) (100,14) (100,76) (100,79) (100,141) (102,17) (102,48) (102,107) (102,138) (104,65) (104,90) (112,57) (112,67) (112,88) (112,98) (122,32) (122,63) (122,92) (122,123) (125,19) (125,74) (125,81) (125,136) (127,32) (127,63) (127,92) (127,123) (130,44) (130,49) (130,106) (130,111) (135,34) (135,59) (135,96) (135,121) (139,45) (139,110) (142,42) (142,73) (142,82) (142,113) (147,2) (147,33) (147,122) (147,153) (149,10) (149,145) (152,12) (152,43) (152,112) (152,143) (154,30) (154,125)
3	y2 = x3 + 30x + 11	155	(4,65) (4,90) (5,21) (5,41) (5,114) (5,134) (9,55) (9,100) (10,34) (10,59) (10,96) (10,121) (17,3) (17,28) (17,127) (17,152) (19,0) (22,2) (22,33) (22,122) (22,153) (24,35) (24,120) (25,24) (25,69) (25,86) (25,131) (29,25) (29,130) (34,60) (34,95) (35,34) (35,59) (35,96) (35,121) (37,2) (37,33) (37,122) (37,153) (39,40) (39,115) (40,24) (40,69) (40,86) (40,131) (44,5) (44,150) (49,20) (49,135) (50,31) (50,124) (55,4) (55,66) (55,89) (55,151) (59,55) (59,100) (60,6) (60,56) (60,99) (60,149) (65,29) (65,64) (65,91) (65,126) (67,52) (67,72) (67,83) (67,103) (70,9) (70,71) (70,84) (70,146) (72,3) (72,28) (72,127) (72,152) (75,26) (75,36) (75,119) (75,129) (79,65) (79,90) (80,11) (80,51) (80,104) (80,144) (84,60) (84,95) (87,7) (87,38) (87,117) (87,148) (90,24) (90,69) (90,86) (90,131) (97,3) (97,28) (97,127) (97,152) (99,60) (99,95) (102,7) (102,38) (102,117) (102,148) (110,34) (110,59) (110,96) (110,121) (112,62) (112,93) (115,29) (115,64) (115,91) (115,126) (117,27) (117,58) (117,97) (117,128) (122,37) (122,68) (122,87) (122,118) (127,2) (127,33) (127,122) (127,153) (129,10) (129,145) (130,29) (130,64) (130,91) (130,126) (132,22) (132,53) (132,102) (132,133) (134,65) (134,90) (137,57) (137,67) (137,88) (137,98) (142,42) (142,73) (142,82) (142,113) (149,55) (149,100) (152,7) (152,38) (152,117) (152,148)
4	y2 = x3 + 110x + 44	155	(1,0) (8,14) (8,76) (8,79) (8,141) (10,37) (10,68) (10,87) (10,118) (15,27) (15,58) (15,97) (15,128) (16,45) (16,110) (20,13) (20,18) (20,137) (20,142) (23,4) (23,66) (23,89) (23,151) (25,37) (25,68) (25,87) (25,118) (26,50) (26,105) (28,11) (28,51) (28,104) (28,144) (38,14) (38,76) (38,79) (38,141) (41,25) (41,130) (45,22) (45,53) (45,102) (45,133) (46,35) (46,120) (48,21) (48,41) (48,114) (48,134) (51,75) (51,80) (55,27) (55,58) (55,97) (55,128) (56,25) (56,130) (58,6) (58,56) (58,99) (58,149) (60,8) (60,23) (60,132) (60,147) (63,31) (63,124) (70,17) (70,48) (70,107) (70,138) (76,40) (76,115) (78,14) (78,76) (78,79) (78,141) (85,27) (85,58) (85,97) (85,128) (86,35) (86,120) (88,19) (88,74) (88,81) (88,136) (90,42) (90,73) (90,82) (90,113) (91,70) (91,85) (100,17) (100,48) (100,107) (100,138) (101,45) (101,110) (103,6) (103,56) (103,99) (103,149) (108,4) (108,66) (108,89) (108,151) (110,52) (110,72) (110,83) (110,103) (113,44) (113,49) (113,106) (113,111) (116,35) (116,120) (118,6) (118,56) (118,99) (118,149) (120,37) (120,68) (120,87) (120,118) (121,20) (121,135) (125,62) (125,93) (131,45) (131,110) (138,9) (138,71) (138,84) (138,146) (140,17) (140,48) (140,107) (140,138) (141,10) (141,145) (148,4) (148,66) (148,89) (148,151) (150,12) (150,43) (150,112) (150,143) (151,25) (151,130) (153,39) (153,54) (153,101) (153,116)
5	y2 = x3 + 60x + 114	155	(1,50) (1,105) (6,15) (6,140) (10,3) (10,28) (10,127) (10,152) (11,20) (11,135) (15,7) (15,38) (15,117) (15,148) (18,19) (18,74) (18,81) (18,136) (20,13) (20,18) (20,137) (20,142) (21,70) (21,85) (28,31) (28,124) (33,26) (33,36) (33,119) (33,129) (38,34) (38,59) (38,96) (38,121) (40,22) (40,53) (40,102) (40,133) (41,65) (41,90) (43,19) (43,74) (43,81) (43,136) (45,3) (45,28) (45,127) (45,152) (46,55) (46,100) (48,39) (48,54) (48,101) (48,116) (51,75) (51,80) (55,8) (55,23) (55,132) (55,147) (63,19) (63,74) (63,81) (63,136) (68,16) (68,46) (68,109) (68,139) (71,40) (71,115) (73,11) (73,51) (73,104) (73,144) (76,65) (76,90) (80,12) (80,43) (80,112) (80,143) (83,39) (83,54) (83,101) (83,116) (86,70) (86,85) (90,62) (90,93) (95,57) (95,67) (95,88) (95,98) (100,3) (100,28) (100,127) (100,152) (103,34) (103,59) (103,96) (103,121) (105,12) (105,43) (105,112) (105,143) (108,24) (108,69) (108,86) (108,131) (110,8) (110,23) (110,132) (110,147) (111,50) (111,105) (113,44) (113,49) (113,106) (113,111) (121,0) (125,12) (125,43) (125,112) (125,143) (126,5) (126,150) (130,47) (130,77) (130,78) (130,108) (131,65) (131,90) (133,9) (133,71) (133,84) (133,146) (135,42) (135,73) (135,82) (135,113) (136,50) (136,105) (138,34) (138,59) (138,96) (138,121) (141,70) (141,85) (145,8) (145,23) (145,132) (145,147) (148,39) (148,54) (148,101) (148,116)
6	y2 = x3 + 85x + 106	155	(2,37) (2,68) (2,87) (2,118) (4,75) (4,80) (5,6) (5,56) (5,99) (5,149) (9,40) (9,115) (12,8) (12,23) (12,132) (12,147) (14,45) (14,110) (17,27) (17,58) (17,97) (17,128) (20,14) (20,76) (20,79) (20,141) (22,52) (22,72) (22,83) (22,103) (24,25) (24,130) (25,31) (25,124) (30,19) (30,74) (30,81) (30,136) (34,35) (34,120) (35,44) (35,49) (35,106) (35,111) (40,9) (40,71) (40,84) (40,146) (42,27) (42,58) (42,97) (42,128) (45,14) (45,76) (45,79) (45,141) (49,20) (49,135) (55,6) (55,56) (55,99) (55,149) (59,45) (59,110) (64,25) (64,130) (65,4) (65,66) (65,89) (65,151) (67,37) (67,68) (67,87) (67,118) (74,70) (74,85) (79,35) (79,120) (80,11) (80,51) (80,104) (80,144) (82,17) (82,48) (82,107) (82,138) (84,10) (84,145) (87,62) (87,93) (90,14) (90,76) (90,79) (90,141) (92,12) (92,43) (92,112) (92,143) (95,6) (95,56) (95,99) (95,149) (97,13) (97,18) (97,137) (97,142) (102,22) (102,53) (102,102) (102,133) (104,35) (104,120) (105,39) (105,54) (105,101) (105,116) (107,17) (107,48) (107,107) (107,138) (110,4) (110,66) (110,89) (110,151) (115,21) (115,41) (115,114) (115,134) (117,37) (117,68) (117,87) (117,118) (127,27) (127,58) (127,97) (127,128) (129,25) (129,130) (135,4) (135,66) (135,89) (135,151) (142,42) (142,73) (142,82) (142,113) (144,45) (144,110) (149,0) (152,17) (152,48) (152,107) (152,138) (154,50) (154,105)
7	y2 = x3 + 65x + 146	155	(2,37) (2,68) (2,87) (2,118) (4,25) (4,130) (5,21) (5,41) (5,114) (5,134) (7,13) (7,18) (7,137) (7,142) (12,22) (12,53) (12,102) (12,133) (14,55) (14,100) (15,1) (15,61) (15,94) (15,154) (19,5) (19,150) (22,17) (22,48) (22,107) (22,138) (25,6) (25,56) (25,99) (25,149) (27,47) (27,77) (27,78) (27,108) (29,15) (29,140) (30,24) (30,69) (30,86) (30,131) (35,6) (35,56) (35,99) (35,149) (37,47) (37,77) (37,78) (37,108) (39,0) (45,24) (45,69) (45,86) (45,131) (49,55) (49,100) (50,26) (50,36) (50,119) (50,129) (60,16) (60,46) (60,109) (60,139) (64,25) (64,130) (67,52) (67,72) (67,83) (67,103) (69,75) (69,80) (70,31) (70,124) (74,40) (74,115) (77,32) (77,63) (77,92) (77,123) (80,24) (80,69) (80,86) (80,131) (84,45) (84,110) (87,37) (87,68) (87,87) (87,118) (89,15) (89,140) (92,7) (92,38) (92,117) (92,148) (95,6) (95,56) (95,99) (95,149) (97,37) (97,68) (97,87) (97,118) (99,15) (99,140) (100,44) (100,49) (100,106) (100,111) (105,9) (105,71) (105,84) (105,146) (107,7) (107,38) (107,117) (107,148) (112,57) (112,67) (112,88) (112,98) (115,14) (115,76) (115,79) (115,141) (120,16) (120,46) (120,109) (120,139) (122,47) (122,77) (122,78) (122,108) (129,10) (129,145) (130,16) (130,46) (130,109) (130,139) (132,62) (132,93) (139,30) (139,125) (142,7) (142,38) (142,117) (142,148) (149,25) (149,130) (154,55) (154,100)
8	y2 = x3 + 75x + 84	155	(1,25) (1,130) (8,24) (8,69) (8,86) (8,131) (10,37) (10,68) (10,87) (10,118) (11,15) (11,140) (13,1) (13,61) (13,94) (13,154) (20,37) (20,68) (20,87) (20,118) (21,15) (21,140) (25,52) (25,72) (25,83) (25,103) (26,55) (26,100) (28,24) (28,69) (28,86) (28,131) (30,47) (30,77) (30,78) (30,108) (33,26) (33,36) (33,119) (33,129) (35,13) (35,18) (35,137) (35,142) (40,62) (40,93) (41,25) (41,130) (48,14) (48,76) (48,79) (48,141) (51,25) (51,130) (56,10) (56,145) (60,22) (60,53) (60,102) (60,133) (61,15) (61,140) (63,6) (63,56) (63,99) (63,149) (66,75) (66,80) (70,7) (70,38) (70,117) (70,148) (71,0) (73,16) (73,46) (73,109) (73,139) (75,32) (75,63) (75,92) (75,123) (83,16) (83,46) (83,109) (83,139) (88,24) (88,69) (88,86) (88,131) (90,7) (90,38) (90,117) (90,148) (91,40) (91,115) (95,57) (95,67) (95,88) (95,98) (101,55) (101,100) (103,6) (103,56) (103,99) (103,149) (106,30) (106,125) (110,17) (110,48) (110,107) (110,138) (113,6) (113,56) (113,99) (113,149) (118,21) (118,41) (118,114) (118,134) (121,55) (121,100) (123,16) (123,46) (123,109) (123,139) (125,37) (125,68) (125,87) (125,118) (126,5) (126,150) (128,44) (128,49) (128,106) (128,111) (133,31) (133,124) (135,47) (135,77) (135,78) (135,108) (141,45) (141,110) (145,47) (145,77) (145,78) (145,108) (150,7) (150,38) (150,117) (150,148) (153,9) (153,71) (153,84) (153,146)
9	y2 = x3 + 115x + 44	155	(1,25) (1,130) (5,62) (5,93) (6,50) (6,105) (8,9) (8,71) (8,84) (8,146) (11,25) (11,130) (13,4) (13,66) (13,89) (13,151) (16,20) (16,135) (18,14) (18,76) (18,79) (18,141) (21,70) (21,85) (23,21) (23,41) (23,114) (23,134) (35,17) (35,48) (35,107) (35,138) (36,0) (38,44) (38,49) (38,106) (38,111) (40,17) (40,48) (40,107) (40,138) (50,37) (50,68) (50,87) (50,118) (53,4) (53,66) (53,89) (53,151) (58,4) (58,66) (58,89) (58,151) (63,6) (63,56) (63,99) (63,149) (66,45) (66,110) (68,19) (68,74) (68,81) (68,136) (70,22) (70,53) (70,102) (70,133) (71,45) (71,110) (73,6) (73,56) (73,99) (73,149) (75,27) (75,58) (75,97) (75,128) (78,11) (78,51) (78,104) (78,144) (80,17) (80,48) (80,107) (80,138) (81,25) (81,130) (83,39) (83,54) (83,101) (83,116) (85,52) (85,72) (85,83) (85,103) (98,31) (98,124) (100,13) (100,18) (100,137) (100,142) (101,40) (101,115) (106,35) (106,120) (111,45) (111,110) (115,27) (115,58) (115,97) (115,128) (116,10) (116,145) (120,27) (120,58) (120,97) (120,128) (125,37) (125,68) (125,87) (125,118) (128,14) (128,76) (128,79) (128,141) (130,12) (130,43) (130,112) (130,143) (131,75) (131,80) (133,14) (133,76) (133,79) (133,141) (135,37) (135,68) (135,87) (135,118) (140,42) (140,73) (140,82) (140,113) (143,6) (143,56) (143,99) (143,149) (145,8) (145,23) (145,132) (145,147) (146,35) (146,120) (151,35) (151,120)
10	y2 = x3 + 120x + 26	155	(5,21) (5,41) (5,114) (5,134) (7,62) (7,93) (10,26) (10,36) (10,119) (10,129) (12,32) (12,63) (12,92) (12,123) (17,2) (17,33) (17,122) (17,153) (19,50) (19,105) (20,14) (20,76) (20,79) (20,141) (25,19) (25,74) (25,81) (25,136) (27,3) (27,28) (27,127) (27,152) (34,45) (34,110) (37,32) (37,63) (37,92) (37,123) (39,45) (39,110) (44,30) (44,125) (47,42) (47,73) (47,82) (47,113) (49,50) (49,105) (50,19) (50,74) (50,81) (50,136) (57,13) (57,18) (57,137) (57,142) (65,14) (65,76) (65,79) (65,141) (67,52) (67,72) (67,83) (67,103) (69,0) (70,14) (70,76) (70,79) (70,141) (72,57) (72,67) (72,88) (72,98) (74,30) (74,125) (75,1) (75,61) (75,94) (75,154) (79,60) (79,95) (80,19) (80,74) (80,81) (80,136) (82,17) (82,48) (82,107) (82,138) (87,12) (87,43) (87,112) (87,143) (89,65) (89,90) (99,30) (99,125) (100,31) (100,124) (105,1) (105,61) (105,94) (105,154) (109,20) (109,135) (110,29) (110,64) (110,91) (110,126) (112,12) (112,43) (112,112) (112,143) (119,75) (119,80) (120,34) (120,59) (120,96) (120,121) (127,17) (127,48) (127,107) (127,138) (129,10) (129,145) (130,1) (130,61) (130,94) (130,154) (132,17) (132,48) (132,107) (132,138) (134,5) (134,150) (137,32) (137,63) (137,92) (137,123) (140,11) (140,51) (140,104) (140,144) (142,12) (142,43) (142,112) (142,143) (144,45) (144,110) (149,50) (149,105) (150,44) (150,49) (150,106) (150,111)
11	y2 = x3 + 150x + 11	155	(2,3) (2,28) (2,127) (2,152) (5,24) (5,69) (5,86) (5,131) (7,3) (7,28) (7,127) (7,152) (10,31) (10,124) (12,37) (12,68) (12,87) (12,118) (14,40) (14,115) (15,26) (15,36) (15,119) (15,129) (22,3) (22,28) (22,127) (22,152) (32,52) (32,72) (32,83) (32,103) (39,55) (39,100) (42,27) (42,58) (42,97) (42,128) (44,60) (44,95) (45,9) (45,71) (45,84) (45,146) (47,42) (47,73) (47,82) (47,113) (49,55) (49,100) (54,60) (54,95) (57,2) (57,33) (57,122) (57,153) (64,65) (64,90) (67,7) (67,38) (67,117) (67,148) (69,65) (69,90) (70,24) (70,69) (70,86) (70,131) (72,62) (72,93) (74,25) (74,130) (75,29) (75,64) (75,91) (75,126) (77,57) (77,67) (77,88) (77,98) (80,24) (80,69) (80,86) (80,131) (84,65) (84,90) (85,29) (85,64) (85,91) (85,126) (94,10) (94,145) (95,34) (95,59) (95,96) (95,121) (100,34) (100,59) (100,96) (100,121) (104,35) (104,120) (105,6) (105,56) (105,99) (105,149) (107,22) (107,53) (107,102) (107,133) (109,20) (109,135) (115,34) (115,59) (115,96) (115,121) (119,60) (119,95) (125,21) (125,41) (125,114) (125,134) (129,55) (129,100) (132,7) (132,38) (132,117) (132,148) (134,0) (135,4) (135,66) (135,89) (135,151) (137,2) (137,33) (137,122) (137,153) (139,5) (139,150) (140,11) (140,51) (140,104) (140,144) (142,7) (142,38) (142,117) (142,148) (147,2) (147,33) (147,122) (147,153) (150,29) (150,64) (150,91) (150,126)
12	y2 = x3 + 15x + 84	155	(1,10) (1,145) (3,1) (3,61) (3,94) (3,154) (5,37) (5,68) (5,87) (5,118) (6,55) (6,100) (10,57) (10,67) (10,88) (10,98) (16,55) (16,100) (20,13) (20,18) (20,137) (20,142) (21,40) (21,115) (23,14) (23,76) (23,79) (23,141) (26,15) (26,140) (36,25) (36,130) (38,6) (38,56) (38,99) (38,149) (40,7) (40,38) (40,117) (40,148) (41,5) (41,150) (43,16) (43,46) (43,109) (43,139) (45,62) (45,93) (50,37) (50,68) (50,87) (50,118) (51,75) (51,80) (55,47) (55,77) (55,78) (55,108) (63,21) (63,41) (63,114) (63,134) (65,32) (65,63) (65,92) (65,123) (68,24) (68,69) (68,86) (68,131) (71,55) (71,100) (76,0) (78,24) (78,69) (78,86) (78,131) (81,25) (81,130) (83,9) (83,71) (83,84) (83,146) (85,17) (85,48) (85,107) (85,138) (86,15) (86,140) (88,16) (88,46) (88,109) (88,139) (96,30) (96,125) (98,6) (98,56) (98,99) (98,149) (100,37) (100,68) (100,87) (100,118) (103,26) (103,36) (103,119) (103,129) (105,47) (105,77) (105,78) (105,108) (113,44) (113,49) (113,106) (113,111) (116,45) (116,110) (125,52) (125,72) (125,83) (125,103) (130,7) (130,38) (130,117) (130,148) (131,25) (131,130) (133,24) (133,69) (133,86) (133,131) (136,15) (136,140) (138,31) (138,124) (140,7) (140,38) (140,117) (140,148) (143,6) (143,56) (143,99) (143,149) (145,22) (145,53) (145,102) (145,133) (148,16) (148,46) (148,109) (148,139) (150,47) (150,77) (150,78) (150,108)
13	y2 = x3 + 130x + 104	155	(1,55) (1,100) (3,26) (3,36) (3,119) (3,129) (15,2) (15,33) (15,122) (15,153) (16,55) (16,100) (20,3) (20,28) (20,127) (20,152) (21,25) (21,130) (23,34) (23,59) (23,96) (23,121) (25,52) (25,72) (25,83) (25,103) (28,11) (28,51) (28,104) (28,144) (30,2) (30,33) (30,122) (30,153) (33,31) (33,124) (40,22) (40,53) (40,102) (40,133) (45,7) (45,38) (45,117) (45,148) (46,60) (46,95) (48,29) (48,64) (48,91) (48,126) (50,3) (50,28) (50,127) (50,152) (51,65) (51,90) (56,10) (56,145) (58,4) (58,66) (58,89) (58,151) (61,60) (61,95) (63,24) (63,69) (63,86) (63,131) (65,57) (65,67) (65,88) (65,98) (71,40) (71,115) (76,55) (76,100) (78,24) (78,69) (78,86) (78,131) (81,65) (81,90) (83,6) (83,56) (83,99) (83,149) (85,3) (85,28) (85,127) (85,152) (90,42) (90,73) (90,82) (90,113) (95,62) (95,93) (96,5) (96,150) (108,29) (108,64) (108,91) (108,126) (110,2) (110,33) (110,122) (110,153) (113,34) (113,59) (113,96) (113,121) (116,65) (116,90) (118,21) (118,41) (118,114) (118,134) (120,27) (120,58) (120,97) (120,128) (121,20) (121,135) (123,29) (123,64) (123,91) (123,126) (125,7) (125,38) (125,117) (125,148) (126,0) (133,9) (133,71) (133,84) (133,146) (138,24) (138,69) (138,86) (138,131) (140,7) (140,38) (140,117) (140,148) (141,60) (141,95) (143,34) (143,59) (143,96) (143,121) (145,37) (145,68) (145,87) (145,118) (151,35) (151,120)
14	y2 = x3 + 15x + 146	155	(5,6) (5,56) (5,99) (5,149) (7,37) (7,68) (7,87) (7,118) (9,55) (9,100) (10,26) (10,36) (10,119) (10,129) (12,47) (12,77) (12,78) (12,108) (14,0) (19,25) (19,130) (20,44) (20,49) (20,106) (20,111) (24,15) (24,140) (32,52) (32,72) (32,83) (32,103) (34,30) (34,125) (37,7) (37,38) (37,117) (37,148) (40,24) (40,69) (40,86) (40,131) (45,31) (45,124) (47,7) (47,38) (47,117) (47,148) (50,6) (50,56) (50,99) (50,149) (52,22) (52,53) (52,102) (52,133) (54,45) (54,110) (55,16) (55,46) (55,109) (55,139) (57,47) (57,77) (57,78) (57,108) (65,1) (65,61) (65,94) (65,154) (67,37) (67,68) (67,87) (67,118) (69,25) (69,130) (72,57) (72,67) (72,88) (72,98) (74,15) (74,140) (82,13) (82,18) (82,137) (82,142) (85,14) (85,76) (85,79) (85,141) (94,10) (94,145) (99,55) (99,100) (100,6) (100,56) (100,99) (100,149) (102,7) (102,38) (102,117) (102,148) (105,16) (105,46) (105,109) (105,139) (107,62) (107,93) (109,55) (109,100) (112,37) (112,68) (112,87) (112,118) (114,40) (114,115) (117,47) (117,77) (117,78) (117,108) (119,15) (119,140) (125,21) (125,41) (125,114) (125,134) (127,32) (127,63) (127,92) (127,123) (129,25) (129,130) (130,24) (130,69) (130,86) (130,131) (134,5) (134,150) (140,24) (140,69) (140,86) (140,131) (144,75) (144,80) (145,9) (145,71) (145,84) (145,146) (147,17) (147,48) (147,107) (147,138) (150,16) (150,46) (150,109) (150,139)
15	y2 = x3 + 120x + 119	155	(3,14) (3,76) (3,79) (3,141) (5,52) (5,72) (5,83) (5,103) (6,30) (6,125) (8,14) (8,76) (8,79) (8,141) (10,57) (10,67) (10,88) (10,98) (13,1) (13,61) (13,94) (13,154) (16,20) (16,135) (18,19) (18,74) (18,81) (18,136) (20,17) (20,48) (20,107) (20,138) (25,12) (25,43) (25,112) (25,143) (26,75) (26,80) (36,10) (36,145) (38,31) (38,124) (41,5) (41,150) (43,1) (43,61) (43,94) (43,154) (48,29) (48,64) (48,91) (48,126) (50,12) (50,43) (50,112) (50,143) (51,45) (51,110) (56,50) (56,105) (58,34) (58,59) (58,96) (58,121) (65,17) (65,48) (65,107) (65,138) (68,1) (68,61) (68,94) (68,154) (70,17) (70,48) (70,107) (70,138) (75,32) (75,63) (75,92) (75,123) (78,11) (78,51) (78,104) (78,144) (80,12) (80,43) (80,112) (80,143) (81,50) (81,105) (88,44) (88,49) (88,106) (88,111) (96,45) (96,110) (98,21) (98,41) (98,114) (98,134) (100,62) (100,93) (101,45) (101,110) (103,26) (103,36) (103,119) (103,129) (105,32) (105,63) (105,92) (105,123) (106,30) (106,125) (110,2) (110,33) (110,122) (110,153) (111,50) (111,105) (113,14) (113,76) (113,79) (113,141) (118,19) (118,74) (118,81) (118,136) (120,3) (120,28) (120,127) (120,152) (130,32) (130,63) (130,92) (130,123) (131,0) (136,30) (136,125) (140,42) (140,73) (140,82) (140,113) (141,60) (141,95) (143,19) (143,74) (143,81) (143,136) (150,13) (150,18) (150,137) (150,142) (151,65) (151,90)
16	y2 = x3 + 135x + 119	155	(1,10) (1,145) (5,12) (5,43) (5,112) (5,143) (10,12) (10,43) (10,112) (10,143) (13,14) (13,76) (13,79) (13,141) (15,32) (15,63) (15,92) (15,123) (16,50) (16,105) (20,62) (20,93) (21,30) (21,125) (26,30) (26,125) (28,11) (28,51) (28,104) (28,144) (30,13) (30,18) (30,137) (30,142) (33,26) (33,36) (33,119) (33,129) (35,17) (35,48) (35,107) (35,138) (36,50) (36,105) (41,50) (41,105) (45,17) (45,48) (45,107) (45,138) (46,30) (46,125) (51,0) (53,29) (53,64) (53,91) (53,126) (55,3) (55,28) (55,127) (55,152) (61,75) (61,80) (63,21) (63,41) (63,114) (63,134) (66,45) (66,110) (75,17) (75,48) (75,107) (75,138) (76,45) (76,110) (78,19) (78,74) (78,81) (78,136) (83,1) (83,61) (83,94) (83,154) (86,65) (86,90) (88,1) (88,61) (88,94) (88,154) (90,42) (90,73) (90,82) (90,113) (95,57) (95,67) (95,88) (95,98) (98,19) (98,74) (98,81) (98,136) (103,19) (103,74) (103,81) (103,136) (106,45) (106,110) (108,1) (108,61) (108,94) (108,154) (113,31) (113,124) (115,2) (115,33) (115,122) (115,153) (121,20) (121,135) (123,44) (123,49) (123,106) (123,111) (125,52) (125,72) (125,83) (125,103) (126,5) (126,150) (128,14) (128,76) (128,79) (128,141) (138,14) (138,76) (138,79) (138,141) (140,12) (140,43) (140,112) (140,143) (145,32) (145,63) (145,92) (145,123) (146,60) (146,95) (148,34) (148,59) (148,96) (148,121) (150,32) (150,63) (150,92) (150,123)
17	y2 = x3 + 75x + 146	155	(2,57) (2,67) (2,88) (2,98) (4,75) (4,80) (9,0) (10,6) (10,56) (10,99) (10,149) (17,17) (17,48) (17,107) (17,138) (20,6) (20,56) (20,99) (20,149) (25,21) (25,41) (25,114) (25,134) (29,40) (29,115) (30,16) (30,46) (30,109) (30,139) (32,37) (32,68) (32,87) (32,118) (35,44) (35,49) (35,106) (35,111) (39,55) (39,100) (40,31) (40,124) (42,47) (42,77) (42,78) (42,108) (44,30) (44,125) (52,47) (52,77) (52,78) (52,108) (57,7) (57,38) (57,117) (57,148) (59,55) (59,100) (60,9) (60,71) (60,84) (60,146) (64,5) (64,150) (70,24) (70,69) (70,86) (70,131) (72,37) (72,68) (72,87) (72,118) (75,1) (75,61) (75,94) (75,154) (79,45) (79,110) (82,37) (82,68) (82,87) (82,118) (87,52) (87,72) (87,83) (87,103) (90,24) (90,69) (90,86) (90,131) (92,47) (92,77) (92,78) (92,108) (94,25) (94,130) (95,26) (95,36) (95,119) (95,129) (97,13) (97,18) (97,137) (97,142) (102,62) (102,93) (104,15) (104,140) (110,14) (110,76) (110,79) (110,141) (114,15) (114,140) (119,55) (119,100) (122,22) (122,53) (122,102) (122,133) (125,6) (125,56) (125,99) (125,149) (132,7) (132,38) (132,117) (132,148) (134,25) (134,130) (135,16) (135,46) (135,109) (135,139) (137,32) (137,63) (137,92) (137,123) (144,25) (144,130) (145,16) (145,46) (145,109) (145,139) (149,10) (149,145) (150,24) (150,69) (150,86) (150,131) (152,7) (152,38) (152,117) (152,148) (154,15) (154,140)
18	y2 = x3 + 85x + 44	155	(3,4) (3,66) (3,89) (3,151) (5,37) (5,68) (5,87) (5,118) (11,35) (11,120) (18,11) (18,51) (18,104) (18,144) (20,17) (20,48) (20,107) (20,138) (25,62) (25,93) (28,14) (28,76) (28,79) (28,141) (30,12) (30,43) (30,112) (30,143) (33,6) (33,56) (33,99) (33,149) (35,13) (35,18) (35,137) (35,142) (36,25) (36,130) (40,22) (40,53) (40,102) (40,133) (43,39) (43,54) (43,101) (43,116) (45,17) (45,48) (45,107) (45,138) (48,4) (48,66) (48,89) (48,151) (51,45) (51,110) (53,21) (53,41) (53,114) (53,134) (55,37) (55,68) (55,87) (55,118) (56,0) (61,50) (61,105) (65,27) (65,58) (65,97) (65,128) (66,75) (66,80) (71,40) (71,115) (73,4) (73,66) (73,89) (73,151) (76,45) (76,110) (80,42) (80,73) (80,82) (80,113) (86,25) (86,130) (90,17) (90,48) (90,107) (90,138) (95,37) (95,68) (95,87) (95,118) (96,35) (96,120) (98,6) (98,56) (98,99) (98,149) (105,8) (105,23) (105,132) (105,147) (110,27) (110,58) (110,97) (110,128) (111,20) (111,135) (113,14) (113,76) (113,79) (113,141) (115,52) (115,72) (115,83) (115,103) (118,31) (118,124) (121,45) (121,110) (123,19) (123,74) (123,81) (123,136) (126,25) (126,130) (128,44) (128,49) (128,106) (128,111) (133,9) (133,71) (133,84) (133,146) (135,27) (135,58) (135,97) (135,128) (136,70) (136,85) (138,14) (138,76) (138,79) (138,141) (141,35) (141,120) (146,10) (146,145) (148,6) (148,56) (148,99) (148,149)
19	y2 = x3 + 145x + 114	155	(3,24) (3,69) (3,86) (3,131) (8,9) (8,71) (8,84) (8,146) (11,70) (11,85) (16,50) (16,105) (18,31) (18,124) (20,3) (20,28) (20,127) (20,152) (21,50) (21,105) (25,12) (25,43) (25,112) (25,143) (26,15) (26,140) (33,34) (33,59) (33,96) (33,121) (35,13) (35,18) (35,137) (35,142) (40,3) (40,28) (40,127) (40,152) (50,57) (50,67) (50,88) (50,98) (51,65) (51,90) (53,39) (53,54) (53,101) (53,116) (56,50) (56,105) (58,11) (58,51) (58,104) (58,144) (60,8) (60,23) (60,132) (60,147) (65,7) (65,38) (65,117) (65,148) (66,75) (66,80) (70,22) (70,53) (70,102) (70,133) (71,65) (71,90) (73,39) (73,54) (73,101) (73,116) (78,19) (78,74) (78,81) (78,136) (80,62) (80,93) (81,5) (81,150) (83,19) (83,74) (83,81) (83,136) (88,16) (88,46) (88,109) (88,139) (91,70) (91,85) (95,3) (95,28) (95,127) (95,152) (96,55) (96,100) (101,40) (101,115) (111,0) (113,34) (113,59) (113,96) (113,121) (115,8) (115,23) (115,132) (115,147) (118,19) (118,74) (118,81) (118,136) (120,42) (120,73) (120,82) (120,113) (126,65) (126,90) (128,44) (128,49) (128,106) (128,111) (133,34) (133,59) (133,96) (133,121) (135,8) (135,23) (135,132) (135,147) (140,12) (140,43) (140,112) (140,143) (143,26) (143,36) (143,119) (143,129) (145,12) (145,43) (145,112) (145,143) (146,70) (146,85) (150,47) (150,77) (150,78) (150,108) (151,20) (151,135) (153,39) (153,54) (153,101) (153,116)
20	y2 = x3 + 110x + 106	155	(7,17) (7,48) (7,107) (7,138) (10,6) (10,56) (10,99) (10,149) (14,40) (14,115) (15,4) (15,66) (15,89) (15,151) (17,52) (17,72) (17,83) (17,103) (20,44) (20,49) (20,106) (20,111) (24,35) (24,120) (25,6) (25,56) (25,99) (25,149) (27,37) (27,68) (27,87) (27,118) (29,70) (29,85) (32,62) (32,93) (39,45) (39,110) (45,9) (45,71) (45,84) (45,146) (47,17) (47,48) (47,107) (47,138) (54,35) (54,120) (55,4) (55,66) (55,89) (55,151) (57,12) (57,43) (57,112) (57,143) (59,20) (59,135) (60,39) (60,54) (60,101) (60,116) (69,45) (69,110) (70,14) (70,76) (70,79) (70,141) (72,37) (72,68) (72,87) (72,118) (77,27) (77,58) (77,97) (77,128) (79,10) (79,145) (82,13) (82,18) (82,137) (82,142) (85,4) (85,66) (85,89) (85,151) (87,37) (87,68) (87,87) (87,118) (89,25) (89,130) (90,11) (90,51) (90,104) (90,144) (94,0) (100,14) (100,76) (100,79) (100,141) (107,22) (107,53) (107,102) (107,133) (109,45) (109,110) (110,21) (110,41) (110,114) (110,134) (117,27) (117,58) (117,97) (117,128) (119,50) (119,105) (120,6) (120,56) (120,99) (120,149) (122,8) (122,23) (122,132) (122,147) (125,31) (125,124) (132,17) (132,48) (132,107) (132,138) (134,25) (134,130) (139,35) (139,120) (140,14) (140,76) (140,79) (140,141) (144,75) (144,80) (147,27) (147,58) (147,97) (147,128) (149,25) (149,130) (150,19) (150,74) (150,81) (150,136) (152,42) (152,73) (152,82) (152,113)
21	y2 = x3 + 55x + 119	155	(1,50) (1,105) (3,1) (3,61) (3,94) (3,154) (6,75) (6,80) (11,65) (11,90) (15,17) (15,48) (15,107) (15,138) (18,11) (18,51) (18,104) (18,144) (23,29) (23,64) (23,91) (23,126) (25,52) (25,72) (25,83) (25,103) (28,19) (28,74) (28,81) (28,136) (30,32) (30,63) (30,92) (30,123) (33,19) (33,74) (33,81) (33,136) (35,62) (35,93) (38,14) (38,76) (38,79) (38,141) (40,17) (40,48) (40,107) (40,138) (46,45) (46,110) (50,57) (50,67) (50,88) (50,98) (56,10) (56,145) (60,32) (60,63) (60,92) (60,123) (61,30) (61,125) (63,19) (63,74) (63,81) (63,136) (65,32) (65,63) (65,92) (65,123) (66,0) (68,44) (68,49) (68,106) (68,111) (71,45) (71,110) (73,34) (73,59) (73,96) (73,121) (80,42) (80,73) (80,82) (80,113) (81,5) (81,150) (85,2) (85,33) (85,122) (85,153) (90,12) (90,43) (90,112) (90,143) (91,30) (91,125) (95,12) (95,43) (95,112) (95,143) (96,30) (96,125) (100,17) (100,48) (100,107) (100,138) (108,14) (108,76) (108,79) (108,141) (111,20) (111,135) (116,60) (116,95) (118,21) (118,41) (118,114) (118,134) (121,50) (121,105) (123,1) (123,61) (123,94) (123,154) (125,12) (125,43) (125,112) (125,143) (126,50) (126,105) (128,31) (128,124) (130,13) (130,18) (130,137) (130,142) (131,45) (131,110) (133,14) (133,76) (133,79) (133,141) (135,3) (135,28) (135,127) (135,152) (143,26) (143,36) (143,119) (143,129) (153,1) (153,61) (153,94) (153,154)
22	y2 = x3 + 105x + 21	155	(4,65) (4,90) (5,19) (5,74) (5,81) (5,136) (7,13) (7,18) (7,137) (7,142) (10,26) (10,36) (10,119) (10,129) (12,8) (12,23) (12,132) (12,147) (14,40) (14,115) (19,65) (19,90) (24,20) (24,135) (27,8) (27,23) (27,132) (27,147) (29,50) (29,105) (30,16) (30,46) (30,109) (30,139) (35,34) (35,59) (35,96) (35,121) (39,65) (39,90) (44,55) (44,100) (45,9) (45,71) (45,84) (45,146) (47,62) (47,93) (50,34) (50,59) (50,96) (50,121) (54,70) (54,85) (55,11) (55,51) (55,104) (55,144) (59,50) (59,105) (60,19) (60,74) (60,81) (60,136) (67,12) (67,43) (67,112) (67,143) (69,75) (69,80) (70,34) (70,59) (70,96) (70,121) (72,57) (72,67) (72,88) (72,98) (74,70) (74,85) (75,24) (75,69) (75,86) (75,131) (85,39) (85,54) (85,101) (85,116) (89,70) (89,85) (90,19) (90,74) (90,81) (90,136) (92,47) (92,77) (92,78) (92,108) (97,3) (97,28) (97,127) (97,152) (100,44) (100,49) (100,106) (100,111) (105,39) (105,54) (105,101) (105,116) (107,22) (107,53) (107,102) (107,133) (109,0) (112,3) (112,28) (112,127) (112,152) (117,42) (117,73) (117,82) (117,113) (120,39) (120,54) (120,101) (120,116) (122,12) (122,43) (122,112) (122,143) (129,50) (129,105) (132,3) (132,28) (132,127) (132,152) (134,5) (134,150) (137,7) (137,38) (137,117) (137,148) (140,31) (140,124) (147,8) (147,23) (147,132) (147,147) (152,12) (152,43) (152,112) (152,143) (154,15) (154,140)
23	y2 = x3 + 30x + 104	155	(3,29) (3,64) (3,91) (3,126) (5,52) (5,72) (5,83) (5,103) (6,60) (6,95) (8,9) (8,71) (8,84) (8,146) (10,3) (10,28) (10,127) (10,152) (13,26) (13,36) (13,119) (13,129) (18,11) (18,51) (18,104) (18,144) (25,7) (25,38) (25,117) (25,148) (28,24) (28,69) (28,86) (28,131) (35,3) (35,28) (35,127) (35,152) (36,10) (36,145) (40,7) (40,38) (40,117) (40,148) (41,65) (41,90) (48,34) (48,59) (48,96) (48,121) (50,62) (50,93) (53,29) (53,64) (53,91) (53,126) (55,27) (55,58) (55,97) (55,128) (56,55) (56,100) (60,37) (60,68) (60,87) (60,118) (65,2) (65,33) (65,122) (65,153) (66,65) (66,90) (68,29) (68,64) (68,91) (68,126) (70,22) (70,53) (70,102) (70,133) (71,55) (71,100) (75,57) (75,67) (75,88) (75,98) (80,42) (80,73) (80,82) (80,113) (81,0) (86,35) (86,120) (90,7) (90,38) (90,117) (90,148) (91,25) (91,130) (96,60) (96,95) (98,21) (98,41) (98,114) (98,134) (101,40) (101,115) (103,34) (103,59) (103,96) (103,121) (106,5) (106,150) (110,3) (110,28) (110,127) (110,152) (111,20) (111,135) (115,2) (115,33) (115,122) (115,153) (118,24) (118,69) (118,86) (118,131) (121,55) (121,100) (128,34) (128,59) (128,96) (128,121) (130,2) (130,33) (130,122) (130,153) (133,24) (133,69) (133,86) (133,131) (141,65) (141,90) (143,31) (143,124) (146,60) (146,95) (148,4) (148,66) (148,89) (148,151) (153,6) (153,56) (153,99) (153,149)
24	y2 = x3 + 60x + 21	155	(2,57) (2,67) (2,88) (2,98) (7,3) (7,28) (7,127) (7,152) (9,40) (9,115) (10,34) (10,59) (10,96) (10,121) (12,12) (12,43) (12,112) (12,143) (14,65) (14,90) (15,24) (15,69) (15,86) (15,131) (17,8) (17,23) (17,132) (17,147) (20,44) (20,49) (20,106) (20,111) (24,70) (24,85) (32,12) (32,43) (32,112) (32,143) (37,47) (37,77) (37,78) (37,108) (40,9) (40,71) (40,84) (40,146) (42,42) (42,73) (42,82) (42,113) (45,34) (45,59) (45,96) (45,121) (49,50) (49,105) (52,8) (52,23) (52,132) (52,147) (55,39) (55,54) (55,101) (55,116) (59,0) (64,5) (64,150) (69,65) (69,90) (72,3) (72,28) (72,127) (72,152) (74,50) (74,105) (77,7) (77,38) (77,117) (77,148) (79,70) (79,85) (80,19) (80,74) (80,81) (80,136) (82,13) (82,18) (82,137) (82,142) (90,31) (90,124) (94,50) (94,105) (95,26) (95,36) (95,119) (95,129) (99,15) (99,140) (100,34) (100,59) (100,96) (100,121) (102,22) (102,53) (102,102) (102,133) (104,20) (104,135) (105,19) (105,74) (105,81) (105,136) (107,3) (107,28) (107,127) (107,152) (110,39) (110,54) (110,101) (110,116) (114,70) (114,85) (117,8) (117,23) (117,132) (117,147) (125,19) (125,74) (125,81) (125,136) (130,16) (130,46) (130,109) (130,139) (134,65) (134,90) (135,11) (135,51) (135,104) (135,144) (139,55) (139,100) (142,12) (142,43) (142,112) (142,143) (144,75) (144,80) (145,39) (145,54) (145,101) (145,116) (152,62) (152,93)
25	y2 = x3 + 65x + 84	155	(5,52) (5,72) (5,83) (5,103) (6,15) (6,140) (8,31) (8,124) (15,32) (15,63) (15,92) (15,123) (18,24) (18,69) (18,86) (18,131) (25,37) (25,68) (25,87) (25,118) (30,7) (30,38) (30,117) (30,148) (33,6) (33,56) (33,99) (33,149) (35,37) (35,68) (35,87) (35,118) (36,10) (36,145) (38,44) (38,49) (38,106) (38,111) (43,9) (43,71) (43,84) (43,146) (45,7) (45,38) (45,117) (45,148) (46,30) (46,125) (50,57) (50,67) (50,88) (50,98) (53,14) (53,76) (53,79) (53,141) (56,25) (56,130) (58,16) (58,46) (58,109) (58,139) (60,47) (60,77) (60,78) (60,108) (61,55) (61,100) (66,25) (66,130) (68,16) (68,46) (68,109) (68,139) (70,62) (70,93) (76,55) (76,100) (80,7) (80,38) (80,117) (80,148) (81,5) (81,150) (91,15) (91,140) (95,37) (95,68) (95,87) (95,118) (98,21) (98,41) (98,114) (98,134) (100,13) (100,18) (100,137) (100,142) (101,0) (105,22) (105,53) (105,102) (105,133) (108,1) (108,61) (108,94) (108,154) (111,55) (111,100) (115,17) (115,48) (115,107) (115,138) (118,6) (118,56) (118,99) (118,149) (120,47) (120,77) (120,78) (120,108) (123,24) (123,69) (123,86) (123,131) (126,25) (126,130) (128,6) (128,56) (128,99) (128,149) (130,47) (130,77) (130,78) (130,108) (131,75) (131,80) (136,40) (136,115) (138,24) (138,69) (138,86) (138,131) (143,26) (143,36) (143,119) (143,129) (146,45) (146,110) (151,15) (151,140) (153,16) (153,46) (153,109) (153,139)
26	y2 = x3 + 115x + 106	155	(4,45) (4,110) (5,31) (5,124) (7,13) (7,18) (7,137) (7,142) (9,45) (9,110) (19,25) (19,130) (22,27) (22,58) (22,97) (22,128) (27,27) (27,58) (27,97) (27,128) (32,37) (32,68) (32,87) (32,118) (35,14) (35,76) (35,79) (35,141) (37,12) (37,43) (37,112) (37,143) (39,40) (39,115) (40,14) (40,76) (40,79) (40,141) (42,37) (42,68) (42,87) (42,118) (44,35) (44,120) (47,42) (47,73) (47,82) (47,113) (49,45) (49,110) (50,6) (50,56) (50,99) (50,149) (52,8) (52,23) (52,132) (52,147) (54,10) (54,145) (67,62) (67,93) (69,75) (69,80) (70,9) (70,71) (70,84) (70,146) (75,4) (75,66) (75,89) (75,151) (80,14) (80,76) (80,79) (80,141) (84,35) (84,120) (85,21) (85,41) (85,114) (85,134) (89,35) (89,120) (94,25) (94,130) (97,17) (97,48) (97,107) (97,138) (99,50) (99,105) (100,44) (100,49) (100,106) (100,111) (102,17) (102,48) (102,107) (102,138) (104,25) (104,130) (109,20) (109,135) (112,37) (112,68) (112,87) (112,118) (114,70) (114,85) (115,4) (115,66) (115,89) (115,151) (120,4) (120,66) (120,89) (120,151) (125,6) (125,56) (125,99) (125,149) (129,0) (130,19) (130,74) (130,81) (130,136) (132,22) (132,53) (132,102) (132,133) (135,6) (135,56) (135,99) (135,149) (137,27) (137,58) (137,97) (137,128) (140,11) (140,51) (140,104) (140,144) (142,17) (142,48) (142,107) (142,138) (145,39) (145,54) (145,101) (145,116) (147,52) (147,72) (147,83) (147,103)
27	y2 = x3 + 150x + 104	155	(1,10) (1,145) (5,7) (5,38) (5,117) (5,148) (8,24) (8,69) (8,86) (8,131) (10,62) (10,93) (11,35) (11,120) (13,29) (13,64) (13,91) (13,126) (15,57) (15,67) (15,88) (15,98) (16,20) (16,135) (18,24) (18,69) (18,86) (18,131) (23,29) (23,64) (23,91) (23,126) (26,60) (26,95) (33,34) (33,59) (33,96) (33,121) (36,55) (36,100) (38,34) (38,59) (38,96) (38,121) (41,0) (43,6) (43,56) (43,99) (43,149) (45,22) (45,53) (45,102) (45,133) (46,5) (46,150) (53,34) (53,59) (53,96) (53,121) (63,21) (63,41) (63,114) (63,134) (70,7) (70,38) (70,117) (70,148) (73,4) (73,66) (73,89) (73,151) (75,2) (75,33) (75,122) (75,153) (76,40) (76,115) (78,11) (78,51) (78,104) (78,144) (80,7) (80,38) (80,117) (80,148) (85,2) (85,33) (85,122) (85,153) (88,29) (88,64) (88,91) (88,126) (95,3) (95,28) (95,127) (95,152) (98,24) (98,69) (98,86) (98,131) (100,3) (100,28) (100,127) (100,152) (101,55) (101,100) (103,31) (103,124) (105,37) (105,68) (105,87) (105,118) (106,60) (106,95) (108,26) (108,36) (108,119) (108,129) (111,55) (111,100) (115,3) (115,28) (115,127) (115,152) (116,60) (116,95) (125,52) (125,72) (125,83) (125,103) (126,65) (126,90) (131,65) (131,90) (135,27) (135,58) (135,97) (135,128) (136,25) (136,130) (138,9) (138,71) (138,84) (138,146) (140,42) (140,73) (140,82) (140,113) (146,65) (146,90) (150,2) (150,33) (150,122) (150,153)
28	y2 = x3 + 130x + 11	155	(2,62) (2,93) (9,40) (9,115) (14,55) (14,100) (15,29) (15,64) (15,91) (15,126) (17,2) (17,33) (17,122) (17,153) (19,65) (19,90) (20,34) (20,59) (20,96) (20,121) (25,21) (25,41) (25,114) (25,134) (27,27) (27,58) (27,97) (27,128) (30,29) (30,64) (30,91) (30,126) (32,7) (32,38) (32,117) (32,148) (34,5) (34,150) (40,9) (40,71) (40,84) (40,146) (45,24) (45,69) (45,86) (45,131) (47,7) (47,38) (47,117) (47,148) (50,34) (50,59) (50,96) (50,121) (52,37) (52,68) (52,87) (52,118) (54,65) (54,90) (59,20) (59,135) (64,0) (65,26) (65,36) (65,119) (65,129) (77,2) (77,33) (77,122) (77,153) (79,60) (79,95) (82,3) (82,28) (82,127) (82,152) (85,34) (85,59) (85,96) (85,121) (87,52) (87,72) (87,83) (87,103) (89,35) (89,120) (90,11) (90,51) (90,104) (90,144) (92,2) (92,33) (92,122) (92,153) (94,55) (94,100) (95,31) (95,124) (102,22) (102,53) (102,102) (102,133) (107,7) (107,38) (107,117) (107,148) (109,55) (109,100) (110,29) (110,64) (110,91) (110,126) (112,3) (112,28) (112,127) (112,152) (114,25) (114,130) (120,4) (120,66) (120,89) (120,151) (125,24) (125,69) (125,86) (125,131) (127,57) (127,67) (127,88) (127,98) (139,60) (139,95) (140,24) (140,69) (140,86) (140,131) (144,65) (144,90) (145,6) (145,56) (145,99) (145,149) (147,3) (147,28) (147,127) (147,152) (149,10) (149,145) (152,42) (152,73) (152,82) (152,113) (154,60) (154,95)
29	y2 = x3 + 135x + 26	155	(2,57) (2,67) (2,88) (2,98) (4,45) (4,110) (5,19) (5,74) (5,81) (5,136) (10,19) (10,74) (10,81) (10,136) (14,45) (14,110) (15,1) (15,61) (15,94) (15,154) (20,31) (20,124) (22,2) (22,33) (22,122) (22,153) (24,65) (24,90) (30,44) (30,49) (30,106) (30,111) (32,52) (32,72) (32,83) (32,103) (35,14) (35,76) (35,79) (35,141) (44,45) (44,110) (45,14) (45,76) (45,79) (45,141) (47,12) (47,43) (47,112) (47,143) (52,32) (52,63) (52,92) (52,123) (55,34) (55,59) (55,96) (55,121) (57,32) (57,63) (57,92) (57,123) (59,20) (59,135) (64,5) (64,150) (67,12) (67,43) (67,112) (67,143) (72,12) (72,43) (72,112) (72,143) (75,14) (75,76) (75,79) (75,141) (77,32) (77,63) (77,92) (77,123) (82,62) (82,93) (84,60) (84,95) (90,11) (90,51) (90,104) (90,144) (92,13) (92,18) (92,137) (92,142) (94,10) (94,145) (95,26) (95,36) (95,119) (95,129) (97,17) (97,48) (97,107) (97,138) (107,17) (107,48) (107,107) (107,138) (109,50) (109,105) (114,30) (114,125) (115,29) (115,64) (115,91) (115,126) (117,3) (117,28) (117,127) (117,152) (119,30) (119,125) (125,21) (125,41) (125,114) (125,134) (129,50) (129,105) (134,50) (134,105) (137,17) (137,48) (137,107) (137,138) (139,30) (139,125) (140,19) (140,74) (140,81) (140,136) (144,0) (145,1) (145,61) (145,94) (145,154) (150,1) (150,61) (150,94) (150,154) (152,42) (152,73) (152,82) (152,113) (154,75) (154,80)
30	y2 = x3 + 145x + 21	155	(2,3) (2,28) (2,127) (2,152) (4,75) (4,80) (9,65) (9,90) (19,5) (19,150) (20,34) (20,59) (20,96) (20,121) (22,8) (22,23) (22,132) (22,147) (25,19) (25,74) (25,81) (25,136) (27,42) (27,73) (27,82) (27,113) (29,70) (29,85) (34,55) (34,100) (35,44) (35,49) (35,106) (35,111) (39,40) (39,115) (40,34) (40,59) (40,96) (40,121) (42,8) (42,23) (42,132) (42,147) (47,12) (47,43) (47,112) (47,143) (49,0) (50,26) (50,36) (50,119) (50,129) (52,12) (52,43) (52,112) (52,143) (57,47) (57,77) (57,78) (57,108) (60,39) (60,54) (60,101) (60,116) (64,65) (64,90) (65,24) (65,69) (65,86) (65,131) (70,9) (70,71) (70,84) (70,146) (80,31) (80,124) (82,3) (82,28) (82,127) (82,152) (84,70) (84,85) (87,12) (87,43) (87,112) (87,143) (89,20) (89,135) (95,34) (95,59) (95,96) (95,121) (97,13) (97,18) (97,137) (97,142) (102,3) (102,28) (102,127) (102,152) (104,70) (104,85) (109,50) (109,105) (112,57) (112,67) (112,88) (112,98) (114,50) (114,105) (115,39) (115,54) (115,101) (115,116) (119,15) (119,140) (120,11) (120,51) (120,104) (120,144) (122,8) (122,23) (122,132) (122,147) (127,7) (127,38) (127,117) (127,148) (132,22) (132,53) (132,102) (132,133) (135,39) (135,54) (135,101) (135,116) (140,19) (140,74) (140,81) (140,136) (142,62) (142,93) (144,65) (144,90) (145,19) (145,74) (145,81) (145,136) (149,50) (149,105) (150,16) (150,46) (150,109) (150,139)