class leader: y² = x³ + 105x + 149

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