class leader: y² = x³ + 106x + 27

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