class leader: y² = x³ + 101x + 72

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