class leader: y² = x³ + 107x + 105

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