class leader: y² = x³ + 100x + 34

Sr no.	class members	# points	points
1	y2 = x3 + 100x + 34	111	(0,26) (0,81) (3,19) (3,88) (6,23) (6,84) (8,13) (8,94) (10,1) (10,106) (11,2) (11,105) (13,0) (17,21) (17,86) (18,47) (18,60) (19,33) (19,74) (20,46) (20,61) (21,38) (21,69) (22,16) (22,91) (23,22) (23,85) (24,23) (24,84) (25,41) (25,66) (28,47) (28,60) (31,41) (31,66) (36,0) (39,4) (39,103) (40,14) (40,93) (41,9) (41,98) (42,31) (42,76) (45,1) (45,106) (50,52) (50,55) (51,41) (51,66) (52,1) (52,106) (54,30) (54,77) (56,45) (56,62) (57,50) (57,57) (58,0) (60,3) (60,104) (61,47) (61,60) (63,3) (63,104) (67,34) (67,73) (68,42) (68,65) (69,31) (69,76) (70,12) (70,95) (73,39) (73,68) (76,45) (76,62) (77,23) (77,84) (78,43) (78,64) (80,11) (80,96) (81,9) (81,98) (82,45) (82,62) (84,36) (84,71) (87,29) (87,78) (88,7) (88,100) (91,3) (91,104) (92,9) (92,98) (95,40) (95,67) (96,8) (96,99) (98,44) (98,63) (100,32) (100,75) (103,31) (103,76) (105,19) (105,88) (106,19) (106,88)
2	y2 = x3 + 33x + 44	111	(0,30) (0,77) (2,15) (2,92) (5,21) (5,86) (6,43) (6,64) (7,46) (7,61) (9,0) (10,25) (10,82) (13,40) (13,67) (14,19) (14,88) (15,13) (15,94) (17,32) (17,75) (19,19) (19,88) (20,12) (20,95) (21,49) (21,58) (22,41) (22,66) (23,39) (23,68) (24,1) (24,106) (25,4) (25,103) (30,0) (31,16) (31,91) (32,22) (32,85) (33,35) (33,72) (37,39) (37,68) (38,40) (38,67) (41,33) (41,74) (42,46) (42,61) (44,44) (44,63) (45,45) (45,62) (46,43) (46,64) (47,39) (47,68) (53,11) (53,96) (55,43) (55,64) (56,40) (56,67) (58,46) (58,61) (59,2) (59,105) (64,44) (64,63) (66,47) (66,60) (67,23) (67,84) (68,0) (71,52) (71,55) (73,8) (73,99) (74,19) (74,88) (78,48) (78,59) (80,11) (80,96) (81,11) (81,96) (83,27) (83,80) (85,36) (85,71) (86,24) (86,83) (88,35) (88,72) (90,53) (90,54) (93,35) (93,72) (96,13) (96,94) (97,31) (97,76) (102,17) (102,90) (103,13) (103,94) (104,5) (104,102) (106,44) (106,63)
3	y2 = x3 + 62x + 9	111	(0,3) (0,104) (2,26) (2,81) (4,0) (5,4) (5,103) (6,13) (6,94) (7,12) (7,95) (9,36) (9,71) (13,4) (13,103) (14,25) (14,82) (15,26) (15,81) (20,49) (20,58) (21,34) (21,73) (22,12) (22,95) (23,21) (23,86) (25,8) (25,99) (26,30) (26,77) (30,34) (30,73) (34,36) (34,71) (36,31) (36,76) (38,45) (38,62) (40,16) (40,91) (42,14) (42,93) (45,37) (45,70) (49,0) (50,43) (50,64) (51,50) (51,57) (52,51) (52,56) (54,0) (55,29) (55,78) (56,34) (56,73) (59,17) (59,90) (62,19) (62,88) (64,36) (64,71) (65,6) (65,101) (67,46) (67,61) (68,15) (68,92) (70,53) (70,54) (72,15) (72,92) (74,15) (74,92) (76,17) (76,90) (77,50) (77,57) (78,12) (78,95) (79,17) (79,90) (80,42) (80,65) (81,9) (81,98) (82,32) (82,75) (83,31) (83,76) (86,50) (86,57) (89,4) (89,103) (90,26) (90,81) (91,48) (91,59) (93,28) (93,79) (95,31) (95,76) (96,52) (96,55) (97,23) (97,84) (104,44) (104,63) (106,38) (106,69)
4	y2 = x3 + 89x + 101	111	(0,23) (0,84) (5,52) (5,55) (6,40) (6,67) (8,24) (8,83) (11,48) (11,59) (14,5) (14,102) (16,48) (16,59) (17,0) (20,12) (20,95) (22,9) (22,98) (24,15) (24,92) (26,14) (26,93) (28,16) (28,91) (29,0) (30,5) (30,102) (31,4) (31,103) (32,34) (32,73) (33,53) (33,54) (35,9) (35,98) (36,45) (36,62) (37,36) (37,71) (38,19) (38,88) (40,12) (40,95) (45,1) (45,106) (47,12) (47,95) (48,49) (48,58) (50,9) (50,98) (51,44) (51,63) (54,42) (54,65) (55,8) (55,99) (56,37) (56,70) (57,11) (57,96) (59,35) (59,72) (61,0) (63,5) (63,102) (64,21) (64,86) (65,8) (65,99) (68,21) (68,86) (70,46) (70,61) (72,11) (72,96) (73,6) (73,101) (75,3) (75,104) (76,20) (76,87) (79,38) (79,69) (80,48) (80,59) (82,21) (82,86) (84,15) (84,92) (85,11) (85,96) (86,45) (86,62) (88,2) (88,105) (92,45) (92,62) (94,8) (94,99) (95,27) (95,80) (97,43) (97,64) (98,47) (98,60) (101,10) (101,97) (106,15) (106,92)
5	y2 = x3 + 13x + 47	111	(0,49) (0,58) (1,32) (1,75) (2,9) (2,98) (4,22) (4,85) (5,39) (5,68) (7,38) (7,69) (9,12) (9,95) (10,0) (11,39) (11,68) (15,34) (15,73) (18,11) (18,96) (23,23) (23,84) (26,29) (26,78) (28,0) (32,32) (32,75) (33,51) (33,56) (35,16) (35,91) (37,28) (37,79) (42,40) (42,67) (46,41) (46,66) (47,7) (47,100) (48,25) (48,82) (50,20) (50,87) (51,50) (51,57) (53,53) (53,54) (55,18) (55,89) (59,2) (59,105) (62,6) (62,101) (63,31) (63,76) (65,45) (65,62) (66,6) (66,101) (67,35) (67,72) (68,26) (68,81) (69,0) (71,18) (71,89) (72,42) (72,65) (73,31) (73,76) (74,32) (74,75) (75,51) (75,56) (76,53) (76,54) (77,7) (77,100) (78,31) (78,76) (82,19) (82,88) (83,28) (83,79) (84,10) (84,97) (85,53) (85,54) (86,6) (86,101) (88,18) (88,89) (90,7) (90,100) (91,39) (91,68) (93,44) (93,63) (94,28) (94,79) (95,14) (95,93) (98,48) (98,59) (100,24) (100,83) (105,21) (105,86) (106,51) (106,56)
6	y2 = x3 + 44x + 62	111	(0,13) (0,94) (1,0) (5,34) (5,73) (9,44) (9,63) (10,2) (10,105) (13,7) (13,100) (14,31) (14,76) (16,49) (16,58) (17,42) (17,65) (18,42) (18,65) (19,38) (19,69) (20,32) (20,75) (24,47) (24,60) (26,48) (26,59) (28,53) (28,54) (29,49) (29,58) (30,53) (30,54) (32,31) (32,76) (33,1) (33,106) (38,18) (38,89) (39,0) (43,26) (43,81) (46,33) (46,74) (47,39) (47,68) (49,53) (49,54) (50,50) (50,57) (51,43) (51,64) (54,30) (54,77) (55,15) (55,92) (57,37) (57,70) (59,52) (59,55) (60,23) (60,84) (61,31) (61,76) (62,49) (62,58) (63,19) (63,88) (64,25) (64,82) (66,8) (66,99) (67,0) (69,11) (69,96) (71,20) (71,87) (72,42) (72,65) (73,52) (73,55) (74,4) (74,103) (75,33) (75,74) (76,30) (76,77) (80,22) (80,85) (82,52) (82,55) (84,30) (84,77) (86,16) (86,91) (93,33) (93,74) (94,17) (94,90) (95,38) (95,69) (97,21) (97,86) (100,38) (100,69) (101,44) (101,63) (103,6) (103,101) (104,44) (104,63)
7	y2 = x3 + 34x + 35	111	(0,28) (0,79) (2,2) (2,105) (3,48) (3,59) (5,3) (5,104) (6,53) (6,54) (7,9) (7,98) (9,0) (17,47) (17,60) (20,35) (20,72) (22,14) (22,93) (23,12) (23,95) (24,4) (24,103) (27,29) (27,78) (28,24) (28,83) (31,8) (31,99) (32,20) (32,87) (34,7) (34,100) (35,4) (35,103) (36,34) (36,73) (39,15) (39,92) (42,3) (42,104) (47,32) (47,75) (48,4) (48,103) (50,49) (50,58) (52,23) (52,84) (54,36) (54,71) (55,41) (55,66) (56,16) (56,91) (57,39) (57,68) (58,5) (58,102) (60,3) (60,104) (61,18) (61,89) (62,16) (62,91) (63,5) (63,102) (65,32) (65,75) (66,33) (66,74) (67,42) (67,65) (70,33) (70,74) (74,31) (74,76) (77,7) (77,100) (78,33) (78,74) (79,52) (79,55) (80,37) (80,70) (81,34) (81,73) (84,51) (84,56) (86,15) (86,92) (89,15) (89,92) (90,1) (90,106) (93,5) (93,102) (95,50) (95,57) (96,16) (96,91) (97,34) (97,73) (99,0) (102,32) (102,75) (103,7) (103,100) (104,21) (104,86) (106,0)
8	y2 = x3 + 39x + 30	111	(0,43) (0,64) (2,3) (2,104) (4,6) (4,101) (5,52) (5,55) (6,42) (6,65) (7,2) (7,105) (8,31) (8,76) (9,19) (9,88) (10,52) (10,55) (12,34) (12,73) (14,18) (14,89) (16,16) (16,91) (17,16) (17,91) (18,12) (18,95) (19,51) (19,56) (20,6) (20,101) (21,42) (21,65) (22,27) (22,80) (23,19) (23,88) (28,47) (28,60) (31,0) (34,0) (35,20) (35,87) (36,49) (36,58) (38,40) (38,67) (41,12) (41,95) (42,0) (43,1) (43,106) (45,26) (45,81) (48,12) (48,95) (51,8) (51,99) (52,28) (52,79) (55,5) (55,102) (57,14) (57,93) (59,39) (59,68) (60,25) (60,82) (61,14) (61,93) (63,11) (63,96) (66,39) (66,68) (67,32) (67,75) (71,21) (71,86) (74,16) (74,91) (75,19) (75,88) (77,1) (77,106) (78,46) (78,61) (80,42) (80,65) (83,6) (83,101) (88,53) (88,54) (89,39) (89,68) (92,52) (92,55) (93,48) (93,59) (94,1) (94,106) (95,9) (95,98) (96,14) (96,93) (99,13) (99,94) (100,22) (100,85) (104,10) (104,97)
9	y2 = x3 + 47x + 37	111	(0,12) (0,95) (1,37) (1,70) (4,17) (4,90) (5,41) (5,66) (6,0) (8,47) (8,60) (9,36) (9,71) (10,3) (10,104) (18,9) (18,98) (19,37) (19,70) (21,21) (21,86) (22,22) (22,85) (24,3) (24,104) (26,18) (26,89) (28,34) (28,73) (30,29) (30,78) (31,24) (31,83) (32,47) (32,60) (33,17) (33,90) (38,29) (38,78) (39,29) (39,78) (46,5) (46,102) (48,0) (49,16) (49,91) (50,48) (50,59) (52,43) (52,64) (53,0) (55,30) (55,77) (56,39) (56,68) (60,16) (60,91) (61,7) (61,100) (62,23) (62,84) (65,42) (65,65) (66,39) (66,68) (67,47) (67,60) (68,14) (68,93) (69,14) (69,93) (70,17) (70,90) (71,38) (71,69) (72,52) (72,55) (73,3) (73,104) (76,51) (76,56) (77,14) (77,93) (80,48) (80,59) (82,6) (82,101) (84,48) (84,59) (86,32) (86,75) (87,37) (87,70) (89,10) (89,97) (91,2) (91,105) (92,39) (92,68) (94,15) (94,92) (95,45) (95,62) (98,13) (98,94) (102,31) (102,76) (104,46) (104,61) (105,16) (105,91)
10	y2 = x3 + 61x + 86	111	(0,34) (0,73) (1,24) (1,83) (7,0) (8,4) (8,103) (12,37) (12,70) (17,30) (17,77) (18,32) (18,75) (19,20) (19,87) (21,28) (21,79) (22,29) (22,78) (25,3) (25,104) (27,4) (27,103) (28,45) (28,62) (29,52) (29,55) (35,7) (35,100) (36,50) (36,57) (40,20) (40,87) (43,19) (43,88) (44,0) (45,44) (45,63) (46,41) (46,66) (48,20) (48,87) (50,48) (50,59) (53,16) (53,91) (54,39) (54,68) (56,0) (58,12) (58,95) (60,17) (60,90) (64,5) (64,102) (65,35) (65,72) (66,51) (66,56) (69,26) (69,81) (70,26) (70,81) (72,4) (72,103) (73,44) (73,63) (74,11) (74,96) (75,26) (75,81) (76,41) (76,66) (77,50) (77,57) (78,6) (78,101) (80,7) (80,100) (82,22) (82,85) (83,45) (83,62) (84,31) (84,76) (86,43) (86,64) (89,2) (89,105) (92,41) (92,66) (93,33) (93,74) (94,29) (94,78) (95,27) (95,80) (96,44) (96,63) (97,9) (97,98) (98,29) (98,78) (99,7) (99,100) (101,50) (101,57) (103,45) (103,62) (104,25) (104,82)
11	y2 = x3 + 42x + 16	111	(0,4) (0,103) (2,1) (2,106) (3,13) (3,94) (4,26) (4,81) (5,43) (5,64) (6,22) (6,85) (7,15) (7,92) (9,38) (9,69) (12,1) (12,106) (15,13) (15,94) (16,41) (16,66) (17,20) (17,87) (19,41) (19,66) (21,23) (21,84) (27,17) (27,90) (31,20) (31,87) (32,40) (32,67) (36,26) (36,81) (39,25) (39,82) (40,31) (40,76) (41,50) (41,57) (43,3) (43,104) (44,48) (44,59) (45,35) (45,72) (50,0) (53,28) (53,79) (55,47) (55,60) (58,16) (58,91) (59,20) (59,87) (60,16) (60,91) (61,30) (61,77) (64,39) (64,68) (65,53) (65,54) (66,10) (66,97) (67,26) (67,81) (68,7) (68,100) (69,30) (69,77) (70,5) (70,102) (71,31) (71,76) (72,41) (72,66) (74,6) (74,101) (75,12) (75,95) (77,2) (77,105) (78,14) (78,93) (79,0) (80,8) (80,99) (82,51) (82,56) (83,48) (83,59) (84,30) (84,77) (85,0) (87,48) (87,59) (89,13) (89,94) (93,1) (93,106) (96,16) (96,91) (98,34) (98,73) (101,46) (101,61) (103,31) (103,76)
12	y2 = x3 + 83x + 11	111	(0,15) (0,92) (4,34) (4,73) (5,4) (5,103) (6,46) (6,61) (7,20) (7,87) (8,44) (8,63) (15,43) (15,64) (16,37) (16,70) (18,32) (18,75) (19,23) (19,84) (20,24) (20,83) (21,23) (21,84) (25,22) (25,85) (26,48) (26,59) (27,0) (28,31) (28,76) (29,48) (29,59) (30,41) (30,66) (31,32) (31,75) (34,34) (34,73) (35,40) (35,67) (39,20) (39,87) (41,18) (41,89) (42,44) (42,63) (44,12) (44,95) (45,47) (45,60) (50,36) (50,71) (51,16) (51,91) (52,48) (52,59) (56,27) (56,80) (57,44) (57,63) (58,32) (58,75) (60,6) (60,101) (61,20) (61,87) (63,29) (63,78) (65,36) (65,71) (66,33) (66,74) (67,23) (67,84) (69,34) (69,73) (70,1) (70,106) (72,53) (72,54) (74,47) (74,60) (75,2) (75,105) (77,38) (77,69) (85,22) (85,85) (90,0) (91,30) (91,77) (92,45) (92,62) (93,8) (93,99) (94,42) (94,65) (95,47) (95,60) (96,11) (96,96) (97,0) (98,51) (98,56) (99,36) (99,71) (104,22) (104,85) (106,26) (106,81)
13	y2 = x3 + 41x + 53	111	(0,38) (0,69) (2,6) (2,101) (5,13) (5,94) (6,27) (6,80) (7,24) (7,83) (8,12) (8,95) (9,9) (9,98) (11,4) (11,103) (13,1) (13,106) (17,45) (17,62) (20,45) (20,62) (21,44) (21,63) (22,49) (22,58) (25,15) (25,92) (27,37) (27,70) (28,24) (28,83) (30,28) (30,79) (31,37) (31,70) (32,0) (33,0) (36,28) (36,79) (40,40) (40,67) (41,28) (41,79) (42,0) (43,18) (43,89) (45,19) (45,88) (46,34) (46,73) (47,27) (47,80) (48,7) (48,100) (49,37) (49,70) (53,33) (53,74) (54,27) (54,80) (57,36) (57,71) (59,48) (59,59) (60,33) (60,74) (63,22) (63,85) (67,2) (67,105) (69,36) (69,71) (70,45) (70,62) (72,24) (72,83) (78,35) (78,72) (81,52) (81,55) (83,15) (83,92) (88,36) (88,71) (89,44) (89,63) (91,3) (91,104) (93,42) (93,65) (94,31) (94,76) (96,25) (96,82) (97,26) (97,81) (98,5) (98,102) (99,47) (99,60) (101,33) (101,74) (102,30) (102,77) (103,50) (103,57) (104,44) (104,63) (106,15) (106,92)
14	y2 = x3 + 69x + 39	111	(0,50) (0,57) (5,9) (5,98) (6,53) (6,54) (7,3) (7,104) (8,51) (8,56) (9,31) (9,76) (12,53) (12,54) (13,43) (13,64) (14,2) (14,105) (15,13) (15,94) (20,18) (20,89) (21,7) (21,100) (24,2) (24,105) (26,16) (26,91) (28,13) (28,94) (29,0) (31,46) (31,61) (41,45) (41,62) (42,29) (42,78) (43,4) (43,103) (46,41) (46,66) (47,31) (47,76) (49,42) (49,65) (50,14) (50,93) (51,31) (51,76) (54,27) (54,80) (55,20) (55,87) (59,25) (59,82) (62,41) (62,66) (64,13) (64,94) (66,34) (66,73) (67,49) (67,58) (68,14) (68,93) (69,2) (69,105) (70,36) (70,71) (71,36) (71,71) (72,44) (72,63) (73,36) (73,71) (75,42) (75,65) (76,40) (76,67) (79,4) (79,103) (80,0) (81,6) (81,101) (82,39) (82,68) (86,52) (86,55) (87,17) (87,90) (88,1) (88,106) (89,53) (89,54) (90,42) (90,65) (92,4) (92,103) (94,35) (94,72) (96,14) (96,93) (97,32) (97,75) (100,47) (100,60) (104,33) (104,74) (105,0) (106,41) (106,66)
15	y2 = x3 + 53x + 3	111	(0,18) (0,89) (1,48) (1,59) (2,44) (2,63) (7,17) (7,90) (8,46) (8,61) (10,28) (10,79) (12,21) (12,86) (13,0) (15,0) (16,5) (16,102) (17,50) (17,57) (18,35) (18,72) (20,17) (20,90) (21,31) (21,76) (22,49) (22,58) (23,11) (23,96) (24,36) (24,71) (25,49) (25,58) (29,28) (29,79) (31,34) (31,73) (32,21) (32,86) (33,5) (33,102) (41,7) (41,100) (43,24) (43,83) (44,10) (44,97) (45,40) (45,67) (46,38) (46,69) (48,19) (48,88) (55,33) (55,74) (56,2) (56,105) (57,2) (57,105) (58,5) (58,102) (60,49) (60,58) (62,15) (62,92) (63,21) (63,86) (65,27) (65,80) (66,8) (66,99) (67,3) (67,104) (68,28) (68,79) (69,24) (69,83) (70,51) (70,56) (73,29) (73,78) (75,10) (75,97) (76,53) (76,54) (77,14) (77,93) (79,0) (80,17) (80,90) (83,23) (83,84) (84,45) (84,62) (93,35) (93,72) (95,10) (95,97) (98,9) (98,98) (99,43) (99,64) (101,2) (101,105) (102,24) (102,83) (103,35) (103,72) (106,22) (106,85)
16	y2 = x3 + 76x + 64	111	(0,8) (0,99) (1,26) (1,81) (2,44) (2,63) (3,31) (3,76) (4,2) (4,105) (5,26) (5,81) (7,46) (7,61) (9,34) (9,73) (12,52) (12,55) (13,50) (13,57) (15,37) (15,70) (20,32) (20,75) (22,20) (22,87) (23,47) (23,60) (24,25) (24,82) (25,24) (25,83) (26,28) (26,79) (28,47) (28,60) (29,11) (29,96) (31,2) (31,105) (32,32) (32,75) (37,52) (37,55) (38,30) (38,77) (41,25) (41,82) (42,25) (42,82) (46,40) (46,67) (49,45) (49,62) (50,6) (50,101) (54,13) (54,94) (55,32) (55,75) (56,47) (56,60) (57,29) (57,78) (58,52) (58,55) (59,10) (59,97) (62,0) (63,5) (63,102) (64,0) (70,45) (70,62) (72,2) (72,105) (73,21) (73,86) (77,40) (77,67) (82,27) (82,80) (85,7) (85,100) (86,11) (86,96) (88,0) (89,51) (89,56) (91,40) (91,67) (93,1) (93,106) (94,14) (94,93) (95,45) (95,62) (96,12) (96,95) (97,4) (97,103) (98,16) (98,91) (99,11) (99,96) (101,26) (101,81) (104,39) (104,68) (105,15) (105,92)
17	y2 = x3 + 49x + 81	111	(0,9) (0,98) (3,24) (3,83) (5,39) (5,68) (6,22) (6,85) (11,5) (11,102) (14,27) (14,80) (16,50) (16,57) (17,7) (17,100) (21,45) (21,62) (22,12) (22,95) (23,0) (24,23) (24,84) (25,5) (25,102) (26,45) (26,62) (28,20) (28,87) (30,14) (30,93) (31,19) (31,88) (35,42) (35,65) (36,43) (36,64) (37,44) (37,63) (38,31) (38,76) (39,0) (45,0) (48,51) (48,56) (51,25) (51,82) (54,36) (54,71) (58,37) (58,70) (60,45) (60,62) (61,1) (61,106) (63,38) (63,69) (64,1) (64,106) (65,36) (65,71) (66,29) (66,78) (67,51) (67,56) (69,48) (69,59) (71,5) (71,102) (72,18) (72,89) (73,29) (73,78) (75,29) (75,78) (79,46) (79,61) (80,49) (80,58) (82,43) (82,64) (83,32) (83,75) (87,14) (87,93) (88,40) (88,67) (89,1) (89,106) (91,4) (91,103) (92,12) (92,95) (93,17) (93,90) (94,52) (94,55) (95,36) (95,71) (96,43) (96,64) (97,14) (97,93) (99,51) (99,56) (100,12) (100,95) (103,28) (103,79) (104,11) (104,96)
18	y2 = x3 + 23x + 29	111	(0,52) (0,55) (1,38) (1,69) (2,46) (2,61) (6,13) (6,94) (7,31) (7,76) (8,46) (8,61) (12,0) (13,8) (13,99) (14,45) (14,62) (15,2) (15,105) (17,25) (17,82) (18,47) (18,60) (19,7) (19,100) (20,6) (20,101) (21,6) (21,101) (23,45) (23,62) (26,21) (26,86) (27,18) (27,89) (28,35) (28,72) (29,49) (29,58) (32,16) (32,91) (35,38) (35,69) (39,2) (39,105) (40,0) (42,41) (42,66) (43,32) (43,75) (44,25) (44,82) (45,13) (45,94) (46,25) (46,82) (49,28) (49,79) (53,2) (53,105) (55,0) (56,13) (56,94) (58,39) (58,68) (59,24) (59,83) (60,29) (60,78) (61,17) (61,90) (63,17) (63,90) (65,14) (65,93) (66,6) (66,101) (69,43) (69,64) (70,45) (70,62) (71,38) (71,69) (74,26) (74,81) (75,4) (75,103) (77,42) (77,65) (78,15) (78,92) (79,44) (79,63) (85,18) (85,89) (88,3) (88,104) (90,17) (90,90) (94,23) (94,84) (97,46) (97,61) (98,22) (98,85) (102,18) (102,89) (103,27) (103,80) (104,19) (104,88)
19	y2 = x3 + 87x + 33	111	(0,51) (0,56) (1,11) (1,96) (2,1) (2,106) (3,0) (8,8) (8,99) (9,49) (9,58) (12,39) (12,68) (13,30) (13,77) (14,6) (14,101) (16,8) (16,99) (18,35) (18,72) (19,29) (19,78) (20,6) (20,101) (21,10) (21,97) (22,41) (22,66) (26,41) (26,66) (27,39) (27,68) (28,5) (28,102) (30,2) (30,105) (31,10) (31,97) (32,32) (32,75) (33,0) (34,43) (34,64) (38,18) (38,89) (43,28) (43,79) (45,48) (45,59) (46,16) (46,91) (47,14) (47,93) (53,46) (53,61) (54,25) (54,82) (55,10) (55,97) (56,36) (56,71) (58,23) (58,84) (59,41) (59,66) (62,3) (62,104) (68,39) (68,68) (70,14) (70,93) (71,0) (72,4) (72,103) (73,6) (73,101) (77,13) (77,94) (78,37) (78,70) (79,24) (79,83) (82,40) (82,67) (83,8) (83,99) (87,43) (87,64) (88,9) (88,98) (90,32) (90,75) (92,32) (92,75) (93,43) (93,64) (96,45) (96,62) (97,14) (97,93) (98,33) (98,74) (100,30) (100,77) (101,30) (101,77) (103,7) (103,100) (106,42) (106,65)
20	y2 = x3 + 64x + 105	111	(0,31) (0,76) (2,53) (2,54) (3,18) (3,89) (7,19) (7,88) (9,33) (9,74) (10,51) (10,56) (11,0) (12,51) (12,56) (14,0) (15,38) (15,69) (16,14) (16,93) (18,53) (18,54) (19,35) (19,72) (20,41) (20,66) (21,44) (21,63) (23,35) (23,72) (24,48) (24,59) (26,37) (26,70) (27,3) (27,104) (31,23) (31,84) (32,50) (32,57) (33,13) (33,94) (34,47) (34,60) (38,48) (38,59) (40,2) (40,105) (43,9) (43,98) (44,30) (44,77) (45,48) (45,59) (46,33) (46,74) (49,27) (49,80) (50,36) (50,71) (51,39) (51,68) (52,33) (52,74) (58,4) (58,103) (59,17) (59,90) (65,35) (65,72) (66,6) (66,101) (67,45) (67,62) (68,52) (68,55) (70,7) (70,100) (71,30) (71,77) (72,12) (72,95) (73,26) (73,81) (74,24) (74,83) (75,8) (75,99) (77,17) (77,90) (78,17) (78,90) (82,0) (85,51) (85,56) (87,53) (87,54) (89,41) (89,66) (91,11) (91,96) (99,30) (99,77) (101,19) (101,88) (104,10) (104,97) (105,41) (105,66) (106,19) (106,88)
21	y2 = x3 + 81x + 25	111	(0,5) (0,102) (1,0) (3,9) (3,98) (4,29) (4,78) (6,37) (6,70) (7,20) (7,87) (9,29) (9,78) (10,4) (10,103) (11,0) (15,11) (15,96) (18,50) (18,57) (24,8) (24,99) (26,33) (26,74) (29,21) (29,86) (30,43) (30,64) (31,21) (31,86) (32,17) (32,90) (36,22) (36,85) (40,47) (40,60) (41,16) (41,91) (42,49) (42,58) (43,25) (43,82) (45,10) (45,97) (46,20) (46,87) (47,21) (47,86) (50,51) (50,56) (51,32) (51,75) (54,20) (54,87) (55,46) (55,61) (59,28) (59,79) (60,12) (60,95) (62,48) (62,59) (63,27) (63,80) (65,18) (65,89) (68,28) (68,79) (69,47) (69,60) (70,14) (70,93) (71,23) (71,84) (72,2) (72,105) (74,16) (74,91) (76,12) (76,95) (78,12) (78,95) (80,25) (80,82) (82,43) (82,64) (84,36) (84,71) (87,28) (87,79) (89,15) (89,92) (90,35) (90,72) (91,25) (91,82) (92,6) (92,101) (94,29) (94,78) (95,0) (97,26) (97,81) (99,16) (99,91) (102,43) (102,64) (104,41) (104,66) (105,47) (105,60)
22	y2 = x3 + 16x + 27	111	(0,53) (0,54) (1,30) (1,77) (3,40) (3,67) (4,35) (4,72) (8,5) (8,102) (9,30) (9,77) (10,44) (10,63) (11,6) (11,101) (15,2) (15,105) (16,45) (16,62) (17,41) (17,66) (18,35) (18,72) (20,1) (20,106) (21,23) (21,84) (24,2) (24,105) (28,8) (28,99) (29,22) (29,85) (31,51) (31,56) (32,43) (32,64) (37,33) (37,74) (38,9) (38,98) (40,50) (40,57) (42,23) (42,84) (43,20) (43,87) (44,23) (44,84) (46,27) (46,80) (48,0) (49,15) (49,92) (50,40) (50,67) (52,21) (52,86) (54,40) (54,67) (55,24) (55,83) (66,0) (68,2) (68,105) (70,28) (70,79) (71,14) (71,93) (72,26) (72,81) (73,25) (73,82) (74,7) (74,100) (78,31) (78,76) (81,15) (81,92) (82,42) (82,65) (84,15) (84,92) (85,35) (85,72) (87,38) (87,69) (88,51) (88,56) (90,37) (90,70) (91,13) (91,94) (94,46) (94,61) (95,51) (95,56) (97,30) (97,77) (98,44) (98,63) (99,52) (99,55) (100,0) (101,6) (101,101) (102,6) (102,101) (106,44) (106,63)
23	y2 = x3 + 86x + 90	111	(0,25) (0,82) (2,22) (2,85) (5,18) (5,89) (11,21) (11,86) (14,20) (14,87) (15,49) (15,58) (16,31) (16,76) (18,27) (18,80) (19,39) (19,68) (21,52) (21,55) (22,2) (22,105) (23,2) (23,105) (24,28) (24,79) (26,0) (27,38) (27,69) (29,3) (29,104) (31,33) (31,74) (32,34) (32,73) (34,38) (34,69) (36,27) (36,80) (39,32) (39,75) (40,21) (40,86) (42,1) (42,106) (43,7) (43,100) (44,26) (44,81) (45,47) (45,60) (46,38) (46,69) (47,45) (47,62) (50,53) (50,54) (53,27) (53,80) (55,40) (55,67) (56,21) (56,86) (58,10) (58,97) (60,9) (60,98) (62,2) (62,105) (63,50) (63,57) (68,36) (68,71) (70,41) (70,66) (72,1) (72,106) (74,7) (74,100) (77,16) (77,91) (78,8) (78,99) (79,33) (79,74) (84,47) (84,60) (85,47) (85,60) (86,30) (86,77) (87,0) (91,17) (91,90) (93,23) (93,84) (94,29) (94,78) (97,7) (97,100) (98,37) (98,70) (100,1) (100,106) (101,0) (103,18) (103,89) (104,33) (104,74) (106,18) (106,89)
24	y2 = x3 + 52x + 52	111	(0,42) (0,65) (1,31) (1,76) (2,48) (2,59) (4,18) (4,89) (5,3) (5,104) (7,44) (7,63) (11,52) (11,55) (13,6) (13,101) (14,10) (14,97) (15,26) (15,81) (18,20) (18,87) (23,19) (23,88) (24,12) (24,95) (26,24) (26,83) (28,53) (28,54) (32,43) (32,64) (33,24) (33,83) (34,6) (34,101) (37,29) (37,78) (38,46) (38,61) (41,48) (41,59) (42,51) (42,56) (43,49) (43,58) (44,31) (44,76) (46,22) (46,85) (48,24) (48,83) (50,1) (50,106) (51,0) (55,21) (55,86) (58,4) (58,103) (60,6) (60,101) (61,35) (61,72) (62,31) (62,76) (64,48) (64,59) (66,49) (66,58) (68,4) (68,103) (70,36) (70,71) (71,40) (71,67) (72,46) (72,61) (76,0) (77,32) (77,75) (78,7) (78,100) (80,30) (80,77) (82,51) (82,56) (84,8) (84,99) (85,43) (85,64) (87,0) (88,4) (88,103) (89,5) (89,102) (90,51) (90,56) (93,2) (93,105) (96,17) (96,90) (97,43) (97,64) (99,27) (99,80) (103,23) (103,84) (104,46) (104,61) (105,49) (105,58)
25	y2 = x3 + 37x + 87	111	(0,27) (0,80) (2,13) (2,94) (3,15) (3,92) (4,37) (4,70) (5,41) (5,66) (7,49) (7,58) (8,50) (8,57) (9,20) (9,87) (12,36) (12,71) (13,25) (13,82) (19,42) (19,65) (20,38) (20,69) (22,10) (22,97) (24,51) (24,56) (25,42) (25,65) (27,15) (27,92) (29,46) (29,61) (30,22) (30,85) (31,40) (31,67) (32,21) (32,86) (33,3) (33,104) (37,0) (38,46) (38,61) (40,46) (40,61) (41,36) (41,71) (43,20) (43,87) (45,1) (45,106) (47,19) (47,88) (48,31) (48,76) (49,43) (49,64) (50,28) (50,79) (51,33) (51,74) (54,36) (54,71) (55,20) (55,87) (56,35) (56,72) (58,12) (58,95) (59,47) (59,60) (60,53) (60,54) (63,42) (63,65) (68,23) (68,84) (71,28) (71,79) (72,1) (72,106) (77,15) (77,92) (80,22) (80,85) (83,26) (83,81) (84,4) (84,103) (86,0) (87,11) (87,96) (89,3) (89,104) (91,0) (92,3) (92,104) (93,28) (93,79) (96,32) (96,75) (97,1) (97,106) (103,14) (103,93) (104,22) (104,85) (106,7) (106,100)
26	y2 = x3 + 36x + 56	111	(0,22) (0,85) (2,52) (2,55) (5,19) (5,88) (7,3) (7,104) (8,0) (9,50) (9,57) (10,5) (10,102) (12,41) (12,66) (15,36) (15,71) (18,3) (18,104) (22,49) (22,58) (24,37) (24,70) (26,48) (26,59) (28,15) (28,92) (29,39) (29,68) (30,40) (30,67) (31,19) (31,88) (32,48) (32,59) (33,42) (33,65) (35,0) (37,50) (37,57) (38,11) (38,96) (39,18) (39,89) (40,36) (40,71) (41,49) (41,58) (44,49) (44,58) (47,47) (47,60) (49,48) (49,59) (50,32) (50,75) (51,30) (51,77) (52,36) (52,71) (54,26) (54,81) (55,10) (55,97) (59,34) (59,73) (61,50) (61,57) (64,0) (65,31) (65,76) (67,10) (67,97) (71,19) (71,88) (73,9) (73,98) (77,44) (77,63) (78,14) (78,93) (79,23) (79,84) (80,42) (80,65) (82,3) (82,104) (83,53) (83,54) (87,18) (87,89) (88,18) (88,89) (91,29) (91,78) (92,10) (92,97) (95,6) (95,101) (96,24) (96,83) (97,27) (97,80) (101,42) (101,65) (103,13) (103,94) (105,46) (105,61) (106,33) (106,74)
27	y2 = x3 + 27x + 57	111	(0,48) (0,59) (1,37) (1,70) (2,36) (2,71) (8,6) (8,101) (12,41) (12,66) (13,12) (13,95) (14,41) (14,66) (15,29) (15,78) (17,20) (17,87) (18,13) (18,94) (20,12) (20,95) (21,24) (21,83) (22,8) (22,99) (28,9) (28,98) (30,49) (30,58) (31,46) (31,61) (34,49) (34,58) (38,23) (38,84) (39,9) (39,98) (40,9) (40,98) (41,0) (43,49) (43,58) (45,22) (45,85) (47,17) (47,90) (48,39) (48,68) (50,19) (50,88) (51,11) (51,96) (53,43) (53,64) (55,26) (55,81) (56,10) (56,97) (58,47) (58,60) (60,50) (60,57) (63,26) (63,81) (65,22) (65,85) (67,51) (67,56) (68,51) (68,56) (69,21) (69,86) (70,34) (70,73) (71,30) (71,77) (72,0) (74,12) (74,95) (75,39) (75,68) (78,43) (78,64) (79,51) (79,56) (81,41) (81,66) (83,43) (83,64) (89,42) (89,65) (90,28) (90,79) (91,39) (91,68) (96,26) (96,81) (98,35) (98,72) (101,0) (102,15) (102,92) (103,45) (103,62) (104,22) (104,85) (105,40) (105,67) (106,52) (106,55)
28	y2 = x3 + 11x + 19	111	(0,33) (0,74) (2,7) (2,100) (3,20) (3,87) (5,29) (5,78) (6,27) (6,80) (7,15) (7,92) (16,15) (16,92) (17,25) (17,82) (18,48) (18,59) (19,5) (19,102) (20,0) (22,40) (22,67) (23,53) (23,54) (24,25) (24,82) (25,46) (25,61) (26,36) (26,71) (28,39) (28,68) (29,44) (29,63) (30,8) (30,99) (32,41) (32,66) (34,0) (37,19) (37,88) (39,32) (39,75) (44,27) (44,80) (45,49) (45,58) (47,26) (47,81) (49,20) (49,87) (51,4) (51,103) (53,0) (55,20) (55,87) (57,27) (57,80) (60,2) (60,105) (64,17) (64,90) (65,35) (65,72) (66,25) (66,82) (67,10) (67,97) (69,35) (69,72) (70,31) (70,76) (71,49) (71,58) (74,45) (74,62) (75,47) (75,60) (76,32) (76,75) (77,9) (77,98) (80,35) (80,72) (82,13) (82,94) (84,15) (84,92) (88,21) (88,86) (91,53) (91,54) (92,44) (92,63) (93,44) (93,63) (94,51) (94,56) (95,37) (95,70) (97,34) (97,73) (98,49) (98,58) (99,32) (99,75) (100,53) (100,54) (102,38) (102,69)
29	y2 = x3 + 48x + 40	111	(0,19) (0,88) (1,14) (1,93) (2,12) (2,95) (6,3) (6,104) (13,20) (13,87) (15,47) (15,60) (16,14) (16,93) (18,40) (18,67) (19,0) (20,36) (20,71) (21,12) (21,95) (22,9) (22,98) (24,6) (24,101) (27,49) (27,58) (28,44) (28,63) (29,26) (29,81) (31,17) (31,90) (33,2) (33,105) (34,40) (34,67) (35,46) (35,61) (37,50) (37,57) (39,53) (39,54) (40,35) (40,72) (50,18) (50,89) (51,31) (51,76) (52,37) (52,70) (53,22) (53,85) (55,40) (55,67) (59,52) (59,55) (60,31) (60,76) (63,22) (63,85) (64,18) (64,89) (65,21) (65,86) (66,29) (66,78) (68,38) (68,69) (70,24) (70,83) (73,37) (73,70) (74,41) (74,66) (75,46) (75,61) (77,13) (77,94) (80,51) (80,56) (81,35) (81,72) (82,11) (82,96) (83,30) (83,77) (84,12) (84,95) (89,37) (89,70) (90,14) (90,93) (92,15) (92,92) (93,35) (93,72) (94,1) (94,106) (95,25) (95,82) (96,0) (98,22) (98,85) (99,0) (100,18) (100,89) (103,31) (103,76) (104,46) (104,61)
30	y2 = x3 + 10x + 92	111	(0,29) (0,78) (2,21) (2,86) (3,16) (3,91) (4,14) (4,93) (5,38) (5,69) (6,49) (6,58) (8,16) (8,91) (11,28) (11,79) (12,11) (12,96) (14,27) (14,80) (15,34) (15,73) (17,50) (17,57) (19,20) (19,87) (20,38) (20,69) (21,19) (21,88) (27,6) (27,101) (30,0) (31,33) (31,74) (32,44) (32,63) (33,34) (33,73) (34,50) (34,57) (35,14) (35,93) (37,41) (37,66) (38,5) (38,102) (41,27) (41,80) (43,10) (43,97) (44,3) (44,104) (45,17) (45,90) (46,25) (46,82) (50,9) (50,98) (52,27) (52,80) (54,48) (54,59) (56,50) (56,57) (58,9) (58,98) (59,34) (59,73) (65,22) (65,85) (68,14) (68,93) (69,42) (69,65) (70,1) (70,106) (71,7) (71,100) (78,39) (78,68) (79,3) (79,104) (80,24) (80,83) (82,38) (82,69) (84,0) (86,12) (86,95) (88,31) (88,76) (91,3) (91,104) (94,36) (94,71) (96,16) (96,91) (97,13) (97,94) (99,28) (99,79) (100,0) (101,43) (101,64) (104,28) (104,79) (105,8) (105,99) (106,9) (106,98)
31	y2 = x3 + 25x + 76	111	(0,41) (0,66) (1,40) (1,67) (2,53) (2,54) (6,11) (6,96) (8,50) (8,57) (10,16) (10,91) (13,43) (13,64) (15,9) (15,98) (17,8) (17,99) (19,53) (19,54) (20,4) (20,103) (22,50) (22,57) (23,37) (23,70) (25,13) (25,94) (28,30) (28,77) (31,19) (31,88) (33,43) (33,64) (34,31) (34,76) (38,30) (38,77) (41,30) (41,77) (42,10) (42,97) (43,27) (43,80) (44,15) (44,92) (45,29) (45,78) (47,0) (48,38) (48,69) (52,40) (52,67) (54,40) (54,67) (57,34) (57,73) (58,20) (58,87) (59,45) (59,62) (61,43) (61,64) (63,26) (63,81) (65,42) (65,65) (66,1) (66,106) (67,5) (67,102) (68,39) (68,68) (69,1) (69,106) (72,14) (72,93) (73,49) (73,58) (77,50) (77,57) (78,0) (79,1) (79,106) (80,35) (80,72) (81,19) (81,88) (82,25) (82,82) (86,53) (86,54) (87,52) (87,55) (89,0) (93,37) (93,70) (95,9) (95,98) (96,17) (96,90) (97,18) (97,89) (98,37) (98,70) (102,19) (102,88) (103,33) (103,74) (104,9) (104,98)
32	y2 = x3 + 85x + 1	111	(0,1) (0,106) (1,27) (1,80) (3,47) (3,60) (5,4) (5,103) (6,37) (6,70) (7,46) (7,61) (8,4) (8,103) (14,46) (14,61) (16,0) (18,27) (18,80) (22,0) (24,52) (24,55) (26,45) (26,62) (27,30) (27,77) (28,30) (28,77) (29,31) (29,76) (30,33) (30,74) (33,3) (33,104) (34,12) (34,95) (36,47) (36,60) (37,37) (37,70) (39,19) (39,88) (41,17) (41,90) (45,16) (45,91) (46,5) (46,102) (48,41) (48,66) (49,7) (49,100) (50,40) (50,67) (51,53) (51,54) (52,30) (52,77) (53,42) (53,65) (54,48) (54,59) (59,51) (59,56) (60,50) (60,57) (63,23) (63,84) (64,37) (64,70) (65,5) (65,102) (66,26) (66,81) (67,15) (67,92) (68,47) (68,60) (69,0) (71,19) (71,88) (74,10) (74,97) (75,12) (75,95) (77,25) (77,82) (78,2) (78,105) (81,44) (81,63) (82,21) (82,86) (84,18) (84,89) (86,46) (86,61) (88,27) (88,80) (94,4) (94,103) (95,28) (95,79) (96,14) (96,93) (103,5) (103,102) (104,19) (104,88) (105,12) (105,95)
33	y2 = x3 + 56x + 42	111	(0,16) (0,91) (1,45) (1,62) (3,39) (3,68) (4,3) (4,104) (5,33) (5,74) (8,50) (8,57) (14,50) (14,57) (18,26) (18,81) (19,49) (19,58) (21,10) (21,97) (24,4) (24,103) (31,2) (31,105) (32,24) (32,83) (33,22) (33,85) (35,30) (35,77) (36,52) (36,55) (37,4) (37,103) (38,15) (38,92) (40,7) (40,100) (43,40) (43,67) (44,48) (44,59) (45,13) (45,94) (46,4) (46,103) (48,3) (48,104) (51,27) (51,80) (52,17) (52,90) (54,43) (54,64) (55,3) (55,104) (57,0) (59,17) (59,90) (60,42) (60,65) (63,53) (63,54) (64,14) (64,93) (65,0) (66,27) (66,80) (67,28) (67,79) (68,8) (68,99) (72,19) (72,88) (73,52) (73,55) (78,43) (78,64) (79,13) (79,94) (80,51) (80,56) (81,22) (81,85) (82,43) (82,64) (84,47) (84,60) (85,50) (85,57) (88,12) (88,95) (90,13) (90,94) (91,20) (91,87) (92,0) (97,27) (97,80) (100,22) (100,85) (101,5) (101,102) (103,17) (103,90) (104,32) (104,75) (105,52) (105,55) (106,29) (106,78)
34	y2 = x3 + 90x + 23	111	(0,39) (0,68) (4,33) (4,74) (6,43) (6,64) (7,51) (7,56) (9,8) (9,99) (12,7) (12,100) (15,19) (15,88) (16,40) (16,67) (18,29) (18,78) (20,34) (20,73) (22,5) (22,102) (23,52) (23,55) (24,8) (24,99) (25,52) (25,55) (26,12) (26,95) (28,45) (28,62) (31,41) (31,66) (32,19) (32,88) (33,14) (33,93) (36,48) (36,59) (38,0) (42,40) (42,67) (43,49) (43,58) (44,6) (44,101) (45,17) (45,90) (49,40) (49,67) (50,38) (50,69) (51,25) (51,82) (55,24) (55,83) (57,10) (57,97) (59,52) (59,55) (60,19) (60,88) (61,25) (61,82) (63,44) (63,63) (67,49) (67,58) (68,18) (68,89) (70,17) (70,90) (74,8) (74,99) (77,47) (77,60) (81,3) (81,104) (83,14) (83,93) (86,0) (88,11) (88,96) (89,32) (89,75) (90,0) (93,37) (93,70) (96,22) (96,85) (97,7) (97,100) (98,14) (98,93) (99,17) (99,90) (100,21) (100,86) (101,4) (101,103) (102,25) (102,82) (103,53) (103,54) (104,49) (104,58) (105,7) (105,100) (106,50) (106,57)
35	y2 = x3 + 105x + 83	111	(0,46) (0,61) (2,27) (2,80) (8,30) (8,77) (10,10) (10,97) (11,1) (11,106) (12,17) (12,90) (15,2) (15,105) (16,9) (16,98) (17,19) (17,88) (18,23) (18,84) (19,22) (19,85) (21,10) (21,97) (24,22) (24,85) (25,6) (25,101) (28,30) (28,77) (41,11) (41,96) (43,18) (43,89) (45,32) (45,75) (46,8) (46,99) (48,35) (48,72) (49,24) (49,83) (54,16) (54,91) (56,0) (57,42) (57,65) (59,15) (59,92) (60,12) (60,95) (61,40) (61,67) (62,31) (62,76) (63,42) (63,65) (64,22) (64,85) (65,4) (65,103) (67,16) (67,91) (68,21) (68,86) (71,30) (71,77) (73,3) (73,104) (74,48) (74,59) (75,11) (75,96) (76,10) (76,97) (77,0) (78,24) (78,83) (80,28) (80,79) (81,0) (82,39) (82,68) (83,18) (83,89) (84,38) (84,69) (87,24) (87,83) (88,18) (88,89) (90,33) (90,74) (91,37) (91,70) (93,16) (93,91) (94,42) (94,65) (98,11) (98,96) (100,17) (100,90) (102,17) (102,90) (103,53) (103,54) (104,13) (104,94) (105,20) (105,87)
36	y2 = x3 + 75x + 69	111	(0,47) (0,60) (2,21) (2,86) (3,0) (5,26) (5,81) (7,9) (7,98) (8,2) (8,105) (10,0) (11,37) (11,70) (14,15) (14,92) (15,17) (15,90) (22,13) (22,94) (26,11) (26,96) (27,22) (27,85) (30,1) (30,106) (31,37) (31,70) (32,26) (32,81) (34,34) (34,73) (38,15) (38,92) (39,50) (39,57) (40,27) (40,80) (42,38) (42,69) (43,25) (43,82) (44,8) (44,99) (46,32) (46,75) (48,29) (48,78) (51,21) (51,86) (54,21) (54,86) (55,15) (55,92) (57,19) (57,88) (58,46) (58,61) (60,16) (60,91) (64,35) (64,72) (65,37) (65,70) (68,45) (68,62) (70,26) (70,81) (71,19) (71,88) (72,30) (72,77) (73,42) (73,65) (76,38) (76,69) (77,43) (77,64) (78,24) (78,83) (79,29) (79,78) (82,44) (82,63) (84,27) (84,80) (85,41) (85,66) (86,19) (86,88) (87,29) (87,78) (89,22) (89,85) (90,27) (90,80) (91,4) (91,103) (94,0) (95,3) (95,104) (96,38) (96,69) (98,22) (98,85) (99,53) (99,54) (100,48) (100,59) (106,10) (106,97)
37	y2 = x3 + 40x + 13	111	(0,21) (0,86) (2,23) (2,84) (3,38) (3,69) (4,39) (4,68) (6,24) (6,83) (7,23) (7,84) (12,9) (12,98) (14,0) (15,52) (15,55) (16,24) (16,83) (17,16) (17,91) (19,28) (19,79) (20,50) (20,57) (21,22) (21,85) (22,29) (22,78) (25,38) (25,69) (26,15) (26,92) (31,11) (31,96) (32,28) (32,79) (33,26) (33,81) (37,12) (37,95) (38,4) (38,103) (39,3) (39,104) (41,32) (41,75) (42,5) (42,102) (43,53) (43,54) (45,13) (45,94) (46,0) (47,0) (50,2) (50,105) (53,51) (53,56) (54,10) (54,97) (56,28) (56,79) (58,43) (58,64) (65,1) (65,106) (67,2) (67,105) (69,44) (69,63) (72,6) (72,101) (73,3) (73,104) (74,45) (74,62) (76,36) (76,71) (77,32) (77,75) (78,12) (78,95) (79,38) (79,69) (83,40) (83,67) (84,27) (84,80) (85,24) (85,83) (91,29) (91,78) (95,42) (95,65) (96,32) (96,75) (97,2) (97,105) (98,23) (98,84) (99,12) (99,95) (101,29) (101,78) (102,3) (102,104) (103,18) (103,89) (106,20) (106,87)
38	y2 = x3 + 79x + 49	111	(0,7) (0,100) (2,1) (2,106) (3,45) (3,62) (4,1) (4,106) (5,26) (5,81) (7,14) (7,93) (8,4) (8,103) (14,49) (14,58) (17,45) (17,62) (18,53) (18,54) (22,39) (22,68) (23,4) (23,103) (24,19) (24,88) (25,23) (25,84) (27,12) (27,95) (29,34) (29,73) (30,23) (30,84) (32,28) (32,79) (35,0) (38,6) (38,101) (40,21) (40,86) (45,26) (45,81) (46,15) (46,92) (50,8) (50,99) (51,25) (51,82) (52,23) (52,84) (54,40) (54,67) (57,26) (57,81) (58,9) (58,98) (59,35) (59,72) (60,35) (60,72) (61,27) (61,80) (62,8) (62,99) (63,29) (63,78) (65,2) (65,105) (67,37) (67,70) (68,43) (68,64) (69,13) (69,94) (71,25) (71,82) (73,18) (73,89) (74,5) (74,102) (76,4) (76,103) (78,36) (78,71) (80,32) (80,75) (81,0) (85,17) (85,90) (87,45) (87,62) (88,28) (88,79) (91,50) (91,57) (92,25) (92,82) (94,28) (94,79) (95,35) (95,72) (98,0) (100,3) (100,104) (101,1) (101,106) (102,8) (102,99) (106,41) (106,66)
39	y2 = x3 + 19x + 99	111	(0,45) (0,62) (1,36) (1,71) (3,41) (3,66) (4,5) (4,102) (5,31) (5,76) (6,1) (6,106) (7,19) (7,88) (8,11) (8,96) (9,6) (9,101) (11,26) (11,81) (15,11) (15,96) (17,29) (17,78) (22,12) (22,95) (24,24) (24,83) (25,16) (25,91) (26,34) (26,73) (29,1) (29,106) (33,47) (33,60) (35,25) (35,82) (38,38) (38,69) (39,5) (39,102) (41,28) (41,79) (42,37) (42,70) (46,46) (46,61) (47,13) (47,94) (49,4) (49,103) (50,18) (50,89) (51,41) (51,66) (52,53) (52,54) (53,41) (53,66) (55,8) (55,99) (58,17) (58,90) (59,14) (59,93) (60,52) (60,55) (63,0) (64,5) (64,102) (66,22) (66,85) (71,38) (71,69) (72,1) (72,106) (75,0) (76,0) (78,25) (78,82) (79,37) (79,70) (80,33) (80,74) (82,7) (82,100) (84,11) (84,96) (86,47) (86,60) (88,35) (88,72) (91,34) (91,73) (93,37) (93,70) (94,3) (94,104) (95,47) (95,60) (96,48) (96,59) (97,34) (97,73) (101,25) (101,82) (105,38) (105,69) (106,20) (106,87)
40	y2 = x3 + 4x + 10	111	(0,44) (0,63) (3,7) (3,100) (4,25) (4,82) (5,35) (5,72) (6,6) (6,101) (8,33) (8,74) (10,27) (10,80) (11,23) (11,84) (13,36) (13,71) (17,47) (17,60) (18,52) (18,55) (26,28) (26,79) (29,36) (29,71) (32,48) (32,59) (35,15) (35,92) (38,6) (38,101) (39,10) (39,97) (43,9) (43,98) (45,30) (45,77) (46,38) (46,69) (48,7) (48,100) (49,35) (49,72) (52,11) (52,96) (53,35) (53,72) (54,20) (54,87) (56,7) (56,100) (57,0) (58,20) (58,87) (60,18) (60,89) (62,46) (62,61) (63,6) (63,101) (65,36) (65,71) (66,49) (66,58) (68,53) (68,54) (70,26) (70,81) (71,41) (71,66) (72,3) (72,104) (73,38) (73,69) (74,0) (80,11) (80,96) (81,29) (81,78) (82,11) (82,96) (83,0) (84,22) (84,85) (85,9) (85,98) (86,9) (86,98) (87,13) (87,94) (88,43) (88,64) (91,39) (91,68) (93,45) (93,62) (95,38) (95,69) (97,19) (97,88) (98,23) (98,84) (99,1) (99,106) (102,20) (102,87) (103,12) (103,95) (105,23) (105,84)
41	y2 = x3 + 57x + 4	111	(0,2) (0,105) (1,13) (1,94) (2,33) (2,74) (6,53) (6,54) (8,3) (8,104) (9,47) (9,60) (10,41) (10,66) (11,6) (11,101) (12,13) (12,94) (13,38) (13,69) (15,32) (15,75) (16,25) (16,82) (17,1) (17,106) (18,11) (18,96) (20,7) (20,100) (21,46) (21,61) (22,52) (22,55) (23,0) (25,24) (25,83) (26,4) (26,103) (27,19) (27,88) (28,36) (28,71) (32,28) (32,79) (35,24) (35,83) (36,53) (36,54) (38,15) (38,92) (41,0) (43,0) (45,47) (45,60) (47,24) (47,83) (48,33) (48,74) (51,10) (51,97) (52,14) (52,93) (53,47) (53,60) (57,33) (57,74) (58,30) (58,77) (63,42) (63,65) (65,53) (65,54) (67,8) (67,99) (70,10) (70,97) (73,8) (73,99) (74,8) (74,99) (76,15) (76,92) (80,17) (80,90) (81,45) (81,62) (85,34) (85,73) (88,27) (88,80) (89,23) (89,84) (91,5) (91,102) (93,10) (93,97) (94,13) (94,94) (95,38) (95,69) (96,20) (96,87) (97,50) (97,57) (100,15) (100,92) (103,51) (103,56) (106,38) (106,69)
42	y2 = x3 + 92x + 89	111	(0,14) (0,93) (1,17) (1,90) (6,1) (6,106) (8,38) (8,69) (9,24) (9,83) (10,46) (10,61) (15,52) (15,55) (17,50) (17,57) (18,27) (18,80) (19,52) (19,55) (20,37) (20,70) (21,49) (21,58) (23,26) (23,81) (26,35) (26,72) (27,0) (29,17) (29,90) (34,16) (34,91) (37,2) (37,105) (38,28) (38,79) (43,29) (43,78) (44,46) (44,61) (49,42) (49,65) (51,30) (51,77) (53,46) (53,61) (55,18) (55,89) (56,53) (56,54) (58,33) (58,74) (60,36) (60,71) (61,8) (61,99) (64,34) (64,73) (65,51) (65,56) (66,7) (66,100) (67,51) (67,56) (69,6) (69,101) (71,25) (71,82) (72,2) (72,105) (73,52) (73,55) (74,8) (74,99) (76,9) (76,98) (77,17) (77,90) (79,8) (79,99) (81,39) (81,68) (82,51) (82,56) (83,0) (84,12) (84,95) (88,16) (88,91) (91,37) (91,70) (92,16) (92,91) (93,4) (93,103) (94,21) (94,86) (95,50) (95,57) (96,10) (96,97) (98,43) (98,64) (102,50) (102,57) (103,37) (103,70) (104,0) (105,2) (105,105)
43	y2 = x3 + 12x + 102	111	(0,40) (0,67) (2,53) (2,54) (4,0) (6,47) (6,60) (7,23) (7,84) (9,46) (9,61) (12,35) (12,72) (13,23) (13,84) (15,33) (15,74) (16,18) (16,89) (17,46) (17,61) (21,29) (21,78) (22,10) (22,97) (24,25) (24,82) (26,11) (26,96) (27,10) (27,97) (28,53) (28,54) (34,44) (34,63) (35,13) (35,94) (36,18) (36,89) (37,38) (37,69) (38,2) (38,105) (39,41) (39,66) (40,32) (40,75) (43,14) (43,93) (44,0) (46,37) (46,70) (47,48) (47,59) (53,52) (53,55) (55,18) (55,89) (57,21) (57,86) (58,10) (58,97) (59,0) (60,19) (60,88) (61,36) (61,71) (62,52) (62,55) (65,14) (65,93) (66,5) (66,102) (67,6) (67,101) (70,30) (70,77) (72,28) (72,79) (73,27) (73,80) (74,16) (74,91) (75,21) (75,86) (77,53) (77,54) (81,46) (81,61) (82,21) (82,86) (87,23) (87,84) (90,11) (90,96) (93,20) (93,87) (95,7) (95,100) (96,43) (96,64) (97,42) (97,65) (98,11) (98,96) (99,52) (99,55) (104,50) (104,57) (106,14) (106,93)
44	y2 = x3 + 1x + 79	111	(0,20) (0,87) (1,9) (1,98) (2,14) (2,93) (4,19) (4,88) (5,40) (5,67) (6,27) (6,80) (7,1) (7,106) (8,8) (8,99) (10,33) (10,74) (11,43) (11,64) (12,0) (13,16) (13,91) (17,27) (17,80) (18,30) (18,77) (21,42) (21,65) (22,7) (22,100) (25,0) (27,23) (27,84) (29,23) (29,84) (31,35) (31,72) (32,43) (32,64) (34,24) (34,83) (36,36) (36,71) (39,42) (39,65) (45,37) (45,70) (47,42) (47,65) (48,9) (48,98) (51,23) (51,84) (52,26) (52,81) (56,48) (56,59) (58,9) (58,98) (63,39) (63,68) (64,43) (64,64) (65,10) (65,97) (66,5) (66,102) (67,5) (67,102) (70,0) (71,50) (71,57) (72,41) (72,66) (73,44) (73,63) (74,32) (74,75) (76,18) (76,89) (77,21) (77,86) (78,48) (78,59) (79,26) (79,81) (80,48) (80,59) (81,5) (81,102) (83,26) (83,81) (84,27) (84,80) (88,7) (88,100) (91,51) (91,56) (94,3) (94,104) (98,25) (98,82) (102,22) (102,85) (103,15) (103,92) (104,7) (104,100) (105,47) (105,60)
45	y2 = x3 + 35x + 48	111	(0,35) (0,72) (2,33) (2,74) (5,53) (5,54) (7,23) (7,84) (11,42) (11,65) (12,22) (12,85) (13,5) (13,102) (17,45) (17,62) (18,25) (18,82) (20,9) (20,98) (24,38) (24,69) (26,39) (26,68) (27,5) (27,102) (30,8) (30,99) (31,1) (31,106) (33,15) (33,92) (35,8) (35,99) (37,23) (37,84) (38,17) (38,90) (41,31) (41,76) (42,8) (42,99) (43,32) (43,75) (44,40) (44,67) (45,34) (45,73) (46,33) (46,74) (47,11) (47,96) (49,0) (50,18) (50,89) (51,29) (51,78) (54,20) (54,87) (55,12) (55,95) (56,2) (56,105) (59,33) (59,74) (62,44) (62,63) (63,23) (63,84) (64,28) (64,79) (67,5) (67,102) (68,51) (68,56) (70,40) (70,67) (73,0) (74,37) (74,70) (75,20) (75,87) (78,18) (78,89) (79,11) (79,96) (84,39) (84,68) (85,20) (85,87) (86,18) (86,89) (88,11) (88,96) (91,10) (91,97) (92,0) (95,19) (95,88) (96,30) (96,77) (97,14) (97,93) (100,40) (100,67) (102,47) (102,60) (104,39) (104,68) (106,36) (106,71)
46	y2 = x3 + 99x + 85	111	(0,37) (0,70) (4,44) (4,63) (6,50) (6,57) (8,31) (8,76) (9,10) (9,97) (10,16) (10,91) (11,30) (11,77) (14,16) (14,91) (15,39) (15,68) (17,49) (17,58) (18,40) (18,67) (21,46) (21,61) (25,40) (25,67) (26,36) (26,71) (28,29) (28,78) (32,47) (32,60) (34,13) (34,94) (38,46) (38,61) (40,10) (40,97) (46,2) (46,105) (48,46) (48,61) (50,43) (50,64) (51,41) (51,66) (52,0) (54,24) (54,83) (57,51) (57,56) (58,10) (58,97) (59,27) (59,80) (60,0) (62,22) (62,85) (64,40) (64,67) (65,22) (65,85) (66,20) (66,87) (68,28) (68,79) (69,27) (69,80) (71,35) (71,72) (72,41) (72,66) (73,1) (73,106) (75,23) (75,84) (77,17) (77,90) (78,18) (78,89) (80,29) (80,78) (83,16) (83,91) (84,34) (84,73) (85,45) (85,62) (86,27) (86,80) (87,22) (87,85) (88,36) (88,71) (90,4) (90,103) (91,41) (91,66) (92,19) (92,88) (94,5) (94,102) (96,33) (96,74) (100,36) (100,71) (102,0) (103,38) (103,69) (106,29) (106,78)
47	y2 = x3 + 14x + 75	111	(0,17) (0,90) (1,25) (1,82) (2,2) (2,105) (3,12) (3,95) (5,22) (5,85) (8,48) (8,59) (11,13) (11,94) (13,10) (13,97) (14,33) (14,74) (17,25) (17,82) (20,3) (20,104) (21,0) (22,44) (22,63) (24,2) (24,105) (25,0) (26,50) (26,57) (28,22) (28,85) (31,33) (31,74) (32,11) (32,96) (35,31) (35,76) (36,35) (36,72) (37,10) (37,97) (38,38) (38,69) (43,24) (43,83) (44,32) (44,75) (51,15) (51,92) (52,8) (52,99) (53,1) (53,106) (54,16) (54,91) (55,34) (55,73) (57,10) (57,97) (61,0) (62,33) (62,74) (63,14) (63,93) (65,37) (65,70) (66,39) (66,68) (67,6) (67,101) (68,39) (68,68) (71,40) (71,67) (73,45) (73,62) (74,22) (74,85) (75,52) (75,55) (77,49) (77,58) (80,39) (80,68) (81,2) (81,105) (83,50) (83,57) (84,31) (84,76) (85,51) (85,56) (87,26) (87,81) (88,36) (88,71) (89,25) (89,82) (91,28) (91,79) (95,31) (95,76) (98,41) (98,66) (100,13) (100,94) (103,13) (103,94) (105,50) (105,57)
48	y2 = x3 + 30x + 61	111	(0,32) (0,75) (1,29) (1,78) (6,52) (6,55) (7,20) (7,87) (8,8) (8,99) (11,44) (11,63) (12,3) (12,104) (15,26) (15,81) (16,6) (16,101) (17,53) (17,54) (18,21) (18,86) (19,0) (20,23) (20,84) (21,1) (21,106) (22,53) (22,54) (24,38) (24,69) (26,21) (26,86) (27,44) (27,63) (28,13) (28,94) (30,26) (30,81) (35,3) (35,104) (36,17) (36,90) (37,6) (37,101) (42,9) (42,98) (46,4) (46,103) (48,8) (48,99) (49,14) (49,93) (50,27) (50,80) (51,8) (51,99) (53,34) (53,73) (54,6) (54,101) (57,28) (57,79) (58,51) (58,56) (60,3) (60,104) (62,26) (62,81) (63,21) (63,86) (64,7) (64,100) (65,24) (65,83) (66,40) (66,67) (68,53) (68,54) (69,44) (69,63) (70,34) (70,73) (71,49) (71,58) (73,41) (73,66) (74,7) (74,100) (76,7) (76,100) (82,48) (82,59) (83,47) (83,60) (84,30) (84,77) (86,11) (86,96) (91,34) (91,73) (93,0) (94,16) (94,91) (98,5) (98,102) (102,0) (105,10) (105,97) (106,43) (106,64)
49	y2 = x3 + 3x + 14	111	(0,11) (0,96) (4,25) (4,82) (5,49) (5,58) (6,26) (6,81) (7,48) (7,59) (10,9) (10,98) (13,18) (13,89) (15,44) (15,63) (16,29) (16,78) (17,22) (17,85) (20,7) (20,100) (21,52) (21,55) (23,42) (23,65) (24,0) (25,29) (25,78) (26,21) (26,86) (27,25) (27,82) (30,51) (30,56) (32,52) (32,55) (34,30) (34,77) (35,27) (35,80) (36,33) (36,74) (40,24) (40,83) (43,16) (43,91) (45,18) (45,89) (46,15) (46,92) (47,9) (47,98) (49,18) (49,89) (50,9) (50,98) (54,52) (54,55) (55,13) (55,94) (58,5) (58,102) (59,39) (59,68) (62,5) (62,102) (66,29) (66,78) (70,17) (70,90) (71,3) (71,104) (72,35) (72,72) (74,12) (74,95) (76,25) (76,82) (77,40) (77,67) (78,24) (78,83) (84,46) (84,61) (85,0) (87,34) (87,73) (88,38) (88,69) (89,21) (89,86) (90,20) (90,87) (93,44) (93,63) (94,5) (94,102) (95,47) (95,60) (96,24) (96,83) (99,21) (99,86) (101,23) (101,84) (104,37) (104,70) (105,0) (106,44) (106,63)
50	y2 = x3 + 9x + 100	111	(0,10) (0,97) (1,18) (1,89) (2,33) (2,74) (3,49) (3,58) (5,22) (5,85) (6,7) (6,100) (8,16) (8,91) (10,21) (10,86) (12,44) (12,63) (14,9) (14,98) (15,20) (15,87) (17,43) (17,64) (18,40) (18,67) (20,24) (20,83) (21,53) (21,54) (23,13) (23,94) (24,4) (24,103) (26,24) (26,83) (28,35) (28,72) (29,51) (29,56) (30,37) (30,70) (33,32) (33,75) (34,21) (34,86) (35,13) (35,94) (36,0) (37,49) (37,58) (38,40) (38,67) (39,8) (39,99) (46,42) (46,65) (49,13) (49,94) (50,50) (50,57) (51,40) (51,67) (54,15) (54,92) (59,28) (59,79) (61,24) (61,83) (63,21) (63,86) (66,50) (66,57) (67,49) (67,58) (68,52) (68,55) (75,0) (80,41) (80,66) (81,42) (81,65) (82,34) (82,73) (85,32) (85,75) (87,42) (87,65) (88,5) (88,102) (91,51) (91,56) (92,11) (92,96) (93,36) (93,71) (94,51) (94,56) (95,46) (95,61) (96,32) (96,75) (98,50) (98,57) (101,30) (101,77) (102,12) (102,95) (103,0) (106,25) (106,82)
51	y2 = x3 + 101x + 12	111	(0,36) (0,71) (4,42) (4,65) (5,0) (6,37) (6,70) (7,45) (7,62) (8,35) (8,72) (11,10) (11,97) (15,27) (15,80) (16,38) (16,69) (19,4) (19,103) (20,9) (20,98) (21,42) (21,65) (22,16) (22,91) (23,48) (23,59) (25,20) (25,87) (28,17) (28,90) (31,37) (31,70) (33,21) (33,86) (34,48) (34,59) (36,11) (36,96) (38,34) (38,73) (39,51) (39,56) (40,0) (41,10) (41,97) (43,9) (43,98) (44,9) (44,98) (46,39) (46,68) (50,48) (50,59) (51,31) (51,76) (54,41) (54,66) (55,10) (55,97) (58,6) (58,101) (59,5) (59,102) (60,49) (60,58) (61,1) (61,106) (62,0) (70,37) (70,70) (71,44) (71,63) (72,19) (72,88) (74,15) (74,92) (77,7) (77,100) (78,34) (78,73) (79,22) (79,85) (81,51) (81,56) (82,42) (82,65) (85,14) (85,93) (86,20) (86,87) (90,4) (90,103) (92,30) (92,77) (93,53) (93,54) (94,51) (94,56) (97,28) (97,79) (98,34) (98,73) (99,46) (99,61) (103,20) (103,87) (104,18) (104,89) (105,4) (105,103)
52	y2 = x3 + 29x + 41	111	(0,24) (0,83) (2,0) (3,35) (3,72) (6,18) (6,89) (7,42) (7,65) (8,6) (8,101) (10,49) (10,58) (11,34) (11,73) (13,49) (13,58) (16,0) (20,32) (20,75) (22,29) (22,78) (23,28) (23,79) (24,3) (24,104) (28,11) (28,96) (29,33) (29,74) (34,45) (34,62) (35,32) (35,75) (36,33) (36,74) (37,34) (37,73) (39,6) (39,101) (42,33) (42,74) (43,44) (43,63) (45,39) (45,68) (46,48) (46,59) (51,10) (51,97) (52,32) (52,75) (53,21) (53,86) (54,47) (54,60) (56,14) (56,93) (58,13) (58,94) (59,34) (59,73) (60,6) (60,101) (61,5) (61,102) (63,12) (63,95) (66,4) (66,103) (67,30) (67,77) (73,25) (73,82) (74,13) (74,94) (80,36) (80,71) (82,13) (82,94) (84,49) (84,58) (88,11) (88,96) (89,0) (90,29) (90,78) (92,46) (92,61) (93,23) (93,84) (94,28) (94,79) (95,31) (95,76) (97,28) (97,79) (98,11) (98,96) (100,43) (100,64) (101,20) (101,87) (102,29) (102,78) (103,17) (103,90) (104,26) (104,81) (106,15) (106,92)
53	y2 = x3 + 102x + 36	111	(0,6) (0,101) (2,26) (2,81) (3,35) (3,72) (5,52) (5,55) (7,39) (7,68) (10,39) (10,68) (12,45) (12,62) (14,28) (14,79) (15,33) (15,74) (17,7) (17,100) (18,0) (24,30) (24,77) (26,24) (26,83) (27,18) (27,89) (30,52) (30,55) (31,51) (31,56) (32,3) (32,104) (37,0) (38,24) (38,83) (40,8) (40,99) (43,24) (43,83) (44,16) (44,91) (47,35) (47,72) (49,32) (49,75) (52,0) (53,5) (53,102) (54,49) (54,58) (57,35) (57,72) (58,15) (58,92) (59,1) (59,106) (61,34) (61,73) (62,34) (62,73) (63,43) (63,64) (66,11) (66,96) (68,46) (68,61) (71,31) (71,76) (72,52) (72,55) (73,8) (73,99) (76,50) (76,57) (78,9) (78,98) (79,42) (79,65) (80,47) (80,60) (84,17) (84,90) (88,21) (88,86) (90,39) (90,68) (91,34) (91,73) (92,38) (92,69) (93,12) (93,95) (94,30) (94,77) (96,30) (96,77) (97,7) (97,100) (98,23) (98,84) (99,45) (99,62) (100,7) (100,100) (101,8) (101,99) (103,45) (103,62) (106,19) (106,88)