class leader: y² = x³ + 101x + 1

Sr no.	class members	# points	points
1	y2 = x3 + 101x + 1	111	(0,1) (0,108) (2,50) (2,59) (3,2) (3,107) (6,13) (6,96) (9,2) (9,107) (10,7) (10,102) (11,46) (11,63) (16,46) (16,63) (18,28) (18,81) (20,50) (20,59) (22,3) (22,106) (26,16) (26,93) (27,34) (27,75) (28,16) (28,93) (31,21) (31,88) (32,24) (32,85) (33,24) (33,85) (37,0) (40,5) (40,104) (44,24) (44,85) (45,29) (45,80) (47,15) (47,94) (49,44) (49,65) (51,38) (51,71) (53,43) (53,66) (54,20) (54,89) (55,16) (55,93) (58,53) (58,56) (59,36) (59,73) (60,30) (60,79) (62,39) (62,70) (63,32) (63,77) (65,25) (65,84) (66,9) (66,100) (68,29) (68,80) (74,5) (74,104) (75,10) (75,99) (76,25) (76,84) (77,25) (77,84) (78,18) (78,91) (81,20) (81,89) (82,46) (82,63) (83,20) (83,89) (87,50) (87,59) (88,8) (88,101) (89,3) (89,106) (92,42) (92,67) (93,34) (93,75) (94,4) (94,105) (95,51) (95,58) (96,52) (96,57) (97,2) (97,107) (98,34) (98,75) (104,5) (104,104) (105,29) (105,80) (107,3) (107,106)
2	y2 = x3 + 54x + 46	111	(0,41) (0,68) (4,33) (4,76) (5,21) (5,88) (7,2) (7,107) (8,3) (8,106) (10,13) (10,96) (11,3) (11,106) (15,31) (15,78) (17,10) (17,99) (19,44) (19,65) (22,1) (22,108) (23,22) (23,87) (24,48) (24,61) (26,13) (26,96) (28,27) (28,82) (30,33) (30,76) (34,23) (34,86) (35,11) (35,98) (39,39) (39,70) (40,32) (40,77) (41,2) (41,107) (42,50) (42,59) (43,4) (43,105) (46,26) (46,83) (48,52) (48,57) (49,21) (49,88) (51,20) (51,89) (54,14) (54,95) (55,21) (55,88) (56,12) (56,97) (57,40) (57,69) (59,51) (59,58) (60,14) (60,95) (61,2) (61,107) (68,52) (68,57) (69,7) (69,102) (70,36) (70,73) (71,42) (71,67) (73,13) (73,96) (74,25) (74,84) (75,33) (75,76) (78,54) (78,55) (79,23) (79,86) (84,27) (84,82) (90,3) (90,106) (91,0) (93,10) (93,99) (94,49) (94,60) (95,19) (95,90) (98,44) (98,65) (101,44) (101,65) (102,52) (102,57) (104,14) (104,95) (105,23) (105,86) (106,27) (106,82) (108,10) (108,99)
3	y2 = x3 + 47x + 16	111	(0,4) (0,105) (1,8) (1,101) (2,3) (2,106) (3,27) (3,82) (5,7) (5,102) (6,29) (6,80) (7,19) (7,90) (9,29) (9,80) (15,45) (15,64) (17,13) (17,96) (18,46) (18,63) (19,47) (19,62) (22,12) (22,97) (23,27) (23,82) (24,12) (24,97) (26,34) (26,75) (34,32) (34,77) (35,8) (35,101) (37,52) (37,57) (40,13) (40,96) (42,43) (42,66) (43,11) (43,98) (45,37) (45,72) (46,18) (46,91) (47,10) (47,99) (48,7) (48,102) (52,13) (52,96) (55,35) (55,74) (56,7) (56,102) (57,9) (57,100) (59,14) (59,95) (60,20) (60,89) (63,12) (63,97) (64,25) (64,84) (65,20) (65,89) (66,42) (66,67) (67,6) (67,103) (69,9) (69,100) (71,16) (71,93) (73,8) (73,101) (80,36) (80,73) (81,40) (81,69) (83,27) (83,82) (85,18) (85,91) (86,34) (86,75) (87,18) (87,91) (90,49) (90,60) (92,9) (92,100) (93,20) (93,89) (94,29) (94,80) (95,50) (95,59) (98,28) (98,81) (100,45) (100,64) (101,0) (103,45) (103,64) (106,34) (106,75)
4	y2 = x3 + 17x + 45	111	(0,46) (0,63) (1,45) (1,64) (2,14) (2,95) (6,6) (6,103) (7,17) (7,92) (10,4) (10,105) (12,48) (12,61) (14,53) (14,56) (15,29) (15,80) (17,48) (17,61) (21,17) (21,92) (26,29) (26,80) (27,26) (27,83) (29,27) (29,82) (30,14) (30,95) (31,37) (31,72) (32,49) (32,60) (33,30) (33,79) (36,15) (36,94) (37,36) (37,73) (38,54) (38,55) (40,52) (40,57) (41,11) (41,98) (42,20) (42,89) (45,22) (45,87) (46,45) (46,64) (47,38) (47,71) (50,0) (51,16) (51,93) (57,12) (57,97) (60,41) (60,68) (61,12) (61,97) (62,45) (62,64) (63,38) (63,71) (65,21) (65,88) (66,24) (66,85) (68,29) (68,80) (72,50) (72,59) (73,44) (73,65) (74,34) (74,75) (77,14) (77,95) (78,47) (78,62) (79,49) (79,60) (80,48) (80,61) (81,17) (81,92) (83,11) (83,98) (86,26) (86,83) (92,27) (92,82) (94,11) (94,98) (96,5) (96,104) (97,27) (97,82) (99,40) (99,69) (100,12) (100,97) (105,26) (105,83) (107,49) (107,60) (108,38) (108,71)
5	y2 = x3 + 98x + 66	111	(0,34) (0,75) (3,13) (3,96) (5,38) (5,71) (7,21) (7,88) (10,53) (10,56) (12,38) (12,71) (13,7) (13,102) (17,43) (17,66) (21,7) (21,102) (24,1) (24,108) (26,5) (26,104) (30,24) (30,85) (32,0) (33,18) (33,91) (34,44) (34,65) (35,41) (35,68) (36,1) (36,108) (37,45) (37,64) (38,42) (38,67) (41,53) (41,56) (43,27) (43,82) (44,20) (44,89) (46,39) (46,70) (49,1) (49,108) (50,16) (50,93) (51,22) (51,87) (56,11) (56,98) (58,53) (58,56) (59,51) (59,58) (60,26) (60,83) (63,30) (63,79) (64,48) (64,61) (67,48) (67,61) (68,22) (68,87) (70,6) (70,103) (71,49) (71,60) (73,26) (73,83) (75,7) (75,102) (76,35) (76,74) (78,41) (78,68) (81,2) (81,107) (82,54) (82,55) (85,26) (85,83) (87,48) (87,61) (88,44) (88,65) (89,5) (89,104) (91,10) (91,99) (92,38) (92,71) (96,44) (96,65) (97,43) (97,66) (99,22) (99,87) (101,29) (101,80) (103,5) (103,104) (104,43) (104,66) (105,41) (105,68) (107,25) (107,84)
6	y2 = x3 + 37x + 82	111	(0,54) (0,55) (6,53) (6,56) (10,12) (10,97) (12,40) (12,69) (13,12) (13,97) (14,40) (14,69) (15,52) (15,57) (16,44) (16,65) (20,50) (20,59) (23,42) (23,67) (25,8) (25,101) (28,17) (28,92) (29,16) (29,93) (31,8) (31,101) (32,35) (32,74) (33,17) (33,92) (36,1) (36,108) (38,15) (38,94) (39,26) (39,83) (41,18) (41,91) (42,29) (42,80) (43,53) (43,56) (44,28) (44,81) (45,2) (45,107) (48,17) (48,92) (49,25) (49,84) (51,21) (51,88) (53,8) (53,101) (55,14) (55,95) (56,10) (56,99) (59,33) (59,76) (60,53) (60,56) (61,23) (61,86) (63,4) (63,105) (65,19) (65,90) (66,25) (66,84) (71,22) (71,87) (76,23) (76,86) (77,47) (77,62) (78,10) (78,99) (79,51) (79,58) (81,23) (81,86) (82,1) (82,108) (83,40) (83,69) (84,10) (84,99) (86,12) (86,97) (91,48) (91,61) (93,9) (93,100) (96,42) (96,67) (98,52) (98,57) (99,42) (99,67) (100,1) (100,108) (102,5) (102,104) (103,25) (103,84) (105,52) (105,57) (107,0)
7	y2 = x3 + 70x + 66	111	(0,34) (0,75) (1,30) (1,79) (2,43) (2,66) (4,44) (4,65) (5,43) (5,66) (6,22) (6,87) (7,38) (7,71) (8,22) (8,87) (10,26) (10,83) (13,11) (13,98) (14,53) (14,56) (15,26) (15,83) (18,20) (18,89) (19,25) (19,84) (22,41) (22,68) (23,0) (25,1) (25,108) (26,13) (26,96) (30,45) (30,64) (34,49) (34,60) (36,44) (36,65) (38,41) (38,68) (39,51) (39,58) (40,7) (40,102) (41,35) (41,74) (42,24) (42,85) (46,48) (46,61) (48,2) (48,107) (49,41) (49,68) (57,5) (57,104) (62,10) (62,99) (68,18) (68,91) (69,44) (69,65) (70,16) (70,93) (72,48) (72,61) (73,7) (73,102) (75,42) (75,67) (76,29) (76,80) (80,5) (80,104) (81,5) (81,104) (82,27) (82,82) (84,26) (84,83) (93,54) (93,55) (94,1) (94,108) (95,22) (95,87) (97,21) (97,88) (98,6) (98,103) (99,1) (99,108) (100,48) (100,61) (101,53) (101,56) (102,43) (102,66) (103,53) (103,56) (104,38) (104,71) (105,7) (105,102) (107,38) (107,71) (108,39) (108,70)
8	y2 = x3 + 76x + 108	111	(0,33) (0,76) (3,6) (3,103) (8,47) (8,62) (9,39) (9,70) (10,48) (10,61) (15,46) (15,63) (17,10) (17,99) (18,21) (18,88) (20,6) (20,103) (23,17) (23,92) (24,13) (24,96) (25,53) (25,56) (27,32) (27,77) (29,43) (29,66) (31,10) (31,99) (34,24) (34,85) (35,9) (35,100) (39,32) (39,77) (40,2) (40,107) (43,32) (43,77) (47,47) (47,62) (48,15) (48,94) (52,5) (52,104) (54,47) (54,62) (55,29) (55,80) (56,28) (56,81) (57,54) (57,55) (58,7) (58,102) (61,10) (61,99) (62,29) (62,80) (64,34) (64,75) (65,52) (65,57) (66,8) (66,101) (67,0) (70,8) (70,101) (71,3) (71,106) (73,23) (73,86) (74,35) (74,74) (76,24) (76,85) (78,15) (78,94) (82,8) (82,101) (86,6) (86,103) (87,43) (87,66) (89,17) (89,92) (90,31) (90,78) (91,50) (91,59) (92,15) (92,94) (93,30) (93,79) (96,53) (96,56) (97,53) (97,56) (98,11) (98,98) (100,49) (100,60) (101,29) (101,80) (102,43) (102,66) (106,17) (106,92) (108,24) (108,85)
9	y2 = x3 + 10x + 38	111	(0,16) (0,93) (1,7) (1,102) (2,34) (2,75) (5,39) (5,70) (7,48) (7,61) (9,51) (9,58) (10,22) (10,87) (14,52) (14,57) (15,27) (15,82) (16,32) (16,77) (20,45) (20,64) (21,35) (21,74) (23,3) (23,106) (25,33) (25,76) (28,19) (28,90) (29,44) (29,65) (30,52) (30,57) (36,27) (36,82) (37,7) (37,102) (38,38) (38,71) (39,48) (39,61) (41,46) (41,63) (43,29) (43,80) (44,36) (44,73) (46,37) (46,72) (49,28) (49,81) (51,1) (51,108) (55,53) (55,56) (58,27) (58,82) (59,18) (59,91) (63,48) (63,61) (65,52) (65,57) (68,24) (68,85) (70,37) (70,72) (71,7) (71,102) (72,38) (72,71) (73,1) (73,108) (78,28) (78,81) (79,36) (79,73) (80,50) (80,59) (83,29) (83,80) (85,12) (85,97) (90,40) (90,69) (91,28) (91,81) (92,29) (92,80) (94,1) (94,108) (95,36) (95,73) (96,0) (97,32) (97,77) (99,30) (99,79) (101,10) (101,99) (102,37) (102,72) (103,31) (103,78) (104,9) (104,100) (105,32) (105,77) (108,38) (108,71)
10	y2 = x3 + 47x + 93	111	(0,23) (0,86) (3,32) (3,77) (6,41) (6,68) (8,0) (9,41) (9,68) (11,52) (11,57) (14,15) (14,94) (15,24) (15,85) (16,6) (16,103) (17,30) (17,79) (19,18) (19,91) (22,49) (22,60) (23,32) (23,77) (24,49) (24,60) (26,19) (26,90) (28,12) (28,97) (29,11) (29,98) (36,46) (36,63) (38,17) (38,92) (40,30) (40,79) (42,20) (42,89) (43,31) (43,78) (44,6) (44,103) (45,47) (45,62) (46,40) (46,69) (49,6) (49,103) (50,26) (50,83) (52,30) (52,79) (53,13) (53,96) (54,44) (54,65) (57,7) (57,102) (61,13) (61,96) (62,3) (62,106) (63,49) (63,60) (64,22) (64,87) (66,36) (66,73) (67,2) (67,107) (69,7) (69,102) (72,28) (72,81) (74,46) (74,63) (75,34) (75,75) (83,32) (83,77) (85,40) (85,69) (86,19) (86,90) (87,40) (87,69) (90,25) (90,84) (91,8) (91,101) (92,7) (92,102) (94,41) (94,68) (100,24) (100,85) (102,27) (102,82) (103,24) (103,85) (104,13) (104,96) (106,19) (106,90) (107,10) (107,99) (108,46) (108,63)
11	y2 = x3 + 6x + 34	111	(0,19) (0,90) (5,25) (5,84) (8,7) (8,102) (10,2) (10,107) (13,42) (13,67) (14,30) (14,79) (16,53) (16,56) (17,12) (17,97) (18,52) (18,57) (19,24) (19,85) (20,52) (20,57) (23,26) (23,83) (25,2) (25,107) (26,33) (26,76) (28,38) (28,71) (30,20) (30,89) (31,6) (31,103) (34,53) (34,56) (35,8) (35,101) (36,6) (36,103) (38,31) (38,78) (39,20) (39,89) (40,20) (40,89) (42,6) (42,103) (44,35) (44,74) (45,14) (45,95) (48,37) (48,72) (50,23) (50,86) (55,29) (55,80) (56,13) (56,96) (59,53) (59,56) (60,47) (60,62) (61,15) (61,94) (68,54) (68,55) (69,39) (69,70) (70,39) (70,70) (71,52) (71,57) (74,2) (74,107) (75,23) (75,86) (76,14) (76,95) (79,39) (79,70) (80,43) (80,66) (82,38) (82,71) (84,8) (84,101) (86,41) (86,68) (87,46) (87,63) (88,28) (88,81) (89,31) (89,78) (91,31) (91,78) (93,23) (93,86) (96,22) (96,87) (97,14) (97,95) (99,8) (99,101) (103,0) (104,36) (104,73) (108,38) (108,71)
12	y2 = x3 + 50x + 66	111	(0,34) (0,75) (3,5) (3,104) (4,49) (4,60) (5,21) (5,88) (7,43) (7,66) (8,18) (8,91) (9,41) (9,68) (11,51) (11,58) (12,43) (12,66) (14,26) (14,83) (15,7) (15,102) (19,38) (19,71) (21,26) (21,83) (24,22) (24,87) (25,41) (25,68) (31,48) (31,61) (33,22) (33,87) (35,1) (35,108) (37,24) (37,85) (38,7) (38,102) (40,11) (40,98) (41,29) (41,80) (42,45) (42,64) (43,54) (43,55) (45,30) (45,79) (47,20) (47,89) (48,5) (48,104) (50,6) (50,103) (52,22) (52,87) (53,44) (53,65) (54,0) (56,7) (56,102) (57,53) (57,56) (58,5) (58,104) (64,39) (64,70) (65,10) (65,99) (71,44) (71,65) (74,26) (74,83) (75,41) (75,68) (76,53) (76,56) (79,48) (79,61) (80,13) (80,96) (85,53) (85,56) (88,1) (88,108) (89,2) (89,107) (90,43) (90,66) (92,25) (92,84) (93,27) (93,82) (94,44) (94,65) (95,1) (95,108) (97,38) (97,71) (98,16) (98,93) (101,35) (101,74) (102,38) (102,71) (105,42) (105,67) (108,48) (108,61)
13	y2 = x3 + 70x + 43	111	(0,32) (0,77) (1,21) (1,88) (2,54) (2,55) (4,13) (4,96) (5,54) (5,55) (6,5) (6,104) (7,2) (7,107) (8,5) (8,104) (9,51) (9,58) (10,33) (10,76) (11,20) (11,89) (12,39) (12,70) (14,37) (14,72) (15,33) (15,76) (16,38) (16,71) (25,14) (25,95) (27,19) (27,90) (28,53) (28,56) (29,53) (29,56) (33,24) (33,85) (34,31) (34,78) (36,13) (36,96) (37,51) (37,58) (39,17) (39,92) (40,35) (40,74) (41,49) (41,60) (47,3) (47,106) (52,53) (52,56) (60,45) (60,64) (61,43) (61,66) (63,51) (63,58) (67,29) (67,80) (68,44) (68,65) (69,13) (69,96) (70,48) (70,61) (71,45) (71,64) (73,35) (73,74) (75,18) (75,91) (79,41) (79,68) (83,7) (83,102) (84,33) (84,76) (86,0) (87,45) (87,64) (90,47) (90,62) (91,6) (91,103) (94,14) (94,95) (95,5) (95,104) (96,36) (96,73) (99,14) (99,95) (101,37) (101,72) (102,54) (102,55) (103,37) (103,72) (104,2) (104,107) (105,35) (105,74) (107,2) (107,107) (108,9) (108,100)
14	y2 = x3 + 18x + 93	111	(0,23) (0,86) (1,49) (1,60) (2,30) (2,79) (9,49) (9,60) (10,40) (10,69) (12,27) (12,82) (17,25) (17,84) (18,6) (18,103) (19,10) (19,99) (20,13) (20,96) (21,24) (21,85) (25,6) (25,103) (26,32) (26,77) (27,36) (27,73) (29,32) (29,77) (31,24) (31,85) (32,44) (32,65) (33,0) (37,20) (37,89) (46,22) (46,87) (51,30) (51,79) (52,41) (52,68) (53,7) (53,102) (54,32) (54,77) (55,19) (55,90) (56,30) (56,79) (57,24) (57,85) (58,7) (58,102) (59,52) (59,57) (60,46) (60,63) (61,12) (61,97) (62,8) (62,101) (63,47) (63,62) (64,46) (64,63) (65,3) (65,106) (66,6) (66,103) (70,26) (70,83) (72,2) (72,107) (75,17) (75,92) (78,41) (78,68) (79,28) (79,81) (80,19) (80,90) (82,31) (82,78) (83,19) (83,90) (85,15) (85,94) (88,41) (88,68) (92,18) (92,91) (94,46) (94,63) (96,13) (96,96) (99,49) (99,60) (100,40) (100,69) (102,13) (102,96) (105,34) (105,75) (106,11) (106,98) (107,7) (107,102) (108,40) (108,69)
15	y2 = x3 + 51x + 75	111	(0,27) (0,82) (4,4) (4,105) (7,11) (7,98) (9,8) (9,101) (11,21) (11,88) (14,46) (14,63) (15,20) (15,89) (16,54) (16,55) (17,29) (17,80) (20,22) (20,87) (22,20) (22,89) (24,9) (24,100) (25,25) (25,84) (28,42) (28,67) (29,1) (29,108) (32,24) (32,85) (34,42) (34,67) (35,46) (35,63) (39,4) (39,105) (40,37) (40,72) (42,21) (42,88) (43,5) (43,104) (45,54) (45,55) (46,26) (46,83) (47,42) (47,67) (48,54) (48,55) (49,43) (49,66) (52,0) (53,6) (53,103) (54,45) (54,64) (55,14) (55,95) (56,21) (56,88) (60,46) (60,63) (62,28) (62,81) (66,4) (66,105) (67,6) (67,103) (68,26) (68,83) (69,31) (69,78) (70,5) (70,104) (72,20) (72,89) (73,52) (73,57) (74,43) (74,66) (75,28) (75,81) (76,13) (76,96) (81,28) (81,81) (89,50) (89,59) (91,44) (91,65) (95,43) (95,66) (96,7) (96,102) (98,6) (98,103) (101,38) (101,71) (102,47) (102,62) (104,26) (104,83) (105,5) (105,104) (106,2) (106,107) (107,40) (107,69)
16	y2 = x3 + 32x + 63	111	(0,45) (0,64) (2,35) (2,74) (5,28) (5,81) (6,12) (6,97) (10,27) (10,82) (12,39) (12,70) (13,13) (13,96) (14,51) (14,58) (16,23) (16,86) (19,3) (19,106) (23,39) (23,70) (24,7) (24,102) (25,47) (25,62) (27,3) (27,106) (28,28) (28,81) (31,33) (31,76) (33,43) (33,66) (34,4) (34,105) (35,26) (35,83) (36,42) (36,67) (37,4) (37,105) (38,4) (38,105) (39,35) (39,74) (41,10) (41,99) (44,0) (45,14) (45,95) (49,19) (49,90) (50,21) (50,88) (57,6) (57,103) (59,11) (59,98) (63,3) (63,106) (68,35) (68,74) (69,40) (69,69) (70,10) (70,99) (71,1) (71,108) (72,1) (72,108) (73,18) (73,91) (74,39) (74,70) (75,1) (75,108) (76,28) (76,81) (77,37) (77,72) (79,15) (79,94) (80,19) (80,90) (81,43) (81,66) (84,36) (84,73) (86,26) (86,83) (88,7) (88,102) (89,19) (89,90) (96,34) (96,75) (97,26) (97,83) (98,48) (98,61) (100,38) (100,71) (104,43) (104,66) (105,31) (105,78) (106,7) (106,102) (107,10) (107,99)
17	y2 = x3 + 32x + 46	111	(0,41) (0,68) (2,3) (2,106) (3,13) (3,96) (4,42) (4,67) (5,2) (5,107) (9,54) (9,55) (11,51) (11,58) (12,14) (12,95) (13,32) (13,77) (20,27) (20,82) (21,13) (21,96) (23,14) (23,95) (25,11) (25,98) (28,2) (28,107) (29,27) (29,82) (30,50) (30,59) (32,22) (32,87) (33,52) (33,57) (34,33) (34,76) (35,21) (35,88) (36,49) (36,60) (37,33) (37,76) (38,33) (38,76) (39,3) (39,106) (40,12) (40,97) (41,44) (41,65) (46,10) (46,99) (50,36) (50,73) (52,20) (52,89) (59,39) (59,70) (60,27) (60,82) (64,26) (64,83) (65,0) (68,3) (68,106) (70,44) (70,65) (71,23) (71,86) (72,23) (72,86) (73,31) (73,78) (74,14) (74,95) (75,23) (75,86) (76,2) (76,107) (78,1) (78,108) (81,52) (81,57) (82,10) (82,99) (84,25) (84,84) (85,13) (85,96) (86,21) (86,88) (90,10) (90,99) (93,4) (93,105) (95,48) (95,61) (96,7) (96,102) (97,21) (97,88) (99,19) (99,90) (103,40) (103,69) (104,52) (104,57) (107,44) (107,65)
18	y2 = x3 + 96x + 4	111	(0,2) (0,107) (4,4) (4,105) (5,8) (5,101) (7,16) (7,93) (9,17) (9,92) (11,50) (11,59) (17,3) (17,106) (18,32) (18,77) (20,21) (20,88) (23,10) (23,99) (24,0) (26,42) (26,67) (27,32) (27,77) (29,6) (29,103) (31,17) (31,92) (33,14) (33,95) (37,6) (37,103) (38,10) (38,99) (40,41) (40,68) (41,7) (41,102) (42,25) (42,84) (43,6) (43,103) (45,40) (45,69) (47,50) (47,59) (48,10) (48,99) (50,51) (50,58) (51,50) (51,59) (52,31) (52,78) (53,37) (53,72) (55,23) (55,86) (57,30) (57,79) (58,48) (58,61) (62,48) (62,61) (64,32) (64,77) (66,9) (66,100) (69,17) (69,92) (72,9) (72,100) (74,51) (74,58) (77,5) (77,104) (78,41) (78,68) (80,9) (80,100) (82,40) (82,69) (83,36) (83,73) (84,20) (84,89) (87,18) (87,91) (88,45) (88,64) (89,49) (89,60) (91,40) (91,69) (92,33) (92,76) (94,51) (94,58) (98,48) (98,61) (100,41) (100,68) (103,53) (103,56) (106,4) (106,105) (107,26) (107,83) (108,4) (108,105)
19	y2 = x3 + 23x + 46	111	(0,41) (0,68) (2,10) (2,99) (4,23) (4,86) (6,20) (6,89) (7,21) (7,88) (8,52) (8,57) (9,1) (9,108) (11,39) (11,70) (12,52) (12,57) (13,12) (13,97) (14,13) (14,96) (15,13) (15,96) (17,3) (17,106) (20,2) (20,107) (21,31) (21,78) (22,54) (22,55) (24,19) (24,90) (25,21) (25,88) (32,14) (32,95) (33,3) (33,106) (34,42) (34,67) (37,50) (37,59) (38,23) (38,86) (39,51) (39,58) (42,33) (42,76) (43,10) (43,99) (49,11) (49,98) (50,44) (50,65) (53,7) (53,102) (54,22) (54,87) (56,32) (56,77) (58,40) (58,69) (59,3) (59,106) (60,25) (60,84) (61,27) (61,82) (62,0) (64,10) (64,99) (67,23) (67,86) (71,33) (71,76) (74,27) (74,82) (76,44) (76,65) (77,21) (77,88) (80,13) (80,96) (82,4) (82,105) (83,27) (83,82) (84,14) (84,95) (88,49) (88,60) (89,52) (89,57) (92,44) (92,65) (97,2) (97,107) (98,36) (98,73) (99,48) (99,61) (101,2) (101,107) (102,14) (102,95) (105,33) (105,76) (108,26) (108,83)
20	y2 = x3 + 37x + 27	111	(0,38) (0,71) (2,0) (4,28) (4,81) (6,47) (6,62) (7,53) (7,56) (9,33) (9,76) (10,31) (10,78) (11,28) (11,81) (13,31) (13,78) (16,30) (16,79) (18,51) (18,58) (23,40) (23,69) (25,3) (25,106) (26,12) (26,97) (27,33) (27,76) (28,4) (28,105) (30,48) (30,61) (31,3) (31,106) (32,25) (32,84) (33,4) (33,105) (38,37) (38,72) (43,47) (43,62) (44,27) (44,82) (46,23) (46,86) (48,4) (48,105) (49,5) (49,104) (50,1) (50,108) (53,3) (53,106) (54,26) (54,83) (56,46) (56,63) (58,39) (58,70) (60,47) (60,62) (61,16) (61,93) (64,43) (64,66) (65,52) (65,57) (66,5) (66,104) (67,24) (67,85) (68,49) (68,60) (70,14) (70,95) (71,50) (71,59) (73,33) (73,76) (76,16) (76,93) (77,44) (77,65) (78,46) (78,63) (80,17) (80,92) (81,16) (81,93) (84,46) (84,63) (86,31) (86,78) (89,15) (89,94) (93,35) (93,74) (94,28) (94,81) (95,12) (95,97) (96,40) (96,69) (97,12) (97,97) (99,40) (99,69) (103,5) (103,104)
21	y2 = x3 + 52x + 75	111	(0,27) (0,82) (2,29) (2,80) (4,42) (4,67) (8,26) (8,83) (9,20) (9,89) (11,4) (11,105) (12,47) (12,62) (13,21) (13,88) (15,52) (15,57) (19,40) (19,69) (21,20) (21,89) (23,24) (23,85) (24,43) (24,66) (25,43) (25,66) (27,4) (27,105) (28,22) (28,87) (32,45) (32,64) (35,25) (35,84) (37,21) (37,88) (38,5) (38,104) (41,13) (41,96) (44,42) (44,67) (48,28) (48,81) (49,46) (49,63) (50,6) (50,103) (51,0) (53,31) (53,78) (56,37) (56,72) (59,21) (59,88) (60,43) (60,66) (61,42) (61,67) (62,44) (62,65) (63,54) (63,55) (65,28) (65,81) (66,54) (66,55) (69,7) (69,102) (71,4) (71,105) (72,6) (72,103) (76,38) (76,71) (77,14) (77,95) (78,8) (78,101) (79,20) (79,89) (81,50) (81,59) (82,5) (82,104) (83,2) (83,107) (84,46) (84,63) (85,46) (85,63) (89,54) (89,55) (96,6) (96,103) (97,11) (97,98) (98,5) (98,104) (99,9) (99,100) (102,26) (102,83) (105,28) (105,81) (106,1) (106,108) (108,26) (108,83)
22	y2 = x3 + 14x + 38	111	(0,16) (0,93) (2,40) (2,69) (4,7) (4,102) (5,48) (5,61) (7,32) (7,77) (9,28) (9,81) (10,52) (10,57) (11,18) (11,91) (12,9) (12,100) (14,12) (14,97) (15,35) (15,74) (17,34) (17,75) (19,29) (19,80) (20,19) (20,90) (21,1) (21,108) (22,51) (22,58) (24,30) (24,79) (26,50) (26,59) (27,32) (27,77) (32,3) (32,106) (33,24) (33,85) (35,28) (35,81) (36,1) (36,108) (37,52) (37,57) (41,10) (41,99) (42,7) (42,102) (45,48) (45,61) (46,38) (46,71) (47,36) (47,73) (49,33) (49,76) (50,37) (50,72) (52,1) (52,108) (53,0) (57,27) (57,82) (58,31) (58,78) (59,48) (59,61) (61,45) (61,64) (62,52) (62,57) (63,7) (63,102) (64,37) (64,72) (65,28) (65,81) (67,38) (67,71) (72,36) (72,73) (73,27) (73,82) (75,32) (75,77) (76,46) (76,63) (83,44) (83,65) (85,22) (85,87) (86,53) (86,56) (88,27) (88,82) (93,29) (93,80) (97,39) (97,70) (99,36) (99,73) (104,37) (104,72) (105,38) (105,71) (106,29) (106,80)
23	y2 = x3 + 17x + 64	111	(0,8) (0,101) (1,54) (1,55) (2,18) (2,91) (4,14) (4,95) (9,40) (9,69) (10,12) (10,97) (12,19) (12,90) (13,53) (13,56) (15,36) (15,73) (17,19) (17,90) (23,14) (23,95) (26,36) (26,73) (28,16) (28,93) (29,51) (29,58) (30,18) (30,91) (31,25) (31,84) (32,26) (32,83) (35,32) (35,77) (36,35) (36,74) (37,15) (37,94) (41,24) (41,85) (43,29) (43,80) (44,39) (44,70) (46,54) (46,55) (47,41) (47,68) (48,40) (48,69) (49,45) (49,64) (52,40) (52,69) (58,17) (58,92) (59,0) (62,54) (62,55) (63,41) (63,68) (64,37) (64,72) (67,6) (67,103) (68,36) (68,73) (69,28) (69,81) (71,38) (71,71) (72,11) (72,98) (73,50) (73,59) (76,9) (76,100) (77,18) (77,91) (78,22) (78,87) (79,26) (79,83) (80,19) (80,90) (82,14) (82,95) (83,24) (83,85) (88,16) (88,93) (92,51) (92,58) (94,24) (94,85) (95,5) (95,104) (97,51) (97,58) (99,23) (99,86) (102,16) (102,93) (103,20) (103,89) (107,26) (107,83) (108,41) (108,68)
24	y2 = x3 + 44x + 93	111	(0,23) (0,86) (1,47) (1,62) (2,25) (2,84) (3,19) (3,90) (6,30) (6,79) (10,15) (10,94) (12,13) (12,96) (13,30) (13,79) (14,40) (14,69) (16,36) (16,73) (19,7) (19,102) (20,12) (20,97) (22,41) (22,68) (23,44) (23,65) (27,6) (27,103) (28,13) (28,96) (29,19) (29,90) (30,20) (30,89) (31,40) (31,69) (32,32) (32,77) (35,6) (35,103) (36,41) (36,68) (38,34) (38,75) (39,52) (39,57) (45,49) (45,60) (46,46) (46,63) (47,6) (47,103) (51,41) (51,68) (58,24) (58,85) (64,40) (64,69) (65,8) (65,101) (67,28) (67,81) (68,0) (69,13) (69,96) (73,24) (73,85) (77,19) (77,90) (78,49) (78,60) (79,2) (79,107) (80,32) (80,77) (83,11) (83,98) (84,46) (84,63) (87,24) (87,85) (88,46) (88,63) (90,30) (90,79) (91,3) (91,106) (92,10) (92,99) (93,31) (93,78) (95,49) (95,60) (96,7) (96,102) (98,26) (98,83) (103,7) (103,102) (104,27) (104,82) (105,17) (105,92) (106,32) (106,77) (107,18) (107,91) (108,22) (108,87)
25	y2 = x3 + 53x + 105	111	(0,43) (0,66) (2,1) (2,108) (3,20) (3,89) (6,51) (6,58) (8,13) (8,96) (9,49) (9,60) (10,0) (12,17) (12,92) (13,22) (13,87) (16,12) (16,97) (20,3) (20,106) (21,48) (21,61) (22,16) (22,93) (23,53) (23,56) (26,23) (26,86) (27,20) (27,89) (28,18) (28,91) (29,31) (29,78) (30,30) (30,79) (31,16) (31,93) (32,4) (32,105) (34,3) (34,106) (35,6) (35,103) (38,23) (38,86) (39,48) (39,61) (41,26) (41,83) (44,51) (44,58) (45,23) (45,86) (46,12) (46,97) (47,12) (47,97) (49,48) (49,61) (50,15) (50,94) (51,9) (51,100) (52,5) (52,104) (53,45) (53,64) (55,3) (55,106) (56,16) (56,93) (58,42) (58,67) (59,51) (59,58) (62,34) (62,75) (63,34) (63,75) (65,15) (65,94) (72,47) (72,62) (73,41) (73,68) (78,45) (78,64) (79,20) (79,89) (80,11) (80,98) (81,39) (81,70) (82,30) (82,79) (87,45) (87,64) (90,14) (90,95) (93,34) (93,75) (102,46) (102,63) (103,15) (103,94) (106,30) (106,79) (107,10) (107,99)
26	y2 = x3 + 18x + 16	111	(0,4) (0,105) (1,12) (1,97) (2,13) (2,96) (3,36) (3,73) (4,32) (4,77) (7,7) (7,102) (9,12) (9,97) (10,18) (10,91) (13,7) (13,102) (15,8) (15,101) (17,49) (17,60) (21,45) (21,64) (24,50) (24,59) (26,27) (26,82) (27,42) (27,67) (29,27) (29,82) (30,52) (30,57) (31,45) (31,64) (34,16) (34,93) (37,43) (37,66) (39,14) (39,95) (43,20) (43,89) (44,10) (44,99) (45,8) (45,101) (46,25) (46,84) (47,46) (47,63) (48,40) (48,69) (49,8) (49,101) (50,28) (50,81) (51,13) (51,96) (52,29) (52,80) (53,9) (53,100) (54,27) (54,82) (55,34) (55,75) (56,13) (56,96) (57,45) (57,64) (58,9) (58,100) (63,37) (63,72) (72,6) (72,103) (76,0) (77,35) (77,74) (78,29) (78,80) (80,34) (80,75) (82,11) (82,98) (83,34) (83,75) (84,20) (84,89) (88,29) (88,80) (89,7) (89,102) (90,3) (90,106) (91,20) (91,89) (92,47) (92,62) (97,19) (97,90) (99,12) (99,97) (100,18) (100,91) (107,9) (107,100) (108,18) (108,91)
27	y2 = x3 + 23x + 63	111	(0,45) (0,64) (1,14) (1,95) (4,1) (4,108) (7,26) (7,83) (8,43) (8,66) (10,51) (10,58) (11,11) (11,98) (12,43) (12,66) (17,35) (17,74) (20,28) (20,81) (21,18) (21,91) (25,26) (25,83) (26,19) (26,90) (27,23) (27,86) (29,7) (29,102) (32,39) (32,70) (33,35) (33,74) (35,19) (35,90) (38,1) (38,108) (42,4) (42,105) (45,3) (45,106) (47,0) (48,19) (48,90) (49,47) (49,62) (50,10) (50,99) (51,12) (51,97) (53,34) (53,75) (55,37) (55,72) (56,13) (56,96) (59,35) (59,74) (60,36) (60,73) (66,3) (66,106) (67,1) (67,108) (70,48) (70,61) (71,4) (71,105) (72,15) (72,94) (75,31) (75,78) (76,10) (76,99) (77,26) (77,83) (84,39) (84,70) (85,27) (85,82) (87,38) (87,71) (88,42) (88,67) (89,43) (89,66) (92,10) (92,99) (94,7) (94,102) (95,7) (95,102) (96,40) (96,69) (97,28) (97,81) (98,21) (98,88) (100,33) (100,76) (101,28) (101,81) (102,39) (102,70) (103,6) (103,103) (105,4) (105,105) (107,3) (107,106)
28	y2 = x3 + 42x + 27	111	(0,38) (0,71) (3,17) (3,92) (5,12) (5,97) (8,49) (8,60) (13,46) (13,63) (14,31) (14,78) (15,33) (15,76) (16,33) (16,76) (18,27) (18,82) (20,16) (20,93) (22,46) (22,63) (23,25) (23,84) (24,12) (24,97) (25,5) (25,104) (27,5) (27,104) (32,26) (32,83) (34,50) (34,59) (35,3) (35,106) (40,31) (40,78) (41,16) (41,93) (42,48) (42,61) (43,35) (43,74) (46,43) (46,66) (47,51) (47,58) (48,16) (48,93) (52,47) (52,62) (54,40) (54,69) (55,31) (55,78) (57,5) (57,104) (59,28) (59,81) (61,4) (61,105) (66,30) (66,79) (68,4) (68,105) (69,40) (69,69) (70,1) (70,108) (71,28) (71,81) (72,24) (72,85) (74,46) (74,63) (75,37) (75,72) (78,33) (78,76) (80,12) (80,97) (81,15) (81,94) (82,47) (82,62) (84,47) (84,62) (86,44) (86,65) (87,3) (87,106) (88,28) (88,81) (89,4) (89,105) (90,0) (91,52) (91,57) (95,40) (95,69) (96,3) (96,106) (97,53) (97,56) (98,14) (98,95) (103,39) (103,70) (108,23) (108,86)
29	y2 = x3 + 44x + 16	111	(0,4) (0,105) (1,37) (1,72) (2,49) (2,60) (3,34) (3,75) (4,16) (4,93) (5,19) (5,90) (6,13) (6,96) (11,14) (11,95) (13,13) (13,96) (14,18) (14,91) (16,42) (16,67) (17,3) (17,106) (18,10) (18,99) (19,9) (19,100) (21,8) (21,101) (22,29) (22,80) (25,8) (25,101) (26,36) (26,73) (29,34) (29,75) (30,43) (30,66) (31,18) (31,91) (32,27) (32,82) (36,29) (36,80) (40,7) (40,102) (41,0) (42,52) (42,57) (44,46) (44,63) (45,12) (45,97) (51,29) (51,80) (58,45) (58,64) (62,20) (62,89) (63,8) (63,101) (64,18) (64,91) (70,28) (70,81) (71,32) (71,77) (73,45) (73,64) (74,20) (74,89) (77,34) (77,75) (78,12) (78,97) (79,6) (79,103) (80,27) (80,82) (81,7) (81,102) (82,20) (82,89) (86,35) (86,74) (87,45) (87,64) (89,40) (89,69) (90,13) (90,96) (93,11) (93,98) (95,12) (95,97) (96,9) (96,100) (97,7) (97,102) (99,50) (99,59) (103,9) (103,100) (106,27) (106,82) (107,47) (107,62) (108,25) (108,84)
30	y2 = x3 + 10x + 71	111	(0,17) (0,92) (1,54) (1,55) (4,34) (4,75) (5,30) (5,79) (6,42) (6,67) (7,22) (7,87) (8,3) (8,106) (10,9) (10,100) (12,34) (12,75) (13,0) (14,11) (14,98) (15,33) (15,76) (17,24) (17,85) (18,52) (18,57) (19,12) (19,97) (24,40) (24,69) (26,24) (26,85) (29,15) (29,94) (30,11) (30,98) (31,52) (31,57) (36,33) (36,76) (37,54) (37,55) (38,13) (38,96) (39,22) (39,87) (41,29) (41,80) (44,28) (44,81) (46,51) (46,58) (50,49) (50,60) (51,19) (51,90) (54,5) (54,104) (58,33) (58,76) (60,52) (60,57) (63,22) (63,87) (65,11) (65,98) (66,24) (66,85) (68,8) (68,101) (70,51) (70,58) (71,54) (71,55) (72,13) (72,96) (73,19) (73,90) (79,28) (79,81) (80,35) (80,74) (81,27) (81,82) (84,1) (84,108) (86,10) (86,99) (88,44) (88,65) (89,41) (89,68) (93,34) (93,75) (94,19) (94,90) (95,28) (95,81) (99,37) (99,72) (100,48) (100,61) (102,51) (102,58) (104,21) (104,88) (107,32) (107,77) (108,13) (108,96)
31	y2 = x3 + 85x + 38	111	(0,16) (0,93) (1,48) (1,61) (3,50) (3,59) (5,32) (5,77) (6,1) (6,108) (7,39) (7,70) (8,24) (8,85) (10,12) (10,97) (11,48) (11,61) (12,37) (12,72) (14,22) (14,87) (15,1) (15,108) (17,40) (17,69) (18,36) (18,73) (21,27) (21,82) (22,28) (22,81) (24,36) (24,73) (25,28) (25,81) (28,45) (28,64) (29,29) (29,80) (30,7) (30,102) (34,7) (34,102) (35,33) (35,76) (38,32) (38,77) (39,18) (39,91) (42,52) (42,57) (45,7) (45,102) (54,3) (54,106) (57,31) (57,78) (61,19) (61,90) (62,28) (62,81) (64,38) (64,71) (66,32) (66,77) (67,36) (67,73) (69,0) (73,35) (73,74) (75,38) (75,71) (76,10) (76,99) (77,53) (77,56) (78,51) (78,58) (79,38) (79,71) (82,29) (82,80) (85,52) (85,57) (88,1) (88,108) (90,34) (90,75) (91,52) (91,57) (94,27) (94,82) (95,30) (95,79) (97,48) (97,61) (98,37) (98,72) (101,46) (101,63) (102,9) (102,100) (103,27) (103,82) (106,44) (106,65) (107,29) (107,80) (108,37) (108,72)
32	y2 = x3 + 2x + 64	111	(0,8) (0,101) (3,36) (3,73) (4,38) (4,71) (6,40) (6,69) (7,51) (7,58) (9,22) (9,87) (11,0) (17,18) (17,91) (18,41) (18,68) (19,51) (19,58) (20,16) (20,93) (21,50) (21,59) (22,40) (22,69) (24,23) (24,86) (25,32) (25,77) (26,19) (26,90) (32,14) (32,95) (33,36) (33,73) (34,14) (34,95) (35,45) (35,64) (36,24) (36,85) (37,18) (37,91) (42,15) (42,94) (43,14) (43,95) (45,41) (45,68) (46,41) (46,68) (47,39) (47,70) (54,26) (54,83) (55,18) (55,91) (56,53) (56,56) (57,17) (57,92) (58,20) (58,89) (63,54) (63,55) (64,54) (64,55) (67,11) (67,98) (72,26) (72,83) (73,36) (73,73) (76,24) (76,85) (79,6) (79,103) (81,40) (81,69) (83,51) (83,58) (85,12) (85,97) (88,35) (88,74) (90,19) (90,90) (91,54) (91,55) (92,26) (92,83) (93,29) (93,80) (94,16) (94,93) (96,28) (96,81) (99,5) (99,104) (100,25) (100,84) (101,9) (101,100) (102,19) (102,90) (104,16) (104,93) (106,24) (106,85) (108,37) (108,72)
33	y2 = x3 + 101x + 108	111	(0,33) (0,76) (2,10) (2,99) (4,24) (4,85) (5,53) (5,56) (11,32) (11,77) (12,43) (12,66) (13,28) (13,81) (14,48) (14,61) (15,23) (15,86) (16,32) (16,77) (17,31) (17,78) (20,10) (20,99) (21,46) (21,63) (22,15) (22,94) (26,6) (26,103) (27,8) (27,101) (28,6) (28,103) (31,49) (31,60) (32,47) (32,62) (33,47) (33,62) (34,3) (34,106) (35,53) (35,56) (41,24) (41,85) (43,30) (43,79) (44,47) (44,62) (46,34) (46,75) (47,21) (47,88) (49,9) (49,100) (50,11) (50,98) (51,5) (51,104) (54,17) (54,92) (55,6) (55,103) (56,2) (56,107) (58,54) (58,55) (60,35) (60,74) (62,50) (62,59) (64,24) (64,85) (65,29) (65,80) (69,53) (69,56) (72,0) (76,29) (76,80) (77,29) (77,80) (78,39) (78,70) (81,17) (81,92) (82,32) (82,77) (83,17) (83,92) (87,10) (87,99) (89,15) (89,94) (91,52) (91,57) (93,8) (93,101) (98,8) (98,101) (99,13) (99,96) (100,43) (100,66) (103,7) (103,102) (106,43) (106,66) (107,15) (107,94)
34	y2 = x3 + 2x + 45	111	(0,46) (0,63) (1,22) (1,87) (3,29) (3,80) (5,17) (5,92) (7,27) (7,82) (8,30) (8,79) (9,47) (9,62) (10,53) (10,56) (13,52) (13,57) (15,17) (15,92) (16,24) (16,85) (17,14) (17,95) (18,38) (18,71) (19,27) (19,82) (21,44) (21,65) (24,40) (24,69) (26,48) (26,61) (28,12) (28,97) (30,20) (30,89) (33,29) (33,80) (36,11) (36,98) (37,14) (37,95) (42,36) (42,73) (45,38) (45,71) (46,38) (46,71) (51,6) (51,103) (52,16) (52,93) (53,5) (53,104) (54,49) (54,60) (55,14) (55,95) (62,21) (62,88) (63,45) (63,64) (64,45) (64,64) (66,26) (66,83) (67,50) (67,59) (72,49) (72,60) (73,29) (73,80) (74,41) (74,68) (75,26) (75,83) (76,11) (76,98) (77,26) (77,83) (83,27) (83,82) (84,34) (84,75) (85,4) (85,105) (87,12) (87,97) (88,15) (88,94) (89,17) (89,92) (90,48) (90,61) (91,45) (91,64) (92,49) (92,60) (98,0) (100,37) (100,72) (102,48) (102,61) (103,12) (103,97) (105,54) (105,55) (106,11) (106,98)
35	y2 = x3 + 69x + 105	111	(0,43) (0,66) (1,34) (1,75) (3,11) (3,98) (4,3) (4,106) (6,9) (6,100) (9,16) (9,93) (11,48) (11,61) (12,46) (12,63) (13,16) (13,93) (14,0) (15,41) (15,68) (16,20) (16,89) (17,14) (17,95) (18,51) (18,58) (19,10) (19,99) (22,45) (22,64) (23,4) (23,105) (25,48) (25,61) (26,20) (26,89) (28,3) (28,106) (33,13) (33,96) (39,51) (39,58) (40,22) (40,87) (42,30) (42,79) (43,34) (43,75) (44,12) (44,97) (48,39) (48,70) (49,6) (49,103) (51,5) (51,104) (52,51) (52,58) (54,53) (54,56) (57,15) (57,94) (61,18) (61,91) (63,23) (63,86) (65,34) (65,75) (66,12) (66,97) (67,20) (67,89) (70,15) (70,94) (73,48) (73,61) (75,23) (75,86) (77,3) (77,106) (78,49) (78,60) (79,47) (79,62) (80,23) (80,86) (83,30) (83,79) (87,16) (87,93) (90,1) (90,108) (91,15) (91,94) (93,30) (93,79) (96,45) (96,64) (100,45) (100,64) (101,26) (101,83) (103,42) (103,67) (104,17) (104,92) (106,31) (106,78) (108,12) (108,97)
36	y2 = x3 + 6x + 75	111	(0,27) (0,82) (1,54) (1,55) (5,11) (5,98) (6,0) (10,46) (10,63) (12,26) (12,83) (13,37) (13,72) (16,4) (16,105) (18,42) (18,67) (20,42) (20,67) (21,52) (21,57) (22,8) (22,101) (23,45) (23,64) (25,46) (25,63) (27,54) (27,55) (29,2) (29,107) (30,21) (30,88) (33,26) (33,83) (34,4) (34,105) (35,43) (35,66) (38,28) (38,81) (39,21) (39,88) (40,21) (40,88) (41,38) (41,71) (48,50) (48,59) (49,25) (49,84) (50,5) (50,104) (53,7) (53,102) (54,24) (54,85) (59,4) (59,105) (61,22) (61,87) (64,26) (64,83) (65,44) (65,65) (67,20) (67,89) (69,6) (69,103) (70,6) (70,103) (71,42) (71,67) (73,20) (73,89) (74,46) (74,63) (75,5) (75,104) (78,20) (78,89) (79,6) (79,103) (81,54) (81,55) (83,1) (83,108) (84,43) (84,66) (86,14) (86,95) (89,28) (89,81) (90,29) (90,80) (91,28) (91,81) (92,40) (92,69) (93,5) (93,104) (95,9) (95,100) (96,31) (96,78) (99,43) (99,66) (101,13) (101,96) (104,47) (104,62)
37	y2 = x3 + 14x + 71	111	(0,17) (0,92) (3,24) (3,85) (4,54) (4,55) (5,22) (5,87) (10,11) (10,98) (12,21) (12,88) (16,24) (16,85) (21,19) (21,90) (23,5) (23,104) (24,37) (24,72) (26,35) (26,74) (33,8) (33,101) (34,34) (34,75) (36,19) (36,90) (37,11) (37,98) (42,54) (42,55) (44,52) (44,57) (45,22) (45,87) (46,13) (46,96) (47,28) (47,81) (48,41) (48,68) (50,51) (50,58) (51,42) (51,67) (52,19) (52,90) (56,0) (57,33) (57,76) (59,22) (59,87) (60,1) (60,108) (62,11) (62,98) (63,54) (63,55) (64,51) (64,58) (67,13) (67,96) (68,3) (68,106) (72,28) (72,81) (73,33) (73,76) (74,52) (74,57) (76,29) (76,80) (77,10) (77,99) (82,34) (82,75) (83,15) (83,94) (85,9) (85,100) (87,48) (87,61) (88,33) (88,76) (89,27) (89,82) (90,24) (90,85) (92,32) (92,77) (94,44) (94,65) (95,40) (95,69) (97,30) (97,79) (98,49) (98,60) (99,28) (99,81) (100,52) (100,57) (102,34) (102,75) (104,51) (104,58) (105,13) (105,96) (107,12) (107,97)
38	y2 = x3 + 90x + 45	111	(0,46) (0,63) (1,38) (1,71) (2,48) (2,61) (3,48) (3,61) (5,27) (5,82) (6,16) (6,93) (8,29) (8,80) (14,4) (14,105) (15,44) (15,65) (16,26) (16,83) (19,49) (19,60) (20,12) (20,97) (21,29) (21,80) (22,47) (22,62) (23,49) (23,60) (27,24) (27,85) (29,11) (29,98) (30,36) (30,73) (31,12) (31,97) (37,20) (37,89) (38,26) (38,83) (42,14) (42,95) (44,38) (44,71) (45,45) (45,64) (48,17) (48,92) (52,6) (52,103) (55,26) (55,83) (56,52) (56,57) (58,12) (58,97) (60,34) (60,75) (63,22) (63,87) (64,38) (64,71) (65,45) (65,64) (67,49) (67,60) (68,30) (68,79) (69,5) (69,104) (70,0) (73,17) (73,92) (75,54) (75,55) (79,50) (79,59) (80,29) (80,80) (84,41) (84,68) (85,53) (85,56) (86,14) (86,95) (87,37) (87,72) (88,11) (88,98) (90,14) (90,95) (91,21) (91,88) (94,15) (94,94) (95,40) (95,69) (97,17) (97,92) (101,11) (101,98) (104,48) (104,61) (106,27) (106,82) (107,27) (107,82) (108,45) (108,64)
39	y2 = x3 + 52x + 34	111	(0,19) (0,90) (1,14) (1,95) (3,33) (3,76) (4,52) (4,57) (7,14) (7,95) (10,30) (10,79) (11,53) (11,56) (12,36) (12,73) (13,20) (13,89) (20,38) (20,71) (24,8) (24,101) (25,8) (25,101) (26,43) (26,66) (27,53) (27,56) (28,15) (28,94) (30,6) (30,103) (31,46) (31,63) (32,26) (32,83) (33,54) (33,55) (37,20) (37,89) (38,23) (38,86) (40,13) (40,96) (43,38) (43,71) (44,52) (44,57) (46,38) (46,71) (47,35) (47,74) (48,31) (48,78) (49,2) (49,107) (50,39) (50,70) (53,22) (53,87) (56,42) (56,67) (58,0) (59,20) (59,89) (60,8) (60,101) (61,52) (61,57) (65,31) (65,78) (68,7) (68,102) (71,53) (71,56) (72,39) (72,70) (74,47) (74,62) (77,41) (77,68) (81,37) (81,72) (82,23) (82,86) (84,2) (84,107) (85,2) (85,107) (86,29) (86,80) (88,6) (88,103) (90,12) (90,97) (94,28) (94,81) (96,39) (96,70) (97,25) (97,84) (98,23) (98,86) (100,6) (100,103) (101,14) (101,95) (105,31) (105,78) (107,24) (107,85)
40	y2 = x3 + 50x + 43	111	(0,32) (0,77) (1,51) (1,58) (4,31) (4,78) (7,54) (7,55) (8,44) (8,65) (11,17) (11,92) (12,54) (12,55) (14,33) (14,76) (15,35) (15,74) (16,19) (16,90) (17,47) (17,62) (19,2) (19,107) (20,43) (20,66) (21,33) (21,76) (24,5) (24,104) (29,7) (29,102) (30,51) (30,58) (33,5) (33,104) (34,45) (34,64) (35,14) (35,95) (38,35) (38,74) (44,3) (44,106) (45,21) (45,88) (51,53) (51,56) (52,5) (52,104) (53,13) (53,96) (55,0) (56,35) (56,74) (57,37) (57,72) (59,20) (59,89) (61,53) (61,56) (62,6) (62,103) (64,9) (64,100) (66,38) (66,71) (67,41) (67,68) (68,24) (68,85) (69,36) (69,73) (71,13) (71,96) (72,29) (72,80) (74,33) (74,76) (76,37) (76,72) (78,51) (78,58) (84,45) (84,64) (85,37) (85,72) (88,14) (88,95) (90,54) (90,55) (94,13) (94,96) (95,14) (95,95) (97,2) (97,107) (98,48) (98,61) (100,45) (100,64) (101,49) (101,60) (102,2) (102,107) (104,39) (104,70) (105,18) (105,91) (106,53) (106,56)
41	y2 = x3 + 41x + 108	111	(0,33) (0,76) (2,31) (2,78) (4,3) (4,106) (6,5) (6,104) (7,53) (7,56) (9,15) (9,94) (13,2) (13,107) (16,8) (16,101) (18,47) (18,62) (19,15) (19,94) (21,23) (21,86) (22,39) (22,70) (23,47) (23,62) (25,9) (25,100) (28,10) (28,99) (29,17) (29,92) (31,43) (31,66) (32,17) (32,92) (40,28) (40,81) (41,29) (41,80) (43,8) (43,101) (44,21) (44,88) (46,24) (46,85) (48,17) (48,92) (49,53) (49,56) (50,8) (50,101) (53,53) (53,56) (57,7) (57,102) (59,32) (59,77) (61,6) (61,103) (62,52) (62,57) (65,50) (65,59) (66,32) (66,77) (68,47) (68,62) (70,11) (70,98) (71,24) (71,85) (73,46) (73,63) (77,6) (77,103) (79,0) (80,6) (80,103) (81,15) (81,94) (82,30) (82,79) (83,43) (83,66) (84,35) (84,74) (85,48) (85,61) (86,29) (86,80) (87,49) (87,60) (90,10) (90,99) (91,29) (91,80) (93,32) (93,77) (95,13) (95,96) (100,10) (100,99) (101,24) (101,85) (103,54) (103,55) (104,43) (104,66) (108,34) (108,75)
42	y2 = x3 + 85x + 71	111	(0,17) (0,92) (1,22) (1,87) (2,24) (2,85) (3,35) (3,74) (6,19) (6,90) (7,30) (7,79) (8,8) (8,101) (11,22) (11,87) (12,51) (12,58) (14,9) (14,100) (15,19) (15,90) (18,28) (18,81) (19,32) (19,77) (21,33) (21,76) (24,28) (24,81) (27,24) (27,85) (30,54) (30,55) (31,48) (31,61) (32,5) (32,104) (33,3) (33,106) (34,54) (34,55) (36,44) (36,65) (40,0) (42,11) (42,98) (43,34) (43,75) (45,54) (45,55) (47,52) (47,57) (48,27) (48,82) (52,42) (52,67) (55,10) (55,99) (64,13) (64,96) (67,28) (67,81) (70,49) (70,60) (71,34) (71,75) (74,1) (74,108) (75,13) (75,96) (79,13) (79,96) (80,24) (80,85) (81,41) (81,68) (84,52) (84,57) (85,11) (85,98) (87,52) (87,57) (88,19) (88,90) (91,11) (91,98) (92,12) (92,97) (94,33) (94,76) (95,37) (95,72) (97,22) (97,87) (98,51) (98,58) (99,40) (99,69) (101,29) (101,80) (102,21) (102,88) (103,33) (103,76) (104,34) (104,75) (106,15) (106,94) (108,51) (108,58)
43	y2 = x3 + 54x + 63	111	(0,45) (0,64) (1,3) (1,106) (3,19) (3,90) (4,4) (4,105) (5,26) (5,83) (7,28) (7,81) (8,35) (8,74) (11,35) (11,74) (14,27) (14,82) (15,18) (15,91) (16,3) (16,106) (18,0) (19,10) (19,99) (25,19) (25,90) (30,4) (30,105) (31,38) (31,71) (34,1) (34,108) (35,47) (35,62) (36,7) (36,102) (38,31) (38,78) (39,11) (39,98) (40,13) (40,96) (41,28) (41,81) (48,43) (48,66) (49,26) (49,83) (50,48) (50,61) (52,12) (52,97) (53,40) (53,69) (54,39) (54,70) (55,26) (55,83) (58,6) (58,103) (60,39) (60,70) (61,28) (61,81) (63,14) (63,95) (66,23) (66,86) (67,15) (67,94) (68,43) (68,66) (69,34) (69,75) (70,21) (70,88) (74,36) (74,73) (75,4) (75,105) (79,1) (79,108) (81,19) (81,90) (83,7) (83,102) (85,51) (85,58) (86,37) (86,72) (87,33) (87,76) (90,35) (90,74) (92,3) (92,106) (94,42) (94,67) (98,10) (98,99) (99,7) (99,102) (101,10) (101,99) (102,43) (102,66) (104,39) (104,70) (105,1) (105,108)
44	y2 = x3 + 69x + 4	111	(0,2) (0,107) (1,40) (1,69) (3,42) (3,67) (5,16) (5,93) (6,31) (6,78) (8,14) (8,95) (9,41) (9,68) (13,41) (13,68) (16,9) (16,100) (18,50) (18,59) (19,33) (19,76) (22,17) (22,92) (26,9) (26,100) (29,4) (29,105) (30,25) (30,84) (31,18) (31,91) (32,10) (32,99) (34,4) (34,105) (36,51) (36,58) (39,50) (39,59) (42,6) (42,103) (43,40) (43,69) (44,32) (44,77) (46,4) (46,105) (48,49) (48,60) (52,50) (52,59) (55,5) (55,104) (57,48) (57,61) (58,53) (58,56) (60,20) (60,89) (61,21) (61,88) (65,40) (65,69) (66,32) (66,77) (67,9) (67,100) (69,37) (69,72) (70,48) (70,61) (76,7) (76,102) (81,10) (81,99) (83,6) (83,103) (84,51) (84,58) (86,23) (86,86) (87,41) (87,68) (90,3) (90,106) (91,48) (91,61) (92,26) (92,83) (93,6) (93,103) (94,45) (94,64) (95,0) (96,17) (96,92) (97,8) (97,101) (98,51) (98,58) (100,17) (100,92) (103,30) (103,79) (105,10) (105,99) (106,36) (106,73) (108,32) (108,77)
45	y2 = x3 + 41x + 1	111	(0,1) (0,108) (1,32) (1,77) (5,2) (5,107) (6,38) (6,71) (8,29) (8,80) (9,3) (9,106) (14,7) (14,102) (16,34) (16,75) (18,24) (18,85) (19,3) (19,106) (22,18) (22,91) (23,24) (23,85) (24,51) (24,58) (25,44) (25,65) (26,2) (26,107) (27,9) (27,100) (28,50) (28,59) (29,20) (29,89) (30,0) (32,20) (32,89) (36,8) (36,101) (38,29) (38,80) (39,36) (39,73) (41,25) (41,84) (43,34) (43,75) (44,15) (44,94) (47,28) (47,81) (48,20) (48,89) (50,34) (50,75) (52,13) (52,96) (56,5) (56,104) (59,46) (59,63) (60,5) (60,104) (61,16) (61,93) (63,29) (63,80) (65,39) (65,70) (66,46) (66,63) (68,24) (68,85) (69,52) (69,57) (77,16) (77,93) (78,2) (78,107) (80,16) (80,93) (81,3) (81,106) (84,30) (84,79) (86,25) (86,84) (87,21) (87,88) (88,4) (88,105) (90,50) (90,59) (91,25) (91,84) (93,46) (93,63) (96,43) (96,66) (100,50) (100,59) (102,5) (102,104) (103,53) (103,56) (105,10) (105,99) (107,42) (107,67)
46	y2 = x3 + 76x + 1	111	(0,1) (0,108) (1,29) (1,80) (3,16) (3,93) (7,2) (7,107) (8,24) (8,85) (9,18) (9,91) (11,36) (11,73) (12,5) (12,104) (13,5) (13,104) (16,9) (16,100) (17,50) (17,59) (18,15) (18,94) (19,42) (19,67) (20,16) (20,93) (22,2) (22,107) (23,20) (23,89) (27,46) (27,63) (31,50) (31,59) (33,29) (33,80) (35,44) (35,65) (36,4) (36,105) (38,10) (38,99) (39,46) (39,63) (42,0) (43,46) (43,63) (44,28) (44,81) (45,32) (45,77) (47,24) (47,85) (48,3) (48,106) (51,13) (51,96) (52,38) (52,71) (53,52) (53,57) (54,24) (54,85) (55,25) (55,84) (57,53) (57,56) (61,50) (61,59) (62,25) (62,84) (66,34) (66,75) (69,43) (69,66) (70,34) (70,75) (74,30) (74,79) (75,29) (75,80) (78,3) (78,106) (80,2) (80,107) (82,34) (82,75) (84,5) (84,104) (85,7) (85,102) (86,16) (86,93) (89,20) (89,89) (91,39) (91,70) (92,3) (92,106) (94,8) (94,101) (99,51) (99,58) (100,21) (100,88) (101,25) (101,84) (106,20) (106,89)
47	y2 = x3 + 53x + 4	111	(0,2) (0,107) (2,3) (2,106) (3,9) (3,100) (6,50) (6,59) (7,8) (7,101) (16,32) (16,77) (19,26) (19,83) (22,41) (22,68) (27,9) (27,100) (28,21) (28,88) (29,36) (29,73) (30,6) (30,103) (31,41) (31,68) (36,45) (36,64) (37,25) (37,84) (44,50) (44,59) (46,32) (46,77) (47,32) (47,77) (50,48) (50,61) (51,31) (51,78) (53,17) (53,92) (54,10) (54,99) (56,41) (56,68) (57,53) (57,56) (58,30) (58,79) (59,50) (59,59) (60,51) (60,58) (62,40) (62,69) (63,40) (63,69) (64,4) (64,105) (65,48) (65,61) (68,14) (68,95) (70,51) (70,58) (71,4) (71,105) (74,20) (74,89) (75,10) (75,99) (77,23) (77,86) (78,17) (78,92) (79,9) (79,100) (80,42) (80,67) (81,49) (81,60) (82,6) (82,103) (83,4) (83,105) (86,5) (86,104) (87,17) (87,92) (88,51) (88,58) (89,10) (89,99) (93,40) (93,69) (96,37) (96,72) (97,16) (97,93) (99,0) (100,18) (100,91) (101,7) (101,102) (103,48) (103,61) (106,6) (106,103) (107,33) (107,76)
48	y2 = x3 + 30x + 27	111	(0,38) (0,71) (3,12) (3,97) (4,50) (4,59) (5,53) (5,56) (7,12) (7,97) (8,4) (8,105) (9,46) (9,63) (16,5) (16,104) (17,0) (20,4) (20,105) (21,33) (21,76) (22,33) (22,76) (23,26) (23,83) (24,40) (24,69) (26,17) (26,92) (27,30) (27,79) (28,16) (28,93) (32,40) (32,69) (33,49) (33,60) (34,28) (34,81) (35,5) (35,104) (36,28) (36,81) (37,48) (37,61) (39,28) (39,81) (40,46) (40,63) (44,51) (44,58) (47,27) (47,82) (48,15) (48,94) (49,3) (49,106) (50,14) (50,95) (51,47) (51,62) (53,40) (53,69) (54,25) (54,84) (55,44) (55,65) (56,31) (56,78) (57,39) (57,70) (58,5) (58,104) (60,46) (60,63) (62,52) (62,57) (64,23) (64,86) (66,33) (66,76) (69,3) (69,106) (74,47) (74,62) (77,31) (77,78) (79,24) (79,85) (81,4) (81,105) (82,35) (82,74) (85,31) (85,78) (89,16) (89,93) (93,47) (93,62) (98,1) (98,108) (99,12) (99,97) (100,3) (100,106) (101,16) (101,93) (105,37) (105,72) (108,43) (108,66)
49	y2 = x3 + 96x + 105	111	(0,43) (0,66) (1,23) (1,86) (2,14) (2,95) (3,23) (3,86) (6,5) (6,104) (9,45) (9,64) (11,51) (11,58) (15,48) (15,61) (17,1) (17,108) (18,12) (18,97) (20,18) (20,91) (21,41) (21,68) (22,49) (22,60) (25,6) (25,103) (26,11) (26,98) (27,12) (27,97) (29,30) (29,79) (31,45) (31,64) (32,53) (32,56) (35,48) (35,61) (37,30) (37,79) (40,16) (40,93) (43,30) (43,79) (45,34) (45,75) (47,51) (47,58) (51,51) (51,58) (52,9) (52,100) (54,4) (54,105) (56,22) (56,87) (57,42) (57,67) (58,15) (58,94) (59,48) (59,61) (61,3) (61,106) (62,15) (62,94) (64,12) (64,97) (66,20) (66,89) (67,47) (67,62) (68,13) (68,96) (69,45) (69,64) (71,3) (71,106) (72,20) (72,89) (76,26) (76,83) (78,16) (78,93) (80,20) (80,89) (82,34) (82,75) (83,31) (83,78) (85,0) (86,3) (86,106) (89,39) (89,70) (91,34) (91,75) (92,10) (92,99) (98,15) (98,94) (100,16) (100,93) (102,17) (102,92) (104,46) (104,63) (105,23) (105,86)
50	y2 = x3 + 51x + 34	111	(0,19) (0,90) (2,12) (2,97) (3,43) (3,66) (4,53) (4,56) (5,14) (5,95) (7,25) (7,84) (8,54) (8,55) (11,20) (11,89) (13,13) (13,96) (14,2) (14,107) (18,35) (18,74) (20,15) (20,94) (28,52) (28,57) (33,7) (33,102) (34,52) (34,57) (35,2) (35,107) (36,28) (36,81) (37,6) (37,103) (39,53) (39,56) (40,42) (40,67) (41,14) (41,95) (42,20) (42,89) (43,23) (43,86) (47,52) (47,57) (49,8) (49,101) (53,39) (53,70) (54,26) (54,83) (55,41) (55,68) (56,20) (56,89) (57,0) (60,2) (60,107) (61,38) (61,71) (62,31) (62,78) (63,14) (63,95) (64,38) (64,71) (66,53) (66,56) (67,39) (67,70) (69,22) (69,87) (70,23) (70,86) (74,8) (74,101) (75,31) (75,78) (77,29) (77,80) (80,33) (80,76) (81,31) (81,78) (84,47) (84,62) (85,30) (85,79) (87,6) (87,103) (89,37) (89,72) (92,24) (92,85) (93,38) (93,71) (94,6) (94,103) (95,8) (95,101) (98,39) (98,70) (100,46) (100,63) (102,36) (102,73) (105,23) (105,86)
51	y2 = x3 + 30x + 82	111	(0,54) (0,55) (1,2) (1,107) (4,22) (4,87) (8,17) (8,92) (9,10) (9,99) (10,40) (10,69) (11,33) (11,76) (16,25) (16,84) (20,17) (20,92) (24,42) (24,67) (27,44) (27,65) (28,23) (28,86) (30,29) (30,80) (32,42) (32,67) (35,25) (35,84) (40,10) (40,99) (43,1) (43,108) (45,4) (45,105) (47,28) (47,81) (49,8) (49,101) (51,53) (51,56) (52,21) (52,88) (53,42) (53,67) (54,35) (54,74) (55,47) (55,62) (56,12) (56,97) (58,25) (58,84) (59,26) (59,83) (60,10) (60,99) (61,50) (61,59) (62,19) (62,90) (65,48) (65,61) (69,8) (69,101) (70,52) (70,57) (72,51) (72,58) (73,52) (73,57) (74,53) (74,56) (75,52) (75,57) (76,18) (76,91) (77,12) (77,97) (81,17) (81,92) (82,9) (82,100) (83,16) (83,93) (85,12) (85,97) (86,14) (86,95) (87,1) (87,108) (88,1) (88,108) (89,23) (89,86) (92,0) (93,53) (93,56) (100,8) (100,101) (101,23) (101,86) (102,40) (102,69) (104,5) (104,104) (105,15) (105,94) (106,40) (106,69)
52	y2 = x3 + 42x + 82	111	(0,54) (0,55) (1,4) (1,105) (6,21) (6,88) (11,26) (11,83) (12,5) (12,104) (13,10) (13,99) (14,12) (14,97) (18,28) (18,81) (19,0) (20,23) (20,86) (21,52) (21,57) (22,10) (22,99) (23,35) (23,74) (25,25) (25,84) (27,25) (27,84) (28,50) (28,59) (29,40) (29,69) (31,1) (31,108) (34,22) (34,87) (35,8) (35,101) (37,29) (37,80) (38,52) (38,57) (39,33) (39,76) (40,12) (40,97) (41,23) (41,86) (43,9) (43,100) (48,23) (48,86) (50,52) (50,57) (52,53) (52,56) (54,42) (54,67) (55,12) (55,97) (57,25) (57,84) (61,17) (61,92) (62,48) (62,61) (63,2) (63,107) (66,44) (66,65) (67,51) (67,58) (68,17) (68,92) (69,42) (69,67) (74,10) (74,99) (75,15) (75,94) (77,14) (77,95) (82,53) (82,56) (84,53) (84,56) (85,40) (85,69) (86,47) (86,62) (87,8) (87,101) (89,17) (89,92) (91,19) (91,90) (93,1) (93,108) (94,1) (94,108) (95,42) (95,67) (96,8) (96,101) (101,18) (101,91) (104,40) (104,69) (106,16) (106,93)
53	y2 = x3 + 98x + 43	111	(0,32) (0,77) (2,47) (2,62) (4,45) (4,64) (5,2) (5,107) (6,53) (6,56) (8,24) (8,85) (10,37) (10,72) (12,2) (12,107) (13,35) (13,74) (17,54) (17,55) (18,3) (18,106) (20,53) (20,56) (21,35) (21,74) (22,51) (22,58) (24,14) (24,95) (27,38) (27,71) (28,43) (28,66) (31,45) (31,64) (33,44) (33,65) (34,13) (34,96) (36,14) (36,95) (38,18) (38,91) (39,20) (39,89) (41,37) (41,72) (42,51) (42,58) (45,51) (45,58) (46,9) (46,100) (49,14) (49,95) (50,48) (50,61) (51,5) (51,104) (53,36) (53,73) (58,37) (58,72) (59,17) (59,92) (60,33) (60,76) (63,21) (63,88) (65,6) (65,103) (66,19) (66,90) (68,5) (68,104) (71,31) (71,78) (72,41) (72,68) (73,33) (73,76) (74,45) (74,64) (75,35) (75,74) (76,49) (76,60) (77,0) (79,29) (79,80) (83,53) (83,56) (85,33) (85,76) (88,13) (88,96) (92,2) (92,107) (96,13) (96,96) (97,54) (97,55) (99,5) (99,104) (102,39) (102,70) (104,54) (104,55) (106,7) (106,102)
54	y2 = x3 + 90x + 64	111	(0,8) (0,101) (1,41) (1,68) (2,19) (2,90) (3,19) (3,90) (5,51) (5,58) (8,36) (8,73) (12,16) (12,93) (14,12) (14,97) (15,50) (15,59) (18,39) (18,70) (19,26) (19,83) (21,36) (21,73) (22,22) (22,87) (23,26) (23,83) (24,5) (24,104) (25,45) (25,64) (29,24) (29,85) (30,15) (30,94) (34,38) (34,71) (36,16) (36,93) (39,0) (40,53) (40,56) (41,9) (41,100) (42,18) (42,91) (44,41) (44,68) (45,54) (45,55) (46,37) (46,72) (49,32) (49,77) (51,40) (51,69) (53,28) (53,81) (54,14) (54,95) (57,20) (57,89) (61,16) (61,93) (64,41) (64,68) (65,54) (65,55) (67,26) (67,83) (71,14) (71,95) (72,6) (72,103) (78,40) (78,69) (79,11) (79,98) (80,36) (80,73) (82,29) (82,80) (86,18) (86,91) (87,25) (87,84) (88,24) (88,85) (89,40) (89,69) (90,18) (90,91) (93,14) (93,95) (94,35) (94,74) (95,23) (95,86) (101,24) (101,85) (103,17) (103,92) (104,19) (104,90) (106,51) (106,58) (107,51) (107,58) (108,54) (108,55)