class leader: y² = x³ + 100x + 38

Sr no.	class members	# points	points
1	y2 = x3 + 100x + 38	117	(0,48) (0,55) (1,6) (1,97) (3,46) (3,57) (6,37) (6,66) (9,15) (9,88) (10,9) (10,94) (11,10) (11,93) (12,44) (12,59) (13,41) (13,62) (15,22) (15,81) (17,33) (17,70) (24,20) (24,83) (26,51) (26,52) (29,49) (29,54) (31,22) (31,81) (32,33) (32,70) (33,49) (33,54) (34,10) (34,93) (35,28) (35,75) (36,37) (36,66) (37,25) (37,78) (38,0) (39,18) (39,85) (40,26) (40,77) (41,49) (41,54) (42,47) (42,56) (45,39) (45,64) (46,2) (46,101) (49,29) (49,74) (50,19) (50,84) (54,33) (54,70) (57,22) (57,81) (58,10) (58,93) (59,8) (59,95) (61,37) (61,66) (63,11) (63,92) (64,24) (64,79) (65,30) (65,73) (67,47) (67,56) (68,42) (68,61) (69,39) (69,64) (71,29) (71,74) (72,2) (72,101) (77,16) (77,87) (78,12) (78,91) (82,25) (82,78) (83,21) (83,82) (84,31) (84,72) (85,50) (85,53) (86,29) (86,74) (87,25) (87,78) (88,2) (88,101) (89,23) (89,80) (91,32) (91,71) (92,39) (92,64) (93,43) (93,60) (96,5) (96,98) (97,47) (97,56) (101,6) (101,97)
2	y2 = x3 + 32x + 36	117	(0,6) (0,97) (3,46) (3,57) (6,49) (6,54) (8,17) (8,86) (9,34) (9,69) (10,29) (10,74) (16,3) (16,100) (17,31) (17,72) (18,26) (18,77) (21,9) (21,94) (22,26) (22,77) (23,8) (23,95) (24,38) (24,65) (26,25) (26,78) (28,11) (28,92) (29,18) (29,85) (30,17) (30,86) (33,19) (33,84) (34,19) (34,84) (35,16) (35,87) (36,19) (36,84) (37,8) (37,95) (38,35) (38,68) (40,23) (40,80) (41,34) (41,69) (42,22) (42,81) (43,8) (43,95) (45,2) (45,101) (47,32) (47,71) (48,10) (48,93) (49,44) (49,59) (50,7) (50,96) (51,25) (51,78) (53,34) (53,69) (54,14) (54,89) (58,45) (58,58) (60,27) (60,76) (61,0) (62,7) (62,96) (63,26) (63,77) (64,41) (64,62) (65,17) (65,86) (66,27) (66,76) (71,50) (71,53) (72,16) (72,87) (73,35) (73,68) (78,20) (78,83) (80,27) (80,76) (81,23) (81,80) (85,23) (85,80) (86,48) (86,55) (87,28) (87,75) (92,1) (92,102) (93,40) (93,63) (94,7) (94,96) (95,35) (95,68) (98,36) (98,67) (99,16) (99,87) (100,4) (100,99)
3	y2 = x3 + 61x + 82	117	(0,44) (0,59) (1,12) (1,91) (4,9) (4,94) (5,10) (5,93) (6,47) (6,56) (7,50) (7,53) (8,19) (8,84) (15,47) (15,56) (16,2) (16,101) (17,26) (17,77) (18,27) (18,76) (19,13) (19,90) (20,49) (20,54) (21,18) (21,85) (23,46) (23,57) (24,34) (24,69) (27,20) (27,83) (28,19) (28,84) (30,22) (30,81) (32,20) (32,83) (33,5) (33,98) (35,9) (35,94) (36,3) (36,100) (37,16) (37,87) (38,2) (38,101) (39,17) (39,86) (42,10) (42,93) (43,11) (43,92) (44,20) (44,83) (45,4) (45,99) (47,8) (47,95) (49,2) (49,101) (50,0) (53,24) (53,79) (55,45) (55,58) (56,10) (56,93) (57,46) (57,57) (61,8) (61,95) (64,9) (64,94) (67,19) (67,84) (68,17) (68,86) (69,25) (69,78) (70,6) (70,97) (73,35) (73,68) (75,3) (75,100) (78,37) (78,66) (79,48) (79,55) (82,47) (82,56) (83,21) (83,82) (84,43) (84,60) (88,18) (88,85) (90,39) (90,64) (93,29) (93,74) (95,3) (95,100) (96,41) (96,62) (97,18) (97,85) (98,8) (98,95) (99,17) (99,86) (101,40) (101,63)
4	y2 = x3 + 2x + 7	117	(0,25) (0,78) (2,15) (2,88) (4,39) (4,64) (6,21) (6,82) (7,40) (7,63) (9,41) (9,62) (10,10) (10,93) (12,27) (12,76) (15,42) (15,61) (16,18) (16,85) (18,2) (18,101) (20,42) (20,61) (23,13) (23,90) (25,51) (25,52) (28,30) (28,73) (30,9) (30,94) (31,14) (31,89) (33,28) (33,75) (34,41) (34,62) (35,1) (35,102) (36,30) (36,73) (37,26) (37,77) (38,46) (38,57) (39,30) (39,73) (41,0) (42,15) (42,88) (44,43) (44,60) (46,10) (46,93) (47,10) (47,93) (49,5) (49,98) (53,19) (53,84) (54,35) (54,68) (56,29) (56,74) (57,29) (57,74) (58,16) (58,87) (59,15) (59,88) (60,41) (60,62) (61,43) (61,60) (62,23) (62,80) (64,12) (64,91) (65,24) (65,79) (66,33) (66,70) (67,12) (67,91) (68,42) (68,61) (71,49) (71,54) (73,6) (73,97) (75,12) (75,91) (76,47) (76,56) (78,20) (78,83) (83,1) (83,102) (86,2) (86,101) (88,1) (88,102) (89,4) (89,99) (90,16) (90,87) (93,29) (93,74) (95,32) (95,71) (99,48) (99,55) (101,43) (101,60) (102,2) (102,101)
5	y2 = x3 + 29x + 32	117	(0,49) (0,54) (2,43) (2,60) (7,28) (7,75) (8,40) (8,63) (11,31) (11,72) (14,35) (14,68) (16,36) (16,67) (17,44) (17,59) (18,0) (19,51) (19,52) (20,28) (20,75) (21,23) (21,80) (22,20) (22,83) (24,21) (24,82) (26,50) (26,53) (27,1) (27,102) (28,41) (28,62) (30,35) (30,68) (31,50) (31,53) (33,19) (33,84) (34,7) (34,96) (37,19) (37,84) (43,31) (43,72) (46,50) (46,53) (47,40) (47,63) (48,40) (48,63) (49,31) (49,72) (51,46) (51,57) (52,27) (52,76) (53,13) (53,90) (54,37) (54,66) (55,3) (55,100) (56,3) (56,100) (57,6) (57,97) (59,35) (59,68) (60,37) (60,66) (61,15) (61,88) (69,18) (69,85) (71,29) (71,74) (72,6) (72,97) (76,28) (76,75) (77,6) (77,97) (78,33) (78,70) (81,30) (81,73) (82,16) (82,87) (83,1) (83,102) (84,48) (84,55) (85,8) (85,95) (87,2) (87,101) (88,41) (88,62) (90,41) (90,62) (91,4) (91,99) (92,37) (92,66) (93,9) (93,94) (94,22) (94,81) (95,3) (95,100) (96,1) (96,102) (99,26) (99,77) (102,38) (102,65)
6	y2 = x3 + 36x + 56	117	(0,46) (0,57) (1,14) (1,89) (2,41) (2,62) (4,26) (4,77) (5,19) (5,84) (6,30) (6,73) (7,41) (7,62) (8,49) (8,54) (9,39) (9,64) (11,49) (11,54) (14,27) (14,76) (16,14) (16,89) (17,15) (17,88) (21,44) (21,59) (22,28) (22,75) (24,18) (24,85) (26,50) (26,53) (27,27) (27,76) (30,29) (30,74) (31,28) (31,75) (34,38) (34,65) (35,2) (35,101) (37,51) (37,52) (38,26) (38,77) (39,3) (39,100) (40,20) (40,83) (41,1) (41,102) (43,16) (43,87) (44,43) (44,60) (49,35) (49,68) (50,28) (50,75) (51,5) (51,98) (53,7) (53,96) (56,42) (56,61) (59,23) (59,80) (61,26) (61,77) (62,27) (62,76) (64,0) (69,25) (69,78) (71,34) (71,69) (72,7) (72,96) (74,8) (74,95) (76,1) (76,102) (79,32) (79,71) (81,7) (81,96) (82,37) (82,66) (83,20) (83,83) (84,49) (84,54) (86,14) (86,89) (87,15) (87,88) (88,40) (88,63) (89,1) (89,102) (91,33) (91,70) (94,41) (94,62) (96,39) (96,64) (97,6) (97,97) (98,36) (98,67) (101,39) (101,64) (102,15) (102,88)
7	y2 = x3 + 16x + 33	117	(0,41) (0,62) (1,16) (1,87) (4,26) (4,77) (5,49) (5,54) (6,6) (6,97) (7,30) (7,73) (8,40) (8,63) (9,44) (9,59) (10,36) (10,67) (11,43) (11,60) (14,23) (14,80) (16,33) (16,70) (17,45) (17,58) (18,30) (18,73) (23,38) (23,65) (25,14) (25,89) (26,0) (27,28) (27,75) (28,44) (28,59) (29,28) (29,75) (31,48) (31,55) (33,6) (33,97) (35,38) (35,65) (36,20) (36,83) (39,37) (39,66) (40,35) (40,68) (42,18) (42,85) (44,15) (44,88) (45,38) (45,65) (46,7) (46,96) (47,28) (47,75) (48,16) (48,87) (49,4) (49,99) (54,16) (54,87) (55,4) (55,99) (57,29) (57,74) (58,8) (58,95) (64,6) (64,97) (66,44) (66,59) (68,8) (68,95) (69,47) (69,56) (70,37) (70,66) (72,50) (72,53) (77,13) (77,90) (78,30) (78,73) (80,8) (80,95) (82,18) (82,85) (83,46) (83,57) (85,14) (85,89) (87,25) (87,78) (88,34) (88,69) (89,19) (89,84) (90,10) (90,93) (96,14) (96,89) (97,37) (97,66) (98,31) (98,72) (99,27) (99,76) (100,24) (100,79) (102,4) (102,99)
8	y2 = x3 + 13x + 50	117	(0,16) (0,87) (1,8) (1,95) (3,42) (3,61) (4,28) (4,75) (5,31) (5,72) (7,22) (7,81) (9,22) (9,81) (11,44) (11,59) (14,35) (14,68) (15,18) (15,85) (16,50) (16,53) (17,31) (17,72) (19,7) (19,96) (22,13) (22,90) (28,18) (28,85) (32,45) (32,58) (34,48) (34,55) (35,29) (35,74) (36,0) (38,38) (38,65) (39,41) (39,62) (40,35) (40,68) (41,44) (41,59) (42,3) (42,100) (44,25) (44,78) (48,51) (48,52) (49,35) (49,68) (51,44) (51,59) (52,11) (52,92) (53,36) (53,67) (54,27) (54,76) (56,26) (56,77) (59,14) (59,89) (60,18) (60,85) (61,20) (61,83) (62,11) (62,92) (63,27) (63,76) (65,43) (65,60) (66,2) (66,101) (67,10) (67,93) (68,17) (68,86) (71,49) (71,54) (73,26) (73,77) (74,2) (74,101) (77,26) (77,77) (79,5) (79,98) (81,31) (81,72) (83,37) (83,66) (85,24) (85,79) (86,13) (86,90) (87,22) (87,81) (89,27) (89,76) (92,11) (92,92) (94,50) (94,53) (95,19) (95,84) (96,50) (96,53) (98,13) (98,90) (101,4) (101,99) (102,6) (102,97)
9	y2 = x3 + 30x + 36	117	(0,6) (0,97) (2,1) (2,102) (3,16) (3,87) (4,23) (4,80) (5,38) (5,65) (10,10) (10,93) (11,7) (11,96) (12,8) (12,95) (14,25) (14,78) (15,16) (15,87) (17,0) (19,7) (19,96) (22,23) (22,80) (23,11) (23,92) (25,31) (25,72) (26,26) (26,77) (27,49) (27,54) (29,36) (29,67) (30,34) (30,69) (31,28) (31,75) (32,17) (32,86) (35,17) (35,86) (36,17) (36,86) (37,14) (37,89) (38,4) (38,99) (39,8) (39,95) (42,20) (42,83) (43,9) (43,94) (45,29) (45,74) (48,2) (48,101) (50,19) (50,84) (51,27) (51,76) (52,8) (52,95) (55,45) (55,58) (57,32) (57,71) (58,40) (58,63) (59,19) (59,84) (62,50) (62,53) (64,27) (64,76) (65,46) (65,57) (66,44) (66,59) (67,35) (67,68) (68,35) (68,68) (71,35) (71,68) (72,3) (72,100) (73,7) (73,96) (75,25) (75,78) (77,23) (77,80) (78,48) (78,55) (79,18) (79,85) (81,26) (81,77) (82,41) (82,62) (84,34) (84,69) (85,16) (85,87) (86,22) (86,81) (91,27) (91,76) (92,34) (92,69) (97,19) (97,84) (99,26) (99,77)
10	y2 = x3 + 34x + 52	117	(0,19) (0,84) (2,5) (2,98) (4,47) (4,56) (5,48) (5,55) (6,36) (6,67) (7,18) (7,85) (12,5) (12,98) (13,42) (13,61) (14,39) (14,64) (15,34) (15,69) (18,25) (18,78) (19,48) (19,55) (21,6) (21,97) (22,18) (22,85) (23,34) (23,69) (24,13) (24,90) (30,46) (30,57) (31,10) (31,93) (34,41) (34,62) (35,41) (35,62) (38,9) (38,94) (39,37) (39,66) (40,25) (40,78) (41,11) (41,92) (43,28) (43,75) (45,25) (45,78) (46,22) (46,81) (47,1) (47,102) (49,14) (49,89) (52,44) (52,59) (55,43) (55,60) (56,0) (57,49) (57,54) (58,32) (58,71) (59,43) (59,60) (60,12) (60,91) (63,32) (63,71) (65,34) (65,69) (71,17) (71,86) (72,2) (72,101) (74,18) (74,85) (75,23) (75,80) (77,21) (77,82) (79,48) (79,55) (80,9) (80,94) (82,45) (82,58) (84,13) (84,90) (85,32) (85,71) (88,9) (88,94) (89,5) (89,98) (90,20) (90,83) (91,39) (91,64) (92,43) (92,60) (95,35) (95,68) (98,13) (98,90) (99,26) (99,77) (100,51) (100,52) (101,39) (101,64) (102,29) (102,74)
11	y2 = x3 + 41x + 36	117	(0,6) (0,97) (2,34) (2,69) (3,17) (3,86) (4,26) (4,77) (8,19) (8,84) (9,1) (9,102) (10,2) (10,101) (12,14) (12,89) (14,26) (14,77) (15,3) (15,100) (16,16) (16,87) (18,23) (18,80) (19,19) (19,84) (21,8) (21,95) (22,16) (22,87) (25,0) (28,8) (28,95) (32,34) (32,69) (34,7) (34,96) (35,46) (35,57) (39,9) (39,94) (41,17) (41,86) (42,48) (42,55) (44,35) (44,68) (45,10) (45,93) (48,29) (48,74) (49,27) (49,76) (52,11) (52,92) (54,8) (54,95) (55,40) (55,63) (59,17) (59,86) (60,41) (60,62) (61,31) (61,72) (62,35) (62,68) (63,25) (63,78) (65,16) (65,87) (68,4) (68,99) (69,34) (69,69) (70,49) (70,54) (71,7) (71,96) (73,50) (73,53) (74,38) (74,65) (75,27) (75,76) (76,19) (76,84) (78,22) (78,81) (79,36) (79,67) (80,25) (80,78) (82,27) (82,76) (85,26) (85,77) (86,20) (86,83) (88,28) (88,75) (89,23) (89,80) (91,44) (91,59) (93,45) (93,58) (98,18) (98,85) (99,23) (99,80) (100,35) (100,68) (101,7) (101,96) (102,32) (102,71)
12	y2 = x3 + 28x + 91	117	(0,20) (0,83) (1,29) (1,74) (2,19) (2,84) (4,24) (4,79) (6,28) (6,75) (10,49) (10,54) (11,44) (11,59) (14,31) (14,72) (16,0) (18,12) (18,91) (19,13) (19,90) (21,19) (21,84) (22,5) (22,98) (24,8) (24,95) (26,24) (26,79) (27,41) (27,62) (28,8) (28,95) (30,11) (30,92) (31,46) (31,57) (35,45) (35,58) (36,13) (36,90) (38,43) (38,60) (39,12) (39,91) (41,29) (41,74) (43,16) (43,87) (46,12) (46,91) (48,13) (48,90) (50,25) (50,78) (51,8) (51,95) (52,18) (52,85) (53,22) (53,81) (55,42) (55,61) (57,48) (57,55) (58,32) (58,71) (59,35) (59,68) (60,21) (60,82) (61,29) (61,74) (64,48) (64,55) (67,42) (67,61) (70,1) (70,102) (72,34) (72,69) (73,24) (73,79) (75,18) (75,85) (76,47) (76,56) (77,11) (77,92) (79,18) (79,85) (80,19) (80,84) (84,42) (84,61) (85,48) (85,55) (86,26) (86,77) (87,39) (87,64) (88,2) (88,101) (90,38) (90,65) (92,10) (92,93) (95,30) (95,73) (97,4) (97,99) (98,49) (98,54) (99,11) (99,92) (100,17) (100,86)
13	y2 = x3 + 72x + 33	117	(0,41) (0,62) (2,44) (2,59) (4,30) (4,73) (6,28) (6,75) (7,46) (7,57) (8,20) (8,83) (10,38) (10,65) (12,16) (12,87) (13,30) (13,73) (15,33) (15,70) (16,50) (16,53) (17,14) (17,89) (20,10) (20,93) (22,27) (22,76) (24,49) (24,54) (26,23) (26,80) (27,37) (27,66) (28,38) (28,65) (31,34) (31,69) (33,37) (33,66) (38,8) (38,95) (40,13) (40,90) (43,37) (43,66) (45,16) (45,87) (46,16) (46,87) (47,29) (47,74) (48,36) (48,67) (49,44) (49,59) (52,44) (52,59) (56,7) (56,96) (57,4) (57,99) (58,4) (58,99) (59,40) (59,63) (60,6) (60,97) (61,45) (61,58) (63,0) (64,18) (64,85) (65,38) (65,65) (67,15) (67,88) (68,24) (68,79) (70,6) (70,97) (75,8) (75,95) (76,6) (76,97) (77,19) (77,84) (78,18) (78,85) (79,31) (79,72) (81,26) (81,77) (84,47) (84,56) (86,30) (86,73) (87,48) (87,55) (88,25) (88,78) (89,35) (89,68) (90,14) (90,89) (91,4) (91,99) (93,8) (93,95) (94,43) (94,60) (98,28) (98,75) (99,14) (99,89) (102,28) (102,75)
14	y2 = x3 + 1x + 15	117	(0,18) (0,85) (1,29) (1,74) (2,5) (2,98) (4,17) (4,86) (7,46) (7,57) (9,49) (9,54) (10,43) (10,60) (11,11) (11,92) (12,2) (12,101) (16,25) (16,78) (17,1) (17,102) (18,32) (18,71) (20,1) (20,102) (22,30) (22,73) (24,24) (24,79) (25,3) (25,100) (26,2) (26,101) (27,19) (27,84) (28,46) (28,57) (30,33) (30,70) (32,24) (32,79) (33,48) (33,55) (34,25) (34,78) (37,21) (37,82) (38,51) (38,52) (40,35) (40,68) (43,7) (43,96) (45,37) (45,66) (47,24) (47,79) (48,41) (48,62) (50,34) (50,69) (53,25) (53,78) (54,47) (54,56) (55,10) (55,93) (56,22) (56,81) (58,0) (62,28) (62,75) (63,12) (63,91) (65,2) (65,101) (66,1) (66,102) (68,46) (68,57) (69,34) (69,69) (71,22) (71,81) (72,28) (72,75) (74,27) (74,76) (76,9) (76,94) (77,51) (77,52) (79,22) (79,81) (80,44) (80,59) (83,21) (83,82) (84,48) (84,55) (85,6) (85,97) (86,21) (86,82) (87,34) (87,69) (89,48) (89,55) (91,51) (91,52) (98,20) (98,83) (99,16) (99,87) (102,42) (102,61)
15	y2 = x3 + 97x + 4	117	(0,2) (0,101) (2,0) (3,42) (3,61) (6,9) (6,94) (8,46) (8,57) (9,24) (9,79) (10,29) (10,74) (11,41) (11,62) (13,28) (13,75) (18,28) (18,75) (20,46) (20,57) (22,23) (22,80) (25,21) (25,82) (26,29) (26,74) (27,26) (27,77) (28,40) (28,63) (29,23) (29,80) (32,49) (32,54) (33,38) (33,65) (37,45) (37,58) (38,26) (38,77) (40,25) (40,78) (41,9) (41,94) (42,35) (42,68) (43,47) (43,56) (44,19) (44,84) (45,42) (45,61) (46,48) (46,55) (47,37) (47,66) (48,43) (48,60) (51,32) (51,71) (52,23) (52,80) (55,42) (55,61) (56,9) (56,94) (58,43) (58,60) (59,33) (59,70) (61,15) (61,88) (62,37) (62,66) (63,1) (63,102) (64,12) (64,91) (67,29) (67,74) (71,39) (71,64) (72,28) (72,75) (74,32) (74,71) (75,46) (75,57) (78,44) (78,59) (79,34) (79,69) (80,51) (80,52) (81,32) (81,71) (82,6) (82,97) (83,40) (83,63) (86,31) (86,72) (88,18) (88,85) (94,16) (94,87) (95,40) (95,63) (97,37) (97,66) (100,43) (100,60) (101,27) (101,76) (102,3) (102,100)
16	y2 = x3 + 33x + 4	117	(0,2) (0,101) (1,48) (1,55) (4,32) (4,71) (7,28) (7,75) (8,33) (8,70) (9,0) (10,43) (10,60) (11,16) (11,87) (12,45) (12,58) (13,40) (13,63) (14,29) (14,74) (15,28) (15,75) (17,15) (17,88) (23,40) (23,63) (24,32) (24,71) (26,1) (26,102) (27,9) (27,94) (28,23) (28,80) (30,9) (30,94) (36,46) (36,57) (38,43) (38,60) (39,47) (39,56) (41,49) (41,54) (42,44) (42,59) (44,29) (44,74) (45,29) (45,74) (46,9) (46,94) (47,3) (47,100) (48,42) (48,61) (51,51) (51,52) (55,43) (55,60) (57,37) (57,66) (60,6) (60,97) (61,21) (61,82) (62,39) (62,64) (65,42) (65,61) (67,40) (67,63) (68,26) (68,77) (70,26) (70,77) (73,37) (73,66) (75,32) (75,71) (76,37) (76,66) (77,25) (77,78) (78,31) (78,72) (79,23) (79,80) (80,46) (80,57) (81,28) (81,75) (82,12) (82,91) (86,35) (86,68) (87,18) (87,85) (90,46) (90,57) (92,24) (92,79) (93,42) (93,61) (94,27) (94,76) (95,19) (95,84) (97,38) (97,65) (98,34) (98,69) (99,23) (99,80) (101,41) (101,62)
17	y2 = x3 + 26x + 92	117	(0,35) (0,68) (1,4) (1,99) (2,7) (2,96) (5,48) (5,55) (6,19) (6,84) (8,20) (8,83) (9,5) (9,98) (10,42) (10,61) (11,24) (11,79) (12,22) (12,81) (13,19) (13,84) (14,25) (14,78) (15,47) (15,56) (16,22) (16,81) (17,20) (17,83) (19,21) (19,82) (20,28) (20,75) (24,29) (24,74) (25,14) (25,89) (27,17) (27,86) (28,3) (28,100) (29,0) (31,43) (31,60) (33,42) (33,61) (34,25) (34,78) (36,43) (36,60) (37,1) (37,102) (38,34) (38,69) (40,6) (40,97) (42,44) (42,59) (43,45) (43,58) (49,16) (49,87) (51,13) (51,90) (52,18) (52,85) (55,25) (55,78) (56,2) (56,101) (57,50) (57,53) (60,42) (60,61) (64,23) (64,80) (65,26) (65,77) (68,44) (68,59) (70,45) (70,58) (73,15) (73,88) (74,9) (74,94) (75,22) (75,81) (78,20) (78,83) (79,8) (79,95) (83,11) (83,92) (84,19) (84,84) (86,14) (86,89) (87,3) (87,100) (90,21) (90,82) (91,3) (91,100) (93,45) (93,58) (94,46) (94,57) (95,14) (95,89) (96,44) (96,59) (97,21) (97,82) (101,49) (101,54)
18	y2 = x3 + 92x + 7	117	(0,25) (0,78) (1,10) (1,93) (3,1) (3,102) (8,15) (8,88) (9,15) (9,88) (12,26) (12,77) (13,1) (13,102) (16,42) (16,61) (17,43) (17,60) (18,39) (18,64) (21,30) (21,73) (23,30) (23,73) (27,21) (27,82) (30,0) (32,9) (32,94) (33,47) (33,56) (35,24) (35,79) (37,35) (37,68) (40,4) (40,99) (42,20) (42,83) (44,12) (44,91) (45,10) (45,93) (46,29) (46,74) (47,2) (47,101) (50,41) (50,62) (52,13) (52,90) (54,27) (54,76) (55,16) (55,87) (57,10) (57,93) (58,29) (58,74) (59,30) (59,73) (61,51) (61,52) (62,49) (62,54) (64,41) (64,62) (66,5) (66,98) (67,32) (67,71) (68,46) (68,57) (71,6) (71,97) (72,18) (72,85) (73,23) (73,80) (78,2) (78,101) (80,12) (80,91) (81,2) (81,101) (82,12) (82,91) (83,40) (83,63) (84,19) (84,84) (85,48) (85,55) (86,15) (86,88) (87,1) (87,102) (88,14) (88,89) (90,42) (90,61) (91,33) (91,70) (92,41) (92,62) (94,43) (94,60) (95,43) (95,60) (96,16) (96,87) (97,28) (97,75) (100,42) (100,61) (102,29) (102,74)
19	y2 = x3 + 91x + 98	117	(0,43) (0,60) (2,44) (2,59) (5,36) (5,67) (6,6) (6,97) (11,24) (11,79) (12,31) (12,72) (13,39) (13,64) (15,10) (15,93) (18,7) (18,96) (19,31) (19,72) (20,37) (20,66) (22,39) (22,64) (23,12) (23,91) (24,48) (24,55) (25,30) (25,73) (26,26) (26,77) (27,14) (27,89) (30,24) (30,79) (31,33) (31,70) (33,1) (33,102) (34,36) (34,67) (35,23) (35,80) (39,41) (39,62) (41,49) (41,54) (48,25) (48,78) (51,20) (51,83) (52,38) (52,65) (53,15) (53,88) (58,16) (58,87) (61,46) (61,57) (62,24) (62,79) (63,51) (63,52) (64,36) (64,67) (65,13) (65,90) (66,16) (66,87) (67,11) (67,92) (68,39) (68,64) (69,41) (69,62) (70,35) (70,68) (71,46) (71,57) (72,31) (72,72) (73,49) (73,54) (74,46) (74,57) (75,3) (75,100) (76,0) (78,29) (78,74) (79,40) (79,63) (80,19) (80,84) (81,23) (81,80) (82,16) (82,87) (83,28) (83,75) (84,33) (84,70) (89,32) (89,71) (90,23) (90,80) (91,33) (91,70) (92,49) (92,54) (98,41) (98,62) (99,44) (99,59) (100,2) (100,101)
20	y2 = x3 + 15x + 33	117	(0,41) (0,62) (1,7) (1,96) (3,38) (3,65) (6,37) (6,66) (10,16) (10,87) (13,46) (13,57) (14,0) (15,50) (15,53) (18,26) (18,77) (20,14) (20,89) (21,37) (21,66) (22,14) (22,89) (23,44) (23,59) (25,45) (25,58) (27,6) (27,97) (29,31) (29,72) (31,25) (31,78) (36,40) (36,63) (37,16) (37,87) (38,24) (38,79) (40,19) (40,84) (42,30) (42,73) (45,36) (45,67) (47,4) (47,99) (48,38) (48,65) (51,8) (51,95) (52,38) (52,65) (53,47) (53,56) (55,8) (55,95) (56,16) (56,87) (57,28) (57,75) (59,20) (59,83) (60,18) (60,85) (61,14) (61,89) (63,23) (63,80) (66,4) (66,99) (70,28) (70,75) (72,33) (72,70) (74,49) (74,54) (76,37) (76,66) (77,35) (77,68) (79,28) (79,75) (81,30) (81,73) (82,6) (82,97) (83,30) (83,73) (85,27) (85,76) (86,18) (86,85) (87,34) (87,69) (88,48) (88,55) (89,13) (89,90) (91,44) (91,59) (92,44) (92,59) (93,4) (93,99) (95,15) (95,88) (96,10) (96,93) (97,6) (97,97) (100,8) (100,95) (101,43) (101,60) (102,29) (102,74)
21	y2 = x3 + 18x + 17	117	(0,29) (0,74) (1,6) (1,97) (2,24) (2,79) (3,43) (3,60) (4,16) (4,87) (5,51) (5,52) (6,49) (6,54) (8,40) (8,63) (10,8) (10,95) (11,1) (11,102) (12,2) (12,101) (13,39) (13,64) (14,51) (14,52) (19,27) (19,76) (20,31) (20,72) (23,49) (23,54) (24,33) (24,70) (26,6) (26,97) (28,15) (28,88) (29,38) (29,65) (30,46) (30,57) (32,35) (32,68) (34,22) (34,81) (35,46) (35,57) (38,46) (38,57) (39,35) (39,68) (42,17) (42,86) (43,24) (43,79) (44,20) (44,83) (45,30) (45,73) (47,48) (47,55) (49,43) (49,60) (51,43) (51,60) (55,25) (55,78) (58,24) (58,79) (59,47) (59,56) (60,30) (60,73) (65,9) (65,94) (67,14) (67,89) (68,9) (68,94) (73,9) (73,94) (74,49) (74,54) (75,18) (75,85) (76,6) (76,97) (80,38) (80,65) (81,32) (81,71) (82,36) (82,67) (83,0) (84,51) (84,52) (85,12) (85,91) (89,27) (89,76) (90,26) (90,77) (91,37) (91,66) (92,41) (92,62) (95,44) (95,59) (96,28) (96,75) (97,38) (97,65) (98,27) (98,76) (101,30) (101,73)
22	y2 = x3 + 9x + 7	117	(0,25) (0,78) (1,29) (1,74) (2,41) (2,62) (3,24) (3,79) (4,2) (4,101) (7,1) (7,102) (8,30) (8,73) (11,43) (11,60) (12,35) (12,68) (13,40) (13,63) (15,18) (15,85) (17,51) (17,52) (19,41) (19,62) (20,16) (20,87) (22,48) (22,55) (25,43) (25,60) (28,13) (28,90) (31,1) (31,102) (32,0) (36,15) (36,88) (37,27) (37,76) (38,42) (38,61) (41,9) (41,94) (42,2) (42,101) (43,30) (43,73) (44,32) (44,71) (47,29) (47,74) (48,10) (48,93) (49,33) (49,70) (51,12) (51,91) (52,30) (52,73) (54,26) (54,77) (55,29) (55,74) (56,10) (56,93) (57,2) (57,101) (60,12) (60,91) (62,6) (62,97) (65,1) (65,102) (67,43) (67,60) (69,19) (69,84) (70,21) (70,82) (71,23) (71,80) (72,42) (72,61) (73,49) (73,54) (76,28) (76,75) (77,4) (77,99) (78,15) (78,88) (81,39) (81,64) (82,41) (82,62) (86,20) (86,83) (87,14) (87,89) (91,5) (91,98) (92,15) (92,88) (93,16) (93,87) (95,12) (95,91) (96,42) (96,61) (97,47) (97,56) (100,46) (100,57) (102,10) (102,93)
23	y2 = x3 + 93x + 63	117	(0,28) (0,75) (3,36) (3,67) (6,42) (6,61) (8,17) (8,86) (10,6) (10,97) (12,34) (12,69) (14,35) (14,68) (17,45) (17,58) (18,16) (18,87) (21,16) (21,87) (23,19) (23,84) (25,20) (25,83) (27,3) (27,100) (28,38) (28,65) (29,36) (29,67) (32,13) (32,90) (33,49) (33,54) (34,14) (34,89) (35,7) (35,96) (36,3) (36,100) (37,44) (37,59) (38,45) (38,58) (39,30) (39,73) (40,3) (40,100) (41,39) (41,64) (43,6) (43,97) (44,48) (44,55) (45,43) (45,60) (46,4) (46,99) (47,2) (47,101) (48,45) (48,58) (49,27) (49,76) (50,6) (50,97) (51,40) (51,63) (54,18) (54,85) (55,26) (55,77) (56,15) (56,88) (57,25) (57,78) (58,50) (58,53) (63,23) (63,80) (64,16) (64,87) (65,26) (65,77) (67,23) (67,80) (69,41) (69,62) (71,36) (71,67) (74,13) (74,90) (76,23) (76,80) (81,48) (81,55) (82,30) (82,73) (83,20) (83,83) (85,30) (85,73) (86,26) (86,77) (87,12) (87,91) (89,31) (89,72) (90,46) (90,57) (91,0) (98,20) (98,83) (100,13) (100,90) (102,22) (102,81)
24	y2 = x3 + 79x + 32	117	(0,49) (0,54) (1,3) (1,100) (4,0) (6,1) (6,102) (7,1) (7,102) (9,37) (9,66) (12,37) (12,66) (13,28) (13,75) (15,36) (15,67) (16,6) (16,97) (18,30) (18,73) (19,7) (19,96) (20,41) (20,62) (21,31) (21,72) (22,26) (22,77) (23,27) (23,76) (25,15) (25,88) (26,35) (26,68) (31,41) (31,62) (36,35) (36,68) (39,23) (39,80) (40,6) (40,97) (41,35) (41,68) (44,3) (44,100) (45,40) (45,63) (47,6) (47,97) (50,51) (50,52) (52,41) (52,62) (53,48) (53,55) (54,19) (54,84) (55,9) (55,94) (56,50) (56,53) (57,38) (57,65) (58,3) (58,100) (59,40) (59,63) (61,44) (61,59) (63,50) (63,53) (64,16) (64,87) (66,4) (66,99) (69,13) (69,90) (73,29) (73,74) (74,21) (74,82) (76,19) (76,84) (80,46) (80,57) (82,37) (82,66) (84,18) (84,85) (85,20) (85,83) (86,33) (86,70) (87,50) (87,53) (88,2) (88,101) (90,1) (90,102) (91,31) (91,72) (92,43) (92,60) (94,31) (94,72) (96,28) (96,75) (97,28) (97,75) (99,8) (99,95) (101,22) (101,81) (102,40) (102,63)
25	y2 = x3 + 63x + 92	117	(0,35) (0,68) (5,29) (5,74) (6,45) (6,58) (7,19) (7,84) (9,7) (9,96) (11,46) (11,57) (12,1) (12,102) (13,11) (13,92) (16,47) (16,56) (20,44) (20,59) (23,3) (23,100) (24,9) (24,94) (25,20) (25,83) (27,19) (27,84) (28,18) (28,85) (31,3) (31,100) (34,21) (34,82) (35,26) (35,77) (36,20) (36,83) (39,45) (39,58) (42,20) (42,83) (45,42) (45,61) (46,2) (46,101) (49,3) (49,100) (50,25) (50,78) (54,22) (54,81) (56,4) (56,99) (58,45) (58,58) (59,43) (59,60) (61,14) (61,89) (63,25) (63,78) (64,42) (64,61) (66,16) (66,87) (67,14) (67,89) (68,34) (68,69) (69,19) (69,84) (70,17) (70,86) (71,15) (71,88) (72,22) (72,81) (74,48) (74,55) (75,13) (75,90) (76,21) (76,82) (77,6) (77,97) (78,14) (78,89) (79,0) (80,22) (80,81) (82,23) (82,80) (86,44) (86,59) (88,43) (88,60) (90,28) (90,75) (92,5) (92,98) (93,25) (93,78) (94,49) (94,54) (96,21) (96,82) (97,42) (97,61) (98,8) (98,95) (100,44) (100,59) (101,24) (101,79) (102,50) (102,53)
26	y2 = x3 + 56x + 15	117	(0,18) (0,85) (1,22) (1,81) (2,49) (2,54) (3,2) (3,101) (4,32) (4,71) (5,27) (5,76) (6,19) (6,84) (7,21) (7,82) (10,37) (10,66) (12,47) (12,56) (13,46) (13,57) (14,12) (14,91) (15,25) (15,78) (16,28) (16,75) (17,3) (17,100) (19,25) (19,78) (21,7) (21,96) (22,16) (22,87) (29,22) (29,81) (30,24) (30,79) (34,34) (34,69) (37,2) (37,101) (38,46) (38,57) (40,51) (40,52) (41,33) (41,70) (42,21) (42,82) (45,41) (45,62) (46,29) (46,74) (48,43) (48,60) (49,1) (49,102) (52,46) (52,57) (53,48) (53,55) (54,21) (54,82) (57,42) (57,61) (58,10) (58,93) (61,1) (61,102) (63,2) (63,101) (66,51) (66,52) (69,25) (69,78) (71,28) (71,75) (73,22) (73,81) (74,24) (74,79) (75,44) (75,59) (76,48) (76,55) (77,48) (77,55) (79,20) (79,83) (81,17) (81,86) (84,34) (84,69) (85,30) (85,73) (88,34) (88,69) (89,35) (89,68) (92,5) (92,98) (93,0) (94,11) (94,92) (96,1) (96,102) (97,9) (97,94) (99,6) (99,97) (100,51) (100,52) (102,24) (102,79)
27	y2 = x3 + 8x + 56	117	(0,46) (0,57) (3,2) (3,101) (4,7) (4,96) (5,18) (5,85) (8,23) (8,80) (9,41) (9,62) (11,41) (11,62) (12,51) (12,52) (13,20) (13,83) (14,50) (14,53) (15,7) (15,96) (17,26) (17,77) (18,26) (18,77) (19,28) (19,75) (20,39) (20,64) (21,3) (21,100) (24,8) (24,95) (25,15) (25,88) (27,30) (27,73) (29,36) (29,67) (30,1) (30,102) (31,15) (31,88) (32,29) (32,74) (33,1) (33,102) (36,49) (36,54) (39,16) (39,87) (40,1) (40,102) (43,44) (43,59) (46,42) (46,61) (47,15) (47,88) (49,33) (49,70) (50,38) (50,65) (53,25) (53,78) (56,14) (56,89) (60,37) (60,66) (62,34) (62,69) (63,27) (63,76) (66,35) (66,68) (68,26) (68,77) (69,49) (69,54) (70,27) (70,76) (72,14) (72,89) (73,27) (73,76) (74,19) (74,84) (75,5) (75,98) (76,6) (76,97) (77,20) (77,83) (78,14) (78,89) (82,0) (83,41) (83,62) (84,7) (84,96) (87,40) (87,63) (88,28) (88,75) (92,39) (92,64) (94,39) (94,64) (95,43) (95,60) (98,32) (98,71) (99,28) (99,75) (101,49) (101,54)
28	y2 = x3 + 58x + 63	117	(0,28) (0,75) (1,15) (1,88) (3,26) (3,77) (4,16) (4,87) (5,13) (5,90) (6,3) (6,100) (7,20) (7,83) (8,3) (8,100) (10,43) (10,60) (12,18) (12,85) (14,23) (14,80) (17,20) (17,83) (18,48) (18,55) (19,14) (19,89) (20,46) (20,57) (21,6) (21,97) (26,35) (26,68) (28,19) (28,84) (30,13) (30,90) (32,39) (32,64) (34,6) (34,97) (35,36) (35,67) (37,34) (37,69) (39,16) (39,87) (42,26) (42,77) (43,30) (43,73) (45,45) (45,58) (47,25) (47,78) (48,6) (48,97) (52,38) (52,65) (54,44) (54,59) (56,4) (56,99) (57,22) (57,81) (58,26) (58,77) (59,17) (59,86) (60,16) (60,87) (61,45) (61,58) (64,30) (64,73) (65,7) (65,96) (66,0) (67,48) (67,55) (68,13) (68,90) (70,42) (70,61) (73,36) (73,67) (76,49) (76,54) (77,31) (77,72) (79,20) (79,83) (80,40) (80,63) (84,41) (84,62) (88,12) (88,91) (89,3) (89,100) (91,27) (91,76) (93,50) (93,53) (95,23) (95,80) (97,23) (97,80) (98,36) (98,67) (99,30) (99,73) (100,45) (100,58) (102,2) (102,101)
29	y2 = x3 + 98x + 32	117	(0,49) (0,54) (1,50) (1,53) (2,37) (2,66) (4,30) (4,73) (5,21) (5,82) (8,35) (8,68) (9,43) (9,60) (10,40) (10,63) (11,22) (11,81) (12,19) (12,84) (13,1) (13,102) (14,50) (14,53) (15,6) (15,97) (17,15) (17,88) (20,1) (20,102) (22,8) (22,95) (23,41) (23,62) (25,44) (25,59) (28,27) (28,76) (31,2) (31,101) (32,35) (32,68) (33,28) (33,75) (34,51) (34,52) (36,40) (36,63) (37,37) (37,66) (39,31) (39,72) (42,33) (42,70) (43,23) (43,80) (46,3) (46,100) (47,38) (47,65) (49,4) (49,99) (50,7) (50,96) (53,18) (53,85) (57,40) (57,63) (58,9) (58,94) (60,16) (60,87) (62,29) (62,74) (63,35) (63,68) (64,37) (64,66) (66,31) (66,72) (67,3) (67,100) (69,48) (69,55) (70,1) (70,102) (72,36) (72,67) (75,46) (75,57) (81,0) (83,28) (83,75) (84,13) (84,90) (85,26) (85,77) (87,41) (87,62) (88,50) (88,53) (89,6) (89,97) (90,28) (90,75) (93,3) (93,100) (96,41) (96,62) (97,19) (97,84) (99,20) (99,83) (101,31) (101,72) (102,6) (102,97)
30	y2 = x3 + 64x + 58	117	(0,26) (0,77) (2,20) (2,83) (5,20) (5,83) (7,5) (7,98) (8,19) (8,84) (10,16) (10,87) (11,41) (11,62) (12,44) (12,59) (13,10) (13,93) (14,14) (14,89) (16,50) (16,53) (18,48) (18,55) (20,45) (20,58) (22,28) (22,75) (25,44) (25,59) (28,3) (28,100) (29,48) (29,55) (32,36) (32,67) (33,10) (33,93) (34,21) (34,82) (35,33) (35,70) (36,14) (36,89) (37,31) (37,72) (41,11) (41,92) (46,4) (46,99) (50,34) (50,69) (51,42) (51,61) (52,0) (53,14) (53,89) (54,35) (54,68) (56,48) (56,55) (57,10) (57,93) (58,35) (58,68) (61,29) (61,74) (62,43) (62,60) (63,6) (63,97) (66,44) (66,59) (67,34) (67,69) (70,4) (70,99) (71,46) (71,57) (72,25) (72,78) (73,9) (73,94) (75,2) (75,101) (77,39) (77,64) (78,31) (78,72) (80,18) (80,85) (84,29) (84,74) (88,7) (88,96) (89,34) (89,69) (90,4) (90,99) (91,31) (91,72) (92,17) (92,86) (93,13) (93,90) (94,35) (94,68) (95,8) (95,95) (96,20) (96,83) (97,30) (97,73) (98,5) (98,98) (101,5) (101,98)
31	y2 = x3 + 76x + 4	117	(0,2) (0,101) (1,9) (1,94) (2,24) (2,79) (4,28) (4,75) (5,32) (5,71) (6,26) (6,77) (7,40) (7,63) (10,42) (10,61) (11,27) (11,76) (14,1) (14,102) (16,28) (16,75) (17,21) (17,82) (18,32) (18,71) (21,47) (21,56) (23,23) (23,80) (25,15) (25,88) (29,34) (29,69) (30,49) (30,54) (31,18) (31,85) (32,9) (32,94) (33,37) (33,66) (35,42) (35,61) (36,33) (36,70) (42,31) (42,72) (44,40) (44,63) (45,43) (45,60) (48,29) (48,74) (51,46) (51,57) (52,40) (52,63) (54,45) (54,58) (56,48) (56,55) (57,3) (57,100) (58,42) (58,61) (59,46) (59,57) (60,12) (60,91) (63,29) (63,74) (64,6) (64,97) (67,19) (67,84) (68,43) (68,60) (70,9) (70,94) (71,37) (71,66) (73,39) (73,64) (75,51) (75,52) (76,38) (76,65) (78,35) (78,68) (80,32) (80,71) (83,28) (83,75) (85,23) (85,80) (86,44) (86,59) (89,25) (89,78) (92,0) (93,43) (93,60) (94,41) (94,62) (95,29) (95,74) (96,46) (96,57) (98,23) (98,80) (100,26) (100,77) (101,16) (101,87) (102,37) (102,66)
32	y2 = x3 + 60x + 58	117	(0,26) (0,77) (1,4) (1,99) (2,17) (2,86) (3,33) (3,70) (6,4) (6,99) (7,10) (7,93) (9,20) (9,83) (11,35) (11,68) (12,31) (12,72) (15,25) (15,78) (17,29) (17,74) (19,34) (19,69) (20,20) (20,83) (23,3) (23,100) (26,6) (26,97) (28,0) (29,5) (29,98) (30,11) (30,92) (36,19) (36,84) (37,35) (37,68) (40,34) (40,69) (41,36) (41,67) (42,31) (42,72) (44,34) (44,69) (45,16) (45,87) (46,48) (46,55) (49,31) (49,72) (50,21) (50,82) (51,18) (51,85) (54,44) (54,59) (55,35) (55,68) (58,13) (58,90) (59,14) (59,89) (61,44) (61,59) (62,46) (62,57) (63,14) (63,89) (67,8) (67,95) (69,29) (69,74) (71,9) (71,94) (72,50) (72,53) (73,43) (73,60) (74,20) (74,83) (75,42) (75,61) (76,30) (76,73) (79,48) (79,55) (80,2) (80,101) (81,48) (81,55) (83,5) (83,98) (84,14) (84,89) (87,7) (87,96) (89,39) (89,64) (90,45) (90,58) (91,44) (91,59) (94,5) (94,98) (96,4) (96,99) (97,10) (97,93) (99,28) (99,75) (101,41) (101,62) (102,10) (102,93)
33	y2 = x3 + 59x + 56	117	(0,46) (0,57) (1,42) (1,61) (2,39) (2,64) (5,8) (5,95) (6,27) (6,76) (7,20) (7,83) (11,39) (11,64) (13,41) (13,62) (15,14) (15,89) (16,7) (16,96) (18,7) (18,96) (19,38) (19,65) (21,16) (21,87) (24,19) (24,84) (25,26) (25,77) (26,27) (26,76) (29,32) (29,71) (31,40) (31,63) (32,1) (32,102) (33,6) (33,97) (34,28) (34,75) (36,23) (36,80) (39,44) (39,59) (41,29) (41,74) (42,14) (42,89) (43,3) (43,100) (46,14) (46,89) (53,49) (53,54) (54,51) (54,52) (57,15) (57,88) (59,49) (59,54) (60,0) (61,15) (61,88) (63,50) (63,53) (64,37) (64,66) (65,2) (65,101) (66,33) (66,70) (67,43) (67,60) (69,7) (69,96) (70,30) (70,73) (71,27) (71,76) (73,34) (73,69) (74,18) (74,85) (77,1) (77,102) (79,36) (79,67) (80,5) (80,98) (81,26) (81,77) (84,25) (84,78) (85,28) (85,75) (87,28) (87,75) (88,15) (88,88) (89,20) (89,83) (90,39) (90,64) (91,35) (91,68) (92,41) (92,62) (94,49) (94,54) (97,1) (97,102) (100,26) (100,77) (101,41) (101,62)
34	y2 = x3 + 66x + 98	117	(0,43) (0,60) (2,49) (2,54) (3,23) (3,80) (4,23) (4,80) (5,48) (5,55) (6,35) (6,68) (7,39) (7,64) (9,44) (9,59) (10,25) (10,78) (13,28) (13,75) (14,26) (14,77) (15,31) (15,72) (16,10) (16,93) (17,46) (17,57) (21,41) (21,62) (24,46) (24,57) (26,51) (26,52) (27,6) (27,97) (28,38) (28,65) (29,41) (29,62) (30,49) (30,54) (32,24) (32,79) (33,0) (34,31) (34,72) (35,13) (35,90) (38,2) (38,101) (40,32) (40,71) (42,29) (42,74) (44,11) (44,92) (49,33) (49,70) (50,36) (50,67) (51,19) (51,84) (52,12) (52,91) (53,41) (53,62) (54,31) (54,72) (55,16) (55,87) (60,16) (60,87) (61,30) (61,73) (62,46) (62,57) (69,33) (69,70) (70,14) (70,89) (71,49) (71,54) (73,24) (73,79) (74,36) (74,67) (75,20) (75,83) (80,3) (80,100) (81,7) (81,96) (82,36) (82,67) (84,15) (84,88) (85,44) (85,59) (88,33) (88,70) (90,37) (90,66) (91,16) (91,87) (96,23) (96,80) (97,1) (97,102) (98,40) (98,63) (99,39) (99,64) (100,39) (100,64) (101,24) (101,79)
35	y2 = x3 + 17x + 82	117	(0,44) (0,59) (1,10) (1,93) (4,27) (4,76) (6,20) (6,83) (7,21) (7,82) (8,3) (8,100) (10,4) (10,99) (11,40) (11,63) (13,50) (13,53) (15,2) (15,101) (20,39) (20,64) (21,11) (21,92) (22,17) (22,86) (24,10) (24,93) (25,8) (25,95) (27,6) (27,97) (28,46) (28,57) (29,48) (29,55) (30,20) (30,83) (31,18) (31,85) (33,18) (33,85) (34,0) (38,17) (38,86) (39,18) (39,85) (41,22) (41,81) (43,17) (43,86) (44,3) (44,100) (46,12) (46,91) (47,46) (47,57) (50,13) (50,90) (51,3) (51,100) (52,19) (52,84) (53,43) (53,60) (54,16) (54,87) (55,29) (55,74) (58,45) (58,58) (59,19) (59,84) (60,9) (60,94) (61,26) (61,77) (62,35) (62,68) (64,47) (64,56) (65,9) (65,94) (67,20) (67,83) (69,24) (69,79) (70,47) (70,56) (72,47) (72,56) (74,34) (74,69) (76,5) (76,98) (78,10) (78,93) (79,8) (79,95) (81,9) (81,94) (84,25) (84,78) (86,37) (86,66) (90,41) (90,62) (91,2) (91,101) (95,19) (95,84) (96,49) (96,54) (100,2) (100,101) (102,8) (102,95)
36	y2 = x3 + 83x + 50	117	(0,16) (0,87) (2,11) (2,92) (3,29) (3,74) (4,31) (4,72) (8,14) (8,89) (10,51) (10,52) (11,50) (11,53) (13,37) (13,66) (16,18) (16,85) (17,20) (17,83) (18,28) (18,75) (20,50) (20,53) (21,41) (21,62) (22,24) (22,79) (23,18) (23,85) (24,2) (24,101) (25,31) (25,72) (26,27) (26,76) (28,11) (28,92) (29,13) (29,90) (30,44) (30,59) (31,22) (31,81) (34,7) (34,96) (35,43) (35,60) (37,27) (37,76) (40,27) (40,76) (41,45) (41,58) (44,10) (44,93) (46,26) (46,77) (47,6) (47,97) (50,48) (50,55) (56,8) (56,95) (59,0) (62,49) (62,54) (63,35) (63,68) (64,18) (64,85) (65,42) (65,61) (66,35) (66,68) (67,19) (67,84) (68,38) (68,65) (71,26) (71,77) (72,50) (72,53) (73,11) (73,92) (74,31) (74,72) (75,44) (75,59) (77,35) (77,68) (78,13) (78,90) (83,22) (83,81) (84,36) (84,67) (86,3) (86,100) (89,26) (89,77) (91,2) (91,101) (92,22) (92,81) (94,4) (94,99) (95,25) (95,78) (98,5) (98,98) (99,13) (99,90) (100,17) (100,86) (101,44) (101,59)
37	y2 = x3 + 23x + 91	117	(0,20) (0,83) (4,12) (4,91) (6,41) (6,62) (8,13) (8,90) (9,10) (9,93) (15,0) (16,34) (16,69) (20,38) (20,65) (21,16) (21,87) (22,11) (22,92) (23,18) (23,85) (25,29) (25,74) (26,31) (26,72) (27,1) (27,102) (29,18) (29,85) (31,2) (31,101) (32,29) (32,74) (33,4) (33,99) (34,25) (34,78) (36,35) (36,68) (39,19) (39,84) (40,11) (40,92) (41,11) (41,92) (42,26) (42,77) (43,12) (43,91) (44,30) (44,73) (45,13) (45,90) (46,29) (46,74) (47,48) (47,55) (48,49) (48,54) (50,13) (50,90) (51,18) (51,85) (52,8) (52,95) (53,42) (53,61) (56,12) (56,91) (58,42) (58,61) (60,48) (60,55) (62,24) (62,79) (63,24) (63,79) (65,45) (65,58) (68,17) (68,86) (69,22) (69,81) (70,28) (70,75) (74,8) (74,95) (75,19) (75,84) (79,49) (79,54) (80,8) (80,95) (81,24) (81,79) (82,21) (82,82) (85,5) (85,98) (87,46) (87,57) (88,39) (88,64) (92,19) (92,84) (93,32) (93,71) (94,44) (94,59) (95,42) (95,61) (97,47) (97,56) (99,48) (99,55) (100,43) (100,60)
38	y2 = x3 + 25x + 82	117	(0,44) (0,59) (3,9) (3,94) (5,34) (5,69) (6,6) (6,97) (12,16) (12,87) (13,21) (13,82) (16,47) (16,56) (17,8) (17,95) (18,9) (18,94) (19,0) (20,41) (20,62) (21,17) (21,86) (23,19) (23,84) (25,26) (25,77) (27,47) (27,56) (29,8) (29,95) (32,22) (32,81) (34,13) (34,90) (36,19) (36,84) (39,11) (39,92) (41,20) (41,83) (42,37) (42,66) (43,18) (43,85) (44,19) (44,84) (46,10) (46,93) (48,4) (48,99) (52,46) (52,57) (53,25) (53,78) (56,12) (56,91) (57,8) (57,95) (58,29) (58,74) (59,3) (59,100) (60,47) (60,56) (66,2) (66,101) (67,3) (67,100) (68,2) (68,101) (69,43) (69,60) (70,20) (70,83) (71,35) (71,68) (72,2) (72,101) (74,10) (74,93) (76,18) (76,85) (80,3) (80,100) (81,27) (81,76) (82,9) (82,94) (83,50) (83,53) (84,24) (84,79) (85,17) (85,86) (86,10) (86,93) (87,18) (87,85) (90,49) (90,54) (93,45) (93,58) (94,40) (94,63) (95,20) (95,83) (96,39) (96,64) (97,5) (97,98) (98,48) (98,55) (100,17) (100,86) (102,46) (102,57)
39	y2 = x3 + 81x + 17	117	(0,29) (0,74) (3,9) (3,94) (5,49) (5,54) (7,0) (9,41) (9,62) (10,30) (10,73) (11,30) (11,73) (18,32) (18,71) (19,22) (19,81) (20,26) (20,77) (21,24) (21,79) (24,51) (24,52) (26,51) (26,52) (28,49) (28,54) (30,35) (30,68) (33,38) (33,65) (35,43) (35,60) (36,47) (36,56) (37,2) (37,101) (38,9) (38,94) (41,46) (41,57) (43,35) (43,68) (44,44) (44,59) (46,6) (46,97) (48,8) (48,95) (50,27) (50,76) (51,18) (51,85) (52,15) (52,88) (53,51) (53,52) (58,25) (58,78) (59,40) (59,63) (62,9) (62,94) (63,6) (63,97) (64,36) (64,67) (65,46) (65,57) (66,37) (66,66) (67,20) (67,83) (70,49) (70,54) (74,33) (74,70) (75,38) (75,65) (77,27) (77,76) (78,17) (78,86) (79,27) (79,76) (80,43) (80,60) (81,16) (81,87) (82,30) (82,73) (83,39) (83,64) (90,28) (90,75) (91,43) (91,60) (92,24) (92,79) (93,24) (93,79) (94,1) (94,102) (95,14) (95,89) (96,31) (96,72) (97,6) (97,97) (98,38) (98,65) (99,12) (99,91) (100,46) (100,57) (102,48) (102,55)
40	y2 = x3 + 46x + 15	117	(0,18) (0,85) (5,24) (5,79) (9,5) (9,98) (10,41) (10,62) (12,21) (12,82) (13,21) (13,82) (14,2) (14,101) (15,28) (15,75) (18,17) (18,86) (19,34) (19,69) (22,6) (22,97) (23,46) (23,57) (24,27) (24,76) (25,1) (25,102) (26,12) (26,91) (29,20) (29,83) (31,34) (31,69) (32,33) (32,70) (33,9) (33,94) (35,2) (35,101) (37,47) (37,56) (39,7) (39,96) (40,48) (40,55) (41,24) (41,79) (45,43) (45,60) (46,22) (46,81) (47,42) (47,61) (48,37) (48,66) (49,51) (49,52) (50,25) (50,78) (51,44) (51,59) (53,34) (53,69) (54,2) (54,101) (55,0) (56,29) (56,74) (57,24) (57,79) (61,3) (61,100) (62,22) (62,81) (68,51) (68,52) (69,48) (69,55) (70,19) (70,84) (72,25) (72,78) (73,28) (73,75) (77,35) (77,68) (78,21) (78,82) (81,32) (81,71) (83,46) (83,57) (84,25) (84,78) (85,16) (85,87) (89,51) (89,52) (90,1) (90,102) (91,1) (91,102) (92,49) (92,54) (93,10) (93,93) (97,48) (97,55) (98,22) (98,81) (99,30) (99,73) (100,46) (100,57) (101,11) (101,92)
41	y2 = x3 + 82x + 58	117	(0,26) (0,77) (1,48) (1,55) (4,48) (4,55) (8,14) (8,89) (9,17) (9,86) (11,5) (11,98) (12,35) (12,68) (13,5) (13,98) (14,6) (14,97) (15,50) (15,53) (16,25) (16,78) (17,44) (17,59) (19,21) (19,82) (20,4) (20,99) (23,0) (24,20) (24,83) (25,29) (25,74) (26,14) (26,89) (27,4) (27,99) (30,36) (30,67) (31,7) (31,96) (32,11) (32,92) (33,30) (33,73) (34,34) (34,69) (37,44) (37,59) (40,39) (40,64) (44,8) (44,95) (47,10) (47,93) (48,16) (48,87) (49,44) (49,59) (51,2) (51,101) (52,3) (52,100) (53,29) (53,74) (54,31) (54,72) (55,13) (55,90) (56,4) (56,99) (59,19) (59,84) (62,9) (62,94) (65,33) (65,70) (66,31) (66,72) (69,14) (69,89) (71,43) (71,60) (73,46) (73,57) (75,18) (75,85) (76,10) (76,93) (77,34) (77,69) (79,5) (79,98) (80,42) (80,61) (83,10) (83,93) (85,28) (85,75) (86,31) (86,72) (90,20) (90,83) (92,20) (92,83) (93,35) (93,68) (94,41) (94,62) (95,34) (95,69) (96,45) (96,58) (98,48) (98,55) (101,35) (101,68)
42	y2 = x3 + 14x + 92	117	(0,35) (0,68) (1,2) (1,101) (2,5) (2,98) (3,26) (3,77) (5,9) (5,94) (6,17) (6,86) (7,11) (7,92) (8,43) (8,60) (11,49) (11,54) (15,22) (15,81) (17,14) (17,89) (19,25) (19,78) (20,21) (20,82) (21,45) (21,58) (23,18) (23,85) (24,48) (24,55) (26,25) (26,78) (27,45) (27,58) (29,8) (29,95) (33,21) (33,82) (37,22) (37,81) (38,44) (38,59) (42,14) (42,89) (44,14) (44,89) (46,4) (46,99) (47,50) (47,53) (48,42) (48,61) (50,21) (50,82) (51,22) (51,81) (52,3) (52,100) (53,19) (53,84) (54,1) (54,102) (55,45) (55,58) (58,25) (58,78) (59,20) (59,83) (60,23) (60,80) (61,20) (61,83) (62,15) (62,88) (66,3) (66,100) (70,19) (70,84) (72,47) (72,56) (74,29) (74,74) (76,42) (76,61) (78,44) (78,59) (80,13) (80,90) (82,42) (82,61) (83,19) (83,84) (86,20) (86,83) (87,43) (87,60) (88,3) (88,100) (89,6) (89,97) (90,44) (90,59) (91,16) (91,87) (92,7) (92,96) (94,24) (94,79) (96,28) (96,75) (98,0) (100,34) (100,69) (101,46) (101,57)
43	y2 = x3 + 4x + 17	117	(0,29) (0,74) (2,41) (2,62) (3,46) (3,57) (4,32) (4,71) (5,33) (5,70) (7,39) (7,64) (8,47) (8,56) (9,24) (9,79) (13,0) (14,6) (14,97) (18,16) (18,87) (20,28) (20,75) (21,35) (21,68) (22,12) (22,91) (23,15) (23,88) (24,49) (24,54) (27,49) (27,54) (29,27) (29,76) (32,46) (32,57) (33,6) (33,97) (34,27) (34,76) (35,9) (35,94) (36,40) (36,63) (39,24) (39,79) (40,27) (40,76) (41,35) (41,68) (44,14) (44,89) (45,8) (45,95) (48,30) (48,73) (49,37) (49,66) (50,22) (50,81) (51,38) (51,65) (52,49) (52,54) (54,2) (54,101) (55,24) (55,79) (56,6) (56,97) (57,48) (57,55) (60,36) (60,67) (63,51) (63,52) (64,30) (64,73) (65,43) (65,60) (66,43) (66,60) (67,44) (67,59) (68,46) (68,57) (69,51) (69,52) (71,9) (71,94) (74,51) (74,52) (75,43) (75,60) (76,38) (76,65) (79,38) (79,65) (80,18) (80,85) (86,17) (86,86) (90,31) (90,72) (93,25) (93,78) (94,30) (94,73) (95,20) (95,83) (96,26) (96,77) (100,9) (100,94) (101,1) (101,102)
44	y2 = x3 + 7x + 50	117	(0,16) (0,87) (1,26) (1,77) (2,22) (2,81) (3,43) (3,60) (5,2) (5,101) (7,37) (7,66) (8,0) (9,11) (9,92) (11,4) (11,99) (12,27) (12,76) (13,22) (13,81) (14,27) (14,76) (15,50) (15,53) (18,31) (18,72) (19,48) (19,55) (23,11) (23,92) (24,31) (24,72) (25,20) (25,83) (26,35) (26,68) (29,5) (29,98) (30,45) (30,58) (32,44) (32,59) (35,42) (35,61) (36,14) (36,89) (38,17) (38,86) (40,26) (40,77) (42,13) (42,90) (43,41) (43,62) (44,19) (44,84) (45,51) (45,52) (46,8) (46,95) (49,2) (49,101) (50,7) (50,96) (52,18) (52,85) (57,6) (57,97) (61,31) (61,72) (62,26) (62,77) (65,29) (65,74) (67,25) (67,78) (69,36) (69,67) (71,11) (71,92) (72,18) (72,85) (73,49) (73,54) (77,27) (77,76) (78,3) (78,100) (79,13) (79,90) (80,44) (80,59) (81,28) (81,75) (82,18) (82,85) (85,13) (85,90) (88,22) (88,81) (89,35) (89,68) (90,50) (90,53) (91,35) (91,68) (94,44) (94,59) (95,10) (95,93) (99,24) (99,79) (100,38) (100,65) (101,50) (101,53)
45	y2 = x3 + 19x + 52	117	(0,19) (0,84) (1,22) (1,81) (2,43) (2,60) (3,41) (3,62) (5,13) (5,90) (7,42) (7,61) (8,43) (8,60) (9,5) (9,98) (15,2) (15,101) (16,34) (16,69) (18,47) (18,56) (21,37) (21,66) (22,32) (22,71) (24,18) (24,85) (26,32) (26,71) (27,36) (27,67) (28,44) (28,59) (29,13) (29,90) (30,11) (30,92) (32,46) (32,57) (34,48) (34,55) (35,34) (35,69) (38,51) (38,52) (39,28) (39,75) (40,5) (40,98) (43,6) (43,97) (46,0) (47,29) (47,74) (48,25) (48,78) (49,39) (49,64) (50,41) (50,62) (51,9) (51,94) (52,34) (52,69) (54,5) (54,98) (55,32) (55,71) (57,1) (57,102) (60,45) (60,58) (62,17) (62,86) (63,39) (63,64) (64,12) (64,91) (66,14) (66,89) (67,35) (67,68) (68,9) (68,94) (69,13) (69,90) (74,48) (74,55) (77,25) (77,78) (80,23) (80,80) (81,25) (81,78) (83,18) (83,85) (85,26) (85,77) (87,9) (87,94) (88,10) (88,93) (89,21) (89,82) (93,43) (93,60) (94,39) (94,64) (96,20) (96,83) (98,48) (98,55) (99,18) (99,85) (102,49) (102,54)
46	y2 = x3 + 38x + 38	117	(0,48) (0,55) (2,15) (2,88) (3,30) (3,73) (7,21) (7,82) (8,37) (8,66) (9,39) (9,64) (10,39) (10,64) (11,6) (11,97) (12,33) (12,70) (14,11) (14,92) (16,2) (16,101) (19,10) (19,93) (25,37) (25,66) (30,33) (30,70) (31,2) (31,101) (32,49) (32,54) (33,47) (33,56) (34,19) (34,84) (35,46) (35,57) (36,8) (36,95) (37,44) (37,59) (38,42) (38,61) (40,16) (40,87) (42,29) (42,74) (43,18) (43,85) (46,6) (46,97) (47,22) (47,81) (48,9) (48,94) (53,31) (53,72) (54,25) (54,78) (55,43) (55,60) (56,2) (56,101) (60,24) (60,79) (61,33) (61,70) (63,51) (63,52) (64,25) (64,78) (65,28) (65,75) (66,32) (66,71) (70,37) (70,66) (72,22) (72,81) (73,29) (73,74) (74,20) (74,83) (76,49) (76,54) (77,23) (77,80) (78,47) (78,56) (83,41) (83,62) (84,39) (84,64) (86,12) (86,91) (87,22) (87,81) (88,25) (88,78) (89,26) (89,77) (90,5) (90,98) (91,29) (91,74) (93,10) (93,93) (94,10) (94,93) (95,47) (95,56) (98,49) (98,54) (99,50) (99,53) (100,0)
47	y2 = x3 + 68x + 38	117	(0,48) (0,55) (1,2) (1,101) (2,39) (2,64) (3,28) (3,75) (5,20) (5,83) (7,41) (7,62) (8,8) (8,95) (12,25) (12,78) (13,21) (13,82) (14,51) (14,52) (15,2) (15,101) (16,22) (16,81) (17,37) (17,66) (19,19) (19,84) (20,5) (20,98) (21,18) (21,85) (22,50) (22,53) (25,33) (25,70) (26,11) (26,92) (27,37) (27,66) (30,49) (30,54) (31,25) (31,78) (35,30) (35,73) (37,33) (37,70) (40,23) (40,80) (41,33) (41,70) (42,12) (42,91) (44,47) (44,56) (45,9) (45,94) (48,39) (48,64) (49,32) (49,71) (50,10) (50,93) (53,39) (53,64) (54,44) (54,59) (55,10) (55,93) (56,6) (56,97) (58,43) (58,60) (59,37) (59,66) (60,25) (60,78) (62,29) (62,74) (65,46) (65,57) (66,29) (66,74) (68,0) (69,31) (69,72) (76,47) (76,56) (77,26) (77,77) (78,29) (78,74) (79,49) (79,54) (82,24) (82,79) (86,47) (86,56) (87,2) (87,101) (88,22) (88,81) (89,16) (89,87) (92,15) (92,88) (94,6) (94,97) (97,49) (97,54) (100,42) (100,61) (101,10) (101,93) (102,22) (102,81)
48	y2 = x3 + 50x + 52	117	(0,19) (0,84) (1,0) (3,34) (3,69) (4,25) (4,78) (5,18) (5,85) (9,43) (9,60) (10,25) (10,78) (11,39) (11,64) (13,18) (13,85) (14,32) (14,71) (16,2) (16,101) (19,41) (19,62) (20,20) (20,83) (21,28) (21,75) (22,26) (22,77) (23,44) (23,59) (24,48) (24,55) (26,39) (26,64) (28,34) (28,69) (29,48) (29,55) (31,9) (31,94) (32,11) (32,92) (36,43) (36,60) (37,5) (37,98) (39,6) (39,97) (40,21) (40,82) (41,46) (41,57) (43,37) (43,66) (44,35) (44,68) (47,49) (47,54) (50,48) (50,55) (51,23) (51,80) (53,13) (53,90) (56,22) (56,81) (57,29) (57,74) (58,43) (58,60) (64,45) (64,58) (65,41) (65,62) (66,39) (66,64) (68,51) (68,52) (70,36) (70,67) (72,34) (72,69) (73,17) (73,86) (74,13) (74,90) (75,9) (75,94) (77,5) (77,98) (79,13) (79,90) (81,47) (81,56) (82,12) (82,91) (83,42) (83,61) (85,18) (85,85) (87,10) (87,93) (89,25) (89,78) (91,14) (91,89) (92,5) (92,98) (93,32) (93,71) (99,32) (99,71) (100,9) (100,94) (102,1) (102,102)
49	y2 = x3 + 52x + 91	117	(0,20) (0,83) (1,12) (1,91) (2,10) (2,93) (3,45) (3,58) (5,8) (5,95) (6,1) (6,102) (8,35) (8,68) (9,19) (9,84) (10,13) (10,90) (14,24) (14,79) (15,34) (15,69) (17,29) (17,74) (18,24) (18,79) (19,25) (19,78) (21,12) (21,91) (22,48) (22,55) (23,8) (23,95) (27,28) (27,75) (28,18) (28,85) (29,49) (29,54) (30,29) (30,74) (31,39) (31,64) (32,11) (32,92) (33,47) (33,56) (34,13) (34,90) (38,17) (38,86) (39,16) (39,87) (43,19) (43,84) (44,42) (44,61) (45,49) (45,54) (51,19) (51,84) (55,32) (55,71) (56,29) (56,74) (59,13) (59,90) (63,31) (63,72) (64,21) (64,82) (67,30) (67,73) (68,43) (68,60) (69,42) (69,61) (70,41) (70,62) (71,24) (71,79) (72,0) (75,8) (75,95) (76,4) (76,99) (78,26) (78,77) (80,18) (80,85) (81,12) (81,91) (82,48) (82,55) (84,22) (84,81) (85,11) (85,92) (87,2) (87,101) (88,46) (88,57) (89,11) (89,92) (93,42) (93,61) (96,38) (96,65) (98,18) (98,85) (99,5) (99,98) (101,44) (101,59) (102,48) (102,55)
50	y2 = x3 + 49x + 98	117	(0,43) (0,60) (3,13) (3,90) (4,7) (4,96) (5,46) (5,57) (6,14) (6,89) (7,28) (7,75) (9,49) (9,54) (14,51) (14,52) (16,31) (16,72) (17,30) (17,73) (18,23) (18,80) (19,36) (19,67) (20,23) (20,80) (22,44) (22,59) (23,38) (23,65) (24,36) (24,67) (25,46) (25,57) (27,35) (27,68) (28,12) (28,91) (29,40) (29,63) (32,49) (32,54) (37,31) (37,72) (38,39) (38,64) (41,24) (41,79) (43,41) (43,62) (45,25) (45,78) (49,16) (49,87) (50,31) (50,72) (51,3) (51,100) (53,33) (53,70) (60,36) (60,67) (62,49) (62,54) (63,26) (63,77) (64,16) (64,87) (65,23) (65,80) (66,33) (66,70) (68,2) (68,101) (69,15) (69,88) (70,6) (70,97) (71,24) (71,79) (72,10) (72,93) (73,46) (73,57) (74,48) (74,55) (75,19) (75,84) (76,1) (76,102) (77,32) (77,71) (79,41) (79,62) (80,20) (80,83) (83,39) (83,64) (84,41) (84,62) (85,39) (85,64) (86,29) (86,74) (87,33) (87,70) (92,44) (92,59) (93,16) (93,87) (94,24) (94,79) (95,11) (95,92) (96,37) (96,66) (97,0)
51	y2 = x3 + 55x + 63	117	(0,28) (0,75) (1,4) (1,99) (3,7) (3,96) (4,48) (4,55) (10,45) (10,58) (12,44) (12,59) (13,20) (13,83) (19,6) (19,97) (21,30) (21,73) (22,30) (22,73) (23,38) (23,65) (24,13) (24,90) (25,45) (25,58) (26,23) (26,80) (27,42) (27,61) (29,20) (29,83) (30,39) (30,64) (31,12) (31,91) (33,23) (33,80) (35,26) (35,77) (36,17) (36,86) (37,18) (37,85) (38,13) (38,90) (39,6) (39,97) (40,31) (40,72) (41,13) (41,90) (43,16) (43,87) (44,23) (44,80) (45,6) (45,97) (46,15) (46,88) (47,22) (47,81) (48,43) (48,60) (49,0) (50,14) (50,89) (52,19) (52,84) (53,41) (53,62) (54,34) (54,69) (55,50) (55,53) (57,2) (57,101) (59,3) (59,100) (60,30) (60,73) (61,20) (61,83) (62,36) (62,67) (63,35) (63,68) (65,36) (65,67) (66,27) (66,76) (68,45) (68,58) (70,3) (70,100) (75,40) (75,63) (77,3) (77,100) (78,26) (78,77) (79,36) (79,67) (81,16) (81,87) (82,16) (82,87) (93,26) (93,77) (95,48) (95,55) (96,46) (96,57) (97,49) (97,54) (102,25) (102,78)