class leader: y² = x³ + 10

Sr no.	class members	# points	points
1	y2 = x3 + 10	123	(2,11) (2,92) (5,49) (5,54) (8,25) (8,78) (9,11) (9,92) (10,17) (10,86) (11,38) (11,65) (14,30) (14,73) (17,44) (17,59) (20,39) (20,64) (21,1) (21,102) (22,7) (22,96) (23,34) (23,69) (24,49) (24,54) (25,44) (25,59) (26,30) (26,73) (28,34) (28,69) (29,20) (29,83) (31,31) (31,72) (33,0) (36,25) (36,78) (39,1) (39,102) (42,12) (42,91) (43,1) (43,102) (44,42) (44,61) (45,17) (45,86) (47,3) (47,100) (48,17) (48,86) (49,41) (49,62) (51,10) (51,93) (52,34) (52,69) (53,19) (53,84) (57,3) (57,100) (59,25) (59,78) (60,15) (60,88) (61,44) (61,59) (63,30) (63,73) (64,15) (64,88) (66,41) (66,62) (67,42) (67,61) (69,19) (69,84) (74,49) (74,54) (75,10) (75,93) (76,0) (78,12) (78,91) (79,20) (79,83) (80,10) (80,93) (82,15) (82,88) (84,19) (84,84) (85,7) (85,96) (86,12) (86,91) (87,31) (87,72) (88,31) (88,72) (90,39) (90,64) (91,41) (91,62) (92,11) (92,92) (94,38) (94,65) (95,42) (95,61) (96,39) (96,64) (97,0) (98,20) (98,83) (99,7) (99,96) (101,38) (101,65) (102,3) (102,100)
2	y2 = x3 + 42	123	(2,16) (2,87) (5,8) (5,95) (6,19) (6,84) (7,30) (7,73) (9,16) (9,87) (11,31) (11,72) (12,15) (12,88) (13,30) (13,73) (15,11) (15,92) (16,11) (16,92) (19,0) (20,27) (20,76) (21,41) (21,62) (22,9) (22,94) (23,40) (23,63) (24,8) (24,95) (27,19) (27,84) (28,40) (28,63) (30,46) (30,57) (31,13) (31,90) (32,46) (32,57) (33,49) (33,54) (34,0) (37,15) (37,88) (38,18) (38,85) (39,41) (39,62) (40,39) (40,64) (41,46) (41,57) (43,41) (43,62) (47,12) (47,91) (50,0) (51,21) (51,82) (52,40) (52,63) (54,15) (54,88) (55,22) (55,81) (57,12) (57,91) (58,22) (58,81) (62,50) (62,53) (68,18) (68,85) (70,19) (70,84) (71,50) (71,53) (72,11) (72,92) (73,50) (73,53) (74,8) (74,95) (75,21) (75,82) (76,49) (76,54) (77,39) (77,64) (80,21) (80,82) (83,30) (83,73) (85,9) (85,94) (87,13) (87,90) (88,13) (88,90) (89,39) (89,64) (90,27) (90,76) (92,16) (92,87) (93,22) (93,81) (94,31) (94,72) (96,27) (96,76) (97,49) (97,54) (99,9) (99,94) (100,18) (100,85) (101,31) (101,72) (102,12) (102,91)
3	y2 = x3 + 27	123	(1,50) (1,53) (4,20) (4,83) (5,7) (5,96) (7,24) (7,79) (10,10) (10,93) (11,15) (11,88) (12,2) (12,101) (13,24) (13,79) (14,14) (14,89) (18,20) (18,83) (21,11) (21,92) (22,13) (22,90) (24,7) (24,96) (26,14) (26,89) (30,12) (30,91) (32,12) (32,91) (33,29) (33,74) (37,2) (37,101) (38,0) (39,11) (39,92) (40,8) (40,95) (41,12) (41,91) (42,26) (42,77) (43,11) (43,92) (44,37) (44,66) (45,10) (45,93) (46,50) (46,53) (47,51) (47,52) (48,10) (48,93) (49,16) (49,87) (51,23) (51,80) (54,2) (54,101) (56,50) (56,53) (57,51) (57,52) (60,6) (60,97) (62,42) (62,61) (63,14) (63,89) (64,6) (64,97) (66,16) (66,87) (67,37) (67,66) (68,0) (71,42) (71,61) (73,42) (73,61) (74,7) (74,96) (75,23) (75,80) (76,29) (76,74) (77,8) (77,95) (78,26) (78,77) (80,23) (80,80) (81,20) (81,83) (82,6) (82,97) (83,24) (83,79) (85,13) (85,90) (86,26) (86,77) (89,8) (89,95) (91,16) (91,87) (94,15) (94,88) (95,37) (95,66) (97,29) (97,74) (99,13) (99,90) (100,0) (101,15) (101,88) (102,51) (102,52)
4	y2 = x3 + 94	123	(3,11) (3,92) (4,40) (4,63) (5,42) (5,61) (6,1) (6,102) (7,5) (7,98) (8,20) (8,83) (10,8) (10,95) (13,5) (13,98) (17,28) (17,75) (18,40) (18,63) (19,19) (19,84) (20,36) (20,67) (22,37) (22,66) (23,2) (23,101) (24,42) (24,61) (25,28) (25,75) (27,1) (27,102) (28,2) (28,101) (29,22) (29,81) (31,18) (31,85) (34,19) (34,84) (35,11) (35,92) (36,20) (36,83) (40,50) (40,53) (44,32) (44,71) (45,8) (45,95) (47,14) (47,89) (48,8) (48,95) (49,23) (49,80) (50,19) (50,84) (51,9) (51,94) (52,2) (52,101) (53,41) (53,62) (57,14) (57,89) (59,20) (59,83) (60,0) (61,28) (61,75) (64,0) (65,11) (65,92) (66,23) (66,80) (67,32) (67,71) (69,41) (69,62) (70,1) (70,102) (74,42) (74,61) (75,9) (75,94) (77,50) (77,53) (79,22) (79,81) (80,9) (80,94) (81,40) (81,63) (82,0) (83,5) (83,98) (84,41) (84,62) (85,37) (85,66) (87,18) (87,85) (88,18) (88,85) (89,50) (89,53) (90,36) (90,67) (91,23) (91,80) (95,32) (95,71) (96,36) (96,67) (98,22) (98,81) (99,37) (99,66) (102,14) (102,89)
5	y2 = x3 + 3	123	(1,2) (1,101) (3,37) (3,66) (5,5) (5,98) (6,42) (6,61) (8,0) (10,30) (10,73) (11,43) (11,60) (12,17) (12,86) (15,44) (15,59) (16,44) (16,59) (19,8) (19,95) (20,22) (20,81) (21,32) (21,71) (23,4) (23,99) (24,5) (24,98) (27,42) (27,61) (28,4) (28,99) (30,29) (30,74) (32,29) (32,74) (34,8) (34,95) (35,37) (35,66) (36,0) (37,17) (37,86) (38,39) (38,64) (39,32) (39,71) (41,29) (41,74) (42,31) (42,72) (43,32) (43,71) (45,30) (45,73) (46,2) (46,101) (47,38) (47,65) (48,30) (48,73) (49,51) (49,52) (50,8) (50,95) (51,14) (51,89) (52,4) (52,99) (54,17) (54,86) (55,41) (55,62) (56,2) (56,101) (57,38) (57,65) (58,41) (58,62) (59,0) (62,35) (62,68) (65,37) (65,66) (66,51) (66,52) (68,39) (68,64) (70,42) (70,61) (71,35) (71,68) (72,44) (72,59) (73,35) (73,68) (74,5) (74,98) (75,14) (75,89) (78,31) (78,72) (80,14) (80,89) (86,31) (86,72) (90,22) (90,81) (91,51) (91,52) (93,41) (93,62) (94,43) (94,60) (96,22) (96,81) (100,39) (100,64) (101,43) (101,60) (102,38) (102,65)
6	y2 = x3 + 31	123	(1,49) (1,54) (3,26) (3,77) (6,12) (6,91) (8,50) (8,53) (10,1) (10,102) (11,34) (11,69) (12,27) (12,76) (14,32) (14,71) (15,25) (15,78) (16,25) (16,78) (17,0) (19,35) (19,68) (20,10) (20,93) (25,0) (26,32) (26,71) (27,12) (27,91) (29,3) (29,100) (31,40) (31,63) (34,35) (34,68) (35,26) (35,77) (36,50) (36,53) (37,27) (37,76) (38,2) (38,101) (40,45) (40,58) (44,31) (44,72) (45,1) (45,102) (46,49) (46,54) (47,37) (47,66) (48,1) (48,102) (50,35) (50,68) (51,11) (51,92) (54,27) (54,76) (55,24) (55,79) (56,49) (56,54) (57,37) (57,66) (58,24) (58,79) (59,50) (59,53) (61,0) (62,29) (62,74) (63,32) (63,71) (65,26) (65,77) (67,31) (67,72) (68,2) (68,101) (70,12) (70,91) (71,29) (71,74) (72,25) (72,78) (73,29) (73,74) (75,11) (75,92) (77,45) (77,58) (79,3) (79,100) (80,11) (80,92) (87,40) (87,63) (88,40) (88,63) (89,45) (89,58) (90,10) (90,93) (93,24) (93,79) (94,34) (94,69) (95,31) (95,72) (96,10) (96,93) (98,3) (98,100) (100,2) (100,101) (101,34) (101,69) (102,37) (102,66)
7	y2 = x3 + 90	123	(1,20) (1,83) (2,43) (2,60) (3,23) (3,80) (5,3) (5,100) (6,10) (6,93) (9,43) (9,60) (10,36) (10,67) (11,44) (11,59) (15,13) (15,90) (16,13) (16,90) (17,33) (17,70) (20,46) (20,57) (21,9) (21,94) (22,51) (22,52) (23,0) (24,3) (24,100) (25,33) (25,70) (27,10) (27,93) (28,0) (29,45) (29,58) (30,1) (30,102) (32,1) (32,102) (35,23) (35,80) (38,28) (38,75) (39,9) (39,94) (41,1) (41,102) (42,11) (42,92) (43,9) (43,94) (44,14) (44,89) (45,36) (45,67) (46,20) (46,83) (48,36) (48,67) (52,0) (53,21) (53,82) (55,29) (55,74) (56,20) (56,83) (58,29) (58,74) (61,33) (61,70) (62,30) (62,73) (65,23) (65,80) (67,14) (67,89) (68,28) (68,75) (69,21) (69,82) (70,10) (70,93) (71,30) (71,73) (72,13) (72,90) (73,30) (73,73) (74,3) (74,100) (78,11) (78,92) (79,45) (79,58) (84,21) (84,82) (85,51) (85,52) (86,11) (86,92) (90,46) (90,57) (92,43) (92,60) (93,29) (93,74) (94,44) (94,59) (95,14) (95,89) (96,46) (96,57) (98,45) (98,58) (99,51) (99,52) (100,28) (100,75) (101,44) (101,59)
8	y2 = x3 + 24	123	(1,5) (1,98) (2,49) (2,54) (5,47) (5,56) (6,31) (6,72) (7,26) (7,77) (9,49) (9,54) (10,32) (10,71) (11,4) (11,99) (12,1) (12,102) (13,26) (13,77) (15,0) (16,0) (20,14) (20,89) (21,18) (21,85) (22,28) (22,75) (24,47) (24,56) (27,31) (27,72) (29,38) (29,65) (30,48) (30,55) (32,48) (32,55) (33,23) (33,80) (37,1) (37,102) (38,10) (38,93) (39,18) (39,85) (40,24) (40,79) (41,48) (41,55) (42,40) (42,63) (43,18) (43,85) (45,32) (45,71) (46,5) (46,98) (47,34) (47,69) (48,32) (48,71) (53,13) (53,90) (54,1) (54,102) (56,5) (56,98) (57,34) (57,69) (60,41) (60,62) (64,41) (64,62) (68,10) (68,93) (69,13) (69,90) (70,31) (70,72) (72,0) (74,47) (74,56) (76,23) (76,80) (77,24) (77,79) (78,40) (78,63) (79,38) (79,65) (82,41) (82,62) (83,26) (83,77) (84,13) (84,90) (85,28) (85,75) (86,40) (86,63) (89,24) (89,79) (90,14) (90,89) (92,49) (92,54) (94,4) (94,99) (96,14) (96,89) (97,23) (97,80) (98,38) (98,65) (99,28) (99,75) (100,10) (100,93) (101,4) (101,99) (102,34) (102,69)
9	y2 = x3 + 95	123	(2,0) (3,15) (3,88) (4,46) (4,57) (5,23) (5,80) (6,38) (6,65) (7,51) (7,52) (8,35) (8,68) (9,0) (12,22) (12,81) (13,51) (13,52) (14,26) (14,77) (17,8) (17,95) (18,46) (18,57) (20,24) (20,79) (24,23) (24,80) (25,8) (25,95) (26,26) (26,77) (27,38) (27,65) (31,4) (31,99) (35,15) (35,88) (36,35) (36,68) (37,22) (37,81) (38,45) (38,58) (40,21) (40,82) (42,34) (42,69) (44,43) (44,60) (49,18) (49,85) (51,44) (51,59) (53,31) (53,72) (54,22) (54,81) (59,35) (59,68) (60,1) (60,102) (61,8) (61,95) (62,9) (62,94) (63,26) (63,77) (64,1) (64,102) (65,15) (65,88) (66,18) (66,85) (67,43) (67,60) (68,45) (68,58) (69,31) (69,72) (70,38) (70,65) (71,9) (71,94) (73,9) (73,94) (74,23) (74,80) (75,44) (75,59) (77,21) (77,82) (78,34) (78,69) (80,44) (80,59) (81,46) (81,57) (82,1) (82,102) (83,51) (83,52) (84,31) (84,72) (86,34) (86,69) (87,4) (87,99) (88,4) (88,99) (89,21) (89,82) (90,24) (90,79) (91,18) (91,85) (92,0) (95,43) (95,60) (96,24) (96,79) (100,45) (100,58)
10	y2 = x3 + 89	123	(2,32) (2,71) (3,42) (3,61) (4,16) (4,87) (5,27) (5,76) (9,32) (9,71) (10,33) (10,70) (11,9) (11,94) (12,13) (12,90) (14,19) (14,84) (17,26) (17,77) (18,16) (18,87) (20,40) (20,63) (22,5) (22,98) (24,27) (24,76) (25,26) (25,77) (26,19) (26,84) (30,0) (32,0) (33,39) (33,64) (35,42) (35,61) (37,13) (37,90) (40,34) (40,69) (41,0) (42,29) (42,74) (44,35) (44,68) (45,33) (45,70) (48,33) (48,70) (49,3) (49,100) (51,30) (51,73) (53,50) (53,53) (54,13) (54,90) (55,4) (55,99) (58,4) (58,99) (60,43) (60,60) (61,26) (61,77) (63,19) (63,84) (64,43) (64,60) (65,42) (65,61) (66,3) (66,100) (67,35) (67,68) (69,50) (69,53) (74,27) (74,76) (75,30) (75,73) (76,39) (76,64) (77,34) (77,69) (78,29) (78,74) (80,30) (80,73) (81,16) (81,87) (82,43) (82,60) (84,50) (84,53) (85,5) (85,98) (86,29) (86,74) (89,34) (89,69) (90,40) (90,63) (91,3) (91,100) (92,32) (92,71) (93,4) (93,99) (94,9) (94,94) (95,35) (95,68) (96,40) (96,63) (97,39) (97,64) (99,5) (99,98) (101,9) (101,94)
11	y2 = x3 + 69	123	(4,37) (4,66) (5,20) (5,83) (6,39) (6,64) (7,0) (8,13) (8,90) (11,24) (11,79) (12,47) (12,56) (13,0) (14,49) (14,54) (17,48) (17,55) (18,37) (18,66) (21,36) (21,67) (23,44) (23,59) (24,20) (24,83) (25,48) (25,55) (26,49) (26,54) (27,39) (27,64) (28,44) (28,59) (30,17) (30,86) (31,14) (31,89) (32,17) (32,86) (33,33) (33,70) (36,13) (36,90) (37,47) (37,56) (39,36) (39,67) (41,17) (41,86) (42,10) (42,93) (43,36) (43,67) (44,22) (44,81) (47,45) (47,58) (49,35) (49,68) (51,46) (51,57) (52,44) (52,59) (53,27) (53,76) (54,47) (54,56) (57,45) (57,58) (59,13) (59,90) (61,48) (61,55) (62,40) (62,63) (63,49) (63,54) (66,35) (66,68) (67,22) (67,81) (69,27) (69,76) (70,39) (70,64) (71,40) (71,63) (73,40) (73,63) (74,20) (74,83) (75,46) (75,57) (76,33) (76,70) (78,10) (78,93) (80,46) (80,57) (81,37) (81,66) (83,0) (84,27) (84,76) (86,10) (86,93) (87,14) (87,89) (88,14) (88,89) (91,35) (91,68) (94,24) (94,79) (95,22) (95,81) (97,33) (97,70) (101,24) (101,79) (102,45) (102,58)
12	y2 = x3 + 39	123	(3,13) (3,90) (4,0) (5,24) (5,79) (6,7) (6,96) (8,6) (8,97) (10,3) (10,100) (12,4) (12,99) (14,38) (14,65) (15,18) (15,85) (16,18) (16,85) (17,27) (17,76) (18,0) (19,10) (19,93) (21,37) (21,66) (23,19) (23,84) (24,24) (24,79) (25,27) (25,76) (26,38) (26,65) (27,7) (27,96) (28,19) (28,84) (29,29) (29,74) (31,28) (31,75) (33,21) (33,82) (34,10) (34,93) (35,13) (35,90) (36,6) (36,97) (37,4) (37,99) (39,37) (39,66) (40,30) (40,73) (43,37) (43,66) (45,3) (45,100) (47,48) (47,55) (48,3) (48,100) (50,10) (50,93) (51,51) (51,52) (52,19) (52,84) (53,9) (53,94) (54,4) (54,99) (57,48) (57,55) (59,6) (59,97) (61,27) (61,76) (62,5) (62,98) (63,38) (63,65) (65,13) (65,90) (69,9) (69,94) (70,7) (70,96) (71,5) (71,98) (72,18) (72,85) (73,5) (73,98) (74,24) (74,79) (75,51) (75,52) (76,21) (76,82) (77,30) (77,73) (79,29) (79,74) (80,51) (80,52) (81,0) (84,9) (84,94) (87,28) (87,75) (88,28) (88,75) (89,30) (89,73) (97,21) (97,82) (98,29) (98,74) (102,48) (102,55)
13	y2 = x3 + 73	123	(2,9) (2,94) (3,10) (3,93) (4,31) (4,72) (6,17) (6,86) (7,2) (7,101) (9,9) (9,94) (12,16) (12,87) (13,2) (13,101) (14,6) (14,97) (15,7) (15,96) (16,7) (16,96) (18,31) (18,72) (21,8) (21,95) (22,3) (22,100) (26,6) (26,97) (27,17) (27,86) (31,32) (31,71) (33,28) (33,75) (35,10) (35,93) (37,16) (37,87) (38,47) (38,56) (39,8) (39,95) (40,25) (40,78) (42,1) (42,102) (43,8) (43,95) (44,30) (44,73) (47,22) (47,81) (51,36) (51,67) (54,16) (54,87) (55,0) (57,22) (57,81) (58,0) (60,44) (60,59) (62,33) (62,70) (63,6) (63,97) (64,44) (64,59) (65,10) (65,93) (67,30) (67,73) (68,47) (68,56) (70,17) (70,86) (71,33) (71,70) (72,7) (72,96) (73,33) (73,70) (75,36) (75,67) (76,28) (76,75) (77,25) (77,78) (78,1) (78,102) (80,36) (80,67) (81,31) (81,72) (82,44) (82,59) (83,2) (83,101) (85,3) (85,100) (86,1) (86,102) (87,32) (87,71) (88,32) (88,71) (89,25) (89,78) (92,9) (92,94) (93,0) (95,30) (95,73) (97,28) (97,75) (99,3) (99,100) (100,47) (100,56) (102,22) (102,81)
14	y2 = x3 + 80	123	(1,9) (1,94) (3,2) (3,101) (4,12) (4,91) (10,16) (10,87) (11,22) (11,81) (15,46) (15,57) (16,46) (16,57) (17,7) (17,96) (18,12) (18,91) (19,48) (19,55) (20,47) (20,56) (22,4) (22,99) (23,14) (23,89) (25,7) (25,96) (28,14) (28,89) (29,26) (29,77) (31,1) (31,102) (34,48) (34,55) (35,2) (35,101) (40,23) (40,80) (42,27) (42,76) (44,17) (44,86) (45,16) (45,87) (46,9) (46,94) (47,39) (47,64) (48,16) (48,87) (49,0) (50,48) (50,55) (52,14) (52,89) (53,15) (53,88) (55,25) (55,78) (56,9) (56,94) (57,39) (57,64) (58,25) (58,78) (61,7) (61,96) (62,13) (62,90) (65,2) (65,101) (66,0) (67,17) (67,86) (69,15) (69,88) (71,13) (71,90) (72,46) (72,57) (73,13) (73,90) (77,23) (77,80) (78,27) (78,76) (79,26) (79,77) (81,12) (81,91) (84,15) (84,88) (85,4) (85,99) (86,27) (86,76) (87,1) (87,102) (88,1) (88,102) (89,23) (89,80) (90,47) (90,56) (91,0) (93,25) (93,78) (94,22) (94,81) (95,17) (95,86) (96,47) (96,56) (98,26) (98,77) (99,4) (99,99) (101,22) (101,81) (102,39) (102,64)
15	y2 = x3 + 37	123	(1,48) (1,55) (3,8) (3,95) (5,33) (5,70) (8,31) (8,72) (10,25) (10,78) (11,21) (11,82) (12,23) (12,80) (14,0) (15,42) (15,61) (16,42) (16,61) (19,43) (19,60) (21,50) (21,53) (22,30) (22,73) (23,16) (23,87) (24,33) (24,70) (26,0) (28,16) (28,87) (29,18) (29,85) (31,24) (31,79) (34,43) (34,60) (35,8) (35,95) (36,31) (36,72) (37,23) (37,80) (39,50) (39,53) (42,45) (42,58) (43,50) (43,53) (45,25) (45,78) (46,48) (46,55) (47,6) (47,97) (48,25) (48,78) (49,36) (49,67) (50,43) (50,60) (52,16) (52,87) (53,39) (53,64) (54,23) (54,80) (56,48) (56,55) (57,6) (57,97) (59,31) (59,72) (60,47) (60,56) (62,34) (62,69) (63,0) (64,47) (64,56) (65,8) (65,95) (66,36) (66,67) (69,39) (69,64) (71,34) (71,69) (72,42) (72,61) (73,34) (73,69) (74,33) (74,70) (78,45) (78,58) (79,18) (79,85) (82,47) (82,56) (84,39) (84,64) (85,30) (85,73) (86,45) (86,58) (87,24) (87,79) (88,24) (88,79) (91,36) (91,67) (94,21) (94,82) (98,18) (98,85) (99,30) (99,73) (101,21) (101,82) (102,6) (102,97)
16	y2 = x3 + 22	123	(1,34) (1,69) (2,37) (2,66) (3,7) (3,96) (6,49) (6,54) (7,46) (7,57) (8,15) (8,88) (9,37) (9,66) (11,23) (11,80) (13,46) (13,57) (19,17) (19,86) (20,20) (20,83) (21,42) (21,61) (22,24) (22,79) (27,49) (27,54) (29,0) (30,6) (30,97) (31,47) (31,56) (32,6) (32,97) (34,17) (34,86) (35,7) (35,96) (36,15) (36,88) (38,43) (38,60) (39,42) (39,61) (40,33) (40,70) (41,6) (41,97) (43,42) (43,61) (44,5) (44,98) (46,34) (46,69) (50,17) (50,86) (51,3) (51,100) (53,8) (53,95) (55,19) (55,84) (56,34) (56,69) (58,19) (58,84) (59,15) (59,88) (62,27) (62,76) (65,7) (65,96) (67,5) (67,98) (68,43) (68,60) (69,8) (69,95) (70,49) (70,54) (71,27) (71,76) (73,27) (73,76) (75,3) (75,100) (77,33) (77,70) (79,0) (80,3) (80,100) (83,46) (83,57) (84,8) (84,95) (85,24) (85,79) (87,47) (87,56) (88,47) (88,56) (89,33) (89,70) (90,20) (90,83) (92,37) (92,66) (93,19) (93,84) (94,23) (94,80) (95,5) (95,98) (96,20) (96,83) (98,0) (99,24) (99,79) (100,43) (100,60) (101,23) (101,80)
17	y2 = x3 + 102	123	(1,0) (2,25) (2,78) (3,51) (3,52) (4,28) (4,75) (6,3) (6,100) (7,41) (7,62) (9,25) (9,78) (10,22) (10,81) (12,39) (12,64) (13,41) (13,62) (18,28) (18,75) (19,36) (19,67) (20,45) (20,58) (21,14) (21,89) (22,48) (22,55) (27,3) (27,100) (30,42) (30,61) (31,34) (31,69) (32,42) (32,61) (33,35) (33,68) (34,36) (34,67) (35,51) (35,52) (37,39) (37,64) (39,14) (39,89) (40,6) (40,97) (41,42) (41,61) (42,37) (42,66) (43,14) (43,89) (44,38) (44,65) (45,22) (45,81) (46,0) (48,22) (48,81) (50,36) (50,67) (53,12) (53,91) (54,39) (54,64) (55,21) (55,82) (56,0) (58,21) (58,82) (60,27) (60,76) (64,27) (64,76) (65,51) (65,52) (67,38) (67,65) (69,12) (69,91) (70,3) (70,100) (76,35) (76,68) (77,6) (77,97) (78,37) (78,66) (81,28) (81,75) (82,27) (82,76) (83,41) (83,62) (84,12) (84,91) (85,48) (85,55) (86,37) (86,66) (87,34) (87,69) (88,34) (88,69) (89,6) (89,97) (90,45) (90,58) (92,25) (92,78) (93,21) (93,82) (95,38) (95,65) (96,45) (96,58) (97,35) (97,68) (99,48) (99,55)