class leader: y² = x³ + 10x + 28

Sr no.	class members	# points	points
1	y2 = x3 + 10x + 28	115	(1,18) (1,37) (1,58) (1,77) (3,35) (3,60) (6,38) (6,57) (7,21) (7,36) (7,59) (7,74) (11,33) (11,43) (11,52) (11,62) (16,3) (16,22) (16,73) (16,92) (17,19) (17,76) (18,25) (18,70) (22,16) (22,41) (22,54) (22,79) (26,2) (26,17) (26,78) (26,93) (28,45) (28,50) (33,10) (33,85) (36,38) (36,57) (37,6) (37,44) (37,51) (37,89) (38,35) (38,60) (41,3) (41,22) (41,73) (41,92) (47,26) (47,31) (47,64) (47,69) (48,30) (48,65) (52,9) (52,29) (52,66) (52,86) (53,0) (56,13) (56,32) (56,63) (56,82) (57,16) (57,41) (57,54) (57,79) (58,20) (58,75) (63,0) (66,7) (66,12) (66,83) (66,88) (67,11) (67,46) (67,49) (67,84) (68,5) (68,90) (71,28) (71,47) (71,48) (71,67) (72,19) (72,76) (73,35) (73,60) (76,3) (76,22) (76,73) (76,92) (77,1) (77,39) (77,56) (77,94) (82,19) (82,76) (83,40) (83,55) (86,8) (86,27) (86,68) (86,87) (87,14) (87,24) (87,71) (87,81) (91,38) (91,57) (92,16) (92,41) (92,54) (92,79) (93,0)
2	y2 = x3 + 60x + 42	115	(4,21) (4,36) (4,59) (4,74) (7,30) (7,65) (9,19) (9,76) (12,20) (12,75) (13,13) (13,32) (13,63) (13,82) (14,4) (14,34) (14,61) (14,91) (17,35) (17,60) (18,38) (18,57) (19,21) (19,36) (19,59) (19,74) (23,2) (23,17) (23,78) (23,93) (24,26) (24,31) (24,64) (24,69) (28,38) (28,57) (32,25) (32,70) (33,23) (33,42) (33,53) (33,72) (34,21) (34,36) (34,59) (34,74) (37,0) (38,2) (38,17) (38,78) (38,93) (42,40) (42,55) (43,7) (43,12) (43,83) (43,88) (47,0) (49,19) (49,76) (52,15) (52,80) (53,2) (53,17) (53,78) (53,93) (54,14) (54,24) (54,71) (54,81) (57,40) (57,55) (62,45) (62,50) (64,11) (64,46) (64,49) (64,84) (68,38) (68,57) (69,1) (69,39) (69,56) (69,94) (72,40) (72,55) (73,33) (73,43) (73,52) (73,62) (74,16) (74,41) (74,54) (74,79) (83,8) (83,27) (83,68) (83,87) (87,0) (88,18) (88,37) (88,58) (88,77) (89,6) (89,44) (89,51) (89,89) (92,5) (92,90) (93,3) (93,22) (93,73) (93,92) (94,19) (94,76)
3	y2 = x3 + 40x + 42	115	(2,15) (2,80) (4,19) (4,76) (7,0) (8,38) (8,57) (13,2) (13,17) (13,78) (13,93) (17,45) (17,50) (18,18) (18,37) (18,58) (18,77) (19,21) (19,36) (19,59) (19,74) (23,38) (23,57) (24,14) (24,24) (24,71) (24,81) (27,0) (29,6) (29,44) (29,51) (29,89) (32,40) (32,55) (37,20) (37,75) (38,2) (38,17) (38,78) (38,93) (39,11) (39,46) (39,49) (39,84) (42,0) (43,33) (43,43) (43,52) (43,62) (44,21) (44,36) (44,59) (44,74) (48,13) (48,32) (48,63) (48,82) (54,16) (54,41) (54,54) (54,79) (57,40) (57,55) (58,8) (58,27) (58,68) (58,87) (59,4) (59,34) (59,61) (59,91) (62,5) (62,90) (63,2) (63,17) (63,78) (63,93) (64,19) (64,76) (67,25) (67,70) (73,3) (73,22) (73,73) (73,92) (74,26) (74,31) (74,64) (74,69) (77,30) (77,65) (78,23) (78,42) (78,53) (78,72) (82,40) (82,55) (83,38) (83,57) (84,19) (84,76) (89,21) (89,36) (89,59) (89,74) (92,35) (92,60) (93,7) (93,12) (93,83) (93,88) (94,1) (94,39) (94,56) (94,94)
4	y2 = x3 + 75x + 63	115	(1,33) (1,43) (1,52) (1,62) (3,45) (3,50) (6,8) (6,27) (6,68) (6,87) (7,19) (7,76) (8,15) (8,80) (13,10) (13,85) (16,18) (16,37) (16,58) (16,77) (17,19) (17,76) (18,5) (18,90) (22,26) (22,31) (22,64) (22,69) (23,35) (23,60) (26,38) (26,57) (27,4) (27,34) (27,61) (27,91) (28,40) (28,55) (32,9) (32,29) (32,66) (32,86) (33,0) (36,38) (36,57) (37,14) (37,24) (37,71) (37,81) (38,5) (38,90) (41,7) (41,12) (41,83) (41,88) (42,16) (42,41) (42,54) (42,79) (46,23) (46,42) (46,53) (46,72) (47,21) (47,36) (47,59) (47,74) (51,28) (51,47) (51,48) (51,67) (52,19) (52,76) (56,33) (56,43) (56,52) (56,62) (57,14) (57,24) (57,71) (57,81) (58,5) (58,90) (61,3) (61,22) (61,73) (61,92) (63,30) (63,65) (66,2) (66,17) (66,78) (66,93) (71,38) (71,57) (73,20) (73,75) (76,33) (76,43) (76,52) (76,62) (77,14) (77,24) (77,71) (77,81) (82,11) (82,46) (82,49) (82,84) (83,0) (92,1) (92,39) (92,56) (92,94) (93,0)
5	y2 = x3 + 50x + 63	115	(1,38) (1,57) (2,19) (2,76) (6,3) (6,22) (6,73) (6,92) (8,5) (8,90) (11,33) (11,43) (11,52) (11,62) (12,4) (12,34) (12,61) (12,91) (16,38) (16,57) (21,38) (21,57) (23,40) (23,55) (27,14) (27,24) (27,71) (27,81) (28,30) (28,65) (31,23) (31,42) (31,53) (31,72) (33,45) (33,50) (38,5) (38,90) (42,21) (42,36) (42,59) (42,74) (43,20) (43,75) (46,33) (46,43) (46,52) (46,62) (47,11) (47,46) (47,49) (47,84) (48,10) (48,85) (52,26) (52,31) (52,64) (52,69) (57,14) (57,24) (57,71) (57,81) (58,0) (61,2) (61,17) (61,78) (61,93) (62,1) (62,39) (62,56) (62,94) (63,35) (63,60) (66,8) (66,27) (66,68) (66,87) (67,9) (67,29) (67,66) (67,86) (68,5) (68,90) (71,7) (71,12) (71,83) (71,88) (73,0) (76,33) (76,43) (76,52) (76,62) (77,19) (77,76) (78,0) (81,18) (81,37) (81,58) (81,77) (82,16) (82,41) (82,54) (82,79) (86,28) (86,47) (86,48) (86,67) (87,14) (87,24) (87,71) (87,81) (88,15) (88,80) (92,19) (92,76)
6	y2 = x3 + 15x + 47	115	(2,35) (2,60) (3,28) (3,47) (3,48) (3,67) (4,19) (4,76) (7,20) (7,75) (12,25) (12,70) (13,8) (13,27) (13,68) (13,87) (17,35) (17,60) (19,16) (19,41) (19,54) (19,79) (22,10) (22,85) (23,38) (23,57) (24,19) (24,76) (29,19) (29,76) (32,30) (32,65) (38,3) (38,22) (38,73) (38,92) (39,14) (39,24) (39,71) (39,81) (42,0) (43,38) (43,57) (44,26) (44,31) (44,64) (44,69) (48,38) (48,57) (49,21) (49,36) (49,59) (49,74) (57,35) (57,60) (58,33) (58,43) (58,52) (58,62) (59,16) (59,41) (59,54) (59,79) (62,0) (63,7) (63,12) (63,83) (63,88) (64,1) (64,39) (64,56) (64,94) (67,0) (68,2) (68,17) (68,78) (68,93) (69,6) (69,44) (69,51) (69,89) (74,16) (74,41) (74,54) (74,79) (77,5) (77,90) (78,3) (78,22) (78,73) (78,92) (79,9) (79,29) (79,66) (79,86) (82,45) (82,50) (83,18) (83,37) (83,58) (83,77) (87,40) (87,55) (88,13) (88,32) (88,63) (88,82) (89,11) (89,46) (89,49) (89,84) (93,3) (93,22) (93,73) (93,92)
7	y2 = x3 + 70x + 47	115	(2,10) (2,85) (4,26) (4,31) (4,64) (4,69) (7,5) (7,90) (8,13) (8,32) (8,63) (8,82) (9,19) (9,76) (13,38) (13,57) (14,16) (14,41) (14,54) (14,79) (19,16) (19,41) (19,54) (19,79) (23,7) (23,12) (23,83) (23,88) (24,16) (24,41) (24,54) (24,79) (27,25) (27,70) (28,38) (28,57) (32,0) (33,3) (33,22) (33,73) (33,92) (34,11) (34,46) (34,49) (34,84) (38,3) (38,22) (38,73) (38,92) (39,21) (39,36) (39,59) (39,74) (42,45) (42,50) (43,3) (43,22) (43,73) (43,92) (47,0) (49,1) (49,39) (49,56) (49,94) (52,35) (52,60) (53,8) (53,27) (53,68) (53,87) (54,19) (54,76) (57,35) (57,60) (58,2) (58,17) (58,78) (58,93) (59,9) (59,29) (59,66) (59,86) (62,35) (62,60) (64,14) (64,24) (64,71) (64,81) (68,18) (68,37) (68,58) (68,77) (72,30) (72,65) (73,38) (73,57) (77,40) (77,55) (78,28) (78,47) (78,48) (78,67) (83,33) (83,43) (83,52) (83,62) (84,6) (84,44) (84,51) (84,89) (87,20) (87,75) (89,19) (89,76) (92,0)
8	y2 = x3 + 65x + 63	115	(2,26) (2,31) (2,64) (2,69) (3,0) (6,2) (6,17) (6,78) (6,93) (7,14) (7,24) (7,71) (7,81) (11,38) (11,57) (12,14) (12,24) (12,71) (12,81) (17,1) (17,39) (17,56) (17,94) (18,15) (18,80) (21,7) (21,12) (21,83) (21,88) (22,19) (22,76) (23,30) (23,65) (26,33) (26,43) (26,52) (26,62) (28,35) (28,60) (31,33) (31,43) (31,52) (31,62) (36,18) (36,37) (36,58) (36,77) (37,4) (37,34) (37,61) (37,91) (38,5) (38,90) (41,38) (41,57) (42,11) (42,46) (42,49) (42,84) (43,0) (47,16) (47,41) (47,54) (47,79) (53,10) (53,85) (56,23) (56,42) (56,53) (56,72) (57,14) (57,24) (57,71) (57,81) (61,8) (61,27) (61,68) (61,87) (62,19) (62,76) (63,40) (63,55) (66,3) (66,22) (66,73) (66,92) (68,0) (72,9) (72,29) (72,66) (72,86) (76,33) (76,43) (76,52) (76,62) (78,45) (78,50) (81,38) (81,57) (82,21) (82,36) (82,59) (82,74) (83,5) (83,90) (87,19) (87,76) (88,5) (88,90) (91,28) (91,47) (91,48) (91,67) (93,20) (93,75)
9	y2 = x3 + 70x + 28	115	(1,2) (1,17) (1,78) (1,93) (2,9) (2,29) (2,66) (2,86) (7,14) (7,24) (7,71) (7,81) (8,25) (8,70) (11,18) (11,37) (11,58) (11,77) (13,0) (16,38) (16,57) (21,28) (21,47) (21,48) (21,67) (23,45) (23,50) (26,33) (26,43) (26,52) (26,62) (27,6) (27,44) (27,51) (27,89) (28,0) (32,19) (32,76) (33,35) (33,60) (38,35) (38,60) (42,26) (42,31) (42,64) (42,69) (43,35) (43,60) (46,13) (46,32) (46,63) (46,82) (47,19) (47,76) (51,38) (51,57) (52,16) (52,41) (52,54) (52,79) (53,30) (53,65) (57,16) (57,41) (57,54) (57,79) (58,40) (58,55) (61,7) (61,12) (61,83) (61,88) (62,16) (62,41) (62,54) (62,79) (66,38) (66,57) (68,20) (68,75) (71,3) (71,22) (71,73) (71,92) (72,11) (72,46) (72,49) (72,84) (73,0) (76,3) (76,22) (76,73) (76,92) (77,21) (77,36) (77,59) (77,74) (78,10) (78,85) (81,3) (81,22) (81,73) (81,92) (83,5) (83,90) (87,1) (87,39) (87,56) (87,94) (91,8) (91,27) (91,68) (91,87) (92,19) (92,76)
10	y2 = x3 + 50x + 82	115	(2,0) (4,21) (4,36) (4,59) (4,74) (8,33) (8,43) (8,52) (8,62) (9,11) (9,46) (9,49) (9,84) (12,15) (12,80) (14,26) (14,31) (14,64) (14,69) (19,14) (19,24) (19,71) (19,81) (23,2) (23,17) (23,78) (23,93) (24,1) (24,39) (24,56) (24,94) (27,5) (27,90) (28,8) (28,27) (28,68) (28,87) (29,9) (29,29) (29,66) (29,86) (33,7) (33,12) (33,83) (33,88) (38,33) (38,43) (38,52) (38,62) (39,19) (39,76) (42,40) (42,55) (43,18) (43,37) (43,58) (43,77) (44,16) (44,41) (44,54) (44,79) (47,30) (47,65) (48,28) (48,47) (48,48) (48,67) (49,14) (49,24) (49,71) (49,81) (52,45) (52,50) (54,19) (54,76) (57,5) (57,90) (58,38) (58,57) (59,19) (59,76) (62,20) (62,75) (63,3) (63,22) (63,73) (63,92) (67,10) (67,85) (68,33) (68,43) (68,52) (68,62) (69,4) (69,34) (69,61) (69,91) (73,38) (73,57) (77,0) (78,38) (78,57) (82,35) (82,60) (84,14) (84,24) (84,71) (84,81) (87,5) (87,90) (88,23) (88,42) (88,53) (88,72) (92,0)
11	y2 = x3 + 90x + 23	115	(1,38) (1,57) (3,15) (3,80) (6,38) (6,57) (8,20) (8,75) (11,8) (11,27) (11,68) (11,87) (12,19) (12,76) (16,7) (16,12) (16,83) (16,88) (17,14) (17,24) (17,71) (17,81) (22,4) (22,34) (22,61) (22,91) (27,1) (27,39) (27,56) (27,94) (28,40) (28,55) (31,38) (31,57) (36,33) (36,43) (36,52) (36,62) (38,40) (38,55) (41,23) (41,42) (41,53) (41,72) (43,35) (43,60) (46,18) (46,37) (46,58) (46,77) (47,21) (47,36) (47,59) (47,74) (48,40) (48,55) (53,25) (53,70) (57,21) (57,36) (57,59) (57,74) (58,0) (62,16) (62,41) (62,54) (62,79) (63,0) (66,2) (66,17) (66,78) (66,93) (67,21) (67,36) (67,59) (67,74) (68,30) (68,65) (72,6) (72,44) (72,51) (72,89) (73,45) (73,50) (76,2) (76,17) (76,78) (76,93) (77,19) (77,76) (81,3) (81,22) (81,73) (81,92) (82,19) (82,76) (86,2) (86,17) (86,78) (86,93) (87,11) (87,46) (87,49) (87,84) (88,0) (91,13) (91,32) (91,63) (91,82) (92,26) (92,31) (92,64) (92,69) (93,5) (93,90)
12	y2 = x3 + 40x + 23	115	(1,8) (1,27) (1,68) (1,87) (2,4) (2,34) (2,61) (2,91) (6,2) (6,17) (6,78) (6,93) (7,19) (7,76) (8,0) (13,40) (13,55) (16,3) (16,22) (16,73) (16,92) (17,26) (17,31) (17,64) (17,69) (18,20) (18,75) (21,23) (21,42) (21,53) (21,72) (23,0) (26,38) (26,57) (27,19) (27,76) (32,21) (32,36) (32,59) (32,74) (36,7) (36,12) (36,83) (36,88) (37,1) (37,39) (37,56) (37,94) (38,40) (38,55) (42,19) (42,76) (43,5) (43,90) (46,38) (46,57) (48,25) (48,70) (51,2) (51,17) (51,78) (51,93) (56,18) (56,37) (56,58) (56,77) (57,21) (57,36) (57,59) (57,74) (58,30) (58,65) (61,38) (61,57) (62,14) (62,24) (62,71) (62,81) (63,40) (63,55) (67,6) (67,44) (67,51) (67,89) (73,35) (73,60) (76,2) (76,17) (76,78) (76,93) (77,11) (77,46) (77,49) (77,84) (78,15) (78,80) (81,33) (81,43) (81,52) (81,62) (82,21) (82,36) (82,59) (82,74) (83,0) (86,13) (86,32) (86,63) (86,82) (92,16) (92,41) (92,54) (92,79) (93,45) (93,50)
13	y2 = x3 + 10x + 47	115	(3,3) (3,22) (3,73) (3,92) (7,40) (7,55) (9,26) (9,31) (9,64) (9,69) (14,9) (14,29) (14,66) (14,86) (17,0) (18,13) (18,32) (18,63) (18,82) (19,16) (19,41) (19,54) (19,79) (22,35) (22,60) (28,7) (28,12) (28,83) (28,88) (29,11) (29,46) (29,49) (29,84) (33,28) (33,47) (33,48) (33,67) (34,19) (34,76) (37,25) (37,70) (38,3) (38,22) (38,73) (38,92) (39,1) (39,39) (39,56) (39,94) (44,19) (44,76) (47,45) (47,50) (48,8) (48,27) (48,68) (48,87) (49,14) (49,24) (49,71) (49,81) (52,10) (52,85) (53,38) (53,57) (54,16) (54,41) (54,54) (54,79) (57,35) (57,60) (58,18) (58,37) (58,58) (58,77) (63,38) (63,57) (64,21) (64,36) (64,59) (64,74) (67,30) (67,65) (68,33) (68,43) (68,52) (68,62) (72,0) (73,3) (73,22) (73,73) (73,92) (74,19) (74,76) (77,20) (77,75) (79,16) (79,41) (79,54) (79,79) (82,0) (83,2) (83,17) (83,78) (83,93) (87,5) (87,90) (92,35) (92,60) (93,38) (93,57) (94,6) (94,44) (94,51) (94,89)
14	y2 = x3 + 60x + 23	115	(7,11) (7,46) (7,49) (7,84) (11,38) (11,57) (12,1) (12,39) (12,56) (12,94) (13,25) (13,70) (16,33) (16,43) (16,52) (16,62) (17,16) (17,41) (17,54) (17,79) (18,0) (23,40) (23,55) (26,8) (26,27) (26,68) (26,87) (28,0) (31,18) (31,37) (31,58) (31,77) (32,6) (32,44) (32,51) (32,89) (33,15) (33,80) (36,3) (36,22) (36,73) (36,92) (37,19) (37,76) (38,40) (38,55) (42,21) (42,36) (42,59) (42,74) (43,45) (43,50) (47,19) (47,76) (51,13) (51,32) (51,63) (51,82) (52,4) (52,34) (52,61) (52,91) (53,40) (53,55) (56,38) (56,57) (57,21) (57,36) (57,59) (57,74) (61,2) (61,17) (61,78) (61,93) (62,26) (62,31) (62,64) (62,69) (66,38) (66,57) (68,0) (71,23) (71,42) (71,53) (71,72) (72,21) (72,36) (72,59) (72,74) (73,5) (73,90) (76,2) (76,17) (76,78) (76,93) (81,7) (81,12) (81,83) (81,88) (83,30) (83,65) (87,19) (87,76) (88,20) (88,75) (91,2) (91,17) (91,78) (91,93) (92,14) (92,24) (92,71) (92,81) (93,35) (93,60)
15	y2 = x3 + 75x + 82	115	(3,7) (3,12) (3,83) (3,88) (4,16) (4,41) (4,54) (4,79) (7,0) (8,23) (8,42) (8,53) (8,72) (9,21) (9,36) (9,59) (9,74) (13,28) (13,47) (13,48) (13,67) (14,19) (14,76) (17,0) (18,33) (18,43) (18,52) (18,62) (19,14) (19,24) (19,71) (19,81) (22,45) (22,50) (23,3) (23,22) (23,73) (23,92) (27,15) (27,80) (28,2) (28,17) (28,78) (28,93) (32,10) (32,85) (33,38) (33,57) (37,5) (37,90) (38,33) (38,43) (38,52) (38,62) (39,14) (39,24) (39,71) (39,81) (42,35) (42,60) (44,11) (44,46) (44,49) (44,84) (47,40) (47,55) (52,0) (54,1) (54,39) (54,56) (54,94) (57,5) (57,90) (58,33) (58,43) (58,52) (58,62) (63,8) (63,27) (63,68) (63,87) (64,19) (64,76) (73,18) (73,37) (73,58) (73,77) (74,19) (74,76) (77,5) (77,90) (79,26) (79,31) (79,64) (79,69) (82,30) (82,65) (83,38) (83,57) (84,4) (84,34) (84,61) (84,91) (89,9) (89,29) (89,66) (89,86) (92,20) (92,75) (93,38) (93,57) (94,14) (94,24) (94,71) (94,81)
16	y2 = x3 + 15x + 28	115	(1,33) (1,43) (1,52) (1,62) (2,16) (2,41) (2,54) (2,79) (3,10) (3,85) (6,7) (6,12) (6,83) (6,88) (7,1) (7,39) (7,56) (7,94) (11,2) (11,17) (11,78) (11,93) (12,6) (12,44) (12,51) (12,89) (13,30) (13,65) (17,16) (17,41) (17,54) (17,79) (21,3) (21,22) (21,73) (21,92) (22,9) (22,29) (22,66) (22,86) (23,0) (26,18) (26,37) (26,58) (26,77) (31,13) (31,32) (31,63) (31,82) (32,11) (32,46) (32,49) (32,84) (36,3) (36,22) (36,73) (36,92) (38,35) (38,60) (41,28) (41,47) (41,48) (41,67) (42,19) (42,76) (43,0) (48,0) (51,8) (51,27) (51,68) (51,87) (57,16) (57,41) (57,54) (57,79) (58,5) (58,90) (61,38) (61,57) (62,19) (62,76) (63,45) (63,50) (67,19) (67,76) (68,40) (68,55) (76,3) (76,22) (76,73) (76,92) (77,14) (77,24) (77,71) (77,81) (78,35) (78,60) (81,38) (81,57) (82,26) (82,31) (82,64) (82,69) (83,20) (83,75) (86,38) (86,57) (87,21) (87,36) (87,59) (87,74) (88,25) (88,70) (93,35) (93,60)
17	y2 = x3 + 65x + 82	115	(2,45) (2,50) (3,38) (3,57) (4,11) (4,46) (4,49) (4,84) (7,5) (7,90) (9,16) (9,41) (9,54) (9,79) (12,5) (12,90) (17,20) (17,75) (18,23) (18,42) (18,53) (18,72) (19,14) (19,24) (19,71) (19,81) (22,0) (23,8) (23,27) (23,68) (23,87) (24,19) (24,76) (28,3) (28,22) (28,73) (28,92) (34,9) (34,29) (34,66) (34,86) (37,15) (37,80) (38,33) (38,43) (38,52) (38,62) (42,30) (42,65) (43,38) (43,57) (44,21) (44,36) (44,59) (44,74) (47,35) (47,60) (49,19) (49,76) (53,28) (53,47) (53,48) (53,67) (57,5) (57,90) (59,26) (59,31) (59,64) (59,69) (62,0) (63,2) (63,17) (63,78) (63,93) (64,14) (64,24) (64,71) (64,81) (68,38) (68,57) (69,14) (69,24) (69,71) (69,81) (72,10) (72,85) (74,1) (74,39) (74,56) (74,94) (78,7) (78,12) (78,83) (78,88) (79,19) (79,76) (82,40) (82,55) (83,33) (83,43) (83,52) (83,62) (87,0) (88,33) (88,43) (88,52) (88,62) (93,18) (93,37) (93,58) (93,77) (94,4) (94,34) (94,61) (94,91)
18	y2 = x3 + 90x + 42	115	(3,23) (3,42) (3,53) (3,72) (8,18) (8,37) (8,58) (8,77) (9,21) (9,36) (9,59) (9,74) (12,0) (17,5) (17,90) (19,21) (19,36) (19,59) (19,74) (22,15) (22,80) (24,16) (24,41) (24,54) (24,79) (27,20) (27,75) (28,2) (28,17) (28,78) (28,93) (29,21) (29,36) (29,59) (29,74) (34,6) (34,44) (34,51) (34,89) (38,2) (38,17) (38,78) (38,93) (39,19) (39,76) (43,3) (43,22) (43,73) (43,92) (44,19) (44,76) (47,40) (47,55) (48,2) (48,17) (48,78) (48,93) (49,11) (49,46) (49,49) (49,84) (53,13) (53,32) (53,63) (53,82) (54,26) (54,31) (54,64) (54,69) (57,40) (57,55) (58,38) (58,57) (62,35) (62,60) (63,38) (63,57) (67,40) (67,55) (68,8) (68,27) (68,68) (68,87) (69,19) (69,76) (72,25) (72,70) (73,7) (73,12) (73,83) (73,88) (74,14) (74,24) (74,71) (74,81) (77,0) (79,4) (79,34) (79,61) (79,91) (82,0) (84,1) (84,39) (84,56) (84,94) (87,30) (87,65) (88,38) (88,57) (92,45) (92,50) (93,33) (93,43) (93,52) (93,62)