class leader: y² = x³ + 20x + 46

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