class leader: y² = x³ + 101

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