class leader: y² = x³ + 105x + 23

Sr no.	class members	# points	points
1	y2 = x3 + 105x + 23	184	(0,46) (0,115) (5,34) (5,57) (5,104) (5,127) (6,8) (6,15) (6,146) (6,153) (10,62) (10,76) (10,85) (10,99) (20,62) (20,76) (20,85) (20,99) (21,32) (21,60) (21,101) (21,129) (27,1) (27,22) (27,139) (27,160) (28,11) (28,80) (28,81) (28,150) (31,8) (31,15) (31,146) (31,153) (33,62) (33,76) (33,85) (33,99) (34,41) (34,64) (34,97) (34,120) (45,20) (45,43) (45,118) (45,141) (52,8) (52,15) (52,146) (52,153) (54,8) (54,15) (54,146) (54,153) (55,8) (55,15) (55,146) (55,153) (56,39) (56,53) (56,108) (56,122) (62,62) (62,76) (62,85) (62,99) (66,62) (66,76) (66,85) (66,99) (68,20) (68,43) (68,118) (68,141) (69,69) (69,92) (73,1) (73,22) (73,139) (73,160) (75,8) (75,15) (75,146) (75,153) (77,31) (77,38) (77,123) (77,130) (80,41) (80,64) (80,97) (80,120) (89,62) (89,76) (89,85) (89,99) (90,55) (90,78) (90,83) (90,106) (91,3) (91,66) (91,95) (91,158) (96,1) (96,22) (96,139) (96,160) (97,34) (97,57) (97,104) (97,127) (98,31) (98,38) (98,123) (98,130) (101,8) (101,15) (101,146) (101,153) (103,41) (103,64) (103,97) (103,120) (108,62) (108,76) (108,85) (108,99) (112,39) (112,53) (112,108) (112,122) (115,69) (115,92) (119,24) (119,45) (119,116) (119,137) (124,8) (124,15) (124,146) (124,153) (125,62) (125,76) (125,85) (125,99) (126,18) (126,74) (126,87) (126,143) (131,62) (131,76) (131,85) (131,99) (136,55) (136,78) (136,83) (136,106) (138,69) (138,92) (143,34) (143,57) (143,104) (143,127) (146,8) (146,15) (146,146) (146,153) (147,31) (147,38) (147,123) (147,130) (154,39) (154,53) (154,108) (154,122) (159,55) (159,78) (159,83) (159,106) (160,20) (160,43) (160,118) (160,141)
2	y2 = x3 + 77x + 23	184	(0,46) (0,115) (5,48) (5,71) (5,90) (5,113) (7,10) (7,59) (7,102) (7,151) (13,1) (13,22) (13,139) (13,160) (14,25) (14,67) (14,94) (14,136) (17,55) (17,78) (17,83) (17,106) (20,8) (20,15) (20,146) (20,153) (24,20) (24,43) (24,118) (24,141) (27,48) (27,71) (27,90) (27,113) (28,25) (28,67) (28,94) (28,136) (31,1) (31,22) (31,139) (31,160) (34,27) (34,50) (34,111) (34,134) (40,55) (40,78) (40,83) (40,106) (47,20) (47,43) (47,118) (47,141) (48,1) (48,22) (48,139) (48,160) (54,1) (54,22) (54,139) (54,160) (59,1) (59,22) (59,139) (59,160) (63,32) (63,60) (63,101) (63,129) (66,8) (66,15) (66,146) (66,153) (69,69) (69,92) (70,3) (70,66) (70,95) (70,158) (73,48) (73,71) (73,90) (73,113) (76,13) (76,36) (76,125) (76,148) (77,24) (77,45) (77,116) (77,137) (80,27) (80,50) (80,111) (80,134) (82,1) (82,22) (82,139) (82,160) (83,48) (83,71) (83,90) (83,113) (89,8) (89,15) (89,146) (89,153) (94,1) (94,22) (94,139) (94,160) (96,48) (96,71) (96,90) (96,113) (97,48) (97,71) (97,90) (97,113) (103,27) (103,50) (103,111) (103,134) (105,24) (105,45) (105,116) (105,137) (112,31) (112,38) (112,123) (112,130) (115,69) (115,92) (117,1) (117,22) (117,139) (117,160) (119,25) (119,67) (119,94) (119,136) (122,13) (122,36) (122,125) (122,148) (126,4) (126,73) (126,88) (126,157) (129,48) (129,71) (129,90) (129,113) (132,55) (132,78) (132,83) (132,106) (138,69) (138,92) (139,20) (139,43) (139,118) (139,141) (140,24) (140,45) (140,116) (140,137) (143,48) (143,71) (143,90) (143,113) (145,13) (145,36) (145,125) (145,148) (146,1) (146,22) (146,139) (146,160) (152,48) (152,71) (152,90) (152,113)
3	y2 = x3 + 49x + 23	184	(0,46) (0,115) (3,6) (3,29) (3,132) (3,155) (5,41) (5,64) (5,97) (5,120) (6,48) (6,71) (6,90) (6,113) (10,8) (10,15) (10,146) (10,153) (12,27) (12,50) (12,111) (12,134) (14,39) (14,53) (14,108) (14,122) (19,27) (19,50) (19,111) (19,134) (21,3) (21,66) (21,95) (21,158) (24,48) (24,71) (24,90) (24,113) (26,6) (26,29) (26,132) (26,155) (28,18) (28,74) (28,87) (28,143) (33,8) (33,15) (33,146) (33,153) (35,4) (35,73) (35,88) (35,157) (38,27) (38,50) (38,111) (38,134) (42,4) (42,73) (42,88) (42,157) (47,48) (47,71) (47,90) (47,113) (49,17) (49,52) (49,109) (49,144) (52,48) (52,71) (52,90) (52,113) (56,31) (56,38) (56,123) (56,130) (61,27) (61,50) (61,111) (61,134) (62,48) (62,71) (62,90) (62,113) (69,69) (69,92) (70,25) (70,67) (70,94) (70,136) (75,48) (75,71) (75,90) (75,113) (83,62) (83,76) (83,85) (83,99) (84,4) (84,73) (84,88) (84,157) (90,20) (90,43) (90,118) (90,141) (97,41) (97,64) (97,97) (97,120) (98,25) (98,67) (98,94) (98,136) (104,27) (104,50) (104,111) (104,134) (108,48) (108,71) (108,90) (108,113) (111,27) (111,50) (111,111) (111,134) (115,69) (115,92) (118,6) (118,29) (118,132) (118,155) (125,8) (125,15) (125,146) (125,153) (129,62) (129,76) (129,85) (129,99) (131,48) (131,71) (131,90) (131,113) (136,20) (136,43) (136,118) (136,141) (138,69) (138,92) (139,48) (139,71) (139,90) (139,113) (143,41) (143,64) (143,97) (143,120) (150,27) (150,50) (150,111) (150,134) (152,62) (152,76) (152,85) (152,99) (153,27) (153,50) (153,111) (153,134) (154,25) (154,67) (154,94) (154,136) (157,27) (157,50) (157,111) (157,134) (159,20) (159,43) (159,118) (159,141)
4	y2 = x3 + 35x + 23	184	(0,46) (0,115) (5,1) (5,22) (5,139) (5,160) (6,55) (6,78) (6,83) (6,106) (7,17) (7,52) (7,109) (7,144) (10,27) (10,50) (10,111) (10,134) (12,20) (12,43) (12,118) (12,141) (19,62) (19,76) (19,85) (19,99) (20,34) (20,57) (20,104) (20,127) (24,6) (24,29) (24,132) (24,155) (28,24) (28,45) (28,116) (28,137) (33,27) (33,50) (33,111) (33,134) (35,3) (35,66) (35,95) (35,158) (38,6) (38,29) (38,132) (38,155) (42,39) (42,53) (42,108) (42,122) (47,6) (47,29) (47,132) (47,155) (48,20) (48,43) (48,118) (48,141) (52,55) (52,78) (52,83) (52,106) (55,20) (55,43) (55,118) (55,141) (56,4) (56,73) (56,88) (56,157) (61,6) (61,29) (61,132) (61,155) (66,34) (66,57) (66,104) (66,127) (69,69) (69,92) (70,17) (70,52) (70,109) (70,144) (75,55) (75,78) (75,83) (75,106) (76,6) (76,29) (76,132) (76,155) (84,17) (84,52) (84,109) (84,144) (89,34) (89,57) (89,104) (89,127) (94,20) (94,43) (94,118) (94,141) (97,1) (97,22) (97,139) (97,160) (98,32) (98,60) (98,101) (98,129) (101,20) (101,43) (101,118) (101,141) (104,20) (104,43) (104,118) (104,141) (111,62) (111,76) (111,85) (111,99) (112,11) (112,80) (112,81) (112,150) (115,69) (115,92) (117,20) (117,43) (117,118) (117,141) (122,6) (122,29) (122,132) (122,155) (124,20) (124,43) (124,118) (124,141) (125,27) (125,50) (125,111) (125,134) (138,69) (138,92) (139,6) (139,29) (139,132) (139,155) (140,3) (140,66) (140,95) (140,158) (143,1) (143,22) (143,139) (143,160) (145,6) (145,29) (145,132) (145,155) (147,3) (147,66) (147,95) (147,158) (150,20) (150,43) (150,118) (150,141) (153,6) (153,29) (153,132) (153,155) (157,62) (157,76) (157,85) (157,99)
5	y2 = x3 + 147x + 23	184	(0,46) (0,115) (3,13) (3,36) (3,125) (3,148) (5,20) (5,43) (5,118) (5,141) (10,20) (10,43) (10,118) (10,141) (14,31) (14,38) (14,123) (14,130) (17,34) (17,57) (17,104) (17,127) (26,13) (26,36) (26,125) (26,148) (27,13) (27,36) (27,125) (27,148) (28,3) (28,66) (28,95) (28,158) (31,20) (31,43) (31,118) (31,141) (33,20) (33,43) (33,118) (33,141) (34,48) (34,71) (34,90) (34,113) (40,34) (40,57) (40,104) (40,127) (45,6) (45,29) (45,132) (45,155) (48,62) (48,76) (48,85) (48,99) (49,10) (49,59) (49,102) (49,151) (54,20) (54,43) (54,118) (54,141) (56,3) (56,66) (56,95) (56,158) (62,13) (62,36) (62,125) (62,148) (63,11) (63,80) (63,81) (63,150) (68,6) (68,29) (68,132) (68,155) (69,69) (69,92) (73,13) (73,36) (73,125) (73,148) (77,3) (77,66) (77,95) (77,158) (80,48) (80,71) (80,90) (80,113) (83,8) (83,15) (83,146) (83,153) (91,17) (91,52) (91,109) (91,144) (94,62) (94,76) (94,85) (94,99) (96,13) (96,36) (96,125) (96,148) (97,20) (97,43) (97,118) (97,141) (103,48) (103,71) (103,90) (103,113) (108,13) (108,36) (108,125) (108,148) (115,69) (115,92) (117,62) (117,76) (117,85) (117,99) (118,13) (118,36) (118,125) (118,148) (119,10) (119,59) (119,102) (119,151) (125,20) (125,43) (125,118) (125,141) (126,25) (126,67) (126,94) (126,136) (129,8) (129,15) (129,146) (129,153) (131,13) (131,36) (131,125) (131,148) (132,34) (132,57) (132,104) (132,127) (138,69) (138,92) (140,39) (140,53) (140,108) (140,122) (143,20) (143,43) (143,118) (143,141) (146,20) (146,43) (146,118) (146,141) (152,8) (152,15) (152,146) (152,153) (154,10) (154,59) (154,102) (154,151) (160,6) (160,29) (160,132) (160,155)
6	y2 = x3 + 154x + 23	184	(0,46) (0,115) (3,34) (3,57) (3,104) (3,127) (6,6) (6,29) (6,132) (6,155) (7,31) (7,38) (7,123) (7,130) (13,6) (13,29) (13,132) (13,155) (14,24) (14,45) (14,116) (14,137) (21,11) (21,80) (21,81) (21,150) (26,34) (26,57) (26,104) (26,127) (27,6) (27,29) (27,132) (27,155) (34,55) (34,78) (34,83) (34,106) (38,48) (38,71) (38,90) (38,113) (41,41) (41,64) (41,97) (41,120) (45,34) (45,57) (45,104) (45,127) (49,11) (49,80) (49,81) (49,150) (52,6) (52,29) (52,132) (52,155) (59,6) (59,29) (59,132) (59,155) (61,48) (61,71) (61,90) (61,113) (68,34) (68,57) (68,104) (68,127) (69,69) (69,92) (73,6) (73,29) (73,132) (73,155) (75,6) (75,29) (75,132) (75,155) (76,8) (76,15) (76,146) (76,153) (80,55) (80,78) (80,83) (80,106) (82,6) (82,29) (82,132) (82,155) (83,1) (83,22) (83,139) (83,160) (84,25) (84,67) (84,94) (84,136) (87,41) (87,64) (87,97) (87,120) (90,34) (90,57) (90,104) (90,127) (91,11) (91,80) (91,81) (91,150) (96,6) (96,29) (96,132) (96,155) (98,17) (98,52) (98,109) (98,144) (103,55) (103,78) (103,83) (103,106) (105,17) (105,52) (105,109) (105,144) (110,41) (110,64) (110,97) (110,120) (115,69) (115,92) (118,34) (118,57) (118,104) (118,127) (119,17) (119,52) (119,109) (119,144) (122,8) (122,15) (122,146) (122,153) (126,32) (126,60) (126,101) (126,129) (129,1) (129,22) (129,139) (129,160) (133,18) (133,74) (133,87) (133,143) (136,34) (136,57) (136,104) (136,127) (138,69) (138,92) (145,8) (145,15) (145,146) (145,153) (152,1) (152,22) (152,139) (152,160) (153,48) (153,71) (153,90) (153,113) (159,34) (159,57) (159,104) (159,127) (160,34) (160,57) (160,104) (160,127)
7	y2 = x3 + 133x + 23	184	(0,46) (0,115) (3,55) (3,78) (3,83) (3,106) (5,13) (5,36) (5,125) (5,148) (6,41) (6,64) (6,97) (6,120) (7,3) (7,66) (7,95) (7,158) (12,55) (12,78) (12,83) (12,106) (13,27) (13,50) (13,111) (13,134) (14,11) (14,80) (14,81) (14,150) (19,41) (19,64) (19,97) (19,120) (21,18) (21,74) (21,87) (21,143) (26,55) (26,78) (26,83) (26,106) (28,10) (28,59) (28,102) (28,151) (31,55) (31,78) (31,83) (31,106) (35,32) (35,60) (35,101) (35,129) (42,18) (42,74) (42,87) (42,143) (45,48) (45,71) (45,90) (45,113) (49,32) (49,60) (49,101) (49,129) (52,41) (52,64) (52,97) (52,120) (54,55) (54,78) (54,83) (54,106) (59,27) (59,50) (59,111) (59,134) (68,48) (68,71) (68,90) (68,113) (69,69) (69,92) (75,41) (75,64) (75,97) (75,120) (76,20) (76,43) (76,118) (76,141) (77,32) (77,60) (77,101) (77,129) (82,27) (82,50) (82,111) (82,134) (83,34) (83,57) (83,104) (83,127) (90,41) (90,64) (90,97) (90,120) (91,25) (91,67) (91,94) (91,136) (97,13) (97,36) (97,125) (97,148) (98,18) (98,74) (98,87) (98,143) (104,55) (104,78) (104,83) (104,106) (105,4) (105,73) (105,88) (105,157) (111,41) (111,64) (111,97) (111,120) (115,69) (115,92) (118,55) (118,78) (118,83) (118,106) (122,20) (122,43) (122,118) (122,141) (129,34) (129,57) (129,104) (129,127) (136,41) (136,64) (136,97) (136,120) (138,69) (138,92) (143,13) (143,36) (143,125) (143,148) (145,20) (145,43) (145,118) (145,141) (146,55) (146,78) (146,83) (146,106) (150,55) (150,78) (150,83) (150,106) (152,34) (152,57) (152,104) (152,127) (157,41) (157,64) (157,97) (157,120) (159,41) (159,64) (159,97) (159,120) (160,48) (160,71) (160,90) (160,113)
8	y2 = x3 + 98x + 23	184	(0,46) (0,115) (10,41) (10,64) (10,97) (10,120) (12,34) (12,57) (12,104) (12,127) (17,1) (17,22) (17,139) (17,160) (19,48) (19,71) (19,90) (19,113) (20,1) (20,22) (20,139) (20,160) (21,39) (21,53) (21,108) (21,122) (31,13) (31,36) (31,125) (31,148) (33,41) (33,64) (33,97) (33,120) (35,11) (35,80) (35,81) (35,150) (40,1) (40,22) (40,139) (40,160) (41,34) (41,57) (41,104) (41,127) (42,25) (42,67) (42,94) (42,136) (45,27) (45,50) (45,111) (45,134) (54,13) (54,36) (54,125) (54,148) (55,1) (55,22) (55,139) (55,160) (56,18) (56,74) (56,87) (56,143) (62,34) (62,57) (62,104) (62,127) (63,24) (63,45) (63,116) (63,137) (66,1) (66,22) (66,139) (66,160) (68,27) (68,50) (68,111) (68,134) (69,69) (69,92) (77,10) (77,59) (77,102) (77,151) (87,34) (87,57) (87,104) (87,127) (89,1) (89,22) (89,139) (89,160) (90,62) (90,76) (90,85) (90,99) (91,4) (91,73) (91,88) (91,157) (101,1) (101,22) (101,139) (101,160) (104,34) (104,57) (104,104) (104,127) (108,34) (108,57) (108,104) (108,127) (110,34) (110,57) (110,104) (110,127) (111,48) (111,71) (111,90) (111,113) (112,24) (112,45) (112,116) (112,137) (115,69) (115,92) (124,1) (124,22) (124,139) (124,160) (125,41) (125,64) (125,97) (125,120) (131,34) (131,57) (131,104) (131,127) (132,1) (132,22) (132,139) (132,160) (133,11) (133,80) (133,81) (133,150) (136,62) (136,76) (136,85) (136,99) (138,69) (138,92) (146,13) (146,36) (146,125) (146,148) (147,24) (147,45) (147,116) (147,137) (150,34) (150,57) (150,104) (150,127) (154,11) (154,80) (154,81) (154,150) (157,48) (157,71) (157,90) (157,113) (159,62) (159,76) (159,85) (159,99) (160,27) (160,50) (160,111) (160,134)
9	y2 = x3 + 140x + 23	184	(0,46) (0,115) (7,32) (7,60) (7,101) (7,129) (10,13) (10,36) (10,125) (10,148) (12,48) (12,71) (12,90) (12,113) (14,32) (14,60) (14,101) (14,129) (17,41) (17,64) (17,97) (17,120) (20,6) (20,29) (20,132) (20,155) (24,62) (24,76) (24,85) (24,99) (27,62) (27,76) (27,85) (27,99) (33,13) (33,36) (33,125) (33,148) (35,25) (35,67) (35,94) (35,136) (38,1) (38,22) (38,139) (38,160) (40,41) (40,64) (40,97) (40,120) (41,62) (41,76) (41,85) (41,99) (47,62) (47,76) (47,85) (47,99) (48,55) (48,78) (48,83) (48,106) (56,10) (56,59) (56,102) (56,151) (61,1) (61,22) (61,139) (61,160) (63,18) (63,74) (63,87) (63,143) (66,6) (66,29) (66,132) (66,155) (69,69) (69,92) (70,39) (70,53) (70,108) (70,122) (73,62) (73,76) (73,85) (73,99) (76,55) (76,78) (76,83) (76,106) (83,55) (83,78) (83,83) (83,106) (84,24) (84,45) (84,116) (84,137) (87,62) (87,76) (87,85) (87,99) (89,6) (89,29) (89,132) (89,155) (94,55) (94,78) (94,83) (94,106) (96,62) (96,76) (96,85) (96,99) (104,48) (104,71) (104,90) (104,113) (110,62) (110,76) (110,85) (110,99) (112,17) (112,52) (112,109) (112,144) (115,69) (115,92) (117,55) (117,78) (117,83) (117,106) (119,39) (119,53) (119,108) (119,122) (122,55) (122,78) (122,83) (122,106) (125,13) (125,36) (125,125) (125,148) (129,55) (129,78) (129,83) (129,106) (132,41) (132,64) (132,97) (132,120) (133,39) (133,53) (133,108) (133,122) (138,69) (138,92) (139,62) (139,76) (139,85) (139,99) (140,32) (140,60) (140,101) (140,129) (145,55) (145,78) (145,83) (145,106) (150,48) (150,71) (150,90) (150,113) (152,55) (152,78) (152,83) (152,106) (153,1) (153,22) (153,139) (153,160)
10	y2 = x3 + 70x + 23	184	(0,46) (0,115) (13,41) (13,64) (13,97) (13,120) (17,13) (17,36) (17,125) (17,148) (19,1) (19,22) (19,139) (19,160) (20,27) (20,50) (20,111) (20,134) (21,17) (21,52) (21,109) (21,144) (24,41) (24,64) (24,97) (24,120) (34,13) (34,36) (34,125) (34,148) (38,20) (38,43) (38,118) (38,141) (40,13) (40,36) (40,125) (40,148) (41,13) (41,36) (41,125) (41,148) (42,24) (42,45) (42,116) (42,137) (47,41) (47,64) (47,97) (47,120) (55,41) (55,64) (55,97) (55,120) (59,41) (59,64) (59,97) (59,120) (61,20) (61,43) (61,118) (61,141) (62,8) (62,15) (62,146) (62,153) (63,10) (63,59) (63,102) (63,151) (66,27) (66,50) (66,111) (66,134) (69,69) (69,92) (70,18) (70,74) (70,87) (70,143) (80,13) (80,36) (80,125) (80,148) (82,41) (82,64) (82,97) (82,120) (84,3) (84,66) (84,95) (84,158) (87,13) (87,36) (87,125) (87,148) (89,27) (89,50) (89,111) (89,134) (90,6) (90,29) (90,132) (90,155) (101,41) (101,64) (101,97) (101,120) (103,13) (103,36) (103,125) (103,148) (105,18) (105,74) (105,87) (105,143) (108,8) (108,15) (108,146) (108,153) (110,13) (110,36) (110,125) (110,148) (111,1) (111,22) (111,139) (111,160) (112,4) (112,73) (112,88) (112,157) (115,69) (115,92) (124,41) (124,64) (124,97) (124,120) (126,10) (126,59) (126,102) (126,151) (131,8) (131,15) (131,146) (131,153) (132,13) (132,36) (132,125) (132,148) (133,10) (133,59) (133,102) (133,151) (136,6) (136,29) (136,132) (136,155) (138,69) (138,92) (139,41) (139,64) (139,97) (139,120) (147,18) (147,74) (147,87) (147,143) (153,20) (153,43) (153,118) (153,141) (154,31) (154,38) (154,123) (154,130) (157,1) (157,22) (157,139) (157,160) (159,6) (159,29) (159,132) (159,155)
11	y2 = x3 + 119x + 23	184	(0,46) (0,115) (3,27) (3,50) (3,111) (3,134) (7,39) (7,53) (7,108) (7,122) (13,8) (13,15) (13,146) (13,153) (17,6) (17,29) (17,132) (17,155) (19,55) (19,78) (19,83) (19,106) (26,27) (26,50) (26,111) (26,134) (34,8) (34,15) (34,146) (34,153) (38,13) (38,36) (38,125) (38,148) (40,6) (40,29) (40,132) (40,155) (41,27) (41,50) (41,111) (41,134) (42,32) (42,60) (42,101) (42,129) (45,8) (45,15) (45,146) (45,153) (48,27) (48,50) (48,111) (48,134) (49,4) (49,73) (49,88) (49,157) (55,34) (55,57) (55,104) (55,127) (59,8) (59,15) (59,146) (59,153) (61,13) (61,36) (61,125) (61,148) (63,17) (63,52) (63,109) (63,144) (68,8) (68,15) (68,146) (68,153) (69,69) (69,92) (76,62) (76,76) (76,85) (76,99) (80,8) (80,15) (80,146) (80,153) (82,8) (82,15) (82,146) (82,153) (84,10) (84,59) (84,102) (84,151) (87,27) (87,50) (87,111) (87,134) (91,31) (91,38) (91,123) (91,130) (94,27) (94,50) (94,111) (94,134) (101,34) (101,57) (101,104) (101,127) (103,8) (103,15) (103,146) (103,153) (105,31) (105,38) (105,123) (105,130) (110,27) (110,50) (110,111) (110,134) (111,55) (111,78) (111,83) (111,106) (115,69) (115,92) (117,27) (117,50) (117,111) (117,134) (118,27) (118,50) (118,111) (118,134) (122,62) (122,76) (122,85) (122,99) (124,34) (124,57) (124,104) (124,127) (126,31) (126,38) (126,123) (126,130) (132,6) (132,29) (132,132) (132,155) (133,4) (133,73) (133,88) (133,157) (138,69) (138,92) (140,4) (140,73) (140,88) (140,157) (145,62) (145,76) (145,85) (145,99) (147,11) (147,80) (147,81) (147,150) (153,13) (153,36) (153,125) (153,148) (157,55) (157,78) (157,83) (157,106) (160,8) (160,15) (160,146) (160,153)