Properties

Label 6.60-5.0.2-2-2-3.1
Genus \(6\)
Quotient genus \(0\)
Group \(A_5\)
Signature \([ 0; 2, 2, 2, 3 ]\)
Generating Vectors \(18\)

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Family Information

Genus: $6$
Quotient genus: $0$
Group name: $A_5$
Group identifier: $[60,5]$
Signature: $[ 0; 2, 2, 2, 3 ]$
Conjugacy classes for this refined passport: $2, 2, 2, 3$

Jacobian variety group algebra decomposition:$A_{2}^{3}$
Corresponding character(s): $2$

Other Data

Hyperelliptic curve(s):no
Cyclic trigonal curve(s):no

Generating vector(s)

Displaying 18 of 18 generating vectors for this refined passport.

6.60-5.0.2-2-2-3.1.1

  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,51) (2,25) (3,24) (4,43) (5,42) (6,36) (7,55) (8,54) (9,18) (10,17) (11,21) (12,40) (13,39) (14,28) (15,27) (16,46) (19,53) (20,52) (22,45) (23,44) (26,56) (29,38) (30,37) (31,41) (32,60) (33,59) (34,48) (35,47) (49,58) (50,57)
  (1,39) (2,43) (3,22) (4,46) (5,55) (6,24) (7,18) (8,52) (9,56) (10,40) (11,54) (12,28) (13,37) (14,31) (15,25) (16,29) (17,53) (19,41) (20,50) (21,59) (23,42) (26,44) (27,38) (30,60) (32,48) (33,57) (34,51) (35,45) (36,49) (47,58)
  (1,23,12) (2,6,53) (3,52,41) (4,39,49) (5,15,10) (7,11,38) (8,37,16) (9,24,59) (13,22,26) (14,54,34) (17,56,48) (18,47,51) (19,29,44) (20,40,60) (21,43,32) (25,35,30) (27,31,58) (28,57,36) (33,42,46) (45,55,50)

6.60-5.0.2-2-2-3.1.2
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,51) (2,25) (3,24) (4,43) (5,42) (6,36) (7,55) (8,54) (9,18) (10,17) (11,21) (12,40) (13,39) (14,28) (15,27) (16,46) (19,53) (20,52) (22,45) (23,44) (26,56) (29,38) (30,37) (31,41) (32,60) (33,59) (34,48) (35,47) (49,58) (50,57)
  (1,57) (2,56) (3,29) (4,28) (5,60) (6,32) (7,31) (8,44) (9,43) (10,35) (11,47) (12,46) (13,19) (14,18) (15,50) (16,22) (17,21) (20,25) (23,49) (24,48) (26,52) (27,51) (30,55) (33,39) (34,38) (36,42) (37,41) (40,45) (53,59) (54,58)
  (1,42,4) (2,24,21) (3,8,13) (5,25,45) (6,17,9) (7,54,51) (10,55,20) (11,27,14) (12,39,36) (15,40,30) (16,52,19) (18,58,38) (22,44,41) (23,28,33) (26,37,29) (31,47,34) (32,59,56) (35,60,50) (43,48,53) (46,57,49)

6.60-5.0.2-2-2-3.1.3
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,51) (2,25) (3,24) (4,43) (5,42) (6,36) (7,55) (8,54) (9,18) (10,17) (11,21) (12,40) (13,39) (14,28) (15,27) (16,46) (19,53) (20,52) (22,45) (23,44) (26,56) (29,38) (30,37) (31,41) (32,60) (33,59) (34,48) (35,47) (49,58) (50,57)
  (1,33) (2,9) (3,16) (4,12) (5,30) (6,48) (7,14) (8,26) (10,45) (11,58) (13,41) (15,20) (17,59) (18,31) (19,37) (21,53) (22,29) (23,36) (24,32) (25,50) (27,34) (28,46) (35,40) (38,51) (39,57) (42,49) (43,56) (44,52) (47,54) (55,60)
  (1,36,46) (2,48,59) (3,44,37) (4,57,23) (5,20,35) (6,21,56) (7,58,34) (8,19,22) (9,32,53) (10,30,50) (11,51,31) (12,33,49) (13,29,52) (14,47,38) (15,45,60) (16,26,41) (17,43,24) (18,54,27) (25,40,55) (28,39,42)

6.60-5.0.2-2-2-3.1.4
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,51) (2,25) (3,24) (4,43) (5,42) (6,36) (7,55) (8,54) (9,18) (10,17) (11,21) (12,40) (13,39) (14,28) (15,27) (16,46) (19,53) (20,52) (22,45) (23,44) (26,56) (29,38) (30,37) (31,41) (32,60) (33,59) (34,48) (35,47) (49,58) (50,57)
  (1,15) (2,52) (3,34) (4,18) (5,6) (7,37) (8,49) (9,28) (10,11) (12,22) (13,59) (14,43) (16,40) (17,47) (19,33) (20,56) (21,35) (23,54) (24,38) (25,26) (27,57) (29,48) (30,31) (32,42) (36,60) (39,53) (41,55) (44,58) (45,46) (50,51)
  (1,35,9) (2,37,47) (3,18,33) (4,11,60) (5,59,16) (6,50,14) (7,22,57) (8,28,48) (10,34,26) (12,52,32) (13,43,58) (15,49,41) (17,27,42) (19,36,25) (20,24,31) (21,55,29) (23,38,53) (30,54,46) (39,56,45) (40,44,51)

6.60-5.0.2-2-2-3.1.5
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,51) (2,25) (3,24) (4,43) (5,42) (6,36) (7,55) (8,54) (9,18) (10,17) (11,21) (12,40) (13,39) (14,28) (15,27) (16,46) (19,53) (20,52) (22,45) (23,44) (26,56) (29,38) (30,37) (31,41) (32,60) (33,59) (34,48) (35,47) (49,58) (50,57)
  (1,48) (2,27) (3,36) (4,25) (5,44) (6,58) (7,42) (8,21) (9,55) (10,19) (11,33) (12,17) (13,51) (14,40) (15,29) (16,43) (18,26) (20,54) (22,47) (23,56) (24,45) (28,41) (30,39) (31,53) (32,37) (34,60) (35,49) (38,46) (50,59) (52,57)
  (1,21,41) (2,7,12) (3,4,10) (5,13,14) (6,51,16) (8,9,15) (11,36,26) (17,57,37) (18,19,60) (20,38,39) (22,27,32) (23,24,30) (25,33,34) (28,29,35) (31,56,46) (40,58,59) (42,47,52) (43,44,50) (45,53,54) (48,49,55)

6.60-5.0.2-2-2-3.1.6
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,51) (2,25) (3,24) (4,43) (5,42) (6,36) (7,55) (8,54) (9,18) (10,17) (11,21) (12,40) (13,39) (14,28) (15,27) (16,46) (19,53) (20,52) (22,45) (23,44) (26,56) (29,38) (30,37) (31,41) (32,60) (33,59) (34,48) (35,47) (49,58) (50,57)
  (1,29) (2,57) (3,60) (4,26) (5,58) (6,44) (7,32) (8,35) (9,41) (10,33) (11,19) (12,47) (13,50) (14,16) (15,48) (17,22) (18,25) (20,23) (21,49) (24,46) (27,52) (28,55) (30,53) (31,39) (34,36) (37,42) (38,45) (40,43) (51,59) (54,56)
  (1,8,55) (2,42,22) (3,25,11) (4,19,34) (5,51,43) (6,13,40) (7,17,52) (9,29,49) (10,36,18) (12,27,37) (14,44,59) (15,21,28) (16,58,50) (20,46,53) (23,45,31) (24,39,54) (26,33,60) (30,56,38) (32,47,57) (35,41,48)

6.60-5.0.2-2-2-3.1.7
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,60) (2,29) (3,58) (4,27) (5,56) (6,35) (7,44) (8,33) (9,42) (10,31) (11,50) (12,19) (13,48) (14,17) (15,46) (16,25) (18,23) (20,21) (22,49) (24,47) (26,55) (28,53) (30,51) (32,39) (34,37) (36,45) (38,43) (40,41) (52,59) (54,57)
  (1,56) (2,58) (3,57) (4,30) (5,29) (6,31) (7,33) (8,32) (9,45) (10,44) (11,46) (12,48) (13,47) (14,20) (15,19) (16,21) (17,23) (18,22) (24,50) (25,49) (26,51) (27,53) (28,52) (34,40) (35,39) (36,41) (37,43) (38,42) (54,60) (55,59)
  (1,12,23) (2,53,6) (3,41,52) (4,49,39) (5,10,15) (7,38,11) (8,16,37) (9,59,24) (13,26,22) (14,34,54) (17,48,56) (18,51,47) (19,44,29) (20,60,40) (21,32,43) (25,30,35) (27,58,31) (28,36,57) (33,46,42) (45,50,55)

6.60-5.0.2-2-2-3.1.8
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,45) (2,13) (3,7) (4,54) (5,21) (6,20) (8,12) (9,39) (10,51) (11,30) (14,24) (15,36) (16,55) (17,38) (18,57) (19,49) (22,33) (23,27) (25,41) (26,40) (28,32) (29,59) (31,50) (34,44) (35,56) (37,58) (42,53) (43,47) (46,60) (48,52)
  (1,39) (2,43) (3,22) (4,46) (5,55) (6,24) (7,18) (8,52) (9,56) (10,40) (11,54) (12,28) (13,37) (14,31) (15,25) (16,29) (17,53) (19,41) (20,50) (21,59) (23,42) (26,44) (27,38) (30,60) (32,48) (33,57) (34,51) (35,45) (36,49) (47,58)
  (1,11,6) (2,55,34) (3,43,23) (4,17,50) (5,39,52) (7,40,49) (8,18,53) (9,27,60) (10,24,37) (12,25,59) (13,28,38) (14,42,35) (15,54,22) (16,36,56) (19,32,45) (20,29,47) (21,31,26) (30,44,57) (33,48,58) (41,51,46)

6.60-5.0.2-2-2-3.1.9
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,45) (2,13) (3,7) (4,54) (5,21) (6,20) (8,12) (9,39) (10,51) (11,30) (14,24) (15,36) (16,55) (17,38) (18,57) (19,49) (22,33) (23,27) (25,41) (26,40) (28,32) (29,59) (31,50) (34,44) (35,56) (37,58) (42,53) (43,47) (46,60) (48,52)
  (1,56) (2,58) (3,57) (4,30) (5,29) (6,31) (7,33) (8,32) (9,45) (10,44) (11,46) (12,48) (13,47) (14,20) (15,19) (16,21) (17,23) (18,22) (24,50) (25,49) (26,51) (27,53) (28,52) (34,40) (35,39) (36,41) (37,43) (38,42) (54,60) (55,59)
  (1,27,50) (2,20,26) (3,48,38) (4,9,14) (5,36,32) (6,42,60) (7,30,41) (8,58,23) (10,21,47) (11,17,35) (12,45,16) (13,33,53) (15,51,57) (18,43,28) (19,59,39) (22,40,46) (24,29,34) (25,56,52) (31,37,55) (44,49,54)

6.60-5.0.2-2-2-3.1.10
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,45) (2,13) (3,7) (4,54) (5,21) (6,20) (8,12) (9,39) (10,51) (11,30) (14,24) (15,36) (16,55) (17,38) (18,57) (19,49) (22,33) (23,27) (25,41) (26,40) (28,32) (29,59) (31,50) (34,44) (35,56) (37,58) (42,53) (43,47) (46,60) (48,52)
  (1,17) (2,31) (3,28) (4,35) (5,19) (6,27) (7,46) (8,43) (9,50) (10,29) (11,42) (12,56) (13,18) (14,60) (15,44) (16,32) (20,34) (21,37) (22,51) (23,48) (24,55) (25,39) (26,47) (30,49) (33,38) (36,52) (40,54) (41,57) (45,59) (53,58)
  (1,8,55) (2,42,22) (3,25,11) (4,19,34) (5,51,43) (6,13,40) (7,17,52) (9,29,49) (10,36,18) (12,27,37) (14,44,59) (15,21,28) (16,58,50) (20,46,53) (23,45,31) (24,39,54) (26,33,60) (30,56,38) (32,47,57) (35,41,48)

6.60-5.0.2-2-2-3.1.11
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,45) (2,13) (3,7) (4,54) (5,21) (6,20) (8,12) (9,39) (10,51) (11,30) (14,24) (15,36) (16,55) (17,38) (18,57) (19,49) (22,33) (23,27) (25,41) (26,40) (28,32) (29,59) (31,50) (34,44) (35,56) (37,58) (42,53) (43,47) (46,60) (48,52)
  (1,37) (2,46) (3,35) (4,29) (5,18) (6,22) (7,56) (8,50) (9,44) (10,28) (11,52) (12,31) (13,60) (14,19) (15,43) (16,27) (17,41) (20,33) (21,57) (23,55) (24,49) (25,38) (26,42) (30,48) (32,51) (34,39) (36,47) (40,53) (45,58) (54,59)
  (1,28,49) (2,17,32) (3,19,26) (4,36,33) (5,40,50) (6,43,59) (7,27,47) (8,29,41) (9,21,48) (10,25,60) (11,18,34) (12,42,57) (13,44,16) (14,51,58) (15,55,35) (20,30,45) (22,37,52) (23,39,46) (24,56,53) (31,38,54)

6.60-5.0.2-2-2-3.1.12
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,45) (2,13) (3,7) (4,54) (5,21) (6,20) (8,12) (9,39) (10,51) (11,30) (14,24) (15,36) (16,55) (17,38) (18,57) (19,49) (22,33) (23,27) (25,41) (26,40) (28,32) (29,59) (31,50) (34,44) (35,56) (37,58) (42,53) (43,47) (46,60) (48,52)
  (1,29) (2,57) (3,60) (4,26) (5,58) (6,44) (7,32) (8,35) (9,41) (10,33) (11,19) (12,47) (13,50) (14,16) (15,48) (17,22) (18,25) (20,23) (21,49) (24,46) (27,52) (28,55) (30,53) (31,39) (34,36) (37,42) (38,45) (40,43) (51,59) (54,56)
  (1,36,46) (2,48,59) (3,44,37) (4,57,23) (5,20,35) (6,21,56) (7,58,34) (8,19,22) (9,32,53) (10,30,50) (11,51,31) (12,33,49) (13,29,52) (14,47,38) (15,45,60) (16,26,41) (17,43,24) (18,54,27) (25,40,55) (28,39,42)

6.60-5.0.2-2-2-3.1.13
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,56) (2,58) (3,57) (4,30) (5,29) (6,31) (7,33) (8,32) (9,45) (10,44) (11,46) (12,48) (13,47) (14,20) (15,19) (16,21) (17,23) (18,22) (24,50) (25,49) (26,51) (27,53) (28,52) (34,40) (35,39) (36,41) (37,43) (38,42) (54,60) (55,59)
  (1,39) (2,43) (3,22) (4,46) (5,55) (6,24) (7,18) (8,52) (9,56) (10,40) (11,54) (12,28) (13,37) (14,31) (15,25) (16,29) (17,53) (19,41) (20,50) (21,59) (23,42) (26,44) (27,38) (30,60) (32,48) (33,57) (34,51) (35,45) (36,49) (47,58)
  (1,27,50) (2,20,26) (3,48,38) (4,9,14) (5,36,32) (6,42,60) (7,30,41) (8,58,23) (10,21,47) (11,17,35) (12,45,16) (13,33,53) (15,51,57) (18,43,28) (19,59,39) (22,40,46) (24,29,34) (25,56,52) (31,37,55) (44,49,54)

6.60-5.0.2-2-2-3.1.14
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,56) (2,58) (3,57) (4,30) (5,29) (6,31) (7,33) (8,32) (9,45) (10,44) (11,46) (12,48) (13,47) (14,20) (15,19) (16,21) (17,23) (18,22) (24,50) (25,49) (26,51) (27,53) (28,52) (34,40) (35,39) (36,41) (37,43) (38,42) (54,60) (55,59)
  (1,60) (2,29) (3,58) (4,27) (5,56) (6,35) (7,44) (8,33) (9,42) (10,31) (11,50) (12,19) (13,48) (14,17) (15,46) (16,25) (18,23) (20,21) (22,49) (24,47) (26,55) (28,53) (30,51) (32,39) (34,37) (36,45) (38,43) (40,41) (52,59) (54,57)
  (1,41,21) (2,12,7) (3,10,4) (5,14,13) (6,16,51) (8,15,9) (11,26,36) (17,37,57) (18,60,19) (20,39,38) (22,32,27) (23,30,24) (25,34,33) (28,35,29) (31,46,56) (40,59,58) (42,52,47) (43,50,44) (45,54,53) (48,55,49)

6.60-5.0.2-2-2-3.1.15
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,56) (2,58) (3,57) (4,30) (5,29) (6,31) (7,33) (8,32) (9,45) (10,44) (11,46) (12,48) (13,47) (14,20) (15,19) (16,21) (17,23) (18,22) (24,50) (25,49) (26,51) (27,53) (28,52) (34,40) (35,39) (36,41) (37,43) (38,42) (54,60) (55,59)
  (1,45) (2,13) (3,7) (4,54) (5,21) (6,20) (8,12) (9,39) (10,51) (11,30) (14,24) (15,36) (16,55) (17,38) (18,57) (19,49) (22,33) (23,27) (25,41) (26,40) (28,32) (29,59) (31,50) (34,44) (35,56) (37,58) (42,53) (43,47) (46,60) (48,52)
  (1,11,6) (2,55,34) (3,43,23) (4,17,50) (5,39,52) (7,40,49) (8,18,53) (9,27,60) (10,24,37) (12,25,59) (13,28,38) (14,42,35) (15,54,22) (16,36,56) (19,32,45) (20,29,47) (21,31,26) (30,44,57) (33,48,58) (41,51,46)

6.60-5.0.2-2-2-3.1.16
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,56) (2,58) (3,57) (4,30) (5,29) (6,31) (7,33) (8,32) (9,45) (10,44) (11,46) (12,48) (13,47) (14,20) (15,19) (16,21) (17,23) (18,22) (24,50) (25,49) (26,51) (27,53) (28,52) (34,40) (35,39) (36,41) (37,43) (38,42) (54,60) (55,59)
  (1,26) (2,49) (3,50) (4,37) (5,38) (6,41) (7,59) (8,60) (9,22) (10,23) (11,16) (12,34) (13,35) (14,52) (15,53) (17,44) (18,45) (19,27) (20,28) (21,46) (24,57) (25,58) (29,42) (30,43) (31,36) (32,54) (33,55) (39,47) (40,48) (51,56)
  (1,49,28) (2,32,17) (3,26,19) (4,33,36) (5,50,40) (6,59,43) (7,47,27) (8,41,29) (9,48,21) (10,60,25) (11,34,18) (12,57,42) (13,16,44) (14,58,51) (15,35,55) (20,45,30) (22,52,37) (23,46,39) (24,53,56) (31,54,38)

6.60-5.0.2-2-2-3.1.17
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,56) (2,58) (3,57) (4,30) (5,29) (6,31) (7,33) (8,32) (9,45) (10,44) (11,46) (12,48) (13,47) (14,20) (15,19) (16,21) (17,23) (18,22) (24,50) (25,49) (26,51) (27,53) (28,52) (34,40) (35,39) (36,41) (37,43) (38,42) (54,60) (55,59)
  (1,29) (2,57) (3,60) (4,26) (5,58) (6,44) (7,32) (8,35) (9,41) (10,33) (11,19) (12,47) (13,50) (14,16) (15,48) (17,22) (18,25) (20,23) (21,49) (24,46) (27,52) (28,55) (30,53) (31,39) (34,36) (37,42) (38,45) (40,43) (51,59) (54,56)
  (1,12,23) (2,53,6) (3,41,52) (4,49,39) (5,10,15) (7,38,11) (8,16,37) (9,59,24) (13,26,22) (14,34,54) (17,48,56) (18,51,47) (19,44,29) (20,60,40) (21,32,43) (25,30,35) (27,58,31) (28,36,57) (33,46,42) (45,50,55)

6.60-5.0.2-2-2-3.1.18
  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,17) (2,31) (3,28) (4,35) (5,19) (6,27) (7,46) (8,43) (9,50) (10,29) (11,42) (12,56) (13,18) (14,60) (15,44) (16,32) (20,34) (21,37) (22,51) (23,48) (24,55) (25,39) (26,47) (30,49) (33,38) (36,52) (40,54) (41,57) (45,59) (53,58)
  (1,45) (2,13) (3,7) (4,54) (5,21) (6,20) (8,12) (9,39) (10,51) (11,30) (14,24) (15,36) (16,55) (17,38) (18,57) (19,49) (22,33) (23,27) (25,41) (26,40) (28,32) (29,59) (31,50) (34,44) (35,56) (37,58) (42,53) (43,47) (46,60) (48,52)
  (1,36,46) (2,48,59) (3,44,37) (4,57,23) (5,20,35) (6,21,56) (7,58,34) (8,19,22) (9,32,53) (10,30,50) (11,51,31) (12,33,49) (13,29,52) (14,47,38) (15,45,60) (16,26,41) (17,43,24) (18,54,27) (25,40,55) (28,39,42)

Display number of generating vectors:

Displaying the unique representative of this refined passport up to braid equivalence.

  6.60-5.0.2-2-2-3.1.1

  (1,14) (2,10) (3,53) (4,6) (5,12) (7,15) (8,38) (9,11) (13,23) (16,39) (17,60) (18,48) (19,56) (20,37) (21,34) (22,30) (24,26) (25,32) (27,35) (28,58) (29,31) (33,43) (36,59) (40,57) (41,54) (42,50) (44,46) (45,52) (47,55) (49,51)
  (1,51) (2,25) (3,24) (4,43) (5,42) (6,36) (7,55) (8,54) (9,18) (10,17) (11,21) (12,40) (13,39) (14,28) (15,27) (16,46) (19,53) (20,52) (22,45) (23,44) (26,56) (29,38) (30,37) (31,41) (32,60) (33,59) (34,48) (35,47) (49,58) (50,57)
  (1,39) (2,43) (3,22) (4,46) (5,55) (6,24) (7,18) (8,52) (9,56) (10,40) (11,54) (12,28) (13,37) (14,31) (15,25) (16,29) (17,53) (19,41) (20,50) (21,59) (23,42) (26,44) (27,38) (30,60) (32,48) (33,57) (34,51) (35,45) (36,49) (47,58)
  (1,23,12) (2,6,53) (3,52,41) (4,39,49) (5,15,10) (7,11,38) (8,37,16) (9,24,59) (13,22,26) (14,54,34) (17,56,48) (18,47,51) (19,29,44) (20,40,60) (21,43,32) (25,35,30) (27,31,58) (28,57,36) (33,42,46) (45,55,50)