I.1 Introduction
This appendix consists of a checklist of field, indicator and subfield values. For further details see the body of the text.
I.2 Characteristics of the List
Field column. This gives all field values.
Repeat column. This states whether a field is repeatable (R) or not repeatable (NR). Mandatory fields are labelled [M]. Obsolete fields and subfields are labelled [Obs.].
Indicator columns. These give the range of values for the first and second indicators.
Subfield columns. These give first the not repeatable (NR) then the repeatable (R) subfields. Mandatory subfields are labelled [M].
Both the repeatable and not repeatable subfields are in alphabetical order. A break in the sequence is shown by a comma. A range is shown by the first subfield, a hyphen, then the last subfield in the range, e.g. bc,h-k,mn covers the values b, c, h, i, j, k, m, n
For fields and subfields with fixed length data elements, the number of character positions i0s given in parentheses, e.g. b(13) means that subfield $b has thirteen character positions.
Subfields $6 and $7 may be used in all fields and so are omitted from the table. For details, see Section 3.10: Treatment of Different Scripts.
Field
|
Repeat
|
Indicators
|
Subfields
|
|
|
1st
|
2nd
|
NR
|
R
|
001
|
NR[M]
|
None
|
None
|
None
|
None
|
003
|
NR
|
None
|
None
|
None
|
None
|
005
|
NR
|
None
|
None
|
None (16)
|
None
|
010
|
R
|
#
|
#
|
ad
|
bz
|
011
|
R
|
#,0-1
|
#
|
abf
|
dgyz
|
012
|
R
|
#
|
#
|
a,2,5[M]
|
|
013
|
R
|
#
|
#
|
a,b,d
|
z
|
014
|
R
|
#
|
#
|
a,2
|
z
|
015
|
R
|
#
|
#
|
a,b,d
|
z
|
016
|
R
|
#
|
#
|
a,b
|
z
|
017
|
R
|
7, 8
|
0-2
|
a,b,d, 2
|
z
|
020
|
R
|
#
|
#
|
a,b
|
z
|
021
|
R
|
#
|
#
|
a,b
|
z
|
022
|
R
|
#
|
#
|
a,b
|
z
|
035
|
R
|
#
|
#
|
a
|
z
|
036
|
R
|
#
|
#
|
a(2),b(2),c(2),d,e,g,m(3),n,o,p,r,2
|
f,q,t,u,z
|
040
|
R
|
#
|
#
|
a
|
z
|
071
|
R
|
0 6
|
0 1
|
a,b,c,d,z
|
|
072
|
R
|
#
|
0-2
|
a,b,c,d
|
z
|
073
|
R
|
#
|
0-2
|
a,b,c,d
|
z
|
|
|
|
|
|
|
100
|
NR[M]
|
#
|
#
|
a(36)
|
|
101
|
NR[M]
|
0 2
|
#
|
g (3)
|
a f,h j(3 each)
|
102
|
NR
|
#
|
#
|
|
a,b,c,2
|
105
|
NR
|
#
|
#
|
a(13)
|
|
106
|
NR
|
#
|
#
|
a(1)
|
|
110
|
NR
|
#
|
#
|
a(11)
|
|
111
|
[Obsolete]
|
115
|
R
|
#
|
#
|
a(20),b(15)
|
|
116
|
R
|
#
|
#
|
a(17)
|
|
117
|
R
|
#
|
#
|
a(9)
|
|
120
|
NR[M]
|
#
|
#
|
a(13)
|
|
121
|
NR
|
#
|
#
|
a(9),b(8)
|
|
122
|
R
|
0 2
|
#
|
|
a(5-11)
|
123
|
R[M]
|
0 4
|
#
|
a(1)[M],d(8),e(8), f(8),g(8),i(8),j(8), k(6),m(6),n(4),o(4),p(3)
|
b,c,h
|
124
|
NR
|
#
|
#
|
a
|
b g
|
125
|
NR
|
#
|
#
|
a(2),b(2),c
|
|
126
|
NR
|
#
|
#
|
b(3)
|
a(15)
|
127
|
NR
|
#
|
#
|
a
|
|
128
|
R
|
#
|
#
|
d
|
a(3),b(2)(obs), c(2)(obs),
|
130
|
R
|
#
|
#
|
|
a(11)
|
131
|
NR
|
#
|
#
|
|
a(2),b(3),c(2),d(2), e(2),f(2),g(2),h(4), i(4),j(2),k(4),l(4)
|
135
|
R
|
#
|
#
|
a (13)
|
|
140
|
NR
|
#
|
#
|
a (28)
|
|
141
|
R
|
#
|
#
|
a(8),b(8),c(1),d(3), e(6),f(3),5[M]
|
|
145
|
R
|
0-1
|
#,1
|
a(1)
|
b(8),c(8),d(8),e(4), f(4)
|
|
|
|
|
|
|
200
|
NR[M]
|
0 1
|
#
|
v
|
a [M],b i,z,5
|
204
|
[Obsolete]
|
205
|
R
|
#
|
#
|
a
|
b,d,fg
|
206
|
R[M]
|
#0
|
#
|
a,c-f
|
B
|
207
|
NR
|
#
|
0 1
|
|
a,z(7)
|
208
|
NR
|
#
|
#
|
a
|
D
|
210
|
R
|
#,0-1
|
#,1
|
|
a h
|
211
|
NR
|
#
|
#
|
a(8)
|
|
215
|
R
|
#
|
#
|
c
|
Ade
|
225
|
R
|
0 2
|
#
|
a
|
def,hi,v,x,z
|
230
|
R[M]
|
#
|
#
|
a
|
|
[M for electronic resources]
|
|
|
|
|
300
|
R
|
#
|
#
|
a
|
|
301
|
R
|
#
|
#
|
a
|
|
302
|
R
|
#
|
#
|
a
|
|
303
|
R
|
#
|
#
|
a
|
|
304
|
R
|
#
|
#
|
a
|
|
[M for electronic resources]
|
305
|
R
|
#
|
#
|
a
|
|
306
|
R
|
#
|
#
|
a
|
|
307
|
R
|
#
|
#
|
a
|
|
308
|
R
|
#
|
#
|
a
|
|
310
|
R
|
#
|
#
|
a
|
|
311
|
R
|
#
|
#
|
a
|
|
312
|
R
|
#
|
#
|
a
|
|
313
|
R
|
#
|
#
|
a
|
|
314
|
R
|
#
|
#
|
a
|
|
315
|
R
|
#
|
#
|
a
|
|
316
|
R
|
#
|
#
|
a,5[M]
|
U
|
317
|
R
|
#
|
#
|
a,5[M]
|
U
|
318
|
R
|
#
|
#
|
a,5[M]
|
b-f,h-l,n-p,r,u
|
320
|
R
|
#
|
#
|
a
|
U
|
321
|
R
|
#,0-1
|
#
|
abc,u,x,5,6
|
|
322
|
NR
|
#
|
#
|
a
|
|
323
|
R
|
#
|
#
|
a
|
|
324
|
NR
|
#
|
#
|
a
|
|
325
|
R
|
#,1
|
#
|
a
|
|
326
|
R
|
#
|
#
|
ab
|
|
327
|
R
|
#,0,1
|
#,1
|
|
a-i,p,u,z
|
328
|
R
|
#
|
#,0,1
|
a-e,t
|
Z
|
330
|
R
|
#
|
#
|
a
|
|
332
|
R
|
#
|
#
|
a
|
|
333
|
R
|
#
|
#
|
a
|
|
334
|
R
|
#
|
#
|
a-d
|
|
336
|
R
|
#
|
#
|
a
|
|
337
|
R
|
#
|
#
|
a,
|
U
|
345
|
NR
|
#
|
#
|
|
a d,
|
|
4-- embedded fields technique
|
410
|
R
|
#
|
0,1
|
|
1 (numeral one)
|
411
|
R
|
#
|
0,1
|
|
1
|
412
|
R
|
#
|
0,1
|
|
1
|
413
|
R
|
#
|
0,1
|
|
1
|
421
|
R
|
#
|
0,1
|
|
1
|
422
|
R
|
#
|
0,1
|
|
1
|
423
|
R
|
#
|
0,1
|
|
1
|
424
|
R
|
#
|
0,1
|
|
1
|
425
|
R
|
#
|
0,1
|
|
1
|
430
|
R
|
#
|
0,1
|
|
1
|
431
|
R
|
#
|
0,1
|
|
1
|
432
|
R
|
#
|
0,1
|
|
1
|
433
|
R
|
#
|
0,1
|
|
1
|
434
|
R
|
#
|
0,1
|
|
1
|
435
|
R
|
#
|
0,1
|
|
1
|
436
|
R
|
#
|
0,1
|
|
1
|
437
|
R
|
#
|
0,1
|
|
1
|
440
|
R
|
#
|
0,1
|
|
1
|
441
|
R
|
#
|
0,1
|
|
1
|
442
|
R
|
#
|
0,1
|
|
1
|
443
|
R
|
#
|
0 1
|
|
1
|
444
|
R
|
#
|
0,1
|
|
1
|
445
|
R
|
#
|
0,1
|
|
1
|
446
|
R
|
#
|
0,1
|
|
1
|
447
|
R
|
#
|
0,1
|
|
1
|
448
|
R
|
#
|
0,1
|
|
1
|
451
|
R
|
#
|
0-1
|
|
1
|
452
|
R
|
#
|
0,1
|
|
1
|
453
|
R
|
#
|
0,1
|
|
1
|
454
|
R
|
#
|
0,1
|
|
1
|
455
|
R
|
#
|
0,1
|
|
1
|
456
|
R
|
#
|
0,1
|
|
1
|
456
|
R
|
#
|
0,1
|
|
1
|
461
|
R
|
#
|
0,1
|
|
1
|
462
|
R
|
#
|
0,1
|
|
1
|
463
|
R
|
#
|
0,1
|
|
1
|
464
|
R
|
#
|
0,1
|
|
1
|
470
|
R
|
#
|
0,1
|
|
1
|
481
|
R
|
#
|
0,1
|
|
1
|
482
|
R
|
#
|
0,1
|
|
1
|
488
|
R
|
#
|
0,1
|
|
1
|
|
4-- standard subfields technique
|
|
|
|
As above
|
As above
|
As above
|
As above
|
a,c-e,p,s-v,x-z,0,5
|
f-i,l,n,o,s,t,3
|
|
500
|
R
|
0,1
|
0,1
|
a,k,m,q,uvw,2,3
|
b,h-j,l,n,rs,xyz
|
501
|
R
|
0 2
|
#
|
a,e,k,m,u,w,2,3
|
b,j,rs,xyz
|
503
|
R
|
0,1
|
#
|
ab,e-i,k-o
|
d,j
|
510
|
R
|
0,1
|
#
|
a,j,n,z
|
e,hi
|
511
|
R
|
0,1
|
#
|
a
|
|
512
|
R
|
0,1
|
#
|
a
|
E
|
513
|
R
|
0,1
|
#
|
a
|
e,hi
|
514
|
R
|
0,1
|
#
|
a
|
E
|
515
|
R
|
0,1
|
#
|
a
|
|
516
|
R
|
0,1
|
#
|
a
|
E
|
517
|
R
|
0,1
|
#
|
a
|
e
|
518
|
R
|
0,1
|
#
|
a
|
|
520
|
R
|
0,1
|
#
|
a,hij,n,x
|
E
|
530
|
R
|
0,1
|
#
|
ab,j,v
|
|
531
|
R
|
0,1
|
#
|
ab,v
|
|
532
|
R
|
0,1
|
#
|
a,z
|
|
540
|
R
|
0,1
|
#
|
a,hi
|
E
|
541
|
R
|
0,1
|
#
|
a,e,h,i,z
|
|
545
|
R
|
0,1
|
#
|
a
|
|
560
|
R
|
0,1
|
#
|
a,5
|
E
|
|
|
|
|
|
|
600
|
R
|
#
|
0,1
|
ab,d,f,g,p,2
|
c,j,xyz,3
|
601
|
R
|
0,1
|
0,2
|
a,d h,2
|
bc,j,xyz,3
|
602
|
R
|
#
|
#
|
a,f,2
|
j,xyz,3
|
604
|
R
|
#
|
#
|
|
1 (numeral 1)
|
605
|
R
|
#
|
#
|
a,klm,q,u,w,2
|
hij,n,rs,xyz,3
|
606
|
R
|
0,2,#
|
#
|
a,2
|
j,xyz,3
|
607
|
R
|
#
|
#
|
a,2
|
j,xyz,3
|
608
|
R
|
#
|
#
|
a,2,5
|
j,xyz,3
|
610
|
R
|
0 2
|
#
|
|
a
|
615
|
R
|
#
|
#
|
a,2
|
m,n,x,3
|
616
|
R
|
#
|
#
|
a,f,2,3
|
c,j,xyz
|
617
|
R
|
#
|
#
|
b,d,ghi,2,3
|
a,c,ef,k,mno
|
620
|
R
|
#,0-5
|
#,0-1
|
ab,d,ghi,2,3
|
c,ef,k,mno
|
621
|
R
|
#,0-5
|
#,0-1
|
ab,efghi,2,3,5
|
c,d,k,mno,6
|
626
|
[Obsolete]
|
abc
|
|
660
|
R
|
#
|
#
|
a(7)
|
|
661
|
R
|
#
|
#
|
a(4)
|
|
670
|
R
|
#
|
#
|
b,c,z
|
e
|
675
|
R
|
#
|
#
|
a,v,z,3
|
|
676
|
R
|
#
|
#
|
a,v,z,3
|
|
680
|
R
|
#
|
#
|
a,b,3
|
|
686
|
R
|
#
|
#
|
v,2,3
|
abc
|
|
|
|
|
|
|
700
|
NR
|
#
|
0 1
|
ab,d,fg,p,3
|
c,4
|
701
|
R
|
#
|
0 1
|
ab,d,fg,p,3
|
c,4
|
702
|
R
|
#
|
0 1
|
ab,d,fg,p,3,5
|
c,4
|
710
|
NR
|
0 1
|
0 2
|
a,defgh,p,3
|
bc,4
|
711
|
R
|
0 1
|
0 2
|
a,defgh,p,3
|
bc,4
|
712
|
R
|
0 1
|
0 2
|
a,defgh,p,3,5
|
bc,4
|
716
|
R
|
#
|
#
|
a,f,3
|
c
|
720
|
NR
|
#
|
#
|
a,f,3
|
4
|
721
|
R
|
#
|
#
|
a,f,3
|
4
|
722
|
R
|
#
|
#
|
a,f,3,5
|
4
|
730
|
R
|
0-2
|
#
|
a
|
4
|
740
|
NR
|
#
|
1-2
|
a,e,t,3
|
bc,f,i,l,n
|
741
|
R
|
#
|
1-2
|
a,e,t,3
|
bc,f,i,l,n
|
742
|
R
|
#
|
1-2
|
a,e,t,3
|
bc,f,i,l,n
|
|
|
|
|
|
|
801
|
R[M]
|
#
|
0 3
|
abc,h,2
|
g
|
802
|
NR
|
#
|
#
|
a
|
|
830
|
R
|
#
|
#
|
a
|
|
850
|
R
|
#
|
#
|
|
a
|
852
|
R
|
#,0-5
|
#,0-2
|
a,c,d(2or3),e,g,j,k,l,m,n,p,t
|
b,x,y,2
|
856
|
R
|
#,0-4,7
|
#
|
e,h,j-l,n-p,q,r,u,y
|
a-d,f,g[Obs.],i,m,s, t,v,w,x,z,2
|
886
|
R
|
0-2
|
#
|
a,b,2
|
any other
|
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