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Distinct objects for predicate
ns2
:
hasID
in graph
http://purl.org/collections/nl/dss/dss_oostzee/elb.ttl
sorted by frequency with mapping to SKOS
Resource
Count
SKOS mapping
"
10
"
8
"
12
"
8
"
13
"
8
"
14
"
8
"
15
"
8
"
16
"
8
"
17
"
8
"
18
"
8
"
6
"
8
"
7
"
8
"
8
"
8
"
11
"
7
"
19
"
7
"
2
"
7
"
20
"
7
"
21
"
7
"
23
"
7
"
24
"
7
"
25
"
7
"
27
"
7
"
28
"
7
"
29
"
7
"
3
"
7
"
30
"
7
"
31
"
7
"
32
"
7
"
33
"
7
"
34
"
7
"
35
"
7
"
36
"
7
"
37
"
7
"
38
"
7
"
39
"
7
"
40
"
7
"
41
"
7
"
5
"
7
"
9
"
7
"
22
"
6
"
26
"
6
"
4
"
6
"
42
"
6
"
43
"
6
"
44
"
6
"
45
"
6
"
48
"
6
"
54
"
6
"
56
"
6
"
57
"
6
"
58
"
6
"
46
"
5
"
49
"
5
"
50
"
5
"
51
"
5
"
52
"
5
"
53
"
5
"
55
"
5
"
60
"
5
"
61
"
5
"
62
"
5
"
100
"
4
"
101
"
4
"
102
"
4
"
103
"
4
"
104
"
4
"
105
"
4
"
106
"
4
"
107
"
4
"
108
"
4
"
109
"
4
"
111
"
4
"
112
"
4
"
113
"
4
"
114
"
4
"
115
"
4
"
116
"
4
"
117
"
4
"
118
"
4
"
119
"
4
"
120
"
4
"
121
"
4
"
123
"
4
"
124
"
4
"
125
"
4
"
126
"
4
"
127
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4
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129
"
4
"
130
"
4
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132
"
4
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133
"
4
"
134
"
4
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135
"
4
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136
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4
"
137
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4
"
138
"
4
"
139
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4
"
140
"
4
"
141
"
4
"
142
"
4
"
143
"
4
"
144
"
4
"
145
"
4
"
146
"
4
"
147
"
4
"
148
"
4
"
149
"
4
"
150
"
4
"
151
"
4
"
152
"
4
"
153
"
4
"
154
"
4
"
155
"
4
"
156
"
4
"
157
"
4
"
158
"
4
"
159
"
4
"
160
"
4
"
161
"
4
"
163
"
4
"
164
"
4
"
165
"
4
"
166
"
4
"
167
"
4
"
169
"
4
"
171
"
4
"
173
"
4
"
175
"
4
"
176
"
4
"
177
"
4
"
178
"
4
"
179
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4
"
180
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4
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181
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4
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182
"
4
"
183
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4
"
184
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4
"
185
"
4
"
186
"
4
"
188
"
4
"
189
"
4
"
190
"
4
"
191
"
4
"
192
"
4
"
193
"
4
"
194
"
4
"
195
"
4
"
196
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4
"
197
"
4
"
198
"
4
"
199
"
4
"
200
"
4
"
201
"
4
"
202
"
4
"
203
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4
"
204
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4
"
205
"
4
"
206
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4
"
207
"
4
"
208
"
4
"
209
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4
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210
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4
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211
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4
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212
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4
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213
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4
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214
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4
"
215
"
4
"
216
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4
"
217
"
4
"
219
"
4
"
220
"
4
"
221
"
4
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222
"
4
"
223
"
4
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224
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4
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225
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4
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226
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4
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227
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4
"
228
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4
"
229
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4
"
230
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4
"
231
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4
"
232
"
4
"
47
"
4
"
59
"
4
"
64
"
4
"
65
"
4
"
67
"
4
"
68
"
4
"
69
"
4
"
71
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4
"
72
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4
"
73
"
4
"
75
"
4
"
76
"
4
"
78
"
4
"
79
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4
"
80
"
4
"
81
"
4
"
82
"
4
"
83
"
4
"
84
"
4
"
86
"
4
"
87
"
4
"
89
"
4
"
91
"
4
"
92
"
4
"
93
"
4
"
94
"
4
"
95
"
4
"
97
"
4
"
98
"
4
"
99
"
4
"
110
"
3
"
122
"
3
"
128
"
3
"
131
"
3
"
162
"
3
"
168
"
3
"
170
"
3
"
172
"
3
"
174
"
3
"
187
"
3
"
218
"
3
"
233
"
3
"
234
"
3
"
235
"
3
"
236
"
3
"
237
"
3
"
238
"
3
"
239
"
3
"
240
"
3
"
241
"
3
"
242
"
3
"
243
"
3
"
244
"
3
"
245
"
3
"
246
"
3
"
247
"
3
"
248
"
3
"
249
"
3
"
250
"
3
"
251
"
3
"
252
"
3
"
253
"
3
"
254
"
3
"
255
"
3
"
256
"
3
"
257
"
3
"
258
"
3
"
259
"
3
"
260
"
3
"
261
"
3
"
262
"
3
"
263
"
3
"
264
"
3
"
265
"
3
"
266
"
3
"
267
"
3
"
268
"
3
"
269
"
3
"
270
"
3
"
271
"
3
"
272
"
3
"
273
"
3
"
274
"
3
"
275
"
3
"
276
"
3
"
277
"
3
"
278
"
3
"
280
"
3
"
281
"
3
"
282
"
3
"
283
"
3
"
284
"
3
"
285
"
3
"
286
"
3
"
287
"
3
"
288
"
3
"
289
"
3
"
290
"
3
"
291
"
3
"
292
"
3
"
293
"
3
"
294
"
3
"
295
"
3
"
296
"
3
"
63
"
3
"
66
"
3
"
70
"
3
"
74
"
3
"
77
"
3
"
85
"
3
"
88
"
3
"
90
"
3
"
96
"
3
"
1
"
2
"
1000
"
2
"
1001
"
2
"
1003
"
2
"
1004
"
2
"
1005
"
2
"
1006
"
2
"
1007
"
2
"
1008
"
2
"
1009
"
2
"
1010
"
2
"
1011
"
2
"
1012
"
2
"
1013
"
2
"
1014
"
2
"
1015
"
2
"
1016
"
2
"
1017
"
2
"
1018
"
2
"
1019
"
2
"
1020
"
2
"
1021
"
2
"
1022
"
2
"
1023
"
2
"
1024
"
2
"
1025
"
2
"
1026
"
2
"
1027
"
2
"
1029
"
2
"
1030
"
2
"
1033
"
2
"
1035
"
2
"
1036
"
2
"
1037
"
2
"
1039
"
2
"
1040
"
2
"
1041
"
2
"
1042
"
2
"
1043
"
2
"
1044
"
2
"
1045
"
2
"
1046
"
2
"
1047
"
2
"
1048
"
2
"
1051
"
2
"
1052
"
2
"
1053
"
2
"
1054
"
2
"
1055
"
2
"
1056
"
2
"
1057
"
2
"
1058
"
2
"
1059
"
2
"
1061
"
2
"
1062
"
2
"
1063
"
2
"
1064
"
2
"
1065
"
2
"
1066
"
2
"
1067
"
2
"
1068
"
2
"
1069
"
2
"
1070
"
2
"
1071
"
2
"
1072
"
2
"
1073
"
2
"
1074
"
2
"
1075
"
2
"
1076
"
2
"
1077
"
2
"
1078
"
2
"
1081
"
2
"
1082
"
2
"
1083
"
2
"
1084
"
2
"
1085
"
2
"
1086
"
2
"
1087
"
2
"
1088
"
2
"
1089
"
2
"
1092
"
2
"
1093
"
2
"
1094
"
2
"
1095
"
2
"
1096
"
2
"
1097
"
2
"
1098
"
2
"
1099
"
2
"
1100
"
2
"
1101
"
2
"
1102
"
2
"
1103
"
2
"
1104
"
2
"
1105
"
2
"
1106
"
2
"
1107
"
2
"
1108
"
2
"
1109
"
2
"
1110
"
2
"
1111
"
2
"
1112
"
2
"
1113
"
2
"
1114
"
2
"
1115
"
2
"
1116
"
2
"
1117
"
2
"
1118
"
2
"
1119
"
2
"
1120
"
2
"
1121
"
2
"
1122
"
2
"
1123
"
2
"
1124
"
2
"
1125
"
2
"
1126
"
2
"
1127
"
2
"
1128
"
2
"
1129
"
2
"
1130
"
2
"
1131
"
2
"
1132
"
2
"
1133
"
2
"
1134
"
2
"
279
"
2
"
297
"
2
"
298
"
2
"
299
"
2
"
300
"
2
"
302
"
2
"
303
"
2
"
304
"
2
"
305
"
2
"
306
"
2
"
307
"
2
"
308
"
2
"
309
"
2
"
310
"
2
"
311
"
2
"
312
"
2
"
313
"
2
"
314
"
2
"
315
"
2
"
316
"
2
"
317
"
2
"
318
"
2
"
319
"
2
"
320
"
2
"
321
"
2
"
322
"
2
"
323
"
2
"
324
"
2
"
325
"
2
"
326
"
2
"
327
"
2
"
328
"
2
"
329
"
2
"
330
"
2
"
331
"
2
"
332
"
2
"
333
"
2
"
334
"
2
"
335
"
2
"
337
"
2
"
338
"
2
"
339
"
2
"
340
"
2
"
341
"
2
"
342
"
2
"
343
"
2
"
344
"
2
"
345
"
2
"
346
"
2
"
347
"
2
"
348
"
2
"
349
"
2
"
350
"
2
"
351
"
2
"
352
"
2
"
353
"
2
"
354
"
2
"
355
"
2
"
356
"
2
"
357
"
2
"
358
"
2
"
359
"
2
"
360
"
2
"
361
"
2
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362
"
2
"
363
"
2
"
364
"
2
"
365
"
2
"
366
"
2
"
367
"
2
"
368
"
2
"
369
"
2
"
370
"
2
"
371
"
2
"
372
"
2
"
373
"
2
"
374
"
2
"
375
"
2
"
376
"
2
"
377
"
2
"
378
"
2
"
379
"
2
"
380
"
2
Skipped 653 rows
"
1178
"
1
"
1179
"
1
"
1180
"
1
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1181
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1
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1182
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1
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1
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1184
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1
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1
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1186
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1
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1
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1
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1190
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1
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1191
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1
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1192
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1
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1193
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1
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1194
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1
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1195
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1
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1196
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1
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1197
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1
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1198
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1
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1199
"
1
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1200
"
1
"
1201
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1
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1202
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1
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1203
"
1
"
1204
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1
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1205
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1
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1206
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1
"
1207
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1
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1208
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1
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1209
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1
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1210
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1
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1211
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1
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1212
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1
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1213
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1
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1214
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1
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1215
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1
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1216
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1
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1217
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1
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1218
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1
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1219
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1
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1220
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1
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1221
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1
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1222
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1
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1223
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1
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1224
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1
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1225
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1
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1226
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1
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1227
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1
"
1228
"
1
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1229
"
1
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1230
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1
"
1231
"
1
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1232
"
1
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1233
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1
"
1234
"
1
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1235
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1
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1236
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1
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1237
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1
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1238
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1
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1239
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1
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1240
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1
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1241
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1
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1242
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1
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1243
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1
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1244
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1
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1
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1
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1247
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1
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1248
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1
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1249
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1
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1250
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1
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1251
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1
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1252
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1
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1253
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1
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1254
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1
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1255
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1
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1256
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1
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1257
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1
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1258
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1
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1259
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1
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1260
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1
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1261
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1
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1262
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1
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1263
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1
"
1264
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1
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1265
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1
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1266
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1
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1267
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1
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1268
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1
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1269
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1
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1270
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1
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1271
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1
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1272
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1
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1273
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1
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1274
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1
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1275
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1
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1276
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1
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1277
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1
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1278
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1
"
1279
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1
"
1280
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1
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1281
"
1
"
1282
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1
"
1283
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1
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1284
"
1
"
1285
"
1
"
1286
"
1
"
1287
"
1
"
1288
"
1
"
1289
"
1
"
1290
"
1
"
1291
"
1
"
1292
"
1
"
1293
"
1
"
1294
"
1
"
1295
"
1
"
1296
"
1
"
1297
"
1
"
1298
"
1
"
1299
"
1
"
1300
"
1
"
1301
"
1
"
1302
"
1
"
1303
"
1
"
1304
"
1
"
1305
"
1
"
1306
"
1
"
1307
"
1
"
1308
"
1
"
1309
"
1
"
1310
"
1
"
1311
"
1
"
1312
"
1
"
1313
"
1
"
1314
"
1
"
1315
"
1
"
1316
"
1
"
1317
"
1
"
1318
"
1
"
1319
"
1
"
1320
"
1
"
1321
"
1
"
1322
"
1
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