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Distinct objects for predicate
ns15
:
ID
in graph
http://purl.org/collections/nl/dss/vocopv/vocopv_sol.ttl.gz
sorted by frequency with mapping to SKOS
Resource
Count
SKOS mapping
"
150138
"
2
"
150199
"
2
"
150227
"
2
"
150281
"
2
"
1977
"
2
"
2003
"
2
"
2047
"
2
"
2076
"
2
"
2128
"
2
"
2167
"
2
"
2175
"
2
"
2759
"
2
"
2894
"
2
"
2970
"
2
"
2995
"
2
"
3014
"
2
"
3065
"
2
"
3120
"
2
"
3175
"
2
"
3191
"
2
"
3194
"
2
"
3286
"
2
"
3332
"
2
"
3378
"
2
"
3432
"
2
"
3454
"
2
"
3514
"
2
"
3518
"
2
"
3607
"
2
"
3642
"
2
"
3702
"
2
"
3747
"
2
"
3749
"
2
"
3773
"
2
"
3775
"
2
"
3786
"
2
"
3899
"
2
"
3912
"
2
"
3971
"
2
"
5280
"
2
"
52948
"
2
"
5295
"
2
"
5300
"
2
"
5381
"
2
"
5398
"
2
"
5400
"
2
"
5463
"
2
"
5514
"
2
"
5526
"
2
"
5535
"
2
"
5565
"
2
"
5628
"
2
"
5630
"
2
"
5646
"
2
"
5674
"
2
"
5711
"
2
"
5759
"
2
"
5824
"
2
"
5896
"
2
"
5916
"
2
"
5950
"
2
"
6018
"
2
"
100000
"
1
"
100001
"
1
"
100002
"
1
"
100003
"
1
"
100004
"
1
"
100005
"
1
"
100006
"
1
"
100007
"
1
"
100008
"
1
"
100009
"
1
"
100010
"
1
"
100011
"
1
"
100012
"
1
"
100013
"
1
"
100014
"
1
"
100015
"
1
"
100016
"
1
"
100017
"
1
"
100018
"
1
"
100019
"
1
"
100020
"
1
"
100021
"
1
"
100022
"
1
"
100023
"
1
"
100024
"
1
"
100025
"
1
"
100026
"
1
"
100027
"
1
"
100028
"
1
"
100029
"
1
"
100030
"
1
"
100031
"
1
"
100032
"
1
"
100033
"
1
"
100034
"
1
"
100035
"
1
"
100036
"
1
"
100037
"
1
"
100038
"
1
"
100039
"
1
"
100040
"
1
"
100041
"
1
"
100042
"
1
"
100043
"
1
"
100044
"
1
"
100045
"
1
"
100046
"
1
"
100047
"
1
"
100048
"
1
"
100049
"
1
"
100050
"
1
"
100051
"
1
"
100052
"
1
"
100053
"
1
"
100054
"
1
"
100055
"
1
"
100056
"
1
"
100057
"
1
"
100058
"
1
"
100059
"
1
"
100060
"
1
"
100061
"
1
"
100062
"
1
"
100063
"
1
"
100064
"
1
"
100065
"
1
"
100066
"
1
"
100067
"
1
"
100068
"
1
"
100069
"
1
"
100070
"
1
"
100071
"
1
"
100072
"
1
"
100073
"
1
"
100074
"
1
"
100075
"
1
"
100076
"
1
"
100077
"
1
"
100078
"
1
"
100079
"
1
"
100080
"
1
"
100081
"
1
"
100082
"
1
"
100083
"
1
"
100084
"
1
"
100085
"
1
"
13281
"
1
"
14028
"
1
"
150136
"
1
"
150137
"
1
"
150139
"
1
"
150140
"
1
"
150141
"
1
"
150142
"
1
"
150143
"
1
"
150144
"
1
"
150145
"
1
"
150146
"
1
"
150147
"
1
"
150148
"
1
"
150149
"
1
"
150150
"
1
"
150151
"
1
"
150152
"
1
"
150153
"
1
"
150154
"
1
"
150155
"
1
"
150156
"
1
"
150157
"
1
"
150158
"
1
"
150159
"
1
"
150160
"
1
"
150161
"
1
"
150162
"
1
"
150163
"
1
"
150164
"
1
"
150165
"
1
"
150166
"
1
"
150167
"
1
"
150168
"
1
"
150169
"
1
"
150170
"
1
"
150171
"
1
"
150172
"
1
"
150173
"
1
"
150174
"
1
"
150175
"
1
"
150176
"
1
"
150177
"
1
"
150178
"
1
"
150179
"
1
"
150180
"
1
"
150181
"
1
"
150182
"
1
"
150183
"
1
"
150184
"
1
"
150185
"
1
"
150186
"
1
"
150194
"
1
"
150200
"
1
"
150201
"
1
"
150202
"
1
"
150203
"
1
"
150204
"
1
"
150205
"
1
"
150206
"
1
"
150207
"
1
"
150208
"
1
"
150209
"
1
"
150210
"
1
"
150211
"
1
"
150212
"
1
"
150213
"
1
"
150214
"
1
"
150215
"
1
"
150216
"
1
"
150217
"
1
"
150218
"
1
"
150219
"
1
"
150220
"
1
"
150221
"
1
"
150222
"
1
"
150223
"
1
"
150224
"
1
"
150225
"
1
"
150226
"
1
"
150228
"
1
"
150229
"
1
"
150230
"
1
"
150231
"
1
"
150232
"
1
"
150233
"
1
"
150234
"
1
"
150235
"
1
"
150236
"
1
"
150237
"
1
"
150238
"
1
"
150239
"
1
"
150240
"
1
"
150241
"
1
"
150242
"
1
"
150243
"
1
"
150244
"
1
"
150245
"
1
"
150246
"
1
"
150247
"
1
"
150248
"
1
"
150249
"
1
"
150250
"
1
"
150251
"
1
"
150252
"
1
"
150253
"
1
"
150254
"
1
"
150255
"
1
"
150256
"
1
"
150257
"
1
"
150258
"
1
"
150259
"
1
"
150260
"
1
"
150261
"
1
"
150262
"
1
"
150263
"
1
"
150264
"
1
"
150265
"
1
"
150266
"
1
"
150267
"
1
"
150268
"
1
"
150269
"
1
"
150270
"
1
"
150272
"
1
"
150273
"
1
"
150274
"
1
"
150275
"
1
"
150276
"
1
"
150277
"
1
"
150278
"
1
"
150279
"
1
"
150280
"
1
"
150282
"
1
"
150283
"
1
"
150284
"
1
"
150285
"
1
"
150286
"
1
"
150287
"
1
"
150288
"
1
"
151177
"
1
"
16786
"
1
"
1975
"
1
"
1976
"
1
"
1978
"
1
"
1979
"
1
"
1980
"
1
"
1981
"
1
"
1982
"
1
"
1983
"
1
"
1984
"
1
"
1985
"
1
"
1986
"
1
"
1987
"
1
"
1988
"
1
"
1989
"
1
"
1990
"
1
"
1991
"
1
"
1992
"
1
"
1993
"
1
"
1994
"
1
"
1995
"
1
"
1996
"
1
"
1997
"
1
"
1998
"
1
"
1999
"
1
"
2000
"
1
"
2001
"
1
"
2002
"
1
"
2004
"
1
"
2005
"
1
"
2006
"
1
"
2007
"
1
"
2008
"
1
"
2009
"
1
"
2010
"
1
"
2011
"
1
"
2012
"
1
"
2013
"
1
"
2014
"
1
"
2015
"
1
"
2016
"
1
"
2017
"
1
"
2018
"
1
"
2019
"
1
"
2020
"
1
"
2021
"
1
"
2022
"
1
"
2023
"
1
"
2024
"
1
"
2025
"
1
"
2026
"
1
"
2027
"
1
"
2028
"
1
"
2029
"
1
"
2030
"
1
"
2031
"
1
"
2032
"
1
"
2033
"
1
"
2034
"
1
"
2035
"
1
"
2036
"
1
"
2037
"
1
"
2038
"
1
"
2039
"
1
"
2040
"
1
"
2041
"
1
"
2042
"
1
"
2043
"
1
"
2044
"
1
"
2045
"
1
"
2046
"
1
"
2048
"
1
"
2049
"
1
"
2050
"
1
"
2051
"
1
"
2052
"
1
"
2053
"
1
"
2054
"
1
"
2055
"
1
"
2056
"
1
"
2057
"
1
"
2058
"
1
"
2059
"
1
"
2060
"
1
"
2061
"
1
"
2062
"
1
"
2063
"
1
"
2064
"
1
"
2065
"
1
"
2066
"
1
"
2067
"
1
"
2068
"
1
"
2069
"
1
"
2070
"
1
"
2071
"
1
"
2072
"
1
"
2073
"
1
"
2074
"
1
"
2075
"
1
"
2077
"
1
"
2078
"
1
"
2079
"
1
"
2080
"
1
"
2081
"
1
"
2082
"
1
"
2083
"
1
"
2084
"
1
"
2085
"
1
"
2086
"
1
"
2087
"
1
"
2088
"
1
"
2089
"
1
"
2090
"
1
"
2091
"
1
"
2092
"
1
"
2093
"
1
"
2094
"
1
"
2095
"
1
"
2096
"
1
"
2097
"
1
"
2098
"
1
"
2099
"
1
"
2100
"
1
"
2101
"
1
"
2102
"
1
"
2103
"
1
"
2104
"
1
"
2105
"
1
"
2106
"
1
"
2107
"
1
"
2108
"
1
"
2109
"
1
"
2110
"
1
"
2111
"
1
"
2112
"
1
"
2113
"
1
"
2114
"
1
"
2115
"
1
"
2116
"
1
"
2117
"
1
"
2118
"
1
"
2119
"
1
"
2120
"
1
"
2121
"
1
"
2122
"
1
"
2123
"
1
"
2124
"
1
"
2125
"
1
"
2126
"
1
"
2127
"
1
"
2129
"
1
"
2130
"
1
"
2131
"
1
"
2132
"
1
"
2133
"
1
"
2134
"
1
"
2135
"
1
"
2136
"
1
"
2137
"
1
"
2138
"
1
"
2139
"
1
"
2140
"
1
"
2141
"
1
"
2142
"
1
"
2143
"
1
"
2144
"
1
"
2145
"
1
"
2146
"
1
"
2147
"
1
"
2148
"
1
"
2149
"
1
"
2150
"
1
"
2151
"
1
"
2152
"
1
"
2153
"
1
"
2154
"
1
"
2155
"
1
"
2156
"
1
"
2157
"
1
"
2158
"
1
"
2159
"
1
"
2160
"
1
"
2161
"
1
"
2162
"
1
"
2163
"
1
"
2164
"
1
"
2165
"
1
"
2166
"
1
"
2168
"
1
"
2169
"
1
"
2170
"
1
"
2171
"
1
"
2172
"
1
"
2173
"
1
"
2174
"
1
"
2177
"
1
"
2178
"
1
"
2179
"
1
"
2760
"
1
"
2761
"
1
"
2762
"
1
"
2763
"
1
"
2764
"
1
"
2765
"
1
"
2766
"
1
"
2767
"
1
"
2768
"
1
"
2769
"
1
"
2770
"
1
"
2771
"
1
"
2772
"
1
"
2773
"
1
Skipped 2,249 rows
"
6345
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6346
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6347
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6349
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6399
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1
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6417
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1
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6418
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1
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6419
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1
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6420
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1
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6421
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1
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6422
"
1
"
6423
"
1
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6424
"
1
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6425
"
1
"
6426
"
1
"
6427
"
1
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6428
"
1
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6429
"
1
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6430
"
1
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6431
"
1
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6432
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1
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6433
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1
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6434
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1
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6435
"
1
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6436
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1
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6437
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1
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6438
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1
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6439
"
1
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6440
"
1
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6441
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1
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6442
"
1
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6443
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1
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6444
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1
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6445
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1
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6446
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1
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6447
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1
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6448
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1
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6449
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1
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6450
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1
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6451
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1
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6452
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1
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6453
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1
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6454
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1
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6455
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1
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6456
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1
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6457
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